diff --git "a/video_unshuffle/reorder/train/batch_000526.jsonl" "b/video_unshuffle/reorder/train/batch_000526.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000526.jsonl" @@ -0,0 +1,100 @@ +{"episode": 52600, "episode_seed": 1321181436, "split": "train", "timestamp": "2025-10-13T03:23:36.699321", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1321181436, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coffee 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', [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": "116045", "label": "turning coffee upside 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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/yqzE++NW9RmoGOcjswxTrFi1rCMc7AKzNS5cZaxmUd0I/Sq9uS1jCScZiXn8KkubkW/7tkyGVctnpubaK5XVfEy6fZxWVqBLc7QhLdFHTkevtQotic0W7OSORtW8tdm2SKSRc/ddgyt+ZUH8aTQWKCaLPK/NinXttbv4HubhIpUvLq2hlm38DKSbMjv9frXP+E7yX+0ordjky/KCT61TV1cppxlbuVrht1/P/wBdG/ma0tAc+bdMDzuTH5Vtap4Kjt4DLDcO87kswbGPXisHSIpbZrpZVKtvH48VKaY50p02nI6mG6aOUrMu1+o9D7ilm2tbsqDg802BV1KzKSfLIuCCKcUZYipHQVzvc9KUubUx9DTy7y+GAM7en41uE8g+tYVpMtrqk3mbgjr1Ck8g+31rTN9asPluI/xbH8633PNmrSaJLXKyXC+kpP5gGtCE1mWzhribYQ27aeDntj+laLs0MCuNuTIifN0+Ygf1otcm9inCCLm8B/56g/8AjoplxaXrX1g8duzWxuI2kfj5MHG76EEg1n3mtw2EUt1IPmlCsEB5Y8rx/wB81teGdbXXdMGQEmQBXTsCO49qJXgrmtCMasnFs5S7l26tBGjBl3bcD16V1l5Cttp+wjtz9ahh8L6daasL6K32yliR85KqT1IFXdUANuy9cis5TUtjpo0XC7keYaohTVJFP/PWr0MuNJYA8gsKqa1xeb/z/KjT0e4gmiTljjA+tdEfhRwVdJsjtSMxg95Oa7qzJVHj7pIw/XP9aw9K0dEUmYZJ4+lbULo2oXaxsGUlXBBz1GP6UpsmJa6tg1BYH/Q4h6DH5cVI7bWBqOzIEZX0kYfqags0UIEZbHSs2ywbCIexH6mr7SxwIvmttDZxx6dayluYbKwLTuqCPduJPTk//WoSC6HTIADWZCkbibdGrfvW6qD3rLu/FpcyfZLbdGnV5Wx3x0FU7PxJgss1ucElyyHp+Bq+RkOaNq432yhrf5ADyBVzTdZNyxRzyvBqlBe297H+6cNnt3qGKJYppynX5f5ZqXBM1hWktOh1klwJIlT0qGyuba3vNtxIiBhwWOASKwhqDRKoY8ntUF5qRVoV3uqPndt/rWaizapUTidHcvE2snynV1eLqpyOD/8AXp7nAFYtm1rcmLzIQHVypki+VmB6HjHPFaUdsZJHjivJQ4PCyqG47e/61SOa4+A/v7j/AHwf/HRV+PhckgD1NZSxXtvdzK0UcuAp+Vivr61clnZ7dEa0lX97GTvHy43DPIz2p7jvZXIYsLcXfp5gx/3yKoajqttBvh85fPxnYvJFY2taxJZwxQW8uZXiUswP3DzkfXkVjaaNkM10XzIx8sAj6EnNacmhmqjujqpCXhL7VhEjswQtyATx/WqenXKpc3e5sYUnH0rEZHnmRTvwO+45+tQR3j2jzGTJJUqT65xTUQlK7uyxdZe2Vs5G8DP15xViNzFZZX78rYFUXkBgQKQyswbj6H/Grc2IzaoeAoyadibnodjY6ffZEcRjccEJIw5/On2ejyxoVS5uU2SMvD5HDH1BrP0YyW98kxPyT5I/3gen1613NigMlypH/LXcB7FQf8ayNji/EZOk2f2x5zJOvlpHvA5wxfoPTivM4hPf6gip888r5AJxluvWuv8AiRfGbxBNaK37u2QDA/vEDP8ASsXRrnydNmMdujSqWKs6qwJxuGd3XGDwPc/XaOkTF6s7u+kT/hA1O4Fkgxu/2WeNgD+Oa880K/Wz1W3nc5CuK2ZPEAvfBeoWeBGwuUxGDnamS3HsCMfjXKujrECFwMZ/CpjG0bM6q1VTqc68j2/z1vYxIDkFa5PXNPmVzJASMkdPrzUfgzWlms1tJpP3inABPNddNbrIvNcjvCR23jXpmYYGhhiKgB1wGx6EZBqZsFDUM6TRE4c4IxzzxWVpnm6t4om02XVJ7VCshi8tN25lQsF9hweT6e9NLnehM5+zjqBc2t8JVxy4GSM/pV5bsLei3nVXSX5lyo5rkLXUbmdj50zOWCsCe3rituZlmuXm83HlYMRb+IA1raxwzlzSujck0K2kviUgTDxBhtGOh9vrU7aRFDBuYyBVYOQ0hKjbluh+gq9ps8czWkiuGDI68H6EVQ+IF82n+HNiHDXJMWfQY5/T+dC1ZL0R5TrWotfXaAE+VEgjjB7L/k/rXX+AkeNXjIXzZEEsR3djkc/iDxXGWLiPWUOwvklRgZIyMZHv9eK3YfEL2Ot20jwIseSQUK52uvAO3APzc561tOPMuUWHqKnPmZ6ipS7tlljIKsMgjnNY2o7ooXPUAVF4GvDN4dETOC9vM8R598j+dWNccCNl6BhmuJqzseqp80FI811d93mOPwpmgz+VqUDEnaXw2fp/9ejUxtMi+9UVdoIRIpKtvBU12Q+E8mt8Z6HC3Gaq2JtLqWJprVA7KVPl/JyOc/rTdTt4LXQIdS03V7+ZWuTbZuYljW4ITczxd9qnCnd6j3ApafJcJdJa3CFZopthBPTNTKLQoyN62tYbljCk1xFKpwR5uR+RzSwWN7DNOqTq22U/6yPOcgHsRVS2lk/tX7UuBGzeWcdB6V2dpGsk9wSB8wjcfiMf0qDQ5zUIL17QmQwoqxyAlScEEADr0rzzX9TF9fyrCzC1EjNGrdefX9K9F8fXiWOki0jGJboqn0XOSf0ArzHT7SK+u5EmlKADPGB35OTwAOtaw2uYz3LF0tlHoiCIL5z7CTkls4yc9OPTg9/rVKxTMcxKEhhsLYyBn/IrZ1FbXUTZ2luUEwL7mWILtUA5BweuQTjuCOe1QR6DdpHKDIiwcpuf5V3kgYJ/X04rRbE9TM3SWVypKPErAMuQRjgc10dtdjyndt2csW7/AHQM1lX5N+knnYSS13AFQQJD3wGxjoDj/GrGjX58sW7KGGx1yfQ8/wBKVri2JryXdcgA/dAq7Zxm4hfdCJY1I8zPG0YPIbsasWel6dqHjY6dqV3Pa288mxJY5Yo1jPBJYycYxngck4FR2a/2dJr9jcNNG1vcCNY7nAlAVmHIXIzjGcZFZyVldGkX0BFnsroRM3mwy7ZYXxt3DOOnY+tajTMmsI6ghFIjc+5qG4nt77RbWSFwZbZFOzGGwOG+oIwfwpkgYeXHbyAGdgRn067iT6Vm3fUtKx2lvClxcsxHLQo36mmaw0Wl6VPdOeI42I9zjAH5kVLYLKtxbLlZhJEU+QYOQd3T6VzvxMvTFp9raLuUyMWYEEHAx/WiOrKlojzWXzb29RWceZKfvMe57mtSG0hsnt4mZGll3EkN1HBXIIyO9Y5Vmmh24JYAjJA7+/0qa/uDJcqTv3jqxkLd8jnt1/P0rpavoc6Z6TdeH7e58PM8SqlxB5R3IMuVKnk9+ted6naPAHWUFXU7SpGK6Kx8eXGnYV41kkVBGXIyHXtnpXNavq8mrXpndQATkgDqaiKd9TSbi1oU7d2hlAOVK888Y96vtL50sjBiQDgZ9Kzbkt5xY9TjkDrxXTa74Q1Dw14e0jULwzJPfmTzYDGQLfAQoGP95lbOO3TqDjRoxOotbdJNXsoWZ/LbexAbuBmu7hT7Jqe2Ittkt1chjnkHbxn2oorie52R2PFNeme61zVJZTl2kkYn/gVZ6lVsVwi7mYgt34//AF0UV2LZHK9ym0jRs4U8OMMPXnP9K7WbR7X/AIRq0lIYu9tBIxJHV5Ap7ejcUUUMEczp1zLbXcojbA2s34gcV7BpEz3OmQyyHLFRk/hRRXPieh3YF6sLtQQa4GXUZ9I8SzX1rs86KRtu8ZHzKVPH0Y0UVnS3N8V8JX09FFhdsB80LRMjdxyRW9eRq8EQYczSIrN3weuKKK0mcPU7OzghKWSiNU23CBSgwQCdpH5VzXxgjNs2mwJI7RlZHwxzg5AooqKXxFVNjzRQv9ocqGyAcH125qCYhyW2hcnOB0FFFdnU5Trfh9dzR6he24bMTKrlT6g4z+VdbrRL2ruT8wPWiiuOt/EPTw38I8/1lQJnx2NZEjsbQ5OQrcA0UV0U/hOKv8Z1OreJ3161t45dK062aCNY4ntUkUoig4QAuVA5ycDk81r6vHGNStnCAEu0JA4BVVUj8smiipnuTDYj8kGS1UMyrJOqkKccc9PyruLdTbanDGrsyyWqsQ5zghiOPzoorB7m8djhPibIzeILVM/KIFIH1Y1wkUhiuGKgHORyM0UV1Q+E5pfEFxKzymQAISScJwB9PStPRb2cuVdhIoZBh1DcAk4yeRkgZx1xRRV9CVuULi5mlubozSvKzbizSMSSQcZzSae7LcKQexP8qKKAZ199rR0vUryNtO0++imlDmO9g8wBlGQQQQR1ORnB7g1WglbWL29v7/8Af3Fw4kkc8ZJyT06D29qKKh7FLcr6n/oGqPFb/LHtT5c5H3RU6SMVOecL/WiioZZ1fhW8muvEsFvIR5cFpvQD+8eMn8Kz/jBK7azpqlsgWufzY0UVFP4i6nwnn6yGKOOQAE5ZcHpjFVnYuxZup5NFFdJziIN8qKScEgVLMqxiMKo+eJWJ96KKYDZXZ7RCxyyvtBzzjGa0bnxJq2q6bbaVfXs89tbSvKgkkZiWfbnJJ5xt49Mn1oooEf/Z", 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", 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", "info": {"video_id": "116045", "label": "turning coffee upside 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": "cc22e9be38352aa340f020b32c47d19c9ec5bf1e0b62c214f2262751117cf78f"} +{"episode": 52601, "episode_seed": 716934758, "split": "train", "timestamp": "2025-10-13T03:23:38.294723", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 716934758, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning nail cutter that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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JABTwBRRVIQ8AYpcDIooqiR+BXlGt302meNb+8t9vmxztt3DI5Xaf0JoopDNHwIMC+A7CMfzrsKKKQDDSUUUDHqKkA5oopiY8AUpAxRRTJFWuf8b/APIsyf8AXaP+dFFPoBxOq6+2rxwRyadYwGFVSN4FdSqDooBYgDnPTrzXrKfdFFFSwHGmjrRRUFEi9amTtRRQMmUVIBRRTJDHNLjmiiqEzybXtUOneKdXQ2VndxyXG4pdRbwCo4IOQR16Zwe4NaPhG6mv7zVLu5ffPMyO7YxkndRRTEjqaaepooqWUOxUi0UUASipFHFFFMB+BRgYNFFMk5zxz/yK7n/ptH/M157da1qF7YQ2NzdSywwO0i75GYktjrk84xx6ZPrRRTBH/9k=", 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cCiiqJFxzXlOtX02meNL68t9vmxzNt3DI5XaePoTRRTA0vAYCi/A6ARj/ANCrsqKKllrYYaSiikMeoqQDmiimJjwBSkDFFFMkVa5/xv8A8izJ/wBdo/50UU+gHE6rr7avHBHJp1jAYVVI3gV1KoOigFiAOc9OvNerr90fSiiokNAelMP3qKKkscBUgAoopiHgCngDFFFUhMXAyKfgUUU2CPK9b1U6d4n1ZDZWV3HJcbil1FvAKjggggjr0zg9wa2fBV3Nf3mq3dy++ed0kkbGMk7qKKkTOyHSmmiipY0OXpUqUUUDJlqUCiigQ7ApccUUVQjmfHv/ACKjn/pvH/M15tdazf3tjDY3NzLLDC7SLvdmJLY65POMcemT60UVRJ//2Q==", "info": {"video_id": "73629", "label": "spinning nail cutter that quickly stops spinning", "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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"info": {"video_id": "73629", "label": "spinning nail cutter that quickly stops spinning", "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": "13aef8d0d1382e4f419d6b8a840a5d9d5b53842089efc62e78b667d9672f44b3"} +{"episode": 52602, "episode_seed": 3450716705, "split": "train", "timestamp": "2025-10-13T03:23:42.132788", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3450716705, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying bottle in sand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 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": "191322", "label": "burying bottle in sand", "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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r6mbZ8+b9PYQ3MaGUlQqc5AwTlf5GtqO2W6spmjmVEhA+TjC+1cfpNl9lgLkEsT3PAq411JEHjVyqyLhgO47VhGs27I7JU4pXkTalcEt5NvOGBYOCvt2qlpFpKlzPcvtPmHAx/Oq6TfZcIVyFJIIq9ZXQbGG+Y8kEHrWt7u7ObZHQ2rYVvlyemQ1TxSSBfvAgHv1NVo53kiQE8qoUY6kVJbsGYoSSyjv3P1q2QaDtG8ZVYgCeGYnJP+AqtLuMJ3DdgnGe1PtwPXj61KltHcHZJvweVwev1rORaMK5aQRLw3QEbTyvPU16h4E8TSano6xTndNA4ick/wAPXI9utcits9lllQskx2DBI59M9+pqtpsb6VJeSpMwmaVII0zxtYMd2PXKj9azbaVy1Hm0Nj4v6kl1fWL5wqBxn67TXkzzmVjnhc8Cui8efbY1sDc3kU7PvJCAgqfl65NYWnWYuEDyZwTx9KmCu7lydlYgVzbsZEwS2AQa0bS+DvmT5TkYGOMVp3Gj6fJGpaN1YdNjYz9aqP4anQiW2uUYE52PkYH1rbYz3Ni0ndYfLV/k3c88VbWTa4WRm+fgH0rn7eW8sZVN1bSCPuyfMOPcVvwXMdztZMOG6HPT61d7kNE5++AD0AxzVxbGSRFbouPyqlIwDjgL7egrStZU8l45xwzBlJHQY6VErjRTuNJ+YmN3dn7sPzqhqkMUlqht4UDx4DLtA/l1/Gt5HMRwJJCQRsKjn6ZrPuGdU2xnJcntu7frU8uhXNqaLaley29rY212EmihjE7y/dYsm7HB9DivKNk11ISwwhPQGvULTRbh9PjnT93LyrLgDgex59q4MKFOMDNYz5o7nRBKQ60iEZAArTWUIMms9XC9OtRXbzyQFYVJY8ewrNXbsau0USzalNPN5cR2r0pIIT9o+flu5qnZtPby5uIHRccNtyPzretl3oSAMHofWu2EUlocU5SluXNO4TJOBnrV+CNJX2mQjI4zzWbaqZEdcHoR9K0mO5QWBQ4HI6g+tNq5CZLNbSKgb5XG7LZOOKlR9Pl8tpLQSYhjVUfrkDk/XOaa0sjQSKMhMcjPBHuO/SrdvqOlmwjiljb9x3we/wBKz9nc0U0IsWnQRGRNJjMjN/CzLgY65Ncr40td8+nLAkUayRtICmclTgDPtx1+tdDHp1nquvpE00To0LyRQFnXeo4Pfkis3xc6SX9sFjhV1TBKDDFQAFz+VKUJRi2aQalJJmTp1usCLuUAL0rUn1FbeDc3GOgrPSVUi5PNYd9qSyXTIWB2Dt2rCKuzonLlWhPeXc19NuYBQDgKR29aIU2nd2pLTy5UyME7qvi1Cx7s/L/nvXTGOhxzldkcS+dKFjUbq6O1t7cRsZASUO0jb1qrZxAKsanCtkk46cVfgLQyE8McduKfKTcn02zgxNIZFikBUIV5IDA7uD16AVYSxtDEXfUbsxAE7URF3Ee3c/SnWi2FxLMt1MIzsG1WbHvkVT1S4tUVIbPUlUscSOHUFV46cdajkd7mkZKxde2aRoHtpL1stwwIHA6Aj0rv9P02O40+XeMQxuCNwyGOOcD25FcNNbWcen6fK8Sy2S7nS4eYsG3HBYgcE9vy9K6u3vp7rT9lra+bbykncAFVjnkY6/41vCLRlUaPn+C/tkj2tPH/AN9VFDcwTyF3uY4xnAyw6VzVFcMXyu50yk5Kx18kGnMd66pD0xtLDmqmTauXF1ayjH/LOYH9K5uir9oyOVHc6Tr1ojlZpkXsCx4rci1nSzuJvLXcOAxlHPvXlVFP2zJ9mj1RdX0yTeh1C2UFSM+YKtDWNHJUjUbRHGPmEgryGij2rD2aPZZNe0d1Ja/tAAeD56k1XsNQ0m41EmfVrRIyhXLTKuCM4Ga8ird8I6JaeIdcGn3d49sGhleMpHvLuqFgvsOOvtSdS/QpRs7nQeNZbBhZ/Z9TtrxhvyYnB2jjANVLG9tYbSOJ7m3ADZ+8M/nXGmihVGtgcb7no76np3lbftkBbt+8FKurWMpjje/t0XIBPmD8683oodVsOVHpP9t2aXSlLyEKoIyJBgk9KnXWNL89HN1aKxBDkOAD7mvL6KXtGOyPVv7X0w3cY/tC1K9MmQYBq6db0ZJnSLVLYxKx2lpQMj1rxyir9tIj2aPYF1zTBnGpWm0c8zDPXtzTDr2lfaHka/tmIBKt5oAB9SO9eRUUKtJB7NHp954vjt4ClleofMQqcSY2E9CD3xz1rm/t1sT/AMfEZ/4FRrnh7R7Twzb6tpd/eTBrk2ubmARrckJud4hnO1ThTuH8Q9wOUrOcnPc0h7mx1n2+24/fx5/3quR3mnJCmbyMyHBI3cA5rh6KUXy7Dk+bc7211a1jXDXcCnk43jBz2NXI9V04Fv8ATLcbjnG8da82oq/aSJsrWPSrHWdNhhk8y6gMxbC/vBgDnJ/lV5dc0oxfNfW+QOnmCvJ6Kr20ifZo9bXWNJ8l2GqWxcLnDSDr7fgaovrNhHG3l3ttubr+8BBHYYrzKij28xezidi2pQxavHdW2or50cgeNhwAf5Aeo9K1ta1iyuZEuft1tLNK7tKUbgE44A7AdB9K5jwbpek6z4gh07V7ia2hnIVZ0mjjWM9SWMnGMZ46k4HeszWLI6ZrV9YmOeL7PO8Wy4AEigMRhsEjPrgkVEpuSszSK5XdHTf2jaSYU3UQJOCd3QU+VNDfzGM1s7KOSWwW+lcTRUp2KlLm3OygfSozmK9EXTjzAV/Wrj6lYG3IF7FnHTf3rgaKtVGiHFM9SttU0uK2hZtQttzLkp5n3frU/wDbelibP9oW208f6wcV5NRV+3fYj2aPV5NV0tQGF/auAwLKJRyM/nWJfXenNO6peQtHuJUlweK4Oik67YKmkej6Bq9vHZPYXeqWyWQuA8SM3Rj3z2Xv9a9g0Hxn4YtLNbeTXdNTy+EJuF6V8sDk4rqfEfgm98NeHdH1G8Eqz3xk82ExEC3ACFAx/vMrZx26dc4FXklYJUkzlqKKKxNAooooAKKKKACiiigAq9pGq3OianFqFps8+IMF3ruHzKVPH0JoooAo0UUUAFFFFABRRRQAUUUUAFKDgg4zRRQB0HiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrXPUUUAFFFFABRRRQAUUUUAFFFFAGto2vNoyTRnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGqepahdatqVzqF7KZbm4kMkj4xlicngdB7UUUAVaKKKACiiigAooooAKKKKAAHByK19Q8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUAf//Z", "info": {"video_id": "191322", "label": "burying bottle in sand", "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": "6c65720761e8cfcc8e295d096fa83fb59313193050ac079aebe3c3a1d2fc30ff"} +{"episode": 52603, "episode_seed": 76776670, "split": "train", "timestamp": "2025-10-13T03:23:43.457819", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 76776670, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fork onto oven mitt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "102644", "label": "dropping fork onto oven mitt", "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": "102644", "label": "dropping fork onto oven mitt", "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": "2fe0a6f6f1aca1a7d1690b02633fe50d3223a1bf13f53898fb351c34b0b61db7"} +{"episode": 52604, "episode_seed": 1926758065, "split": "train", "timestamp": "2025-10-13T03:23:45.937530", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1926758065, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 jack into power plug 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', [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": "118789", "label": "plugging jack into power plug but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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Oxs+hBq9CyPzgZqx4stktvFOoJGNq+aWx9QD/AFrLgco/1rNo6YO6NqKEHpW/pSNFIuK521fBGa6CxmG9Rmo6myNyVjuzVu2+VpU/uyH/ABqjKcqDnPFXkOLyUf3grfpWlLqYYnoXBXO+JNWEcMlmn8S4kIP6Vv7gFzXm+qzPcXMpU8sxJ+lanKkZsk+/erMMbTs55PFaMKjy0J/uj+VUYY4JOQu4qcZI9avxJ0HYVLGjq/C+nrPN9qb7kTfKPU12YLPMxYk9BWN4atjb6THuGC5L4/lWwnLP9cfpVrYlmNqmmLqEIFyW8wqwOOQmckZ/QV5zrnhBbItJFKemSpHFerS2avPuMjBDglQepHSs3X7FZbdnIycdKqSTFGTTPDypViD1Fd38OXzLfqfRP61zOs2Jt7hmAwCa6D4e/JcXbf7SL+Yb/CsktTok7xPSUqZagRs093KRsRy2OB6mtEYGfLcRWUhjQpHbeYzTtI5yCem3Pqa2tGdRFdNuAX7S5znjBCn+tYMMdu9w1tegTSyj5kKZXI+bBPTODnHWtiKGNFyi4DHdjtnAHTtwBV7Ems1+q8RLv/2jwP8A69U55HlkjLsSd35cGmCgn95H9CaGwK13G0jP5nzIQojiB++wyTx+Qqxaf6tiDwWJx6eo/PNR3Nsk6/eKNnO4dRUkEUdvEsca7Ix91c0r6ASs2XPsKgkfjg/jSPLyfSqd1dLEhZmAA65pAUUkG7r1Fc/4l1hooFtYCd0jhXI7L3qK71coyhT91cfjXN3k8sk0YBJLPljjPFRc0SGPGGuVkZwpXBUHqMela2ixC71CGNeRv5+nWsdk8uVpEUu5PAx0B4+tdT4Qtl+2STAEBU24zwDnJpWuO53cXCinufmj/wB7+hqNTgUp++hPA5x61SIJdxbjoO5NeW/EPRLe1uFv7eHyxIfmKjgn+hr05mzx0HYCq17bQ3ds8NwgeNuoIoauVF2Z4Lb3ctswKMStbttqyXChZDhq2vEPg+2htpJ7MqhXLFScAiuX8K6PBrniD+zrq+ktd0UrRmOPeXdULBfQDjr7Vk4XNlVsd34VcE3ODkfL/WrviHUfslmY1bDODnnoK5TwBeMINRkmkJWPyjz2+9S6ve/bJJpJOUwePb0q4rlVjOT5pXM1y08ayoMO+D16D2qaBGRUWQndjBJ71CFeSGIJlFYc84I9KlTa6l0fDLjr39/ehoR1nhO083UTKRxEufxPFd8vArA8M2n2fTlcjDy/Ofp2reHJAHJpolnlXj+1MPiD7Rj5LhNwPuCQf5CuUDAMK9R8fad9q8PJdoMyWz7jj+43B/pXk7kg1EkbQlobFtLyDmti0uNhBzXMWsvFW7m4kitC0bFWyORWTWp0KVlc762nWaDOela24fao2B4aPH5GuMvorey0C31PS9Yv5Va6+y5uIVjW4ITc7xDrtU4U7vUe4HXP8ht2HZtv5itYRsc9aalaxLdzeVYzPnG1TXnD5WeaSQ4U4H4V12v3u2L7Mp5Y5b6VyGzb5zSYO8/pVsxQkZVYwUQjJwc1s6TbC8vIIxyrsM/SsZZAg3hgVbACAV2PhG1zI05HCLtH1NFhnZxKERVUYAGMUqZOcepoUcZzxQD8gA4FUQO3bfu8n1qpdASwsh71OTgVQup9gJzjFMTRwXia1RVkJ4ApngMYi1Jv7jQt+rUW8lj4j8ZtpWpahc29lLJtjljmijVD3LGTjAGcDqTgd6t+E7F7HU/Eenuk6GGQRhJwBIoBfAbHGcDtx6VPU0T92x3EbfP+GahvI5ZLuydceVG5d/U8YAFFu+6ONvVaSWB5b+2lJHlQ7m68ljwKaIESWCS7kcQvJKoJMuMKSDggZ6np+XtV2yuRPGQOGXBK9wDyKzXaNpWEEscG2Tc7BcFsg5x/nHrVnTrkXTvOAwV/u/IVBHrWhJqBqaTmYD/ZP86Bz0oBAkOOuOTUsaHY29Tk/wAqYznOSaU4qvcSBRSGRTThF+tcJ4l1Z7uf7FA+I0/1pB+8fSp/GOuva2xgtZWS4YjLKfuj/wCvWLr3hrU/Dnh7S9SvZZ1mvS/mwshHkY2FAx/vFWJI7dOuaT8ikhtyx85xno5H6026/dRxlerDnNFFZlool2RywY5xz716D4XtIYNIhkRfnf52YnqfWiirRLOliGUZjzjFBJMi59DRRQSKagmJ2GiimBwvi66l8yC2DYjcFmA781wkOqXGh66NQs9nnxFgu9cj5lKnj6MaKKnqV0LXhuV0t71FOFbZn3xmtORRIpVhkHrRRSYEczmNEC8AkCprfEmpW0BAWMuchRjPNFFCGz1q3+SCPHoKtjhB6sMk0UVRBA0SXFoYZVDRyJtYHuDXhWqQJb39xEmdqSMoz6A0UVMjSG5VhOGFWrpj9k9eRRRWfU36GjrHiqTXobaKXSdNtTbokcUlqkilI1zhAC5ULzk4HJ5r0ackWoPcMpFFFaI5pbHH6hK8t5KzHJzVMIrHnmiih7gOt4UVywHIr0Tw9CiaXEQOWG4/WiinETNgHIpo+6PpRRVCGyE7TXJeKbmWGx2o2PMbax9qKKAW5wtlrB0qe8jbTtPvopWVzHeweYAyZwQQQR1ORnB7g10/gy+uNT1rW767k8y4uJEeRsYyTu7dvpRRSGdXZH/R19mI/WrLoH5bJAHTPFFFMkhlsYJJ4kZThhg4OCR1xn0q8DyAOAOABRRVi6ljp8o6Cmf8tX+gooqRoXPFZuou0cUjL1VSRRRSGeU6g7ToZJGJd5ASfxqPWvEOqX+m22l3V5NNbW80kiCSRmJZgvUk84xx6ZPrRRSKW5//2Q==", 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", "info": {"video_id": "118789", "label": "plugging jack into power plug but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3b7b721246f8e5938c229f8da30c48859f4d4034c719744206d5b4b4dd4ece04"} +{"episode": 52605, "episode_seed": 1505709451, "split": "train", "timestamp": "2025-10-13T03:23:47.555244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1505709451, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 motorcycle helmet with camo jacket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "192356", "label": "covering motorcycle helmet with camo jacket", "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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w3OOlY4+6frWhASAKTYI9h+DyB9YuXfdjywMqcV6x4h1G10PQ59RkZnWEA7WkPzc9Bz1NeUfB2YJfTrgYKdcdK6H4w3MieDEEecNdICe2MNXLNc1Q0WkTyTxd4s1fxJpsEN0yvFFK7bVX5snoT6gA4H0rhjnoRWlGzO5yzKD2UkCkuYFjTeVyT0ya60rLQwb1K8NxIDtXGSMbu4r1T4PWpfU7+ccBLcLnHqw/wrypCowcc57V7b8KoGsdBmvvLLLcSYyOu1eP5k1nU2LhuejbD0LfmKz9R06K8geKeNWVsZIGDx79auxXcU4wpOfQ9aimLqen4iudaamxD4N0WHRZNQNu8r+d5eQ+Plxu7jr1rE8a3Jh3vg4Ocg11ulSFfN+fbnHbr1rlvH2mvPatPFlgRlxUNuVW8h7Rsjw3U3ae8eQ9D92q6OBjNX9QhAG5R05rOSNpJ0iXneQB+Nd+xzlpbxrORZo9u9eRuGRWBdTtNO7ucsxJJ960NRzDcyQn+Bin5VQEQkzgc9Se2Ke4noQI5Vsg1etpHmkTd24AFUmwHwAODW34WszqOv2doOkkoB+nU/oKzewRPpTSLVrbRbGEnGy3jUjH+yKsSxF0wSrA9QRmoI9RVAI5VZGHTjjFTO4kQMmCK47HSjmtX8L2WozNMxkhkJyWjGQfw/wrrvE5J0v5QcbSp/KswyMTg5HtWtq4+0aZKu8NxnpxSqSk7JvYcUlc+f7bS/7S1y4klUlVbArv9K0eFIwojK49DiqtjYLFfSnAGWNdXYoigDIrScr6EWMzVmt9C0afUJAzLDg7S5+Y56D3NeIa94q1DXLeK3unUxxOzqAMHJ9T3wOBXrvxbJj8FpsBw10gb24avBDya1opWuRN9BFPNSgZYVHjHNSj1rZshHS+FITJqOR/Cv8AM169pttiJQT+YryrwjMlszSuCQSOnpXrOk6laTxKqtz6HrXNU1ZrE0ptMhu7N4p41ZWHJAwfbnrV/wADaLb6JNqBgeVhN5eQ+Plxu79+tQGfYoA/MCtTRZv9d+8A+7269aycpcjjfQ0SV7nQzZaNsrkH1NcNrTxQFyU59jXWSTN5bfNnjvXnnjC7EcEjgj5RnrWdOOo5M8y8WzJPqW5D0GDzXNyHmpZ7p7m6Zz/ETVSdyDk13x0VjBkbsVfOeKkeYNaMveq0r7hxVd5MKy+tUTcngbBFddYw+VCG5HyjmuKt3+cZ6V1cWtQmAIQUOfwqJ6lRL2j6iFna3ZuAxwD3FdZHoNrqhDu0kTsMlo8H9K8xt5S2ohkbq5IxXrfhu48xY+eg5qG3B3RSSe54hd2r2lw8LjkHg+oqaDLMB1FdL4s08G2ju0XlW2MfY9P1rEtrQuhdMkqauMrq4pRsz034WXX2e7uF7kDtXVfEe4in8G3CuwyskbLn1zj+prk/h7pl1GzXcsZSNhxu4zW74y0bUdctYLC0ESwM2+WVzyuOnFZv4gex5JY6dh/MnxgHheufrVOa0MjtNdXcUUe5upyxwccKK6G78HXtmxjLzqBxkE4qiPDITLOWbucitIy1u2c0Kc+ZykznWVJLnbarI0fRd3U/lXp/hLWLzSbOG2fDQqMGI9vpWFZ6XFDjag/KugsNOknlACkDucVM5X2OiKselW80V3axzocqwyOOR7VMG8sEqSR6HpVTS4Bb2IiJ6VzCXF7e+MrzTP7YurSHMnlCNd2WVNwX2HB5P9ahK5TdjpLvxDFpd3AkyBVmVsMD3GOP1qC98U2N3aSRMBz05rzC/wBTvr+OJru5km2DKbj0zjNZSXTifBY8GpcdS90a3iOyjKvPbL8vUqK5izZYblJT/CeK6Wa8EkRQnjGMVzckeCwHrW8Ze7ZmTWpQ1Um81Sd4+jtu/MUyW2ZIY44mGWb5mY4zxTl06WZy7sVY9AvapRosj/fkZh70+u5jKEnJPoZ0sNvDGQZvNm7eX90fU961fDBuLbUVuosoUBw/pmnw6TEjgFcn3ratYVjUAAYpSkraGsYnoui+IvtWI7nb5mPvf3q6KJ4nHytg9sHFeXWknlsrA4wa1tS1i4g0lpLed45Q6gMp5rnsaXO9knePgqr/AFODUv8AwkVo1oM9XX7vpXC6lezw6HDqFhruozKbj7Pm4jVFnIXLPH32qflO71HuBk6pfS2ypIhyCcfSiUSou6djrFvbYXDnIPNaEOswRAdq80h1J2JY55pJtYaJckmhRJZs/EnXlvtK+xq5K5Dgdic15JswOa19Uv3vJdzEkDpWWfmHWuiCsjORGRkU8cgY6Yo2YHNSwqCi/lVMSNPTmZFABIrprO8kUL83TvXN2ang1t2/C1jLc0R3Gh64zOIZH4PTcciuptdXFnOA6BQ4+8D6V5T4b+z3vitdPvtQubSGV9qSxTRRrGepLGTjGM8DknArbgvLz7fqFndy3LG1maJUudodMEj5scZ4GccVEo6XKjK7sd/c+L7VFePAzj1rz7xVraXVpMqfxA1kXl+Ud1/iU4NY2oXDSWzOx69BRCOoMwElYuOenNRz7pLkqDxU1qgeXDDGavT28dqqMg3EfeY966GzOxkyoY4xnvVJ8Z65rQuwH47npVTyex60EtMSKrIfK4qONMKM8U8KMCga0LVmxEquOCK9R8M3RCxsFDBh0rysZSHcpIIPUV3lxpOteE9E0a9ubm5imvWkMkPl4FvgIUVjj7zK2cdunUGokrlKViPVgJNEug3OEz+Vc3o8jIHfglcEA9KKKUNmaVNz03wfqN1czMksmVA4GK7ZG3rziiis5bkEFxBGyHcoPHesOewt3XlOpoopCK0em2qyAiPvWxY20KjhBxRRVDNSP7uPavN9V1CfTPF95e2+3zo5m27xkcrtPH0Jooqoky2OemGIwB0AxWYwG8nvRRSe5qvgQhds9aRfmlOaKKpbEM0ba3jJ+7V4QpgfLRRU9REbwpknGKYFA6UUUikTpweKbqjsNNPPG9eKKKUdxMn1LxI+t28EcumafbmBFjje2R1KoOiAFiAOc8Dk80l3+9gCvyMg0UVUx0tmPitovKHy1m61CkVm7IMGiiiIPY4+bgcVX/ioordGbJDVq1UbBx3oooewI1rZQF4FaUP3aKKwZpHYqR622k3l3GdO0++imcOY72DzAGUcEEEEdTkZwe4NaWkajdalfX99dymS4uXEsr4xljnsOn0oopy+Emn8ZObeOa/kLjOTzWJrCKlysS8IAeKKKmBczFl/dyLtGKnMrmPBOQR3oorYhGcx+b8aj3Ezk+1FFUJFxUUpyO1IyjI470UVI2TSIot2I67hWhN4i1XUdNt9MvL2ee3tpHlTzJWYlnxnJJ5xt49Mn1oopEM//9k=", 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w3OOlY4+6frWhASAKTYI9h+DyB9YuXfdjywMqcV6x4h1G10PQ59RkZnWEA7WkPzc9Bz1NeUfB2YJfTrgYKdcdK6H4w3MieDEEecNdICe2MNXLNc1Q0WkTyTxd4s1fxJpsEN0yvFFK7bVX5snoT6gA4H0rhjnoRWlGzO5yzKD2UkCkuYFjTeVyT0ya60rLQwb1K8NxIDtXGSMbu4r1T4PWpfU7+ccBLcLnHqw/wrypCowcc57V7b8KoGsdBmvvLLLcSYyOu1eP5k1nU2LhuejbD0LfmKz9R06K8geKeNWVsZIGDx79auxXcU4wpOfQ9aimLqen4iudaamxD4N0WHRZNQNu8r+d5eQ+Plxu7jr1rE8a3Jh3vg4Ocg11ulSFfN+fbnHbr1rlvH2mvPatPFlgRlxUNuVW8h7Rsjw3U3ae8eQ9D92q6OBjNX9QhAG5R05rOSNpJ0iXneQB+Nd+xzlpbxrORZo9u9eRuGRWBdTtNO7ucsxJJ960NRzDcyQn+Bin5VQEQkzgc9Se2Ke4noQI5Vsg1etpHmkTd24AFUmwHwAODW34WszqOv2doOkkoB+nU/oKzewRPpTSLVrbRbGEnGy3jUjH+yKsSxF0wSrA9QRmoI9RVAI5VZGHTjjFTO4kQMmCK47HSjmtX8L2WozNMxkhkJyWjGQfw/wrrvE5J0v5QcbSp/KswyMTg5HtWtq4+0aZKu8NxnpxSqSk7JvYcUlc+f7bS/7S1y4klUlVbArv9K0eFIwojK49DiqtjYLFfSnAGWNdXYoigDIrScr6EWMzVmt9C0afUJAzLDg7S5+Y56D3NeIa94q1DXLeK3unUxxOzqAMHJ9T3wOBXrvxbJj8FpsBw10gb24avBDya1opWuRN9BFPNSgZYVHjHNSj1rZshHS+FITJqOR/Cv8AM169pttiJQT+YryrwjMlszSuCQSOnpXrOk6laTxKqtz6HrXNU1ZrE0ptMhu7N4p41ZWHJAwfbnrV/wADaLb6JNqBgeVhN5eQ+Plxu79+tQGfYoA/MCtTRZv9d+8A+7269aycpcjjfQ0SV7nQzZaNsrkH1NcNrTxQFyU59jXWSTN5bfNnjvXnnjC7EcEjgj5RnrWdOOo5M8y8WzJPqW5D0GDzXNyHmpZ7p7m6Zz/ETVSdyDk13x0VjBkbsVfOeKkeYNaMveq0r7hxVd5MKy+tUTcngbBFddYw+VCG5HyjmuKt3+cZ6V1cWtQmAIQUOfwqJ6lRL2j6iFna3ZuAxwD3FdZHoNrqhDu0kTsMlo8H9K8xt5S2ohkbq5IxXrfhu48xY+eg5qG3B3RSSe54hd2r2lw8LjkHg+oqaDLMB1FdL4s08G2ju0XlW2MfY9P1rEtrQuhdMkqauMrq4pRsz034WXX2e7uF7kDtXVfEe4in8G3CuwyskbLn1zj+prk/h7pl1GzXcsZSNhxu4zW74y0bUdctYLC0ESwM2+WVzyuOnFZv4gex5JY6dh/MnxgHheufrVOa0MjtNdXcUUe5upyxwccKK6G78HXtmxjLzqBxkE4qiPDITLOWbucitIy1u2c0Kc+ZykznWVJLnbarI0fRd3U/lXp/hLWLzSbOG2fDQqMGI9vpWFZ6XFDjag/KugsNOknlACkDucVM5X2OiKselW80V3axzocqwyOOR7VMG8sEqSR6HpVTS4Bb2IiJ6VzCXF7e+MrzTP7YurSHMnlCNd2WVNwX2HB5P9ahK5TdjpLvxDFpd3AkyBVmVsMD3GOP1qC98U2N3aSRMBz05rzC/wBTvr+OJru5km2DKbj0zjNZSXTifBY8GpcdS90a3iOyjKvPbL8vUqK5izZYblJT/CeK6Wa8EkRQnjGMVzckeCwHrW8Ze7ZmTWpQ1Um81Sd4+jtu/MUyW2ZIY44mGWb5mY4zxTl06WZy7sVY9AvapRosj/fkZh70+u5jKEnJPoZ0sNvDGQZvNm7eX90fU961fDBuLbUVuosoUBw/pmnw6TEjgFcn3ratYVjUAAYpSkraGsYnoui+IvtWI7nb5mPvf3q6KJ4nHytg9sHFeXWknlsrA4wa1tS1i4g0lpLed45Q6gMp5rnsaXO9knePgqr/AFODUv8AwkVo1oM9XX7vpXC6lezw6HDqFhruozKbj7Pm4jVFnIXLPH32qflO71HuBk6pfS2ypIhyCcfSiUSou6djrFvbYXDnIPNaEOswRAdq80h1J2JY55pJtYaJckmhRJZs/EnXlvtK+xq5K5Dgdic15JswOa19Uv3vJdzEkDpWWfmHWuiCsjORGRkU8cgY6Yo2YHNSwqCi/lVMSNPTmZFABIrprO8kUL83TvXN2ang1t2/C1jLc0R3Gh64zOIZH4PTcciuptdXFnOA6BQ4+8D6V5T4b+z3vitdPvtQubSGV9qSxTRRrGepLGTjGM8DknArbgvLz7fqFndy3LG1maJUudodMEj5scZ4GccVEo6XKjK7sd/c+L7VFePAzj1rz7xVraXVpMqfxA1kXl+Ud1/iU4NY2oXDSWzOx69BRCOoMwElYuOenNRz7pLkqDxU1qgeXDDGavT28dqqMg3EfeY966GzOxkyoY4xnvVJ8Z65rQuwH47npVTyex60EtMSKrIfK4qONMKM8U8KMCga0LVmxEquOCK9R8M3RCxsFDBh0rysZSHcpIIPUV3lxpOteE9E0a9ubm5imvWkMkPl4FvgIUVjj7zK2cdunUGokrlKViPVgJNEug3OEz+Vc3o8jIHfglcEA9KKKUNmaVNz03wfqN1czMksmVA4GK7ZG3rziiis5bkEFxBGyHcoPHesOewt3XlOpoopCK0em2qyAiPvWxY20KjhBxRRVDNSP7uPavN9V1CfTPF95e2+3zo5m27xkcrtPH0Jooqoky2OemGIwB0AxWYwG8nvRRSe5qvgQhds9aRfmlOaKKpbEM0ba3jJ+7V4QpgfLRRU9REbwpknGKYFA6UUUikTpweKbqjsNNPPG9eKKKUdxMn1LxI+t28EcumafbmBFjje2R1KoOiAFiAOc8Dk80l3+9gCvyMg0UVUx0tmPitovKHy1m61CkVm7IMGiiiIPY4+bgcVX/ioordGbJDVq1UbBx3oooewI1rZQF4FaUP3aKKwZpHYqR622k3l3GdO0++imcOY72DzAGUcEEEEdTkZwe4NaWkajdalfX99dymS4uXEsr4xljnsOn0oopy+Emn8ZObeOa/kLjOTzWJrCKlysS8IAeKKKmBczFl/dyLtGKnMrmPBOQR3oorYhGcx+b8aj3Ezk+1FFUJFxUUpyO1IyjI470UVI2TSIot2I67hWhN4i1XUdNt9MvL2ee3tpHlTzJWYlnxnJJ5xt49Mn1oopEM//9k=", 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", "info": {"video_id": "192356", "label": "covering motorcycle helmet with camo jacket", "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": "59550dd7ebd298690ac6371dabc65ceccc52bfdb2049f05b9769802fb897f71e"} +{"episode": 52606, "episode_seed": 2885921216, "split": "train", "timestamp": "2025-10-13T03:23:50.324292", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2885921216, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying tea cup on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "80782", "label": "laying tea cup on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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SRZEI3FQ2Sv5Vu6T8PZbzS7a6mvDbmXJKOvbsR7V3VrpWlaXuudrTSIC++U8D8BUS6iXuY/NVbPeAwTlywPr2AqdE9RSq83wo808VeEb/AMOk3sDGew4/eAdM+p6dawb/AFi3u/Dc1ldrvmDB4GP3kb/AivSPHbzT+HJI0uJLhndUaQuMAluAFHSvKbvQ7+LyZJoHCOWVW6g4ODXdhKSm0znq1WlZnW/CN47PV7u4kt/NxBheM7TuHNeo6veXLIgeVLcSKd5kOT9BXIeB9AvtPtC6RMjuwZ9x2gjsM12N7pFtJdG6mmKk8suRj3xmsMdK9VpdAopJJsi2XLpDMjoFWDljJwW9T61UguLOeWZ7l4yXYY4IP1Jqnc6ghPlwbltwT+7OOc9SagkITeF2bduUjH3iPU5rj5n0On2fc6ZmXZvicHggFTXgMMzxscMepr1b7VLpsZZMF5V+43Qe+K8vuNPurNm8+FgoJG8cr+Y4q4yb3FGCi2bml6x5bpvYjsea9JstfvHs0jS5wFGA2ATj614wjba6LR9de0KI7ZTpzzxVKVirHo73LsvmTTSTEdAzEiucu5r67vo7yzkVvs8wjlgc4BDYzz9KP7ftnj4lx6cdKrpGZL17ywmEonUeZDvxgjjcufoOK6aCjOooydkRUcoxcktTtrjT9MS6Fz/aSaejEbY5+Bu9A2eea1rGxs9KBbz/ALTOQSGY8D1IH9a+ePHGsXl/rwtpzIsdoAixsMYbqTj17fhXrvgq6lvvBVvNEiTXip5bhjkkAkf0FaYqhGl70DnhWqVFabNsan9puJZY5JUSGPzEyAoPr26U19RmMYZLiVZXZSRwwGe2B1qK3W8tFNxeElOhiYDOPYdqpXt687pOXMSJ8qovUH/9WK87naN1Tu/I3U+0jf5rqcnIKg/qDWXrt46m1WImKR2ZflOA3FU01O7t3Cq/mr97a/XFZ/iDUEvNT020tW3OWYueygY5J9q0jVexPs3CSkRXN+IpDHKXeYHBU5JqeF5b2RYLKORpeh3Lxn8OgrdguNEuZmxDHNMRhmEeS3brVkarbxebb2qxpKvy+Ui4JNU33Zu8VN6JWJNNhS1sYIruFJbhSWYlcAHPQHvioNW+xm8a+e6jyFzJFt8zpxgHoKpC4kjuVaaQXQQDdLIxwp7hf8TTdbtnufDd9KsbW6wQu0ceBzgZJ9acZKTUehjJtNybOa13xa2m+Hria3YCYqEiB6Bj/hXK/DTxFqMPiFrQ3spS9BD72LAuOQfr1H41ja3cvcWMMbPlQ5bP4cfzqbwFEg8UWck24RIxZyvXG0179eClSk1tZnn0tJedz2bVp40mjt3R55Y+vmnCnPf3qQParbRG5VllVTGsZfqD/Spn1yxPliONmbGAzL936nrWFPJPds8hmjcjljuA2j8e1fMt9j0oxurPQmhvZ7d2cRxK784b7230q9b6tHdu0bp5bgZ5PBH1rBlvY/NbaAzEYeVSQSfbtUM0qyWoSAMSoy+ep/8ArUXZUoRe6IfD73dtZrbWTgEnfPORyT+PQelb97e3UUSxpcB5zgmRyFUe2Pes9bK6OjmHfGlw/wB9l/i59a5/Uri30uRYpXSa4xnIJIB9/WjmZEYqTOvk+2tbtK8IMroVkKsAVUfwr9ahsp7WNoxPI0CbwUQHBJ77sdBn864++1+5mtookndm27yHbBJPt/KqFldXDSqZWwG/iYjFBUY6WZ7VHs5ZQMtzuHeqWo6lZW5SO4TzjnIAAOKo6Dq1vPbx2qMxeJOrDGRWXcaaDeylbqEksSqB8seabfYzjBc3vFyXWr+W4kNuwEP8Pyj5R/SqUs8t0QJR58iZB+bDY9qpypKGZChUJnK/1NW49Lur61jngjZ2B2MOmR2P9KlJs392JWvS1moEUUirIARI/Uj09qgjnuAm4KXQjYTjnHpntXcJpC3FjDBeDfsAzk5INRedbaReQWQtxHDMDsk65Ydj71qqT3Zl7a+iRw9xps9reWl2I2ZiD5LH+EnHOPX/AOvWvA1vpwc3d1vusZIdzjnpx3rY1iNZr60mEpHlbwVHfOOtc7qFrZW80tw87ee/Kx5HJqJrldkKL59y5p5F7cyTC8LqW+ZGUhS2OMc8gelRXNykFyd99HJ/fkUHeCPTHHsKxBJJCHurs+WgUqh44J/uj1xXPTzm8uxFFMQrcLGV5B98VKNOWzOz1S6tda0Gaxg8u0nDiWMHkPg+vrRa61p1hplvZ30ClEOVZhuJb1rhvtL6ZLuCmSXGASeAPauhgs4dSsopr3zViYb1WNck+vPYVsqklFRuZTprmudGfEEuo2flIFjjJG0xk9PSoRKVIcTmWSMZ4J+UfU1DbWC3EBGm7iFxujZcNj6960LPRL5byFWtjtPLE9MdxWXK2za8YqyG2kb3rPHFLE77dy+YuGU1l/ZbuW+aF0dpS2D9fWuy07w6LC6eUyhlOQg28j8a05YkWNtjBHKnD4yRWsaLe5k61nochF4cvpGaO6XEQBKvuBIPtWf4euJbKyMHkJc3VyxMqvyij+77+9dDa+JYFs3W/lVJ4nMb4/iPqBWXawXEOjvJb23lXMnG3+6M9hSlaNuUV237xR1vwlptxEZIbUW96+DstclB6kjp/KuQufCus2r7ksppYyCyui8Y9/SuwupLmDb9tmm83GQgfr+XSrc+r6hLZoUOAV3u0a/p+FZ3No3SVjlbXwjqd00amezRGwA7SEZOOQBjJxVPxXYSeD9Ts4EuXnWaHzPM27cNnBAHp0q1e6zcyy7ImbjozZyfp6Vi+LLm61ZrSa4kDm1tnjLD+8G6H35rfDU/aTsRWqOCumZniDUodbubJo4sTQQ+VLJjBkIPGfpzXqvg7U7jSvDFnZrbqTtZgTnJLEmvOPC+hf2on27rGh+dACWDf3cf1rvrWSeKARKzKMYYjgmu7GuMaMIRfmc9BOc5SkjZvLxr3Y8+/KAgmMDA/D1qlcTixykbMzMAd5GBjqCB61J5Fy0cdzbhyWOx/LznP/166WTRRqFjBHcgq6KPmAwQcV5ag5HVKajbscgl6VLMyDc4wXHX649agawlN3DGzBPNB2HHDr35/pXaQW2m2NwmnPCC7L5itKuQ/rg+tRawbaGa1LCNSNwTOBgcZxVunaN2zN1buyRz51OKweSytYM7RgsW2896dp97bx3B+026CTBIMfO1ccknNQX+swDelvECX4MoHP4VSi8q2cKrkzP8pEgAVB7/AOFZXNVDTUvS6jA1wHt7RY9vABPB9MjpUsevTJaXUVyTMkkUnUdDg/pVSMFiJ5YoTCMjfjBcD0FZmotdXFkY7UhZl5jA6E+/rVwaU1fYco3i0jz2WKS4a3tFBMsiCRF9evA/DBrsfD2lNpO15lAldTkddo9PqaWz8KSi4S41aNnu1wViRCQvpz/hXoOm+H5ru2zfRpGDyjBcP+NevXxylCVKC36nDTouLU5GNFJ57eUkYj3cLjrntk1c0kfaL7yZ7dGwpVux98+tdDF4Xs4popPMcheq+prUW2t4naRIkVz1YLya8yNF9TonWVrI5N/Cg+1NN5wS3zu6cgelaVppGl7lu7Yb+u0h8r6VZ1TW7bTVHnklmztVRkmuIj125tnu1sVCwSSbl3/8s81doQZC55o5zU/Fdw8QtoSIyR87r1GewrItxM8LyxkZ3YyzY/HmqMoELRyvGx8wbvmPFTxT3d2AEXao4ziuZRsdOltCaGznmmaOaJtoJeSXB5H1rUtrSOMJhPu9B1xWr4Z8PzXJleYSGMqUye59vpWzHothZamsN3KXVF8yTJCqi9snvn0quVtEqUU7D9D0m6mtXnhbY7jam5cgjvmtez8KTGUPfzIVH8MYxmtvT7i2mtka2ZDEOBs6elWpZ0gTzJXVVzjJOBW8aUVuYSqyuUXvNMtGMUhTcPlZQNxxjv7VZs7y2uIT9nwqqcFSMEdxxWDaanYW99KGEe6SR2S4QZyGPQn9KUW7ancajcRXEkMoISNR8vIHBNNPsS4rqauraimm2jTuDgfdUdz6V5/qGr3urFGlKokbhgVGNnbOa614R4g08QXMjRzWsm2VlAILgdq4dLFpPF2oaMNUubaFvMWPagYsVTcF9B0Jz7USTltsOMow33HzSXWmTSmSWRZP9rkOT3Hrxms5pvNPmzMxTOZHJ6iqGn6xe3NrImozGcQRDyjNyB6c1jXN5dXzKvbPyoo4/KuaUPeOqnNcvmaV/erc3G+G4Cqjfu1I2gL/AI023uVtZQOGYoS0gGSxPoaZpPh7UNWmCQQttz8zsCFH416G3hfTNJ0o3V0nnSQIAMHGT2H51ag7Gbmk7HM6Lok2vXq+ZEVhXluOcfWvQF8H2kjBneRFAGI1PAxVHS/EenWXk2R2g/xyRrtTP9fTNdgjBlB6Dr9a0hCLM6k5p9ii62mh2cYhgJ3OEVUXczH/ADmozrF2kAuXsClsBuLF+ducdPXviq19fSX7mKwilkltpSfMQDaGGRg56jmqlzqM91p8sdzbrEI5kS5+cZIyOnrxVN22JUb7nSRXcNyHEMqvjrtOa4PxBrFzPfPbxSNHDGxVtpxuPrXQ3kSWE8Wp2KqFwsUirjbsP8Wfas3xlFFp2iS3tkixXJmT96o55PPWnJOSsKLUXcw4dJklkkj/AOXrYJUEnG9T1q7N4gKQKsUZWRhkFuijt+NYWu3Fyul2urWGvahJKk5tke4RUE3y5cx452g/Kd3qPcBlw0cbCaSUssg3AYxx269K5q0eW1jek1N+8Xo5ZrjfcTJ5+GCgEbiTj9BWVqOqO8rW6s0dwGIdwcLGoH3QO1ULvXfkMdq23PXZkY/Huag0+G71aSSLLMrKR0zk9vrUxizSTsR29xG1ygaQmKMFtznqfpWjZ+EbjxDdvqMYcW3H7snb5pHBx6CtTSfA5GowxalKELAv5SDJ2ju3pXqunW9tbW6R26qI1GBit6cZJ3TsYVJrlscnovhK7jaMMn2OGMcBGOa6lrHSYt3nrEC/ysX4ya0t4Xk8Aetc7af2eb+dLkKbtnf/AFpyrqT27dPyq+VRI5nI3LL7ItsBZhPKBxlTUWoX0VhbvNK21FGfc1jqt1NJf3OmyokasBHGoyHZQB+FLfwN4j02IRSLHJG371Wzw2ORVJ6aE8qvdnNanr0+q3Fu8UQiMT5Rs5xnjms27mvZjIsrvNMDtYMfuZ68fgKrw2Snxfd6NeardQQPL5aSRSRxrHjByS/GOvHUnFP0t7q81DWIL37TNcWhMAjucCTGT97bxngdOKwnCVrs2jUimrIhR1hZXdsupyqrzzVgXyOD5tvGQzbvl+U5+tOsfDl7eTKGiaNOpd+B+FdJp3hGGGQSXcolwchFGB+NRGlJ7G06sL6syp7G6mW3eO3fyjGAqqM7c9a3PDvh4lkvLorgH5EU559TWhrcxtNGlS3BWWQrEm3rljiuSHiLU7G9RAPLihOwQ4wo/qTWjjGD1M1KU42R6asUUa8KM9MkVQ1mZktYgs3kBplV5MZ2jn+uKsWV2l5axTx52yKGGax7eN9XkuftN06RrIyrBGwGB0+at3toc8Vrr0G3dmlrp0lwLieS4UfI4fhnJ4IHr2qxBqdwl+lrfwrE0qbkYNkZ9D71lfYJRc3On2qvIsTI8cjS4WI4BwR3p+r33mW32K5t5VvMholQbg5HQg+lQnbUtq+hn6poOo3+rTS7AI93yMzYGKS40xNIkt3nAktJU8m444U9j+dXfF+o3dn4Y+1W0r21x5kYJTqM9RXH+IZfEejaDY3l9qV2Wu9/mwuvEQG0qCcfeIbOP/r1XItyfaPYyk0q2u5Y5Jd5PTGeK7vT9C063t4lFsj4wcuMnNFFZU1qVJvlRuIiomEAUDoAMAVwPiJmkvr6VmOROIwAeMBaKKut8IUPiL3gi5lj1F4A58uRCSD7V1+sxrNNp0UmTG0xLLnrhSRRRU0/gLq/xBNfVV0SR1VVZNrKQMbTkdKzrrzLCwi1KKeVriVl8zechuO4ooqpbmcdhvh+8mvLy9kkIG4L8qjAz0zXB63fzab41v7y32+bHO23cMjldp/QmiiqjsRPcyNFRZri6gkG5FCgD65rsNC0Ow+1Z8nkDOc80UVC+NjvodlAixqERQqg8AVQ8QgPZ20bfcluo1YeozRRWkvhFD4kcbrlnDZarNHCDtDjGTnGa9I0NmbSLRmYsxTBJ6miisqXxM3rfAihody6X1/ZgL5UUhK8c8kk5qSxt4LrWNRnnhR5I5FRCwzgbRRRVroZy6+hSvrCI67b2KtIlrOjO8SPhSR/KovHYCeFGUdBNEAPxooojuyZbI838SeIX1WxhjfT7G3aEKkb26upVB/CAWIA5zwOvNWfFE8jXqW2cQxp8qAYFFFZ1d0XS3F0fRbO7t0klDkk84bFek6JptpY2UbQQqrMMk96KKumTUbucv4kupl1i+CyMoOxSBxkAcD9a2fAd7PIlxA7lo0AKg9utFFZJ/vDokv3R0OtFpZdOtyzLHNN8+04yMdKh1ywtLPSnngto0eFlZSB1570UVtLqc8XsUNM1Cf7eCNgW4Yl1C4AIA6Vo6ZIV1LUoVVVjDK+B6kcmiilHoOfU8417VW07xTq6GysruOS43FLqLeAVHBByCOvTOD3Bq94MvZ7+61q+uWElxKyu7kYyTuoorQyR1Xh3UJ7+0mecqWjfYCBjIrZVjux7UUUR2HLcoa7za2Z9LuL+dZniCZIb9f9Ft3YgZZ0yf50UVE+prT6HXWwAt02qFAUYAGAKwGla0udcnjx5oZcMe3y5xRRTl0JjuyDw0WN7dlnZjIsbsSepOaNfuJF1zT4VbaolVsjrz7+lFFSvgKf8Qh+IHy+GXA/57R/zNea32s399p8VhdXMs0ELNIokdmJLYznJ5xjj0yfWiitTE//2Q==", "info": {"video_id": "80782", "label": "laying tea cup on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2b67f32a1bf88e700f6a38ff0b9e6d4a9c4d4bcd3b3d20bcee527457775fa6df"} +{"episode": 52607, "episode_seed": 2186496975, "split": "train", "timestamp": "2025-10-13T03:23:52.180947", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2186496975, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling a container on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "25098", "label": "rolling a container on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "25098", "label": "rolling a container on a flat surface", "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": "00c7a4d0e170dc6fcbaf24a6547dfc80f331bf9f9480553ea8099c5be402b63d"} +{"episode": 52608, "episode_seed": 3423758103, "split": "train", "timestamp": "2025-10-13T03:23:53.797532", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3423758103, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a lipstick 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, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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D/ERwKuPMSDzgDpTZmWFFjTrt5qjdXKxWpY4JPAFK3QpdyhqdmbqFrpypURsyjPQq4BPvxmudtpmM8Qi+WSObGT06jFdh4QFtqenyRzsyrbtIpyAVYNk9e3NcDp5K36x7if3mCc9eatxtZkRbbdz1fxZFv8HyOX/fJcIZBk89h16d65KyRGdCR8oA3H9a7vXns7jwI0cKgMQhYhTwwIByfWuCvT9j0iYp/rH/AHSe5PU10dTFaKxyM032vVJZz/G7P+HakVdxC9ycU23UqZSRjA21JGdsqH0YH9a53ubI2b+MJKqjoE/lxV6MlsKKpX3M0rjoTtH4VrafBlwSM0VdzSXQ1tKsfMcZH1PpVzU7pbeBnYEBB2q1AgtrHnhm71mSWsepXa27u5jALuOxA7VlYIu5yWjzr/bUsl9CWM8ZKBh2PSuo1VbSHRv+JcnlW9/pttJInq6yFSfr0rP1OVBrf+jQo8sSJEQTjA5/xFallbm98L20SoGkS1kQZ/2HLfy/pWsV7tzOq7ySO4+Gl7DfWEZkfa0KCFlPQn+9/SuI+IemGw8QrdCM/Z7sFgGXG1wcMPx4P41R+HGq41gwtKyK77wM/eHof0/KvT/iLpS6r4T+2KAZIB56n3Xhx+XNaXurk8tjySO3MkkeF4AHFc54ikE+uyRocrHtiH4df1zXXWz+TE1zL92JC34Af4/yrgo3M960zcklpD9etE9EKO44n5icd67Xw/qcunQxQxqpWWJfveoz/jXF9eK7BIozMqA4aOMYx2H+RXNWSdGV/wCtTWLtqdfod48d66uz73O7jvn2rqTcumpxYC+XIvJzg5rzeK5MV3G8cjluAzMep71215fLaWdrcthyG24Xq2R2qcHP3OV9DKoryujlfiNA48UabPGpZpYduAOpVv8A69amm6c8cl1cT/JFdo0TqyjlWznOenU9KuM5vrhb6+CKIgRGuPujvVHXdYSZIrO2kC+YwAOcfrVuV27HTClZLmMrxnbWFrpcc8H/AB8FkQODzgcYz9K7bT7VbvwyJHdmlEcjDarKOIyvfr1rzjX9M1C6XTbZGWUSszPg8R4IHJ9+teqaTcSNpq2bocpbMFYHgnAFXDTcVSN2rdDxiwDvujPVVxU2qlbHw/cEH5piI1/Hr+gqcWskWozowKjPz+3rWV4wuCDa2Q42AyOPQmtE7xuYPexz0IPlM3q2PyrT0YMb0kDkRtz6dqoKNsEQx1Bb862dA2r9qkI+6g/LmpjuaR3NC1iMjg+9dNbxrbWmSdrkVw9lrqRSLuHFb3/CRQ3RHA6YrGxSZYuLRtTm2u3+jxkNIfX2rnryBNP8SyxIuxCwIHoGANdbaSBLIecyoJWDEscDaT/hXGeItRhvfEdzPbnKBhtYfxYppaXHN6pHT+ENdhs9avvtfEBYMqsgbDDofY1yOoTL/wAJPezqmI3uTIF9i2cfrUMeotFcNKIxlsZHbir9lDHr+q28KqIpWbLkDIKAZJ+vH61cpNrUUINPQuSXCpeQskRWFkdXbtkt8vPrWvKw0/TJpdu11TYgz/GaddWVulgstoJDBuK5k/iI7/4fSsnUpprm2jjkb5Yznp1oo2jJp7sitBpnLxRMl62/qgLE07HPFLGd5nl/vNtH0/zikAxTlbmdhLY1bm9WGwsB38s/zxUtlriQsCcDFY94CbG2dv7zqPoMf41RzSe9xvc7tNdhmbJasrUtWEtwkSt+7Gd2feufhZg4wTyaJX3Tyc8E0rDTNXTrwWpljE21GY9O4qP7Pi+E1u3mJuMjEfw45P6VnLC7xPKq4RMAn1J6AeprZ8LyQ/2pLDdYEc0LRbm4AJx19OlVYaSuepS6hFe+BrhoiMxorbR6gg15zrF0bgRYGyOMEkZzzXR3limk6O0NtNIVfHmAvnI9K47VJcQlM4LEgfStPaOM0ROnqZkYPkZPV2JpM4GatCAJp6SEYbAxVbG5go4J4rN7jcWjYmz5MOepQMfqea63To0AXp9a5a/G2fYP4VA/Ss+31y6h/iNOotS57I9LurgYxxxVfT3Yia7J+QN5WB/n1rjYPEEko2sck8V18csWnaKouTiMEGQge+azsKLtqcdFdONcuncfMzscZ9D0rofB3iQ6bpd5byB3aRm2qT8oJ4+o/CuKmvTLfz3KKFZnLhfYmiHUZrdmZcAltx4qotoXLzakmmXMmm6mssZIaOXFejX/AI11DU9Li0kRbLadwWkIzk+nsP8A61cl4fhg1fUpbi4iLC1hMjonHmc4Ax+Jrf1O08qC3mWAQLIvCA8L7fypXaVy3C8blDXpBDpgtR8rXDc8dFH+f1ri7dPL89s5x8gP+fpXQarIXTzpHLNGpAyelYUSEWqZB+Ylj71rKSlFNHPBNaMT6V2VkhuBPdj7iIif5/WuNx2r0Dw7EP8AhGL1G6mBGP47jWUo88JRLbsjOVtknJ6VtRXD3Wowwly0cCfKCehY5P8AQVzkTsy5I5A5q/o9yPMaVm5Zq4qF02jSK1udfdfJBljkFdqr71DaaPZ6TYi6upPMfGR3Jz2FQTanbrbFXcFs5UdwaopcJd3IDSgRA5AJ6Cuk6L6FlNRgSbfdSBGPOB/CO1dVo2u2N2lzeSTwW8SRbFDyBfqefp+teQeK5DFqzGJ/3W0YxXLvIzuWY5PvV09NTKpPoenQzi6u7q5mIUGUuV3fwjofxrhtbl+23T3Jz5ksmB9O39K6SdRFkEY6Ajr2rm7kb9TjjUAiMZxWlOacWmtjCUXzXIJSA5UdAMCr+kPiSWHJ/eqF/Xn9M1RdGRyCPmHUVd0VN2oF+yRs36YpR3KjuYVT274lXJwMjNQU4HAqWJHaalqKaja2lnasFdiI8k8KB3P0HNcnfRpb3hERJi6oW6lc8ZpqPwPalu3MqxyHk9DQipdye1t0n3B2+ZhiMZwuT/Ex7AenU1e0eVtG1+G43xyqh2EI33wRg49KxElKgLkgZ5xU1u/+mwkLgBxVXGmtz1jUZ4LjQmECsqgbvmXaf881weqT+VET0LkKPb1ram1eT7EsCxbc8Ek9celctqDNdajDbD1A/E1L1krFTlzMda2+3TSzryQWHH61UJzj+ddQqq1tIiqvXKg9wBgD6YzWb4V0a31/X/7Oub2S1DRStGUj3l3VCwX0A45J9KpoVWysl0KWqR+XpWm5/iDt+ZFZAq/qE8k0FqryFgifKOy8CqIpsze5LEQHGTgZ60XWPtBI4zg0wHnFSmPzo1Kn5gOnqKgLaElvdvCytHw4zt9FJ6mpLa4eXUYy77stkn1NUCCpwRg1PanbcxtjGGGaptj5nY7i71G3awWCPDEj+EcCuVucXmqRQD7oIB/mf0rQllBVccECs3Tv3l7PcH+FSR9TwKSfNK41eUkjWu4VfTXZV5AOcfXj8sfrWPYJ5l/ApwBvBOfbmtK4vlW3kVEH38A5zuBGAP51jRSFZFZCQw6Vo90E227s3dRZWnLKd2RyfWuYrtde0nTrbw7Bq2nanezhrk2ubmFY1uCE3O8QznapIU7v7w75A4qpm7u4pO5NC5ikVh1BzXTf2oNVtVtbh9sSfvJcHlgP4R7k4Fcqv3uamRyvzA4IOQfSoBa6DZ1MN0ynse1XbaC3kiKyvsYnJlIyFA7KB1J96p3eXdZMcMP1qNZCCARkDtTTGn0Z0Hhu+/svWt0LCYSAoy9AV/oa7nXrj7Tp0cmzaVIIGc4rzLTJGXU42OAea6m81C4mRI5CqqFztXp+dDkrNFc2ljD1eUllgX5t+SQP0FST2zQabtKk4HJ9x1qtA32nXS7crGS34L/9ety5UvprpyGUFRnoepI/z6VUI6Di0k2+uhzPLcDntXpGi4hgvLf0iiH/AKFXIeD7DTNX8TQWGq3U9rFMwCTRyxxrGc5JYycYwDx1JwK6bSQbTW9WtbkXCm2mMQS5wJBhmHzY4z06cVUDnm/cZzupM9m1yAehIH41hLeTJwrkVteLSEvlUcFxuYfyrm81zqnytlxldIutf3DDmQ01L64U8StVQtmlU4UmqsUpMnu7iS6YF2yFGBUNtayXdzHBH9+Rgq/U00ZNbei2yqhut5DjIXHbtTvYHqa98TbIwldXaNBlgeCQKx9GtXupjMcFidi57k8n8qNWnItdu7l2Ga0dKiKWVsoALOAcHjJfP9KKa6mkHrd9DIv1KXRz0IDAj0rQ0JMRXk3UhAi+561V14j7WXRvvZzj1zW9qfhrVPCnhrS724eeOfUDKZoTGQLcAIUDHH3mVs47dOoONFoyHK87nCU6iioIRJjBXHdQant8MrIwBUkiiik9i0VJFCSFR0FSRErMnsQaKKZCOkkdmjXnsaybD95rhZuqhiPqBxRRUU9y4/EjXe5dIJgoUYEeDj/PpWPYarc6LrA1G02faIi+3eu4fMpU8fRjRRW0glsVbsBUjA6DI/lVYUUVLIY5fv1bsUDyyg9FQsPrRRSGh0sauAGH8JNV4xtkjA/vUUVK2EjTkJCv9DUWkqDa3B75UfoTRRTpl0vjRC3Mqg9sn+VVYOJc+9FFaBM6LxH4qfX7e3gl0nTLU26JHFJapIpSNQcIAXKhecnA5PNcxRRUshjh1p6c7qKKkaLVsBLGI35XH9apyoEmZB0B70UUdRy3LNn8t1GQTkEY/GtuZiUOT0FFFTLdCZn6MMrdSn7+FGfqeat3dxKYJ1LkhXLAH1JIP8qKK3iax+FFbSNebSDNGdN02/imZXMd7b+YFZc4IIII6nIzg9wa6XQb+41TVdQvr1/NuLllllcjGWOT0HT6UUUR3Oafws5rxJK82u3Zc5w+0ewFY5oorOW447IKfj5VFFFItAP9aVzxWxYMUtvl4y5H6CiilLYfQq6scyxr2wTWvcn97sHAAXGO2AMfzooq4bGtLaRi37s08hzjEmABWlN4k1bVdGg029vZp7e2kklTzJGYlmx1JPONvHpk+tFFV1Mn8R//2Q==", 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", "info": {"video_id": "120368", "label": "turning a lipstick upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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8ro4/xDMLnXpUTlYyIl/Dg/rmqjZ3k+9MhZprwytycs5+v/66f1GKhvUaOp0wGOG0JGAIhj8Tmt37RHswzAcdDWPK6xtHGBjEYP4f5FEZaWUHrjpUT0ka9TWt3mkBtoSwQn5vcVrXPlWNjs4DYyT6VWso/s1v5jY3HpXMeJtYMl2tojnaT+8IPas9zRaam1o1xb63rdtZ3cjrZSyeQzIerEHH4cVm6xcSyR6VHKdxtrfyc+oWRl/pTLOSC11OzNpGywpdwSh/4eoB/HrU3i+L7HbJPECAZHjDdRneW/kSa2cfcOeUr1LmLd26B4LqzG0xuC3HAOeKlsdvnEqChYkkKSBVjTbiEyB2ZWWQsZV28L3H9adsSDU3ZF+QjKqKVKd5crCpFLYmt08iOe5fgRxlvy5/niuJiJZ2Y9h/Oux1+b7L4fdM4kncR/gOT/hXIwKBCzHu2Py//XWk+xES1p6g6hbjp84JroEYsQorI0aES6kn+wpb9P8A69dBYQZcEjNZy2RZraVY+Y4yPqfSrmp3S28DOwICDtVqBBbWPPDN3rMktY9Su1t3dzGAXcdiB2qLFxdzktHnX+2pZL6EsZ4yUDDseldRqq2kOjf8S5PKt7/TbaSRPV1kKk/XpWfqcqDW/wDRoUeWJEiIJxgc/wCIrUsrc3vhe2iVA0iWsiDP+w5b+X9K1ivduZ1XeSR3Hw0vYb6wjMj7WhQQsp6E/wB7+lcR8Q9MNh4hW6EZ+z3YLAMuNrg4Yfjwfxqj8ONVxrBhaVkV33gZ+8PQ/p+Ven/EXSl1Xwn9sUAyQDz1PuvDj8ua0vdXJ5bHkkduZJI8LwAOK5zxFIJ9dkjQ5WPbEPw6/rmuutn8mJrmX7sSFvwA/wAf5VwUbme9aZuSS0h+vWieiFHccT8xOO9bfIt7KPoojB/H/JrF68V0l6qLNAi9VT9P8is/ss0WzJLRcyc10FnD/ERwKxdPTfKBXSTMsKLGnXbzUAhzzEg84A6VganZm6ha6cqVEbMoz0KuAT78Zq/dXKxWpY4JPAFJ4QFtqenyRzsyrbtIpyAVYNk9e3NVCNwnJpWRx9tMxniEXyyRzYyenUYr0nxZFv8AB8jl/wB8lwhkGTz2HXp3ryjTyVv1j3E/vME56817Lrz2dx4EaOFQGIQsQp4YEA5PrWlLRMiotjhLJEZ0JHygDcf1rj5pvteqSzn+N2f8O1dden7HpExT/WP+6T3J6muOt1KmUkYwNtVU2FDUcq7iF7k4rbv4wkiqOgj/AJcVjRnbKh9GB/Wtq+5lmcdCdo/Coj8LNobm7eQNbsIWyGQAH8qmsb17OGaaJyrouVx3JGP6/pUvi0eXrQKjh05/OsVpCrRxk43EE/QV5vI4VbImPvROz0aIraKFYhsfe96G0tdV1CMGQqsKnfg/ePp+FVdPvo44hmQACm3eqQtI3kvtJOdwP511HUmXb+W1s2FrbEBEH71x/IU+w1+zt1MEZVpZsKC3ATmsPUFj/sK4KyAzsMjBrzme4kYFGcn15px3uKUrI9q8b6hbm2sLG2uIpcFRKY5ASijvxXF+IJljsY7QNkztvfB/hHSsDw0u5Lw4+7s5/E1a1J1SB37oCM1tCa5+Vrc5pptXMGFVTz2XOM7VzS9fyqSKFhZIxHy5JJ+tMIx1qXuFmtzot/npHKD94BR9AB/UmtnS7Tc4J6Dk1zc9z9gsrAEctEWP4nNaNh4mhjhKEDJqZrUu+p0N9MFUiNs9gKwdW0ZYNGubiUbrkOsjN/dBOMfrV60vBfXKeWoIT52+gp3iPUraLQ7yJpFaad1VUB5wOc/SkkVJ2icwt40Wjr5eQ4kUAjtg5zXT+NNXtdS8I2kMSgzpMssjBNvONpz6k5rhVuMW7RBdyvzn0NXY9WVojFNAroeoNWpO1jPk6lnSJY/sskbxb2ySPXlDWppG65hjZ0/fRIEbPZuwIqTw/o9qtnDcSvI8l07fZ1UY+UcZb/PFSNJLY3UmzrnBDDr9feojaMlJl1YS5bmJ4tk825WKI5itlCnn+I9TWOq7YIl743H8ataqGDFGYl5ZMknv/nNV5h+8OOg4FbVLXTRhHYu6K4i1DLdPLb+Wa7PTkQBemK4SyDNewov8TbfwNOg1y6hJwxqHqi+h6XdXAxjjiq+nuxE12T8gbysD/PrXGweIJJRtY5J4rr45YtO0VRcnEYIMhA981Niou2px0V041y6dx8zOxxn0PSuh8HeJDpul3lvIHdpGbapPygnj6j8K4qa9Mt/PcooVmcuF9iaIdRmt2ZlwCW3Hiqi2hcvNqSaZcyabqayxkho5cV6Nf+NdQ1PS4tJEWy2ncFpCM5Pp7D/61cl4fhg1fUpbi4iLC1hMjonHmc4Ax+Jrf1O08qC3mWAQLIvCA8L7fypXaVy3C8blDXpBDpgtR8rXDc8dFH+f1ri7dPL89s5x8gP+fpXQarIXTzpHLNGpAyelYUSEWqZB+Ylj71rKSlFNHPBNaMT6VsaleBGjlODuUKPwA/qax8dqtasuyw00HqY2Y/iRULZmi2NCy1xIWBOBitVNdhmbJauEzU0LMHGCeTU2BHQalqwluEiVv3Yzuz71U068FqZYxNtRmPTuKypX3Tyc8E0LC7xPKq4RMAn1J6AepppD0Zo/Z8Xwmt28xNxkYj+HHJ/SvWpdQivfA1w0RGY0Vto9QQa8t8LyQ/2pLDdYEc0LRbm4AJx19OldfeWKaTo7Q200hV8eYC+cj0qotxTZTjdHOaxdG4EWBsjjBJGc81z0YPkZPV2JrT1SXEJTOCxIH0qqIAmnpIRhsDFPnc4q5nGnvYq5wM1szZ8mHPUxhj9TzWPjcwUcE8VuX42z7B/CoH6URWjLhudX4sHnbZ1P3SOfrXCahdyC62huUGK7/VzFJpcig5VVLMTXmEkhd2c9WOayqQ9/mMaT92xaXULgDHmGmNfTk58w1V3YpByaLGybL41G58plMhO4YqgykH3pzHnA7VJbxedcRxs2NxxTWg27m54es5o7K5vC6rC37sAnliOar6tI0lzHbx/ebt6k8CtEgW8McKsfLVf1rKsSbjW3lPIj3P8AlwP1NJayuNa2RoXNmYNLwuCqg4PrtIyaxQC7BR1JxiuouVH9nSI5UDJQNnuAT/X9azvCWk2+u+I0sbq9ktQY5HiMce4u6qWC+g6ZyfStGgqyTasQ+KFCSWkY6JHtz9MVgg46Ve1K7muxA0rlsKcA9s1RFKerIk7s6fwxqMNi0xmPzONg+lVL+P7Xby3pflnIiT1VfvMfxwB+NY6sQ2c1Zhl2kp/C4wRUD3RWiy/yg1fmsU8nzYJk2gbQJGwznuwHYexrMGUf0INSeaWXJyze/QVYRa6no/gzVITp0VpMjO9vuVJFXIIPOPbrVfXznUJiMZf5vpWH4XvDaxMfLL5bHBqbVNSeZJbh1AwOAKmdmrFud42MZibzVFC9IyR9AO9OvUWOYADAK9PWrGhRARNM/O6QL+A5P86PEClXjkAHzZOV9TyR9M1dtAaSh5sZosfmanH/ALAZ8fh/9esPvXc3ekaZp2gQ6xpGqXsgac2he4gEa3GE3O8Qznapwp3D+Id8gcPSexl0JYXMUisOoOa6b+1BqtqtrcPtiT95Lg8sB/CPcnArlV+9zUyOV+YHBByD6VI1roNnUw3TKex7VdtoLeSIrK+xicmUjIUDsoHUn3qnd5d1kxww/Wo1kIIBGQO1NMafRnQeG77+y9a3QsJhICjL0BX+hrudeuPtOnRybNpUggZzivMtMkZdTjY4B5rqbzULiZEjkKqoXO1en50OSs0VzaWMPV5SWWBfm35JA/QVJPbNBpu0qTgcn3HWq0DfaddLtysZLfgv/wBety5UvprpyGUFRnoepI/z6VUI6Di0k2+uhzPLcDntWh4mTyntIv7keP5VZ8H2Gmav4mgsNVup7WKZgEmjljjWM5ySxk4xgHjqTgVT8URy2+s3FnKLhTbTSRBbgASDDY+bHGfXHFC2ZktjEFTREBxk4GetRCnA84qWJD7rH2gkcZwamt7t4WVo+HGdvopPU1GY/OjUqfmA6eoqAgqcEYNCditmX7a4eXUYy77stkn1Ndhd6jbtYLBHhiR/COBXD2p23MbYxhhmt6WUFVxwQKTk1oDkzPucXmqRQD7oIB/mf0rUu4VfTXZV5AOcfXj8sfrWTp37y9nuD/CpI+p4FaFxfKtvIqIPv4BzncCMAfzrSCVi43UfUzbBPMv4FOAN4Jz7c1ragytOWU7sjk+tYUUhWVWQkEHrXV+JfCupeHtA0jUb15xPfeZ5sLRkC3ACFFY/3mDZx26dQcNP3bExdi/4kmZPDsmzA8x1ViO4zXnx60UVM9zClsNpyDLUUVBqgPCFu+as2QzPCT1LgfrRRR0KRsO7GJiew4qnov8Aqbtu5CDP1NFFKmXS+NEt07C2Yg8u65/HrVTSdVudF1iK/tdhniLBfMXcPmUqePoxoorViqFa7AXywOgXFVxRRUy3M3uPQA7s9lJp6nBQ+4oopFIlukBiEn8WOT61UTufSiikthP4ja0ZyEkA7n+lN1V2FvjPDEZooqPtAWrRvI0mIoBkxlufUt/9aoNcnaSVwQu0PkKBx0ooro+yaPb5f5F7VfFcniKCCKbSNMtTbokUUlqkilI1BwgBcqBzk4HJ561ytFFQ9jEcOtPTndRRUlItWwEsYjflcf1qnKgSZkHQHvRRR1HLcs2fy3UZBOQRj8a25mJQ5PQUUVMt0Jmfowyt1Kfv4UZ+p5q3d3EpgnUuSFcsAfUkg/yooreJrH4UVtI15tIM0Z03Tb+KZlcx3tv5gVlzggggjqcjOD3BqtrV/c6pqEl/eSGS5uWMsrkYyx5PA6fSiipMTPFOX79FFSCLdigeWUHoqFh9adLGrgBh/CTRRSe45FeMbZIwP71achIV/oaKKl7oTItJUG1uD3yo/QmoW5lUHtk/yoorZGy+BFWDiXPvWzqfiTVtS0uDS7y9nntraRpUEkjMSzg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", "info": {"video_id": "120368", "label": "turning a lipstick upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "eb638fd71a0fb2b926f65604cd94eb4d6c735afc055eb29f088ed6e0d3e33bf5"} +{"episode": 52609, "episode_seed": 2879359155, "split": "train", "timestamp": "2025-10-13T03:23:55.660449", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2879359155, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter against wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "57474", "label": "throwing lighter against wall", "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": "57474", "label": "throwing lighter against wall", "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": "6379a674e5bb7609862cb6b7a0e148873644e76475de379040536272a5a91a85"} +{"episode": 52610, "episode_seed": 1130056832, "split": "train", "timestamp": "2025-10-13T03:23:59.895524", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1130056832, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comb with newspaper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51356", "label": "covering comb with newspaper", "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": "51356", "label": "covering comb with newspaper", "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": "a850030438b652382f4db97633452589dd7bc5916868ecb57b5817f4ea10fcf3"} +{"episode": 52611, "episode_seed": 776356492, "split": "train", "timestamp": "2025-10-13T03:24:00.971777", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 776356492, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 straw down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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"info": {"video_id": "109446", "label": "moving a straw 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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"info": {"video_id": "109446", "label": "moving a straw 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": "701db2c2a3884000cadabd49aaa322956b3c810d19cf4dac12079bb68172ad15"} +{"episode": 52612, "episode_seed": 1657700198, "split": "train", "timestamp": "2025-10-13T03:24:02.710166", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1657700198, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 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": "115401", "label": "pushing toy from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "115401", "label": "pushing toy from right to left", "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": "94f90171148556c143c64f1144e909d71960ae5651b4e394db027b766687acda"} +{"episode": 52613, "episode_seed": 1076257447, "split": "train", "timestamp": "2025-10-13T03:24:03.966261", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1076257447, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pencils from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "85900", "label": "pushing color pencils from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "85900", "label": "pushing color pencils from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "39132ffb41c5b5f4d2fcda14c2acb8dd0b4c87049c6eca80802c3bbfa529bea7"} +{"episode": 52614, "episode_seed": 3241552466, "split": "train", "timestamp": "2025-10-13T03:24:05.389494", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3241552466, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 magnifying glass onto a slanted surface but it doesn't glide down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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lZ3ZMldWPHEJBwD1rodL0negknYrnoBWpBo9vA4KRRkf7S5NaaxEkDaOKJVb7AodwtNOht23JnPua1IyR0qvHwQrAVajxnG01N7lWsSqfUVKuKaqg1Kic0wBj8tPTO3pT/K3DpmpVjwMYpAyJGYNjHFWY6aEqVVpNgYwuJV+7I2PrmlF0x+8qN9UFcwdOgTmIywn/AKZysKUJexj93qM/0cBh/KoUvMfKzqBNGfvQJ+BIp++3Yf6t1+jZrmFutWj6TW8o/wBqMr/I1Kuq6gn37KF/9yXH8xT5g5WdIotz0ldfqtSLFG3S4TPvkVzI8QFWCy2E6k/3SGqddfss/vBPF/vwmk5sLM6uC1dumxv91hVv7FKFyYmH4VycWs6dIRsvYc+hbH860rfUGAzBdn/gEtL21t0HKzWMO3qMU3ZjvUUeq3wXHnsw/wBoBv51kWN5eax4sn06fVZLWMiQxCKEHLKhYL6AcHk+nvVQnGbsiXdblnVr21szCLmdI9+du44zjFVY7+3kAMN1E3+7IKw7TULjUUJupDJgAjdzjNSPY2kg+e3hJ9doqZSs7FKN1c6FbmYdJGI+uakFzIR820/VRXJHTLZeU8yP/rnKy/1pVt5U/wBVqN2n1k3fzo5h8h14uMjDRRn8MU5ZYf4oPyc1yYk1KM4XUt2P+ekSn+VH9p6rE6gtay5OPuMv8jT5xcrOwV7UnkSr+Rq5A9p3uCv+8h/pXGrq+oj71hE4/wCmc2P5iphrrJ/rdNu1912t/I0vaNBys7mNLeQDbdwE+7Y/nUn2J2+40bD/AGZFP9a4hfEViP8AWC4j/wB+Bqr6t4jsxprNZ36JPvXGPlOO/UVUazbtYTjY7t7OdM5ibHrismO5R+YZww/2Hz/KsDUrpbbQoNT03xBfyo9ybYNOqxrcEJuZ4sc7VJCnd6j3AY2mWMnzG1iB/vINp/SnUly7hBcx032qYHl8j/aGacLgHrFEf+A4rkzYeUf9Hu7uL2Wckfkc0u7UosBNUdvaWJW/lio5yuRnXCWE8mAfgxFOzbNj5ZE+hBrk11DWY/4rOUe6sh/makXXb+MfvNOjYesc/wDiKOcOVnVqsB6TEf7y1YihRmG2eI/VsfzrkYvEqEkS2F2pHXaofH5GrKeJNMJxJK8J/wCmsTL/AEo9q0LlZ20dnKQCqBv90g0r2ki/eicfVTXKw6xp8pHk39uT7SgGtODUZwP3N2+P9mTNH1hdUHKzRaMD2rnfE0cUn2USoWHzY2tjHSorPXb6+8Yy6Xfa5e21tJLsR0kiVY+5LGQYxjPHUnArndX1HWf7UubWWRpDbSvHsvAA64OOdnAPHPUelaPWNyb62Jxa2pPDSr9QDTxZRE5W4H4oRWMdUvY/9ZYK3vFMP6inrrqLxLaXcf8AwDcP0qB6m4tlkjEkR/4FipRaSqeF3f7pBrFXX9ObhpzGfSRGX+lWY9VsX+5eQH/gYqr2DU0/JlXrGw/ClVSG5FQRXef9XPn/AHWzVlLy4X/loSPcZpe0XULFyKMEVN5RFV49UlXG6KB/qmP5VZXVom+/ZJ/wByKaqwCzG7CKMHsKoeIdUjh0dpLVZ4JRIo3K4PHftVDW7LW9C0XTL66vrxJrwv5kTR8Q4ClQxx94hs4/qDVK0ldMTdtDnWdl6GoHmfHWiiueJsMWeT1pGnkDH5qKKAHW7mR8tgkdDWrAARyM0UVEihz28L/eiRvqoqu+m2Zb/j3Qe6jH8qKKyu0Uhi2ipIRHNcRgf3JmH9ayf7TvdE15r62nZ54XYKZvmB3KVOfwY0UV04d3epjVRJ4fmkYXCs24KFAyPrWq8rDgYoooqfGxw+Epy3Mg6GoftEnXdRRSYw+0SMwy1T20jbicnrRRSGbFryTn0qw3UUUVnIY3OR0rH10D7ExIB5XrRRU0viQ5fCyHWfEX9vwW0U2kaZbm3RY4nto3UpGucIAXKgc5OByea6FmI6HtRRXVX3RlS6laWVx0NVHuJPWiisSxguZSD81CXEpGC1FFDBGnaY2g4GT1961URSnIoorKRaIHs7aU4e3ib6oDVdtJsMki2VT6oSv8qKKzba2Ksc8urHRb+9iFlZ3sMsiuY72MyhWQZBByCOpyM4PcGiG+utQvru9vJ3mnuH8yRmx949cAdB7UUV6Lf7tHL9sss2cVGzEGiis4mgbuvAqN4onjy0UbfVRRRQ9wK9vY2zySZiUYIxt4x+VaEdgqDMc9zH/uymiiobY7EEt3e2ufLvpzjs+D/Sqq+KtTjk2lonH+0n+FFFNJWEy3fa1c3mllZEiHzqcqCO/1qK58Q6nqOmwadd3cs0Fu7yp5kjMSzYznJ5xt49Mn1ooral8JhPc//9k=", 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", "info": {"video_id": "92435", "label": "putting magnifying glass onto a slanted surface but it doesn't glide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "92435", "label": "putting magnifying glass onto a slanted surface but it doesn't glide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "707e4caac058cbcb5277119d61f876330c8b33a6ccdd89518426fad72ea4270c"} +{"episode": 52615, "episode_seed": 3357356890, "split": "train", "timestamp": "2025-10-13T03:24:06.008468", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3357356890, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting ornament on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "48372", "label": "putting ornament on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "48372", "label": "putting ornament on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1b21725e497e731cb6466ac42007b621f8113cebd792960badd835a28f1607d4"} +{"episode": 52616, "episode_seed": 2359624210, "split": "train", "timestamp": "2025-10-13T03:24:06.889563", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2359624210, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lipstick with napkin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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mS4urj5f3ZI57ii7jTVYnniX94OSAOvvVSyuI1tXj6AqfyNXtEdA/l9wTj6Vz06mqR0VaWjZx5vWxt6GlR8vx1bvVaRPnz1NPRto96kSO40S8V4ktt+SF6H1pdf1FdM02SduAozXMaRcuuoxFW571N4x1iz8pLOdSwmGAF5rT7NyH8Rwc+vWWqTPJJbtk87tuaqm20nWEMat9nuV+62MBquW+pafplw8EkG6PqMr0HpU+qaVp2r6W+o6KwW4i5eIdSKhR17Ft6GEj6v4Su43bLW7H5T1Vq7K/trXxZ4fGs6YNt9bjM8a/eI9fqK5rw3r9veQyaDrQ32s3EUjdY2+tWdNkuvBPiRdxL27H5vSWM9/rXTTVmYzd0bV5qEuo+FtP1xG/4mGlzCKZh1Zf4Sa6C3MU0paEfuL1VnQDtuU5H5isyWwhttW1DS4iBaatb+ZbHsG+8P1qtod1PHo6xspEtmzR47gZzj8Oa6elzDcX4lRztpOmG2BITzNwHUfdrj/Dfi2bTJlhucvCTg57V0HiPxCY2sVlXcjbw2f+A1zmqaTb3cX2uzIBPJArjqS9/XY3gvd0O11jw5Y+JNP+3acUE2M8d647S76fSLtrC9Q+WTtIbtSeE/E02g3ohmZjATgg9q7jxJoVp4g04ajYbfOC5471skpKzM23F3R574k0hbaVb60/1THJ29q7nwlqya54eexuiGkRduT6Vy2nTi4STTboEMPlw3Y07R4p/D+thXysMhxntiiCs7Dlqrl6Ii4mudDuj80ZOwn0rqfCmntp7EOu09c1xnidZbXXrXUID/rBjI7mvUtLC3ulQyjAfaAapolMt3KAwZPUHPsazdZTzLeKUd0wa0rx/JtueFwKxi807AkDYn3QehNRy3HexDpcTrIplRl5GM969NPSvI7zVLmC4AkBAz0zXrYPA+lUkrWJfcilcRozk8BSTXLLcc9Dlgc10GrEiwkA6vhR+JrlHDxTDdkDoRVJaEtk0r5ICnOeDWfcxKqkAc9adqMrQWgniONp+bPp3qlDeC8Xa3QnqDWdRJ6GkH1OT8VWstzZbYF3sHDMAea1/B+lXM/h6NbhdknmFlDDB28Af1rSl09fKlYDkc5PpVnT7trLy84KjjHoKzgmlZlyabujQgLwJ9nlb5g2OlSXQ8to3xgjjIqw3lXLJMpwetUdUlaIhRglulactiLmbrluZbr92NzPg4FTaZHcWttJldrAjcM1B5c4DSM480jv2p+hNNJLepN1Xbj9acYq9yXLoS3U29etUYx1ZutWr1QhPpWa0uBkisa25vTNmwm3Rbe6HH4VpI+TXNabKyXXzHhxx9RW9G/eudo1Nuwm2uOa2/tOV4rlYJDu4PTpW1BIGUevWt6bMponubwRRs7YAHU15jrOtC7vZT8xXdgYHat/xjqMkMSQQnrksa42OOV13qyb/wC6x61U48+gU58jujVtr2KVlVXAOAMV0VgMXMbj+HrXG7o2ZY72E2sjfcmX7ufrXQaPdSwzmzu8eZtzG46SD2qHQ5dUarEc2jMI5L4p/kYXceD2FIjhVzjLVG9zls4JUfrWbEOgd4JfMGRisPxZexTXUV9BNiSI8qa2JbyMxHedqnjPpXOQXVgtzcaZqe145W/dyjtn1Pamm0gtdmjY3uj+LbUWt0i22oKMK443f59KyLmw1LwdqyTMpaFv4h92Rf8AGsrWtButDnW4gdpLYnKSoeV+tdr4U8UWXiOy/wCEe8QYzINsM56hu3PY1rCz9CJN/M5TxJoymIa3pvz2sp3OF/5Zt/Sug8Nzx+MdEfS7gj+07VS0DnqwHb8aasNx4O12bS9STzdOn+VwRlWU9HFYN5bz+C/F8U1q5MIYSwsDwyHtWii4shvmR0ur3c8XhXSrz5hc6fcGFvVccjNdLvguLOPU7bCx36BmAHAfHP8AKqWuC11GWe0jwItXthcw+0g61i+H7e6ubv8AsG41S4s41WQxpGm751Qtt9hweT/WtpPTQySM/wAY6ZO8UEqLkoWyPriud0fU3t5vIlzsPHNbunatPdt5N/cPKrqCgc521ia9pbWk/nxA7Sc1yv3nZmy01Ra1jTGK/aoFyp5OK1vBfiRrWf7Dcv8Au24XNWfBt7b6lbmzuMFhxzWd4u8NSaPOL22B8vOTjtW1OLUbETauafjDSTbXCara9CcsVrVs0t/EXh0SLjz0GPcEVnaDrEet6O1ncEeYFwc1X8NSvpWvTWDnEcnT0NaLUh6aD9KC6wHsbk4nt34zXd2MjafYBcY2+9cRdabPpvi5rhMiOYbgRXdTkLo4lOPmxkU7E3FN497ENwwmabMuyeNDlQRjis1NRVZY0LBVB6VY8XTSReHBeWkhSQSIA6nnntQBm6lG0s7Qn5mjbuO1etj7o+leF66TFpdvq1hrWoSu1z9l3XEaoJ8KGZ4++1ThTu9R7ge4o3yL9BWad2ynokVNScERqegyxrHuY45hvPXHSrc063Woyrn5YzsHuR1rIvI2guMhzsbtWqWhl1KGqWv2nRriCNsuh3AeuO1cxpjtb3CxMcqzYX2rp8eZLOmeHWubS1kt7rzZB8iHdyOQR6VM5R5GpFJO90b2pSObSGSE8EEOBWdbsMgyEtIx/CrUrDyCoPytyPxqhA3+kKp6g1lLc0WxsT3E1tbx7c5PTFPjMk0sfmH5jyBnpUWuS/Zxblf4hWZY6uiXymRuemTWjaTsTZtXNZow13JE/BYcHNM0Jt0l0WPzDaCD2xmsmO6+3eNpbC61S6tbaSXbFJFLEix8A5YuMYxnjqTgUzw5NcW2u63a3LXBMUwQLcABxgsPmxxnp04ovaSEkzpLq2MgOeB61hTx75Cingda6G4kLRgL1Yce3vXNzytHOUI471hWWtzem+hFcvLBCZoxlovmC+uK6G1uEnhSRDlHUMD7GucMhYNzwOlT+HrtjHLayDBhOV/3T2/A1g7NWNVudVC5BrQS68uInPzGsWOQjoaj1C6KwEBsYGeKIuwSVzk9fl1DU/EM9vbMF2qOWP3j6CsoW6RjN0txbupwXbPBq0dd0m5nK3czRTnI8xTgir4vruEMWWLUrF1w+B8xX/GumKTtdmLuMhu5bKMRXhF7p8o++OStaqI6RxW8Unmow83T5s9xyYz+Fc9qaW1voc2o6JdOixyKJrY9Qp44BpdU0zW/DmgaVLLeXcbXrvKsDJgWrqEZATjhmDE4/D1rdPl0Zk1fVDxPIIZGzzt61fKhYsAcDiiivPR2MozoryLEwyhOCK47xFYw2OqNHDu2lQcE5xRRVQ3Jlsa3hS8mupJNNuCJbUoTtfnH0rnNTt0sdYnhg3KqP8vPIoopx0qMJfCj1Oc/2/8ACuHUdQAku7YhElHBIzjB9a5PVVF74MtZ5/mlt5THG3fbnoaKK6n8KMFuLcXUy6b4bmDkPFLhT6DPStDWtRn0nxncXlsE81JGxuXI5XaePoxoopz2JRyN9/o13CYvlI4/lXSsi3WlfvRu4oorCpujWOxx1pPJp2sK1sxUq/FeyTBdU8ON9qUNmP8ApRRXRDYymeQ6fM9lreyBiF34wfTNdTrQ2NBdr8swwciiilH4gl8J2a4vdDt55wGkUAhquXjk+HP+BCiiq7knG3bHzAcmtS8md/BEqudwFxHjP1ooqI9Smc9qniFtfhiin0vT4DbqqRPbo6lUXogBcgDnJwOTzXvoOEB9hRRUxCRxuiXEk4aSRss0jsfruNaWqAbc45xmiiumOyMXuYJOHJ7laV8FRwORyKKKlloy5SU86Mfdjb5fbgGqMbEXCNnnNFFcrNUaviIlrKzcnnaa5OUYuuPSiinP4hQ2IZNbk0y4u1axsb2OVwxS7h3gMo4IIII68jOD3BqfRdSutQvL2+uZN9zcOJJHxjJOT2oooe44naWEryNMWOSCFH0AH+NZmpACVz7UUU6vwlQ+IpD7gp1mdmrRlQAXBU/TFFFcxsdCrEDiqV/O6JkYOTjkUUVPUbOdu9D069KSS26hicErxXM3E0/h3WFhsJ5BFn7rncKKK3p7GUjofEcSRaLa6nEojuJZFWTZwrD3FYeo67qV3aDTLi7mltrVjcx+ZIzHexXOSTyBjj0yfWiiuhbIx7n/2Q==", 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", "info": {"video_id": "19542", "label": "covering lipstick with napkin", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "19542", "label": "covering lipstick with napkin", "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": "02b85e0cc290f98d344f5ee955edfc27022c1f7e4c1af2dcf8f2abaa41fc78ef"} +{"episode": 52617, "episode_seed": 1355501309, "split": "train", "timestamp": "2025-10-13T03:24:08.053729", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1355501309, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote 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, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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X05rK4jiIUcsPl6HpXosV4YpBGcEucnc3b/GsLxTpEyXsUUcO5kkdWAOcY2nr071Dm3uFi14Nj064jFpOjLDLHtuyke5mXg9OuMgcit+XwBoqCVhcXineWQuF+ROoBUdSR05HrmsHSYRYahFJChIRSWKttLgjocfQ12EzXDpv835zGGwVGfp/LFTcdjhJtMazVpMsI1P3nXbgds56Va0qWIXKky8Z5dIzJt/AA1cMF7qmk3lpDEHuZVd0d+jlWUfL2z71v6O+qpoU66rPd+csj+eH1aKFSeP4VBY8YraklPcmacdSjDBp4Tz4DdTKUwTHauRuDBWOT0wxAOcYpjxO0ksX2d4/Ik8lhcSRxENnHRm9T/WtrTb+xjsQ0ZCNGZDJ5fzGZkdc52H2wGfIYMSRnNTXDypqF0I7q4aLzVYKWmXkBPu7EJKfKAuW6VqqKRDm3sed6prkNlcPbtaszJglo5VKkEA5BHXg1cSzklt454cNFIodSPQ1W8VaRcXWtPNbqZEaJFLFm6hdv8bFj0HWug8Oie08JWqXEBSZN6bG4bAY4JHbipqxUUrDi2znby1K4wGZyMYArHngmhCyEOobJBHHtXYF1dj5iZPTk9B3qS7WK5sTFBt2hxuG3qenFYXsXY4GGQWs37oA45U981sx6ve3USJJtfbjDYwRiufjZM8HJ7VuW2FRe2RmnYVyzK8mFYueuNoNWoEeaHLMxXPQ1nJ89wSc4rf01FliCd2PagLluz0eGaKNA7qCMtzkD2FdHp+kWi4ZgBEW2oxOAemT0plhEltCE/iFbCQSTJ02jHy+lDm0Uo3KjBSnyKoUcdetVruwnFol1KwwThFU84+lTgSI7I4Kj0I71JMp8pV79aq9yWrGK0qCF0e3YMcHdnr9ay7qElWKLyRwPSt+SNC2H4XvVG8jVJNq9MZqGgucFrcS2rQq4L7ySADirlnrNlbWzAzHzDhlBPIwOg465ql423pNZKvQ7/6VzxxsDZ+bPSiwXsdDql5DeTi4gYKQPmX6+lZCW8zygLg5HU9gKls4zIGJ6jmt7S41dTGFBLEZ45AprQaY/RoyEy+8AZwUPftXW6dEF3nZlmGd55IHsaZp9lFlE8oJGnzE+px0/OtkNuWMbAuBhiD16f4UxkMexByMCoTJIzsm0oTwGz0rYt7eI3C+Ym5AegPWob+1WW4ZlBVc8KOwp8pNxlhcvbzxRNtOCCWU5zXdW0oZAQeCK83gi+zXsXXbkgk122n3IMYUdq4a0eWR20vfhYzvFdmHtpJwmSFOTjpXg0eohLvzIZNwHIGeCMdD+Zr6M1l0bSrhWI5Q/wAq+X7dVQFs5Iq8P1M8Q9EdAfEN65RWZRs+6ccn61GzNcsGdRk/eI71mxt5z7sYA4rbgi/cpgZPrXSc1yW20JzsKJud+Rg9BXXafptwWEGSVX8iSP8A61QaTCfKWR+uOcCuit0VYfLXnnczHqTjFFyhFtnjHlty6khuOnNdHoN27Ri2dcBeh9aw4idzDBJbrzViC5ks7uH+4WwRUVY3hc0pS96x37wRXNoYnAZGGK8/1nwrHaxzSoz4XlRxXe2UwkiHvVXXYDJp0rDstcd3uhx0lys8Ou7NpJGYkKVPAI61g3Wqz6fLHHLGJVO7AJ6dK7C5XO4+hri/EqxtdWu3vuyfyrtWqMnoEWo+ZdedCpD8EE9QasHVr4uFe4b5PujjjNZsRCR5UYqaDMp3ueTxTsK56X4CUXluzzc/Z5tr+yuvH4ZqvrPgu50fV9lrxaSHckmxeB3XOOoqfwHOlr9v+YeYYl+Q9GU8focfnXpaWker6J5E5JMife7g+tc/tJQm+U6Ja01fY8702xuGQnz5sKCQATyBnn07VdlSNuVDSD1fvXQf8Iz9m0WYyMxuItxRt3G0dvoefzrno3LLtxwDkc10U6rmc8opbFW6S5SJJyhhi6AYwD71UZ7doHHmPvYgsCOv0/St26aSWGNXJYKOAe1ZslqHbGAp9atq4jnrqERqxRT7Y4rNF5eaZGyZZoZGUsvUEA5Hv1rpbuIRyFaxryBWUhzj0qAPPxJbJD8i854q9bzkxjNc9A+881rwPwBTA1YXG44Gc11Wlqyhdi9q5awHz7uvPFdppYYR5HVqqwG5YwtJNGjfKWYDJrv7fS08lopBhyOGribKNXmhFwxSEsFZx/DnofzxXo8AdYUWUgyIMFh3965q26uaKTjHQ5b7BC+rfZrxGwVwCpxz61S1HT3srowv8wxlW9RXXapY/aoRNF8txF8yMO/tVHUYF1XSVuYx++RScfzFP2nJZPYTfNqcTdQoIvvfNnmsuR9kMqhUbcByw5GPQ1duZAVbIz7VwsE1xqfjC50qTVrm1iPmGERpuyyoWC+w4PJ9PettyNjH8ZykzWZP+3/SuaifMwJ5FM1PUri7MLXEzyYBI3HpnFQwSAMDmmkI6XTnUg811GlRJAdx781yelsNoIHWursXZ2XIOKAOms5M7QOma2obUzvhay9Ntw5Umu60PTxICWxVRQ2ylaWJDLkdB6U64syuSVrsY7aKNQAg+uKq39tGYd2AKu5B5drDNDCQBhyw2/XtXS6JE0duiuctj5j71geKWX7VaxKOZJgB9BUviK8u9N8KtcWc7wzCWMB0POCeRXFiFeSR24d2i2XPGF0LbT5cybcoQK+dY5MDHrXf+Nb24fQIb6HXdQuFa5Nvi5jVFnITczx452qcKd3qPcDzOGUg81dGHKtTOtUU2jatidnHUmup0xc7C5GAOlchZszuoBxzXY6bH5igk4rVmJ0lkxbAU4FdDZRuxOO9YenRqrDBzXa6XaiRl4BppALDpxZAdvJ703UdOdLQSFfuHNdrb2kccSgoMimanFG2m3G9eAhPH0q3ZqxKdncyNEuRLChB4HFaWpyounzFjxtORWJ4ZiKWi5781L4puRbaTMScEjAryra2OyaTmmeYalKqTuIdyqWJUnrXB+Ipit3b7gM5ck+vStm2uU1PxnJpt/qd1a28kuyOSOaKNYu5LF+MYzwOScCuP1xriHXLi0uGuM20zxhbjAdcHHzY4zwM44r0FGyOZvUtxyZGAav2oDlVzgk1hwyZrb01MuGbt0oEddpLJBMrlyhwQGz0OOM+xIAr1rw5qCz28ZVso4DL9CM15VZRxPCFcZ3DBrqfAt0wxaMTuhcqR+NcteNveOmk1KLiz0y5j820mQfxIR+lefi2YMPlwa9ELARMT0xWS+jhiG68V0UUt0cr2OWeIn1rPvIGVA/cmukvbRrVmJXjHeudvWLBvmArWQIyZgpjkeTcZONpHT3Fc/qE5KEkZUHt1/P0qTxRqE1po7tBK0UvmKNy9cd657xHput6HoWmXt5d3QlvTJ5kLJgQYClAxx94hs47fUGosO5w1kc1twfdoooA17I4ZPrXc6JyQDRRVAdjb20Vxi3kXMco2MPY10Hh69nutEs5Zn3ybShY9W2sVyffiiiuPF7I0jsb6dKpxRrFc3CIMKxD49z1/lRRSq/wYmcd2eca9EkGoXSRjChjgV49qGoz6R4ruL622edFI23eMj5lKnj6MaKK6aXwoJ7nIXwwYwOg4pLc80UVoI6vSeqV11mxGB70UUDOt0k8L9a9J0ED7OT7UUU0JmvVTUiRZORRRTRJ5TrPz+JdNRuV2u2PfNXPGwA8GNgf8tov50UVx1/4iO6j/CZ4/wCMvET6vHBDJpthAYVVI5IFdWVBn5ACxUDnJ4681xkJORRRXQjklubFgTkV2OnEiNaKKpiR1emf61a9B8P8yoD7UUURBnZ1U1XjSbw/9MH/AJGiiqEtzF8P/wDHpH9BWD8QpnEEaA/KeooorzF8aO2XxP0PCrzW20rVL9Dp9hfRTShzHeQbwGUcEEEEdTkZwe4Nc9f31zqepTX13IZLi4cySPjGWPt2+lFFeh0OMmgJ4rpNOP7xR70UUIDttOAI57V0HhVQniu6C8ArGx+uKKKxxHwG9H4j1MgMgB6EipqKKeH2MGZmuKDYkkc153edWoordgjgPFzE6Y5zz5ifzrjdS8QapqGmwabd3k01vbyPKgkkZiWbGc5PONvHpk+tFFSgZ//Z", 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X05rK4jiIUcsPl6HpXosV4YpBGcEucnc3b/GsLxTpEyXsUUcO5kkdWAOcY2nr071Dm3uFi14Nj064jFpOjLDLHtuyke5mXg9OuMgcit+XwBoqCVhcXineWQuF+ROoBUdSR05HrmsHSYRYahFJChIRSWKttLgjocfQ12EzXDpv835zGGwVGfp/LFTcdjhJtMazVpMsI1P3nXbgds56Va0qWIXKky8Z5dIzJt/AA1cMF7qmk3lpDEHuZVd0d+jlWUfL2z71v6O+qpoU66rPd+csj+eH1aKFSeP4VBY8YraklPcmacdSjDBp4Tz4DdTKUwTHauRuDBWOT0wxAOcYpjxO0ksX2d4/Ik8lhcSRxENnHRm9T/WtrTb+xjsQ0ZCNGZDJ5fzGZkdc52H2wGfIYMSRnNTXDypqF0I7q4aLzVYKWmXkBPu7EJKfKAuW6VqqKRDm3sed6prkNlcPbtaszJglo5VKkEA5BHXg1cSzklt454cNFIodSPQ1W8VaRcXWtPNbqZEaJFLFm6hdv8bFj0HWug8Oie08JWqXEBSZN6bG4bAY4JHbipqxUUrDi2znby1K4wGZyMYArHngmhCyEOobJBHHtXYF1dj5iZPTk9B3qS7WK5sTFBt2hxuG3qenFYXsXY4GGQWs37oA45U981sx6ve3USJJtfbjDYwRiufjZM8HJ7VuW2FRe2RmnYVyzK8mFYueuNoNWoEeaHLMxXPQ1nJ89wSc4rf01FliCd2PagLluz0eGaKNA7qCMtzkD2FdHp+kWi4ZgBEW2oxOAemT0plhEltCE/iFbCQSTJ02jHy+lDm0Uo3KjBSnyKoUcdetVruwnFol1KwwThFU84+lTgSI7I4Kj0I71JMp8pV79aq9yWrGK0qCF0e3YMcHdnr9ay7qElWKLyRwPSt+SNC2H4XvVG8jVJNq9MZqGgucFrcS2rQq4L7ySADirlnrNlbWzAzHzDhlBPIwOg465ql423pNZKvQ7/6VzxxsDZ+bPSiwXsdDql5DeTi4gYKQPmX6+lZCW8zygLg5HU9gKls4zIGJ6jmt7S41dTGFBLEZ45AprQaY/RoyEy+8AZwUPftXW6dEF3nZlmGd55IHsaZp9lFlE8oJGnzE+px0/OtkNuWMbAuBhiD16f4UxkMexByMCoTJIzsm0oTwGz0rYt7eI3C+Ym5AegPWob+1WW4ZlBVc8KOwp8pNxlhcvbzxRNtOCCWU5zXdW0oZAQeCK83gi+zXsXXbkgk122n3IMYUdq4a0eWR20vfhYzvFdmHtpJwmSFOTjpXg0eohLvzIZNwHIGeCMdD+Zr6M1l0bSrhWI5Q/wAq+X7dVQFs5Iq8P1M8Q9EdAfEN65RWZRs+6ccn61GzNcsGdRk/eI71mxt5z7sYA4rbgi/cpgZPrXSc1yW20JzsKJud+Rg9BXXafptwWEGSVX8iSP8A61QaTCfKWR+uOcCuit0VYfLXnnczHqTjFFyhFtnjHlty6khuOnNdHoN27Ri2dcBeh9aw4idzDBJbrzViC5ks7uH+4WwRUVY3hc0pS96x37wRXNoYnAZGGK8/1nwrHaxzSoz4XlRxXe2UwkiHvVXXYDJp0rDstcd3uhx0lys8Ou7NpJGYkKVPAI61g3Wqz6fLHHLGJVO7AJ6dK7C5XO4+hri/EqxtdWu3vuyfyrtWqMnoEWo+ZdedCpD8EE9QasHVr4uFe4b5PujjjNZsRCR5UYqaDMp3ueTxTsK56X4CUXluzzc/Z5tr+yuvH4ZqvrPgu50fV9lrxaSHckmxeB3XOOoqfwHOlr9v+YeYYl+Q9GU8focfnXpaWker6J5E5JMife7g+tc/tJQm+U6Ja01fY8702xuGQnz5sKCQATyBnn07VdlSNuVDSD1fvXQf8Iz9m0WYyMxuItxRt3G0dvoefzrno3LLtxwDkc10U6rmc8opbFW6S5SJJyhhi6AYwD71UZ7doHHmPvYgsCOv0/St26aSWGNXJYKOAe1ZslqHbGAp9atq4jnrqERqxRT7Y4rNF5eaZGyZZoZGUsvUEA5Hv1rpbuIRyFaxryBWUhzj0qAPPxJbJD8i854q9bzkxjNc9A+881rwPwBTA1YXG44Gc11Wlqyhdi9q5awHz7uvPFdppYYR5HVqqwG5YwtJNGjfKWYDJrv7fS08lopBhyOGribKNXmhFwxSEsFZx/DnofzxXo8AdYUWUgyIMFh3965q26uaKTjHQ5b7BC+rfZrxGwVwCpxz61S1HT3srowv8wxlW9RXXapY/aoRNF8txF8yMO/tVHUYF1XSVuYx++RScfzFP2nJZPYTfNqcTdQoIvvfNnmsuR9kMqhUbcByw5GPQ1duZAVbIz7VwsE1xqfjC50qTVrm1iPmGERpuyyoWC+w4PJ9PettyNjH8ZykzWZP+3/SuaifMwJ5FM1PUri7MLXEzyYBI3HpnFQwSAMDmmkI6XTnUg811GlRJAdx781yelsNoIHWursXZ2XIOKAOms5M7QOma2obUzvhay9Ntw5Umu60PTxICWxVRQ2ylaWJDLkdB6U64syuSVrsY7aKNQAg+uKq39tGYd2AKu5B5drDNDCQBhyw2/XtXS6JE0duiuctj5j71geKWX7VaxKOZJgB9BUviK8u9N8KtcWc7wzCWMB0POCeRXFiFeSR24d2i2XPGF0LbT5cybcoQK+dY5MDHrXf+Nb24fQIb6HXdQuFa5Nvi5jVFnITczx452qcKd3qPcDzOGUg81dGHKtTOtUU2jatidnHUmup0xc7C5GAOlchZszuoBxzXY6bH5igk4rVmJ0lkxbAU4FdDZRuxOO9YenRqrDBzXa6XaiRl4BppALDpxZAdvJ703UdOdLQSFfuHNdrb2kccSgoMimanFG2m3G9eAhPH0q3ZqxKdncyNEuRLChB4HFaWpyounzFjxtORWJ4ZiKWi5781L4puRbaTMScEjAryra2OyaTmmeYalKqTuIdyqWJUnrXB+Ipit3b7gM5ck+vStm2uU1PxnJpt/qd1a28kuyOSOaKNYu5LF+MYzwOScCuP1xriHXLi0uGuM20zxhbjAdcHHzY4zwM44r0FGyOZvUtxyZGAav2oDlVzgk1hwyZrb01MuGbt0oEddpLJBMrlyhwQGz0OOM+xIAr1rw5qCz28ZVso4DL9CM15VZRxPCFcZ3DBrqfAt0wxaMTuhcqR+NcteNveOmk1KLiz0y5j820mQfxIR+lefi2YMPlwa9ELARMT0xWS+jhiG68V0UUt0cr2OWeIn1rPvIGVA/cmukvbRrVmJXjHeudvWLBvmArWQIyZgpjkeTcZONpHT3Fc/qE5KEkZUHt1/P0qTxRqE1po7tBK0UvmKNy9cd657xHput6HoWmXt5d3QlvTJ5kLJgQYClAxx94hs47fUGosO5w1kc1twfdoooA17I4ZPrXc6JyQDRRVAdjb20Vxi3kXMco2MPY10Hh69nutEs5Zn3ybShY9W2sVyffiiiuPF7I0jsb6dKpxRrFc3CIMKxD49z1/lRRSq/wYmcd2eca9EkGoXSRjChjgV49qGoz6R4ruL622edFI23eMj5lKnj6MaKK6aXwoJ7nIXwwYwOg4pLc80UVoI6vSeqV11mxGB70UUDOt0k8L9a9J0ED7OT7UUU0JmvVTUiRZORRRTRJ5TrPz+JdNRuV2u2PfNXPGwA8GNgf8tov50UVx1/4iO6j/CZ4/wCMvET6vHBDJpthAYVVI5IFdWVBn5ACxUDnJ4681xkJORRRXQjklubFgTkV2OnEiNaKKpiR1emf61a9B8P8yoD7UUURBnZ1U1XjSbw/9MH/AJGiiqEtzF8P/wDHpH9BWD8QpnEEaA/KeooorzF8aO2XxP0PCrzW20rVL9Dp9hfRTShzHeQbwGUcEEEEdTkZwe4Nc9f31zqepTX13IZLi4cySPjGWPt2+lFFeh0OMmgJ4rpNOP7xR70UUIDttOAI57V0HhVQniu6C8ArGx+uKKKxxHwG9H4j1MgMgB6EipqKKeH2MGZmuKDYkkc153edWoordgjgPFzE6Y5zz5ifzrjdS8QapqGmwabd3k01vbyPKgkkZiWbGc5PONvHpk+tFFSgZ//Z", 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pKGsS4RjL4jz++1qeZ/Ks7HULu8j+X7VfXRwvY7UXCise+n190Cy3ENskatsijJOAev1b3JJr0rxFpKxMbyHCoV+YBcnNee3zy/aiSeR2HOK2jipSWhlKkk7nOP4em1G4LXU8k8hHBkJIDHoPashtBiXU4o7sDyI2O9Y+rduPeu3ivDFIIzglzk7m7f41heJ7WXTtQgOwFY5HEqBs9NvQg+/aoc5PcLIypPAGtxXKRraHy5E8xJXIVQvPUnoeOaqzaLe6c6Jc27xsy7hkcEV6Gl9GLdS5klY95TuJXsOnFZN/Pb3mqKXHmSON8jyEgEAev6Zp8wWOWgUlguORXWWmiS39qskcaqFQkMG5Zs4wfSqUlxpVlKkETrM4jy7bMDd6VraZqs7COBCkUOCMRDBPvmhu+wJWJ5NONkqh2UELyvc1CloZXKqm455xVgxGWZ2fcz7CxBPf29a0IrcwlghDDP0zSQ2c9eae4faBnPOccV1fhHQ4Luw3XUSyNHLuAcZB9DUMkI8n588HOPQV0egziOD7KEZW3EZIxxWdZ+6a0F75yXxA8Hw5Gq2kKsxHzqB0rzW5sJbV8PGyDHpxX001hFd2LwSjIZcV5P4k0iWC5+y7Mxx52jbUUqzSsyqsFJ3iecwyC1m/dAHHKnvmtmPV726iRJNr7cYbGCMVz8bJng5Paty2wqL2yM10WOa5ZleTCsXPXG0GrUCPNDlmYrnoazk+e4JOcVv6aiyxBO7HtQFy3Z6PDNFGgd1BGW5yB7Cuj0/SLRcMwAiLbUYnAPTJ6UywiS2hCfxCthIJJk6bRj5fShzaKUblRgpT5FUKOOvWq13YTi0S6lYYJwiqecfSpwJEdkcFR6Ed6kmU+Uq9+tVe5LVjFaVBC6PbsGODuz1+tZd1CSrFF5I4HpW/JGhbD8L3qjeRqkm1emM1DQXOI1C6OjXEWUEolDcE4x0qvFqPmXXnQqQ/BBPUGp/Fsf8ApNmD33/0rOiISPKjFFh3NI6tfFwr3DfJ90ccZrv/AAEovLdnm5+zzbX9ldePwzXmkGZTvc8nivSvAc6Wv2/5h5hiX5D0ZTx+hx+dZ1V7prRfvEGs+C7nR9X2WvFpIdySbF4Hdc46ir2m2NwyE+fNhQSACeQM8+navREtI9X0TyJySZE+93B9ayP+EZ+zaLMZGY3EW4o27jaO30PP51MMRJKzJlFXfc5+VI25UNIPV+9VLpLlIknKGGLoBjAPvVqNyy7ccA5HNWLppJYY1clgo4B7V1XbMjCZ7doHHmPvYgsCOv0/Ssm6hEasUU+2OK6GS1DtjAU+tUbuIRyFahrUZzP2y80yNkyzQyMCy9QQDke/WuYj1EJd+ZDJvA5AzwR6H8zXaXsCsjBzjjivN7dVQFs5IoC50B8Q3rlFZlGz7pxyfrUbM1ywZ1GT94jvWbG3nPuxgDituCL9ymBk+tAXJbbQnOwom535GD0Fddp+m3BYQZJVfyJI/wDrVBpMJ8pZH645wK6K3RVh8teedzMepOMUXKEW2eMeW3LqSG46c10eg3btGLZ1wF6H1rDiJ3MMEluvNWILmSzu4f7hbBFRVjeFzSlL3rHfvBFc2hicBkYYrz/WfCsdrHNKjPheVHFd7ZTCSIe9VddgMmnSsOy1x3e6HHSXKzw67s2kkZiQpU8AjrXNapM6iKG4UuFYlcHt3H6V29yudx9DXCeLmxPaeV0O7dj8K7VqjJ6GrZ6zZW1swMx8w4ZQTyMDoOOuapapeQ3k4uIGCkD5l+vpXPHGwNn5s9Kv2cZkDE9RzTsTciS3meUBcHI6nsBXTaNGQmX3gDOCh79qZpcaupjCgliM8cgV1un2UWUTygkafMT6nHT86oofp0QXedmWYZ3nkgexrQj2IORgVMG3LGNgXAwxB69P8KuW9vEbhfMTcgPQHrTSEzHMkjOybShPAbPSr9hcvbzxRNtOCCWU5zT7+1WW4ZlBVc8KOwrOgi+zXsXXbkgk1nVheJdKVpo9ItpQyAg8EVzviqzD27zhMkDrjpWhp9yDGFHanaw6Npk6sR901wHclaR8ziS2SH5F5zxV63nJjGa56B955rXgfgCvRPNNWFxuOBnNdVpasoXYvauWsB8+7rzxXaaWGEeR1aqsBuWMLSTRo3ylmAya7+30tPJaKQYcjhq4myjV5oRcMUhLBWcfw56H88V6PAHWFFlIMiDBYd/euaturmik4x0OW+wQvq32a8RsFcAqcc+tUtR097K6ML/MMZVvUV12qWP2qETRfLcRfMjDv7VR1GBdV0lbmMfvkUnH8xT9pyWT2E3zanE3UKCL73zZ5rLkfZDKoVG3AcsORj0NXbmQFWyM+1cLBNcan4wudKk1a5tYj5hhEabssqFgvsODyfT3rbcjYzPFk2LmzJ/2/wClZccmRgGsy81C4vZIXuJmkwMjcemcVNDJmiwrm5agOVXOCTXW6SyQTK5cocEBs9DjjPsSAK5HTUy4Zu3Suzso4nhCuM7hg0pRurFxlZ3PVfDmoLPbxlWyjgMv0IzXQXMfm2kyD+JCP0rzPwLdMMWjE7oXKkfjXqBYCJiemK5KaXM4yNa9rqS6nnYtmDD5cGpXiJ9a6l9HDEN14rKvbRrVmJXjHevRtocz3ObvIGVA/cmsuYKY5Hk3GTjaR09xWtesWDfMBXG+KdQntNHdreVo5fMUblPOKzZRFqM5MZJGVHp1/P0rzSOTjHrXXa7sg0CLUrHWb+ZWuTbZuIlRbghNzPEBztU4U7vUe4HCQykHmhKwrm1bE7OOpNdTpi52FyMAdK5CzZndQDjmux02PzFBJxQxnSWTFsBTgV0NlG7E471h6dGqsMHNdrpdqJGXgGmkAsOnFkB28nvTdR050tBIV+4c12tvaRxxKCgyKZqcUbabcb14CE8fSrdmrEp2dzI0S5EsKEHgcVpanKi6fMWPG05FYnhmIpaLnvzUvim5FtpMxJwSMCvKtrY7JpOaZ5hqUqpO4h3KpYlSetefeKZT9otwwGcuSfXpW9bXKan4zk02/wBTurW3kl2RyRzRRrF3JYvxjGeByTgVxPiSS4g1m4tLh7jNvM8YW4ADrg4w2OM9M44r0FGyOZu5FE+ZgTyK3NOdSDzXNQSAMDmuh0thtBA60yTrNKiSA7j35rpbOTO0DpmuZsXZ2XIOK6zTbcOVJosM1IbUzvha2bSxIZcjoPSruh6eJAS2K6aO2ijUAIPritFZEtnHXFmVyStcrrDNDCQBhyw2/XtXqN/bRmHdgCvNPFLL9qtYlHMkwA+gqZ/Cyobo39EiaO3RXOWx8x96o+L7oW1hKTJtyuKp+Iby603wq1xaTvBMJYxvTrgnmuA8djxFYaJpl1f6heM920nmRMuBDjaVBOPvENnH/wBevPhTctTvqVVDQ82sjmtuD7tFFdpwGvZHDJ9a7nROSAaKKoDsbe2iuMW8i5jlGxh7Gug8PXs91olnLM++TaULHq21iuT78UUVx4vZGkdjfTpVOKNYrm4RBhWIfHuev8qKKVX+DEzjuzzjXokg1C6SMYUMcCvHtQ1GfSPFdxfW2zzopG27xkfMpU8fRjRRXTS+FBPc5eQYdQOg4q3ATxRRVsk6TTj+8Ue9dtpwBHPaiimUdB4VUJ4rugvAKxsfrivUyAyAHoSKKK4X/EZtU+GJNWZrig2JJHNFFegcyPO7zq1cB4uYnTHJ5xIv86KKh7lHLeIPEz65bwRS6Xp1sYEWOKS2R1KIoOEALlQOcnA5PNctCTkfWiimxGxYE5FdjpxIjWiihjR1emf61a9B8P8AMqA+1FFEQZ2dVNV40m8P/TB/5GiiqEtzF8P/APHpH9BWD8QpnEEaA/KeooorzF8aO2XxP0PCrzW20rVL9Dp9hfRTShzHeQbwGUcEEEEdTkZwe4NcvrN9c6nqEt9dyGS4uHMkj4xlj7Dp9KKK9FbHGQ255rq9J6pRRQCOus2IwPeut0k8L9aKKBnpOggfZyfateiiqIKmpEiycivKdZ+fxLpqNyu12x75ooqanwM0pfGi541AHgxscfvov514x4l17Ur6yg065u5ZbeB3lUPIzEs2OuTzjbx6ZPrRRXLQOnEbn//Z", "info": {"video_id": "148289", "label": "pushing remote from left to right", "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": "148289", "label": "pushing remote from left to right", "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": "5f5f789793a66938156cedf3568a9f7856216c94b0d87c4a61d59bc77afc7927"} +{"episode": 52618, "episode_seed": 1605170354, "split": "train", "timestamp": "2025-10-13T03:24:10.876002", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1605170354, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 jack adapter into mp3 player'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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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pAoI4AGKzBp8Wp6EkN7GH3xLvUjocfpWqGWGDc33VFdap8pyuo5aF4MJHjjI+RMO/uew/r+Aqrqmuw2A2/elIyF/xqleaxHp1v5SlXun5YZ4U+/06Y9q8+8Raqwjchy87nk9yazlU6I1p0b+9LYg8QeKLy61B1WTcAOueAfQCufmhuLzb9rkbOemc/wD6qyPty+bKk0gEokOR+VWtbvtQtrSO4W1eKOU7UdhyTj9KWi9S588tIqyMhrtrS7V4nZZEbKFfvAjuPxrf8PLdKX1TULaT94cQyzA/Me5Gefxqro3hG6v1ivb2cRo+HVV5Yj+lb/i0XBsYvK3GNPT1rCVdOajEqFNKzILjVfMdzuz+NSQ3EE0YDhW+orltFtLvWb82zN5UY5kcDO0fT1q9a6bdr4gOkRyKZN5SN34DYGR9Mim0r2KdR7nSJLFHjYoH0Fdb4NkM010wHICj+dcDqNpq2iFPtlsyI4yrj5lb6EV2PwzuzdtqRPG3y/8A2atKcGpq5FSonB2PSIZVj3O33VGTUV5qUek2RllXdcSHdsB6n0+gHFVp7yG2O6U/JH8xHdm/hUfz/KuK1/XxL5skjgORgL/dHoK1nPl0RlSpc+r2KvinxfPcRFFlGc/Ii/dB/rXHh7rUCZZp8qp6H/CqGqBrWOO6uC3zSfInfHqasaVBqF/ZTPZqsUJz+8k/iYdh/jUJq13ubyjNrlhoipq6R26R7QBnOTnmpvD/AIa1HxLJ/oxSK3TiSZz938OpNR+GfDkviTVJVv7p7eOIbm+XJJzjA7V7NomhWGg2ht7GMqrHLszZLH1NctfE8nurcUaStqUNA8EaRou2XyvtV0P+W04zg+y9BXVocDFRCpFNcPPKTvJl2S2L1u+6Ieo4p0i5FZq3S2s5D8K/Ofcf5FasTLLAWDAivdoyU6aZ581yyZ5fqeoC6lVImzHGPTHzVg3snyMsigAr+dTm68yR5XI3OSxqrdGOdcOcLnIrnc7ttnpQSjFIx2spZbjErboUGQPWhLxYQ6McDtV26vLeOEjcOKpaNpUmvag0kg22afePdvaolKyuxX7HV+EVeSGa6KkIxCoT3x1rqNwFU4vLtoVjjRUjUYVVGABQZC3NedOXPJsdy55i+tZ2oW4nQNHww7etTBqGPFEVYlnOBwsu1wQAeRXYaHcrLYRbc4TKYz6f/WrDurNJwSPlf1rD0CW8uPFF1pD6tcWafvGjES7tzKhIX2HHU+nvXoYWdpHPWV4noWqX1va+U8r7c5xnv04zXK6ldvLMybgdhOcdCx6n+n4VR8OajdarHcvqNw08ESq5WTnsePp/gKiEqqvQAenpXVWlsgw0Vdsq33lyxSRyoB04PrWBcwyXjPHOg8qI8jsxreugs+0ltoU5z61TvpoUhb5hjv71g2dUrMrm7RIAVIA6YFb2h2Kz6Y9wigSM5G4D72K5vRdFl1m4LPvjtEbLMON3sK9EiEdtAkMSBUQYVR2FcuImrcok7mBKrRsQwwfemS3CCNVUYPc561s3MEdwPnHPrWFfWMlvllyyetYRsJjRcjNa+i3S/wBowBgCjkryM4Pb9a5jzCDUd7fz2ln5tvK0ciupDKeetdNPSSZnLWLR7PDIuzBPWsvU9ZQxJHaygsDlj3U9uP8APauR1K/ng0ODUdP17UZVe4+z5njVFnwu5nj77VOFO71HuBsaptW8jQ7TL5e6VgOpP+Ar0Ks/c0OehC89SjcS5jbe23PUt3rlbxDbXbPl5t/EZJ6H0rpJWDq0b857Vn/ZF2hZW4Viw9TXKmkj0ZanP6fpMEF893ON8pJZQegNbk80etSRWsq7o88/hzVC+Mk13HDaoWdjhUXrXZaBoUWmQ+dP89zIvzE9FHoKyq1eVeZCfQortijWNBhVGAPQVBdotxA0ZbGeh9K1r7Ty8pa3ICnsa5+482FykmQRXHHe4Nhp9pBpyuEILyHLt61asbGCTxNbai8gAj52+rYwKzPN5qzbz7WzWyb3I0PRpdPg1fRZLC4HyMCufQg8H+Vct4Ptx4av9Xt7390cx7SRw/3sYPvVDQdbnv8AxPJpl1q95aQPJtR4pY0WP1LFxjGM8dScVo6fc3slzrcOpSzypZtsCXQXeCCwUMBx78cZr1KcrxTe5yW95x6MsXl7JcSs7fNycAdPesHUoIbkbtoaVH+Qt1PtV8SBFGTxVS6TzZUlU42nnPQ1zKV9WekkkrHM3cA1ZleeMiGNvu+taRuVhhWCLCR4+UDoBUl95UNsyxkDPJPvS+HPD8upyJc3m5bRTlV6eZ/9aplUS1ZF7PQ6rw9pEC2EdwBhpvnbHf8AGulU8VVV0jRUQAADAA6AUeYSa8yT5ncGy75gHenLKM1TBpwPNUiWGp/NAsi87W5/Gl06/MA2scqeoJrH8WXtxZeH3ltpnik8xF3L1wetcrr8XiHQ9G0y9ub+7Wa7MnmRFcCHG0qCcfeIbOP/AK9ephJe6clZXZjB2PeqWoTOuFBwKKKR1sxof315tfkDnFegeEwF0ltoA/en+lFFZ1/4ZK3NpmJbBpQTiiiuAocGNOzwaKKtEsjY8GuEutQn0rxZPfW2zzopG27xkfMu08fQmiiunD/GZ1PhLOiytDo+ohDjJiQ/TmgOzHk0UV2Vd0FD4ShqM8gOA3GKxAzTzssjEqBnFFFZxNGel6VGtvpVusYwCgY/U8mrIYk80UV5sviZQuajkAZdrDINFFCA5XUY1iuSqcCsjVGP2A/760UV1Q3RlLY077xK+u2lokumafbGFFjje2R1KIvRAC5AHfpyea6DUbiVtRuWLc7yPwHFFFdlX4SKHxMgSRtpbPOKwdQvZwz4fpRRXOjqlsbfgZRL9ru5PmmBCAnsOtdcXZupoorir/xGKOwZNZmqwpJauzL8yjINFFRHcTOSZiGNSIx9aKK6CChaa2+maxeRGxsbyKeQMyXcO8BlHBBBBHXkZwe4Nb1jqN1eRaldTyb5rqeN5WxjJ+Y/hRRXoQ/hmC/iIlV2ZuTVHU7mVAoVsCiiudHa9jFjke6u0hldihcAgH3r1dMQRJFGAqKAqgdgKKK5sT0JiSKTmpFY5oormQMkBNSAmiiqEc/40Y/8I6//AF1j/nXnmo67qV9ZQ6ddXc0tvbyNKgkkZiWbGc5PONvHpk+tFFd+E2Oeruf/2Q==", "info": {"video_id": "101304", "label": "plugging jack adapter into mp3 player", "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": "101304", "label": "plugging jack adapter into mp3 player", "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": "57679e1e567dc1c8b18101ba8f8fb2494e3ac91cead419a1a903caaa9fe737c4"} +{"episode": 52619, "episode_seed": 1146662346, "split": "train", "timestamp": "2025-10-13T03:24:11.794641", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1146662346, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin next to pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "139365", "label": "putting coin next to pen", "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": "139365", "label": "putting coin next to pen", "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": "b720a83e7f6c9686e0218c4efa162a674375c15768fde60cf5d0843b5cc63a3b"} +{"episode": 52620, "episode_seed": 961365173, "split": "train", "timestamp": "2025-10-13T03:24:13.600118", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 961365173, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tablet strip from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "94155", "label": "pushing tablet strip from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "94155", "label": "pushing tablet strip from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ab70fafc2d9e72521569964e63fc001079f3f493ccbd4228a0ccea75fc1c9ef4"} +{"episode": 52621, "episode_seed": 3930119581, "split": "train", "timestamp": "2025-10-13T03:24:15.659751", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3930119581, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 harry potter on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "129722", "label": "putting harry potter on a surface", "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": "129722", "label": "putting harry potter on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "226baafea527c1934800985e3c51a397162dbae7481861111a6b5968b436f050"} +{"episode": 52622, "episode_seed": 1266864422, "split": "train", "timestamp": "2025-10-13T03:24:17.728493", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1266864422, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling lemon on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 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": "38782", "label": "rolling lemon on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "38782", "label": "rolling lemon on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f62622f646a8cdaabd2dddb87f1e83ba9f91feb318ff648b8b4adc10c2407048"} +{"episode": 52623, "episode_seed": 2138866511, "split": "train", "timestamp": "2025-10-13T03:24:20.071217", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2138866511, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a tire with a mallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "216444", "label": "hitting a tire with a mallet", "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": "216444", "label": "hitting a tire with a mallet", "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": "c8d85fe5c73246c6c11008f82a30d63eefacf776dc0ad83a81a6137803239f23"} +{"episode": 52624, "episode_seed": 898460176, "split": "train", "timestamp": "2025-10-13T03:24:22.635811", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 898460176, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking handphones'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "114136", "label": "taking handphones", "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": "114136", "label": "taking handphones", "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": "e26f7cdbd66a9dbfb543b71df41a0883caaca390b11258fe243b407959c162ca"} +{"episode": 52625, "episode_seed": 2645939458, "split": "train", "timestamp": "2025-10-13T03:24:25.038488", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2645939458, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 two phone chargers'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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IJQCcLyoI4qYPRfP8zaX6r8jidPsoBG03lKrlwQc56ANV8eXaaVZsyEmR3b15JFdDH4f06HSwx1AyGLGVVPmKkBSePTrVtvDeiTadZibU5EiT5kO0Bj7EY46V0qa59Xp/wBQTTi0tT5iBya73wxeCG22muCjUvIqjqTgV3un6FqMGjtfCI7E++vcD1rOu0olYb4rnomlapFcWb2VyBJC45Vqwb+0fS78GFmKHmNu+PQ1i6dqLI4IbFdSmoJqFn5bKDNGdyEDoaxhJo6a1PmVzO0+UyagBkb5DjPvTNc8HaxeyRNBdRQbN+7MzDOSMdBWvp2j3NxqC3Qg8pQQcV1UsM2fvJ+VRWlaaa6HNTXutM87sPAurR2t2txqybpYwFZGdinOc81KPAF66J/xUUyFQA20OcnueWrvVjYBgXX7vYf8A16lRBtwW/SsVWlc0UEcEvgC7DgN4kvCM9lI/9mqX/hX85c48R3wXkhcHj/x6u6EWWzn9Ke0WBnJ6elaKrIFBHjXjLQJdFFjv1Ge8MxfHm/w4x05PXNYUMYj+Y9feu7+JwEZ0ok5x5v8A7LXAiQffOfpXRGTcbnuYKMVTTLUYJbdnA9TVq5/1UbqehxWU16FyCeOtKupI0LqWPUGnytnTLFUo3i2dLpN88M8bZI2kc16iYP7W0cW0LqZYzuUk44Iwefxrxiyvl4OQRXvfhXw1aabp8Fzd6mSJIxIInmVVGRnnuetROm5po4cwrQ5IybPL4vhx4kyFbWIVGM8TyH+lblz4Dvp73zTrbxIYVQIhcAMABu4Ir1Cebw4sZU31tG395JNxFZ4EMrhre4WaLHyuq4B/OsK3tYWbseJTcZaHna/De/UE/wDCVXeR6I3/AMXU6fDq68rnxLfbs53YPTHT71eheWCDg05YeME/pUKtM15Eeff8K8uQP+Rm1A5GTx/9lXhh4z9a+sJY8A/N0B7V8nt1b6mu3DTcr3M6sUrWG1d0pDJqUCgZ+bpVKur8AWRuvEKMBwg5rapLli2YRV3Y9QsNNuJbOJY7WVjt7JgfnV1fDl9vJEIUH+8QK7CI+TaBnY7UXJ4zViNLaZd6X0TL67lGPrk5FeLCnOo/dO6VVQ3PLtb8IazerGlrdwQbd27Mjc+nQVX034f6rBbXkdzrCkzQ7VaNnJQ5zkZr1Kb+yY8mfUbfPp56/wBAapNPpjyeXaaikrsOECE/rwK6XTrQp9DD2sZyPPh8Obt44x/wklwjKMOVDncfXluKkHw6ugwU+KL4j2U//FV6AqDbyetO8rLZB/SoVaZpyI4M/DqUyEjxJqCqckKATj/x6rVpoj+HY5N2pXN6Z8Y87+DHpyeuf0rtTFxnPb0qtJYLdFdzfc6ZHrVOtLlNaaipXOXTzJDub5VHWld8cYx3Oe1dMujW0YJO589QTxUi2sMX3IowfXbXJJuT1NJz5jkCkrDiJ2B7BSa2bZbr+yWhmjZISq7VIGc5Yt7/AN2tk7ugP5UkkMrQu0KxyTJgiN22Z+hPHrWuHT59DmrfCcHq1mpiYbQpB6/hWzodxpUWnoLWNVw8aSlYCv7w8Lkkcn3ravLCw1C0VbuGW0YHJDTxowP13dKqxwaFYpshuLRB8pI372YqOCSAcn3r0eVnDzHLa34Qm1PXHvRqkkMckYXygG4OMZ4IrPHw6uBk/wDCSXf0CH/4qu9UxzMJIplkjI4ZVIH61LsGDzXJ7WadjsjBWRwkfw+cxEHX77cSMNjp+tOHw/kUAjxDfkn2/wDr13SRcYz+lI8XTnp7VSqyLUInyzpcXnalAnq4r6G0+xEnhtrfaNzx4GW74rxHwVZ/a9djB6LX0NDCttaxx7l4XpitcXLVGVBaHlml+DNTluZFlIjCuQCa7nQPCosJ/OuGWQ47GtosQeHUVZiYhc7/AMq5nUcjdyaVh7RKoAUBQO3FNcJyNi59aSSYhc/Mfxquk8rNjym/M1FiEhSik43Y47AUqwIVH71xQxkxkKw/A0iyS4wVcVCepViVLdVb/Wk/U1MUAX+H8qiieQnkMf8AgNTMXK/dx+FapjseX/FgqjaQSB/y16DH92vLri52Nx1NelfGNzGukhhgnzsY/wCAV5MSWbJr0KEbwTNamLdOkoR3Hli3JNCn921NY/LTgf3WPU10HmNtu7JY5CvIODX0ZpU1nrnh+0hu0CzpAmyVQNw+UfnXzgOwr1XQdaaO2gRWPyxgfiBXPiG0k0dGHXNeLOikiS0+0206N9pDARuDgAd+O+a6/QIwdIt9zsDz/OuSutVh1S2QsjNdjAV17Dvkd66nQjNFpUCssmQCeRjvXLiHemmOMOSo4mx9nUniVvzqdIwo65+tVVlk9G/KrSO5/hP5VyJmtiOZRtb7vQ9q+QmPzn6mvr2XeVbgdD1FfILffb6mvQwfUxr9Ar1T4VaSxc3RGC54J9K850vTJ9TuliiUkZG4+gr6C8H6aunWEYBUbVA4FViqlocpFGOtzrpEAsZVPJ2Hv7V5jqiY8Q3oODgjr9K9GubhI7KVmkwNh7e1ecapIra/duDkNtI/KufDJplVRoYcDp9K2tHMUuvq0KtFEd21Cd20Y9a5syc/exW/orBtcWW1SVYBnaGGSBjua6avwMyhujtREpX/AFrU+OBVb/WE/jVYTSY6P+VTxSuSchv++a8uLO2xYKgL/D+IpiKMnhfw4pxZinT9KSMkE7gB6VY0EijZ0/WqjAHp/Or8ozH8uPyqm0bAHkD8KmSERIvz5JBH1ql4ix/Y93tGBhOM57mtBUbP3h+VZeuyq2mXcZbLbV7e9bUPiRlV2OKyMdqmR4vssysjGVivluGwEA68d81V3YAqaJoWt5VIczkr5RXoB3yO9ei9jjOu0RAdLt8yEdf5mtLyA3/LZvzrG0dpotPhVvM4z/CR3rUEsg/vH/gNeXP42d0F7qLccQUfeyfekdRnon5UscjEfdP4rSOXJPyg/hTTLSPBvh9prLOk2DluTXoer6obeQxq7EgYrB8OWptoF2LjIqXV8+cdxwTXfUinqzng7aCpq8zyDJc/jXQW1+3kDcGH0rjoGCSDgk5rqrZy8C/JWHulu5q2s6ynDb/xatGARB8jf/33VGzQMRkYNaUURLe31rGVhoV2hwcF/wDvoUweXjjzPzFLIMZ7fjTolLY5/WsnHUtEkezH/LT/AL6ofy/WT/vqrCx8dq4GW81C88bX2mf2zc2kIaTyViUNkqm4L7Dg8mtYQ5tEEpKOrOZ+Mu3OjY3f8tupz/cryviuo8X6nfamLI3l3JPsDFd5+7nGcVzA616dBWppHFVlebY1z82PSpM/Kq496i6sSadu5zWhJNEplmVFGSxwK7HRdB1C5uVSOYxDOSV7Vj+EtMk1HVgyqSsQ3E+h7V7PpWnLbKiRjLHqa4sVW5fdR00IX1ZJo+gw2cI8yeWR+539a6i2iSNFRN4A/wBoVFFBtUDHT3rQjXGAD+tec23udDsPjK558z8xU2Ux/H+dEaVh+N7u603w09xZzvDMJo1DoecE8iqjG7sS5WVzWlCFTy/Q/wAVfPem/Du6up8zOQM9AK7rUtWv4dIhvrPxDqUoa48jMyKizELlmj77QeDn1H0HeWtrBEAQvauylGVO/mZSlGfyOH0jwdb6ZtUKRj2rq7eOGECNSxx7VPfBnf5Rhfao7aDbICwP5VlVeuppHbQtyWiPatuL8iuMuNHVb6VuTngZ9Pzr0JinkgYrn7tV+2ONvXpj/wDVUuUo6oSSejMGHSATwSv+6AK27Gwht33h5Cw6FmBq1FEcA7CPrVlI8Me341lKcpbstRS2HpgD70mPwqzGU9ZPzqNEJHTP41bWLjpj8alIBh2HvJ+dRAqGwHYZ9ea4abVbubx1d6XPrF5aWpm2RmKWNFj4ByS4xjGeOua0fCN1qFxqWsW1/c3Mn2WUIi3ON68sOdvGeBnHFdCpO3MQqibsdk4HkZLt+ArOlaIZ3O5/A1elY+RtHP0rMMBL5OefaoqIpE0EKTdPMx9DVLVNNjmSQb5OmDxWvZRgDOP0pl0mA52/p/8AWpJ8quiWruzOLXQ0Q8qx98A/zq3DpkScF5QPYgfyrbMRIwBn6Af4U5bZdpyp/T/Ck6s3uxqEVsivCkMSBVaTA+lTIV3Z3S/lUwgA44/T/Cpo4Ofuj9P8KlFDQU2/elFROFx9+X86yvGlzc6d4ckuLSZoZfOjXeh5wTzXIaxJ4m0bSdPvLnVLwS3RfzIyoHk42lQTj7xDZx/9et4U3JXRLqKLsy8QLTT2eIAMBxmuNubiWWYu7EsaKK6KhnA0tLiRnUkV2VtAgVeKKK5pGhdiG1xjitK05fn0ooqIikEyjH40QcMBiiiiQ4l5QPSvI9fvZdN8b6heW+3zY5227hkcrtPH0JoorajuRV2PO/EoC/ZVHQBh/KsH+AmiivSp/AjlluN7UCiiqEex+BNPt7bRIpY0+eUbnY9Sa9C0mFC5JGeKKK8at/EZ3w+FGyEXI47VMoAHSiisQLEeMdBXNfET/kUZDj/lvF/OiitqfxImfws811TXG1aOCOTT7KAxKqRvArqVQfwgFiAOc9Otev24BUUUV3M547CXCjBqhITG3ymiiuKr8R1R2HxO8m3cxq/FbxMwZlyaKKroR1HyRqOgxTViU+tFFcz3NESxIPerKqAMUUVSBnkHiHUzp/izWENlZ3UclxuKXMW8AqOCOQR16Zwe4NbPgK7nvb3V7q4cvNOyPI3TJO6iiu/7KOaPxnoKDMfeoXQEk96KK5qu5vEmthnii6UBfrRRWb2DqUk5wKmRF4FFFZFj/LUN3qZI1x3ooqkI5j4hKB4Tk/6+Iv5mvL7rV769sYbG5uZZYYXaRd8jMSWx1yecY49Mn1oortpfCc9T4j//2Q==", "info": {"video_id": "105212", "label": "stacking two phone chargers", "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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IJQCcLyoI4qYPRfP8zaX6r8jidPsoBG03lKrlwQc56ANV8eXaaVZsyEmR3b15JFdDH4f06HSwx1AyGLGVVPmKkBSePTrVtvDeiTadZibU5EiT5kO0Bj7EY46V0qa59Xp/wBQTTi0tT5iBya73wxeCG22muCjUvIqjqTgV3un6FqMGjtfCI7E++vcD1rOu0olYb4rnomlapFcWb2VyBJC45Vqwb+0fS78GFmKHmNu+PQ1i6dqLI4IbFdSmoJqFn5bKDNGdyEDoaxhJo6a1PmVzO0+UyagBkb5DjPvTNc8HaxeyRNBdRQbN+7MzDOSMdBWvp2j3NxqC3Qg8pQQcV1UsM2fvJ+VRWlaaa6HNTXutM87sPAurR2t2txqybpYwFZGdinOc81KPAF66J/xUUyFQA20OcnueWrvVjYBgXX7vYf8A16lRBtwW/SsVWlc0UEcEvgC7DgN4kvCM9lI/9mqX/hX85c48R3wXkhcHj/x6u6EWWzn9Ke0WBnJ6elaKrIFBHjXjLQJdFFjv1Ge8MxfHm/w4x05PXNYUMYj+Y9feu7+JwEZ0ok5x5v8A7LXAiQffOfpXRGTcbnuYKMVTTLUYJbdnA9TVq5/1UbqehxWU16FyCeOtKupI0LqWPUGnytnTLFUo3i2dLpN88M8bZI2kc16iYP7W0cW0LqZYzuUk44Iwefxrxiyvl4OQRXvfhXw1aabp8Fzd6mSJIxIInmVVGRnnuetROm5po4cwrQ5IybPL4vhx4kyFbWIVGM8TyH+lblz4Dvp73zTrbxIYVQIhcAMABu4Ir1Cebw4sZU31tG395JNxFZ4EMrhre4WaLHyuq4B/OsK3tYWbseJTcZaHna/De/UE/wDCVXeR6I3/AMXU6fDq68rnxLfbs53YPTHT71eheWCDg05YeME/pUKtM15Eeff8K8uQP+Rm1A5GTx/9lXhh4z9a+sJY8A/N0B7V8nt1b6mu3DTcr3M6sUrWG1d0pDJqUCgZ+bpVKur8AWRuvEKMBwg5rapLli2YRV3Y9QsNNuJbOJY7WVjt7JgfnV1fDl9vJEIUH+8QK7CI+TaBnY7UXJ4zViNLaZd6X0TL67lGPrk5FeLCnOo/dO6VVQ3PLtb8IazerGlrdwQbd27Mjc+nQVX034f6rBbXkdzrCkzQ7VaNnJQ5zkZr1Kb+yY8mfUbfPp56/wBAapNPpjyeXaaikrsOECE/rwK6XTrQp9DD2sZyPPh8Obt44x/wklwjKMOVDncfXluKkHw6ugwU+KL4j2U//FV6AqDbyetO8rLZB/SoVaZpyI4M/DqUyEjxJqCqckKATj/x6rVpoj+HY5N2pXN6Z8Y87+DHpyeuf0rtTFxnPb0qtJYLdFdzfc6ZHrVOtLlNaaipXOXTzJDub5VHWld8cYx3Oe1dMujW0YJO589QTxUi2sMX3IowfXbXJJuT1NJz5jkCkrDiJ2B7BSa2bZbr+yWhmjZISq7VIGc5Yt7/AN2tk7ugP5UkkMrQu0KxyTJgiN22Z+hPHrWuHT59DmrfCcHq1mpiYbQpB6/hWzodxpUWnoLWNVw8aSlYCv7w8Lkkcn3ravLCw1C0VbuGW0YHJDTxowP13dKqxwaFYpshuLRB8pI372YqOCSAcn3r0eVnDzHLa34Qm1PXHvRqkkMckYXygG4OMZ4IrPHw6uBk/wDCSXf0CH/4qu9UxzMJIplkjI4ZVIH61LsGDzXJ7WadjsjBWRwkfw+cxEHX77cSMNjp+tOHw/kUAjxDfkn2/wDr13SRcYz+lI8XTnp7VSqyLUInyzpcXnalAnq4r6G0+xEnhtrfaNzx4GW74rxHwVZ/a9djB6LX0NDCttaxx7l4XpitcXLVGVBaHlml+DNTluZFlIjCuQCa7nQPCosJ/OuGWQ47GtosQeHUVZiYhc7/AMq5nUcjdyaVh7RKoAUBQO3FNcJyNi59aSSYhc/Mfxquk8rNjym/M1FiEhSik43Y47AUqwIVH71xQxkxkKw/A0iyS4wVcVCepViVLdVb/Wk/U1MUAX+H8qiieQnkMf8AgNTMXK/dx+FapjseX/FgqjaQSB/y16DH92vLri52Nx1NelfGNzGukhhgnzsY/wCAV5MSWbJr0KEbwTNamLdOkoR3Hli3JNCn921NY/LTgf3WPU10HmNtu7JY5CvIODX0ZpU1nrnh+0hu0CzpAmyVQNw+UfnXzgOwr1XQdaaO2gRWPyxgfiBXPiG0k0dGHXNeLOikiS0+0206N9pDARuDgAd+O+a6/QIwdIt9zsDz/OuSutVh1S2QsjNdjAV17Dvkd66nQjNFpUCssmQCeRjvXLiHemmOMOSo4mx9nUniVvzqdIwo65+tVVlk9G/KrSO5/hP5VyJmtiOZRtb7vQ9q+QmPzn6mvr2XeVbgdD1FfILffb6mvQwfUxr9Ar1T4VaSxc3RGC54J9K850vTJ9TuliiUkZG4+gr6C8H6aunWEYBUbVA4FViqlocpFGOtzrpEAsZVPJ2Hv7V5jqiY8Q3oODgjr9K9GubhI7KVmkwNh7e1ecapIra/duDkNtI/KufDJplVRoYcDp9K2tHMUuvq0KtFEd21Cd20Y9a5syc/exW/orBtcWW1SVYBnaGGSBjua6avwMyhujtREpX/AFrU+OBVb/WE/jVYTSY6P+VTxSuSchv++a8uLO2xYKgL/D+IpiKMnhfw4pxZinT9KSMkE7gB6VY0EijZ0/WqjAHp/Or8ozH8uPyqm0bAHkD8KmSERIvz5JBH1ql4ix/Y93tGBhOM57mtBUbP3h+VZeuyq2mXcZbLbV7e9bUPiRlV2OKyMdqmR4vssysjGVivluGwEA68d81V3YAqaJoWt5VIczkr5RXoB3yO9ei9jjOu0RAdLt8yEdf5mtLyA3/LZvzrG0dpotPhVvM4z/CR3rUEsg/vH/gNeXP42d0F7qLccQUfeyfekdRnon5UscjEfdP4rSOXJPyg/hTTLSPBvh9prLOk2DluTXoer6obeQxq7EgYrB8OWptoF2LjIqXV8+cdxwTXfUinqzng7aCpq8zyDJc/jXQW1+3kDcGH0rjoGCSDgk5rqrZy8C/JWHulu5q2s6ynDb/xatGARB8jf/33VGzQMRkYNaUURLe31rGVhoV2hwcF/wDvoUweXjjzPzFLIMZ7fjTolLY5/WsnHUtEkezH/LT/AL6ofy/WT/vqrCx8dq4GW81C88bX2mf2zc2kIaTyViUNkqm4L7Dg8mtYQ5tEEpKOrOZ+Mu3OjY3f8tupz/cryviuo8X6nfamLI3l3JPsDFd5+7nGcVzA616dBWppHFVlebY1z82PSpM/Kq496i6sSadu5zWhJNEplmVFGSxwK7HRdB1C5uVSOYxDOSV7Vj+EtMk1HVgyqSsQ3E+h7V7PpWnLbKiRjLHqa4sVW5fdR00IX1ZJo+gw2cI8yeWR+539a6i2iSNFRN4A/wBoVFFBtUDHT3rQjXGAD+tec23udDsPjK558z8xU2Ux/H+dEaVh+N7u603w09xZzvDMJo1DoecE8iqjG7sS5WVzWlCFTy/Q/wAVfPem/Du6up8zOQM9AK7rUtWv4dIhvrPxDqUoa48jMyKizELlmj77QeDn1H0HeWtrBEAQvauylGVO/mZSlGfyOH0jwdb6ZtUKRj2rq7eOGECNSxx7VPfBnf5Rhfao7aDbICwP5VlVeuppHbQtyWiPatuL8iuMuNHVb6VuTngZ9Pzr0JinkgYrn7tV+2ONvXpj/wDVUuUo6oSSejMGHSATwSv+6AK27Gwht33h5Cw6FmBq1FEcA7CPrVlI8Me341lKcpbstRS2HpgD70mPwqzGU9ZPzqNEJHTP41bWLjpj8alIBh2HvJ+dRAqGwHYZ9ea4abVbubx1d6XPrF5aWpm2RmKWNFj4ByS4xjGeOua0fCN1qFxqWsW1/c3Mn2WUIi3ON68sOdvGeBnHFdCpO3MQqibsdk4HkZLt+ArOlaIZ3O5/A1elY+RtHP0rMMBL5OefaoqIpE0EKTdPMx9DVLVNNjmSQb5OmDxWvZRgDOP0pl0mA52/p/8AWpJ8quiWruzOLXQ0Q8qx98A/zq3DpkScF5QPYgfyrbMRIwBn6Af4U5bZdpyp/T/Ck6s3uxqEVsivCkMSBVaTA+lTIV3Z3S/lUwgA44/T/Cpo4Ofuj9P8KlFDQU2/elFROFx9+X86yvGlzc6d4ckuLSZoZfOjXeh5wTzXIaxJ4m0bSdPvLnVLwS3RfzIyoHk42lQTj7xDZx/9et4U3JXRLqKLsy8QLTT2eIAMBxmuNubiWWYu7EsaKK6KhnA0tLiRnUkV2VtAgVeKKK5pGhdiG1xjitK05fn0ooqIikEyjH40QcMBiiiiQ4l5QPSvI9fvZdN8b6heW+3zY5227hkcrtPH0JoorajuRV2PO/EoC/ZVHQBh/KsH+AmiivSp/AjlluN7UCiiqEex+BNPt7bRIpY0+eUbnY9Sa9C0mFC5JGeKKK8at/EZ3w+FGyEXI47VMoAHSiisQLEeMdBXNfET/kUZDj/lvF/OiitqfxImfws811TXG1aOCOTT7KAxKqRvArqVQfwgFiAOc9Otev24BUUUV3M547CXCjBqhITG3ymiiuKr8R1R2HxO8m3cxq/FbxMwZlyaKKroR1HyRqOgxTViU+tFFcz3NESxIPerKqAMUUVSBnkHiHUzp/izWENlZ3UclxuKXMW8AqOCOQR16Zwe4NbPgK7nvb3V7q4cvNOyPI3TJO6iiu/7KOaPxnoKDMfeoXQEk96KK5qu5vEmthnii6UBfrRRWb2DqUk5wKmRF4FFFZFj/LUN3qZI1x3ooqkI5j4hKB4Tk/6+Iv5mvL7rV769sYbG5uZZYYXaRd8jMSWx1yecY49Mn1oortpfCc9T4j//2Q==", 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", 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IJQCcLyoI4qYPRfP8zaX6r8jidPsoBG03lKrlwQc56ANV8eXaaVZsyEmR3b15JFdDH4f06HSwx1AyGLGVVPmKkBSePTrVtvDeiTadZibU5EiT5kO0Bj7EY46V0qa59Xp/wBQTTi0tT5iBya73wxeCG22muCjUvIqjqTgV3un6FqMGjtfCI7E++vcD1rOu0olYb4rnomlapFcWb2VyBJC45Vqwb+0fS78GFmKHmNu+PQ1i6dqLI4IbFdSmoJqFn5bKDNGdyEDoaxhJo6a1PmVzO0+UyagBkb5DjPvTNc8HaxeyRNBdRQbN+7MzDOSMdBWvp2j3NxqC3Qg8pQQcV1UsM2fvJ+VRWlaaa6HNTXutM87sPAurR2t2txqybpYwFZGdinOc81KPAF66J/xUUyFQA20OcnueWrvVjYBgXX7vYf8A16lRBtwW/SsVWlc0UEcEvgC7DgN4kvCM9lI/9mqX/hX85c48R3wXkhcHj/x6u6EWWzn9Ke0WBnJ6elaKrIFBHjXjLQJdFFjv1Ge8MxfHm/w4x05PXNYUMYj+Y9feu7+JwEZ0ok5x5v8A7LXAiQffOfpXRGTcbnuYKMVTTLUYJbdnA9TVq5/1UbqehxWU16FyCeOtKupI0LqWPUGnytnTLFUo3i2dLpN88M8bZI2kc16iYP7W0cW0LqZYzuUk44Iwefxrxiyvl4OQRXvfhXw1aabp8Fzd6mSJIxIInmVVGRnnuetROm5po4cwrQ5IybPL4vhx4kyFbWIVGM8TyH+lblz4Dvp73zTrbxIYVQIhcAMABu4Ir1Cebw4sZU31tG395JNxFZ4EMrhre4WaLHyuq4B/OsK3tYWbseJTcZaHna/De/UE/wDCVXeR6I3/AMXU6fDq68rnxLfbs53YPTHT71eheWCDg05YeME/pUKtM15Eeff8K8uQP+Rm1A5GTx/9lXhh4z9a+sJY8A/N0B7V8nt1b6mu3DTcr3M6sUrWG1d0pDJqUCgZ+bpVKur8AWRuvEKMBwg5rapLli2YRV3Y9QsNNuJbOJY7WVjt7JgfnV1fDl9vJEIUH+8QK7CI+TaBnY7UXJ4zViNLaZd6X0TL67lGPrk5FeLCnOo/dO6VVQ3PLtb8IazerGlrdwQbd27Mjc+nQVX034f6rBbXkdzrCkzQ7VaNnJQ5zkZr1Kb+yY8mfUbfPp56/wBAapNPpjyeXaaikrsOECE/rwK6XTrQp9DD2sZyPPh8Obt44x/wklwjKMOVDncfXluKkHw6ugwU+KL4j2U//FV6AqDbyetO8rLZB/SoVaZpyI4M/DqUyEjxJqCqckKATj/x6rVpoj+HY5N2pXN6Z8Y87+DHpyeuf0rtTFxnPb0qtJYLdFdzfc6ZHrVOtLlNaaipXOXTzJDub5VHWld8cYx3Oe1dMujW0YJO589QTxUi2sMX3IowfXbXJJuT1NJz5jkCkrDiJ2B7BSa2bZbr+yWhmjZISq7VIGc5Yt7/AN2tk7ugP5UkkMrQu0KxyTJgiN22Z+hPHrWuHT59DmrfCcHq1mpiYbQpB6/hWzodxpUWnoLWNVw8aSlYCv7w8Lkkcn3ravLCw1C0VbuGW0YHJDTxowP13dKqxwaFYpshuLRB8pI372YqOCSAcn3r0eVnDzHLa34Qm1PXHvRqkkMckYXygG4OMZ4IrPHw6uBk/wDCSXf0CH/4qu9UxzMJIplkjI4ZVIH61LsGDzXJ7WadjsjBWRwkfw+cxEHX77cSMNjp+tOHw/kUAjxDfkn2/wDr13SRcYz+lI8XTnp7VSqyLUInyzpcXnalAnq4r6G0+xEnhtrfaNzx4GW74rxHwVZ/a9djB6LX0NDCttaxx7l4XpitcXLVGVBaHlml+DNTluZFlIjCuQCa7nQPCosJ/OuGWQ47GtosQeHUVZiYhc7/AMq5nUcjdyaVh7RKoAUBQO3FNcJyNi59aSSYhc/Mfxquk8rNjym/M1FiEhSik43Y47AUqwIVH71xQxkxkKw/A0iyS4wVcVCepViVLdVb/Wk/U1MUAX+H8qiieQnkMf8AgNTMXK/dx+FapjseX/FgqjaQSB/y16DH92vLri52Nx1NelfGNzGukhhgnzsY/wCAV5MSWbJr0KEbwTNamLdOkoR3Hli3JNCn921NY/LTgf3WPU10HmNtu7JY5CvIODX0ZpU1nrnh+0hu0CzpAmyVQNw+UfnXzgOwr1XQdaaO2gRWPyxgfiBXPiG0k0dGHXNeLOikiS0+0206N9pDARuDgAd+O+a6/QIwdIt9zsDz/OuSutVh1S2QsjNdjAV17Dvkd66nQjNFpUCssmQCeRjvXLiHemmOMOSo4mx9nUniVvzqdIwo65+tVVlk9G/KrSO5/hP5VyJmtiOZRtb7vQ9q+QmPzn6mvr2XeVbgdD1FfILffb6mvQwfUxr9Ar1T4VaSxc3RGC54J9K850vTJ9TuliiUkZG4+gr6C8H6aunWEYBUbVA4FViqlocpFGOtzrpEAsZVPJ2Hv7V5jqiY8Q3oODgjr9K9GubhI7KVmkwNh7e1ecapIra/duDkNtI/KufDJplVRoYcDp9K2tHMUuvq0KtFEd21Cd20Y9a5syc/exW/orBtcWW1SVYBnaGGSBjua6avwMyhujtREpX/AFrU+OBVb/WE/jVYTSY6P+VTxSuSchv++a8uLO2xYKgL/D+IpiKMnhfw4pxZinT9KSMkE7gB6VY0EijZ0/WqjAHp/Or8ozH8uPyqm0bAHkD8KmSERIvz5JBH1ql4ix/Y93tGBhOM57mtBUbP3h+VZeuyq2mXcZbLbV7e9bUPiRlV2OKyMdqmR4vssysjGVivluGwEA68d81V3YAqaJoWt5VIczkr5RXoB3yO9ei9jjOu0RAdLt8yEdf5mtLyA3/LZvzrG0dpotPhVvM4z/CR3rUEsg/vH/gNeXP42d0F7qLccQUfeyfekdRnon5UscjEfdP4rSOXJPyg/hTTLSPBvh9prLOk2DluTXoer6obeQxq7EgYrB8OWptoF2LjIqXV8+cdxwTXfUinqzng7aCpq8zyDJc/jXQW1+3kDcGH0rjoGCSDgk5rqrZy8C/JWHulu5q2s6ynDb/xatGARB8jf/33VGzQMRkYNaUURLe31rGVhoV2hwcF/wDvoUweXjjzPzFLIMZ7fjTolLY5/WsnHUtEkezH/LT/AL6ofy/WT/vqrCx8dq4GW81C88bX2mf2zc2kIaTyViUNkqm4L7Dg8mtYQ5tEEpKOrOZ+Mu3OjY3f8tupz/cryviuo8X6nfamLI3l3JPsDFd5+7nGcVzA616dBWppHFVlebY1z82PSpM/Kq496i6sSadu5zWhJNEplmVFGSxwK7HRdB1C5uVSOYxDOSV7Vj+EtMk1HVgyqSsQ3E+h7V7PpWnLbKiRjLHqa4sVW5fdR00IX1ZJo+gw2cI8yeWR+539a6i2iSNFRN4A/wBoVFFBtUDHT3rQjXGAD+tec23udDsPjK558z8xU2Ux/H+dEaVh+N7u603w09xZzvDMJo1DoecE8iqjG7sS5WVzWlCFTy/Q/wAVfPem/Du6up8zOQM9AK7rUtWv4dIhvrPxDqUoa48jMyKizELlmj77QeDn1H0HeWtrBEAQvauylGVO/mZSlGfyOH0jwdb6ZtUKRj2rq7eOGECNSxx7VPfBnf5Rhfao7aDbICwP5VlVeuppHbQtyWiPatuL8iuMuNHVb6VuTngZ9Pzr0JinkgYrn7tV+2ONvXpj/wDVUuUo6oSSejMGHSATwSv+6AK27Gwht33h5Cw6FmBq1FEcA7CPrVlI8Me341lKcpbstRS2HpgD70mPwqzGU9ZPzqNEJHTP41bWLjpj8alIBh2HvJ+dRAqGwHYZ9ea4abVbubx1d6XPrF5aWpm2RmKWNFj4ByS4xjGeOua0fCN1qFxqWsW1/c3Mn2WUIi3ON68sOdvGeBnHFdCpO3MQqibsdk4HkZLt+ArOlaIZ3O5/A1elY+RtHP0rMMBL5OefaoqIpE0EKTdPMx9DVLVNNjmSQb5OmDxWvZRgDOP0pl0mA52/p/8AWpJ8quiWruzOLXQ0Q8qx98A/zq3DpkScF5QPYgfyrbMRIwBn6Af4U5bZdpyp/T/Ck6s3uxqEVsivCkMSBVaTA+lTIV3Z3S/lUwgA44/T/Cpo4Ofuj9P8KlFDQU2/elFROFx9+X86yvGlzc6d4ckuLSZoZfOjXeh5wTzXIaxJ4m0bSdPvLnVLwS3RfzIyoHk42lQTj7xDZx/9et4U3JXRLqKLsy8QLTT2eIAMBxmuNubiWWYu7EsaKK6KhnA0tLiRnUkV2VtAgVeKKK5pGhdiG1xjitK05fn0ooqIikEyjH40QcMBiiiiQ4l5QPSvI9fvZdN8b6heW+3zY5227hkcrtPH0JoorajuRV2PO/EoC/ZVHQBh/KsH+AmiivSp/AjlluN7UCiiqEex+BNPt7bRIpY0+eUbnY9Sa9C0mFC5JGeKKK8at/EZ3w+FGyEXI47VMoAHSiisQLEeMdBXNfET/kUZDj/lvF/OiitqfxImfws811TXG1aOCOTT7KAxKqRvArqVQfwgFiAOc9Otev24BUUUV3M547CXCjBqhITG3ymiiuKr8R1R2HxO8m3cxq/FbxMwZlyaKKroR1HyRqOgxTViU+tFFcz3NESxIPerKqAMUUVSBnkHiHUzp/izWENlZ3UclxuKXMW8AqOCOQR16Zwe4NbPgK7nvb3V7q4cvNOyPI3TJO6iiu/7KOaPxnoKDMfeoXQEk96KK5qu5vEmthnii6UBfrRRWb2DqUk5wKmRF4FFFZFj/LUN3qZI1x3ooqkI5j4hKB4Tk/6+Iv5mvL7rV769sYbG5uZZYYXaRd8jMSWx1yecY49Mn1oortpfCc9T4j//2Q==", "info": {"video_id": "105212", "label": "stacking two phone chargers", "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": "166ed628e228009b38ff7cc5970ec9f13761236d68afedb7d30bf8bd9f3a2101"} +{"episode": 52626, "episode_seed": 2739170195, "split": "train", "timestamp": "2025-10-13T03:24:26.078936", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2739170195, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "170694", "label": "putting a coin on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "170694", "label": "putting a coin on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fc2fd6116aaa06cc9b56223ab0c3614460269a1038ebd0e6ca24f28f9c08e00e"} +{"episode": 52627, "episode_seed": 2319394984, "split": "train", "timestamp": "2025-10-13T03:24:28.833048", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2319394984, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a helmet over a 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', [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": "119925", "label": "holding a helmet over a light", "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": "119925", "label": "holding a helmet over a light", "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": "6ca384175700f3d358c3b82c6552c6196377c1c4297909727fc8222b3d242c5a"} +{"episode": 52628, "episode_seed": 4181423539, "split": "train", "timestamp": "2025-10-13T03:24:29.826682", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4181423539, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'fork falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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yTxCLSGbSNMtTAqxxSWqSKUjUHCAFyoXnJwMk81nwj/TVPfB/GiimdEie2w+rxsQM7h09hXWwMeKKKSJl0NGFjxV2NjRRTILCsaduNFFNkkUjHFUZyeaKKTKOFl159H1W/jOm6dfxTSq5jvoPMCso4IIII6nIzg9warSahc6tez397J5tzcsZZXxjLH2HAHt6UUULY06AWMNpsTgMefxra0Di0bHdz/IUUVP2g+ydFCxq9ExooqiC2jHAqQE0UUxCMTiqkxOKKKAOW8VE/wBkt/vr/OubufEur6np9rpd7ezT21tK8qCSRmJZgOpJ5xt49Mn1ooqTWGx//9k=", "info": {"video_id": "174681", "label": "fork falling like a rock", "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": "174681", "label": "fork falling like a rock", "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": "a35b0128bc52ac6cb2476d207c2dca35a52d4805dd3d14a960f6da3f7c599e9a"} +{"episode": 52629, "episode_seed": 721906749, "split": "train", "timestamp": "2025-10-13T03:24:30.861800", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 721906749, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box with 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', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "92002", "label": "pushing box with purse", "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": "92002", "label": "pushing box with purse", "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": "6cdbfa4eb0f426c65f75bf3588c69dbe98d50f3d829b09dddfe538ce9bb665ed"} +{"episode": 52630, "episode_seed": 3436724797, "split": "train", "timestamp": "2025-10-13T03:24:31.937611", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3436724797, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) power of 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, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "14922", "label": "touching (without moving) power of camera", "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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"info": {"video_id": "14922", "label": "touching (without moving) power of camera", "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": "2ee499dd0eedce79827083f5be7aa98e54e5b4973a6ba641ec79a2d99aab4904"} +{"episode": 52631, "episode_seed": 297298049, "split": "train", "timestamp": "2025-10-13T03:24:33.536834", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 297298049, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "92688", "label": "taking lighter from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "92688", "label": "taking lighter from table", "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": "0b61936f18fa5f64969a37ae6f1049eed1f3f9b63762ba8b466b84e07aa7f30d"} +{"episode": 52632, "episode_seed": 439914016, "split": "train", "timestamp": "2025-10-13T03:24:35.053659", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 439914016, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 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": "197625", "label": "pulling marker from left to right", "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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KKqWyIhu/X9EOQebZEv8ANzznvzmo7MeXc+WCTE2QUbkAbd3H4iiilD4kXL4WZOpuX8PecfvyzeYxHruI/kBWWfEGqahYQ6bd3k01vbu8qeZIzEs+M5JPONvHpk+tFFdMfiZyv4Uf/9k=", "info": {"video_id": "197625", "label": "pulling marker from left to right", "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": "909a61c103562bbe67d43ddb585324ef4819bc1d84f9e80d7acf23155862c38b"} +{"episode": 52633, "episode_seed": 197737869, "split": "train", "timestamp": "2025-10-13T03:24:36.412756", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 197737869, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 screwdriver out of blue bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "15141", "label": "taking screwdriver out of blue bowl", "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": "15141", "label": "taking screwdriver out of blue bowl", "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": "65a861da02da9e43b7d74423a446faa2c34dd507776fcfd99189afb346961f08"} +{"episode": 52634, "episode_seed": 1888661218, "split": "train", "timestamp": "2025-10-13T03:24:37.908702", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1888661218, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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Adzk9AM1JrY0s6uLSXWJ72RDtCCIqEPfJPNeWauix6pdxIAoWZsc5OCcj9DXLGXu8rOtHTa58Utb1UrF5VrBCz/MqISSPTcTWNBqdzHePdxsu5wQ8bDcjqf4WHcVmR2ga1aUyKCOQueTU0LDaK5MQ+x7WVwjJO50cVtY6tj+zp1tL0/8ALlcSYDH/AKZyHg/RsH3Ndt8PLi50o6tDq6fYzF5XM48skfN3PUV5Dbk3t5KglIT7qgLvxjqSvX8qmnv7qUR21zdvcQW+RCDIWRc9doP3eg4pU6bTTM8ZilKEqSf9XPe7z4meHNPVgt2924/htk3D8zgVx+s/GS5mRo9P02OJTwHnfefyHFeZNOrLgKR+NEEBnbBIA9Sa6dkeXG1zqrbxB/alwW1Ijc3dV+Wugt9Fup1EulslyvXy9wJrzO6nNqSqkH6GrNjqUkDKyXLq3ouc/mK5HS5rs96ljFRtGJ6RcJqkCeXP4eKkcbjbP/OqJ0rVLlS401oI+8kilFH/AH1WVDr2pyRf8hO9A9BcOP61n3t3PNlp7iaU+skjN/M1ztK9j1063LfT8ToYbWzgmMbzpPIOuw5ArD8S+HY71GlhjCsPSsLTdWa212NGYhHO3FemAK8KyAAgj5q0UnTkjw8S/aN3dzw54JrG7GQQyNkGustfHuoWtsIhbW7qBgsRzW/4l8NxXkJnhUCTqQK87mga3kaOQYwa9SjUVWJ4laPIzX0q5IiUfKT/ALR/pXQ2092y8TBE9E4/lXKaBcGJgAiMSeNyg129nPM7AsqZPYIK551G9zKKsYmpl2VjuOfU1z5JBINdzqWnyurMy5J5+XtXDXimG4dDwRRCRoN88x9DT478g5PQVSduKkT7MtuWM7mX+6q8fnTklJWZtSqSpyUom5GLe8j2ugbI61NFBHariMtj0JzXNwTTwvuifHtVv+15SQsgXPTIFcsqMtke7SzGg/emrM05CZCVBAHrWPqdhtTzEk3HuK0xMnkZdDz7VQe6Rm2FSV9CK66WH5Vd7nkY7MHWlaOxQ+2yyWUNuMkoW/I4roNGV0gG881iSNDbyBoVKBuozmtSxvoUQb5APrWFaLXupHZls4J+0b1OgU9B3qR4YxjzPn9QDVGG+ieQeWC1SXFyAD5cXzHq1bYTDKXvTHmeZyjanRfqVRp1xaazb6hpkMknluGZVHbvXf8AiF5dJkstchGYJQEnX0B6GuQ06dz1IB969C0dU8Q+G7vSbhlJCnbkdqvGUVC1VdDy8JXlNunLqaumyw31kHXDRuvSuR1vwBNPfi502LIY5ZPSsfwlrV3oWtvo145MQkKAMfun2r2Kyl2Msinnrx3rCNSVKXNA1nFVFaRzOkeCYbSBJbtMyAfdrfSO2aIwogUrxtrogI7yHcv3h1BrLurBd25Rhx3FRObm7sIxUVZHN30RtskD5TnkDj8a8/8ACPiOM6fc6ZcFRDcqYZC54APKkehDCvU5+UZJQMkHB7GvmXSxdPdsttjL5Xk471VPqYV1exuzXE0dxJZSOsWT0dsKGXPP061zk8sa6jIYXLR7ztbGMj1q/r5hguMi4M9wR+8PGA3cDHWsEMd+7vW0e5nd2OtFw8sIVnJAXGM10EFhLJptu7LKTIoYhBkkdAcVyFmzSQr9K9FsLCS68PwrEh3mETjaMksMBR9MBvxxVOo4bPcXKnuU/sz2c3miO4iVRkfaOGbiuHvndrycy5EpkO765r1W60YgLvLFtgO0nknHPUA/p+JryjVmI1O7DfeEzg/niojK7LWhGb0IULAEoMLx096lhuxgxk89j6isiRiX471PNbyWsETSlAzjcqhwWAPcgdPx5pVIKSOrDYiVCXMjSktYpQXVirjkMpwc1TE1x5hM0pk7Bj1P1NQx6gwTy5B/wIU4ypIw2HpUU1KLszoxU6NWDnHcuLISOtSpclAAQD9aphsUmSTgcmtmeajQaeOTG8DFWraztZpFZVbPXAPFZckJgi3SSxhj/ADuNJa3NzE26N8fWsalNvWJ6uFxcILlqK6OwIEUYCjikZI9mZAWPpWFHql08qo+0/QVoy3EwiwMZxVYbC3fNM3x+bL2fJRKWpaf5zCW0hYyqcjbXeaLPNJpUZkRlZl5Vhgg1xFtPKJMvx+Fdb4evfMd7V1U7xlT71eMw6cOddDyMLiZc/LLqbkLrMvt0Irj/FGgoytNEvIrWlvzpWrCKUYim5U56H0rTujHdQcbSGFcdObjaSOirG65WeQaCQbpVJxzXp+mQOBHkAqegABJrx+0mMM6ODwDXtPge60y4jjaWSNW45kI/rWta61OBbm1caFPLYtKoVE29GGDXi+vAQ6vMgOcHk+te9eL9XsrTRHMZjVcY3eYP5CvnW8l+1XssgztLHGfSlQu22UyJiWHFQh2Q9amwAMCoSuX9q6WCY9XNMZ8OG9DSsQo5psEbXE4VATmkVzGzbXcc0IXBDD1rcsfDEF7ZNczX8EBAyPmDfng8VVt9NWO0w2N2OKh8N6PDrniRtNub6S1DRytGY49xd1QsF9AODyfT3rVVLowcdTH1BFjuDEJFkCEjenQ1FEwB2gdahyzHLHqM03zfLbgc1MndmkNFY6TS5reFsMwDGtywmsP7RiN5KRbg5bCli3txXK6VCZlaR1HPQ46VZVxBKWmchQeK6KVRJWMqkLu52Wv6vp1zdoun2UVtAoxuVcM/wBeau+GdWGn6rDIzfuyQrfQ1yMZSVRIhypq/CMqCDgit5RU4crMIycJqS6HQfEjRYrTWbbVoCFt7nAdlHRuxroPDGuXMCRWV032hCP3c656ehqKyUeLPC0ukTndcRD92x6j0NWtL0Y6HZxCTLOOGJ5xXkwpSs6b+yerOrG8Zr7R3FndmMhwa03aO6i8yM/WuVt7oHAzxWV4p1q70zSXnsLh4ZPMQEoecZrBFNnQ30GN5DY4OQelfJRkdSwDEDPY171q+qXQ0KPUbHX9RmVpzb5njVFmITLNH32qflOfUfQeBnqa6KcbHPN3AknqaAcHrQo3HFOkXY2K0IOl0VIpYAGPOCcCvWfCIN94bsntUDSQloi4bBG1iR+hrxHTpBE6lj0969H+HvixNGuntHCmCRi4Vscn2J6Gs6qbQ4s9QvdNvtwuZdhfALNKCc+vXivm7U5fN1G7kJzumc/mxr6A8aeNLWHQwoaBZJIvltkIeTJHBYg4A7+vavnZ/vnec5PJ7mpop6sGyrJk84pgYYwR+NTONoIHSq3etmFxzuWxnHFaGmQiSG4dh9zbz+dXvBul6RrXiGHTtXuJraGc7VnSaONYz1JYycYxnjqTgd6tQWEWn6jrWnzrcQLBceWEnAEg2sww2CRn6EilsJmQ55IqLzOtWL7y0kKxZ2+tZ7MarcRJ54HAA+tWIJPmFUOpqdWCDk80I0TNISlZlKDc3YVvW02QjXULhAfmC4Bx7ZrO8P6XLeyiVwQnXJrq9QsY0t+BgAda0p1OV2IqR5tSe+8TWEmmC2tNHgjYDHmSqrH+VYNhfG3uUljblDmq63VsylAPm6GqoYK5CkVvpJWOe7i7nc+ILb+0tHW5hILgeYvHINZ+ga2lzbiCUlZU4INZsWtTw6LJarKyOGBVh1x3FN8Q+GNU8OaRpWo3Ms6XF+0pliMZAgwEKBj/AHmDZx26dQa8r2MotxZ6cq0ZpSR5/Wpp2qXdiQ1vIFI6EqDj86KK3nschpXup3t+m67upJiBxuPA/CsZ2IUkdaKKmGwEAdgTzSNI2OtFFaDI8ljya6nSbaKK33qvzHuaKKUthLctJM+881iRavdaL4h/tC02efGXC71yPmUqePoxooqYjZlBiAfYUkSiSZVboTzRRWjEdbbqI0VVGABWPrbHzRgkD0oopLcCrZXc8ciornae1dfZStjHGMUUV20djnrHV+DryaDxBGEbAcbWHqK9D1Q/vXXAwwyRRRWP/MX8jb/mF+ZiW8zqGAPQ1ieLZXOhvk5/epx+NFFcM/4j9Tqj8Bzeo+KZdaSCGTTdPt/JRY43t0dSqAHCgFyAOc8Dk815cepoorVGLJ7UAzDI7U2YkyEmiin1JHwsf1rTs2O9e/PeiimI2r3iGMAADYDgVzM5w340UUIaKrMcnmozRRR1A1dG15tGSaM6bpt/FKyuY7238wKy5wQQQR1ORnB7g1Bd6te6lqV1fXc3mXF1IZZXIxlic9B0HPSiikwI2YuMk1A3U0UU0IQEjkVPYxrPeIsnIz0oooGj0qxbyIEjjAVQOwo1SRjZnJooqDQ82nkeK9k2MR81WIriRyCW5oorpgc8y9JI3koc87hWhqniDVNQ0m2067vJpre3kaVPMkZiWfGc5PONvHpk+tFFZ1dyqXwn/9k=", 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", 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", "info": {"video_id": "27", "label": "turning the camera right while filming water bottle", "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": "27", "label": "turning the camera right while filming water bottle", "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": "b6b09250ede9d2c8aa04ccd47470e209d0a078247fa91aedcde2d7f5297e350f"} +{"episode": 52635, "episode_seed": 788544280, "split": "train", "timestamp": "2025-10-13T03:24:40.505920", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 788544280, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 four crayons onto a napkin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "44209", "label": "putting four crayons onto a napkin", "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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sFwCfl3eoPNZ/2iS3lIU7gD2715x22NTTGR9QJRiRHEfkcfMpOB1rZ8z1rE0SVLi7uZQMOFVTxzWwcd66aXwnHV+IcZPQUvmEioc808YrUysSBqG5U/Sm+1PHSgaM++iL2Moxk7Cfy5rlZ0EsIfO8Y7nkfQ/4127gFMHoetcKVMDvFnJRiuPoaxqrZnTR7FjwolwlxfvGclfL4xgn73Wuq+2rKAk6YPQ+1c9oFyIJbo7c7gmdox0zWpd3Ec2Nind64rnk9TpSNOwVjqKbZS8QQtg8kHoK2COSK5jR5ZI7qd8sypGvH1PNdGHDoCp4NdNH4TjrfENlQtXI67p8kpl7q/GPauuLVj6g4JIxWpieRX2mTaXd+fECNqnPuMdK40OCOa9f8Ywq2gXUiD51ibn8K8MjuyF2ue3WmldHoYLEKm3GXU0Yzwz+pxTI2+csadjEar7VX8zbx70j3E+VJl1ZPmHPcV9FS20cq70yrYHI6V82xnLD619FNZXEIBjdjx2PNYV+hy46XNy/P9BhvJLXer8gA5710to6taRqoAKqAR+FcbOHAcNncQetaEutz2oilisVmV1AZY7lMj8DzU0d2eTXWiOn3VFKQUPFVItQ82NW8nJIyVikWQr+AOahfVbI5RrgRv8A3ZQUP/jwFdByWHEBt2cH61j6tp1re2zLNBHIPRlzitFJFcko6sD3VgahukIhPHU96YI8L8beHRYSx3NpGfJOVcDJ2+n4VxZYqVI4r3PxBafabaSEgYY4ryTXtEm08mTYdobBIrSL6D63IIrnz49p++K9L+EsyQnWFcgBvJ6/8DryLcUYMpwa9a+EKRXserFzhh5WOef4qyrq0Gz1YYr2tJxnuj0W6ji2ebGyg+i9DS6VduL35+VSMtn8QKjn06RBlPnHpVa2me0umZjHGrIVYyKcY/DpXHC3MjCovddjsCwI3A5ppcjHeuPtvFBtpvLvr7SorbokhkcFvbBrZttahu032hivVB5NnMsmPwJBrsucDizXByaZMAVzVAanAW2us8TekkLL/TFWhPDIOJUP/AqCbFOS3jfcGQHPUYpqxRx/u0UBQOAKsuf3hx0qu2RMOD92mWjhvG9nsuLOXGAWkX9FP9DXmXii2PlQ3AB4YoTXs3je283RoJ1HMdwhz7EMv9RXmutWbXNhPHj5iu5fqOajm5Z3NkrwPU5NOB5ifj3qhLbTRg7k49QKu2stpf2SXcIdEk5DRHIB9COx9qVftQJ8qVLle65wa5Hc6blfSXMP2mVSFZSpAPcYOa3YtRtZ1ytxET6BxWHLJEGzPbiJiNuZY9yn8qz5LK+tGMuiyWELN9/NuCD9PT6VtCokrM5qkG3c7BZFblHVh6g5pwfnrXHQP4hP/H1baTcn1MZQ/pWrHFOqCX+ybZpD1Rbjj9VrT2ke5l7NnRLyaeCQO9cw93eoQp8PQkH0uhn+VNa9MYBbw1LuPUrKjY/Wn7SPcapyOlkdVT5mAHucVxGptG2rXJgkV1YhsocjJHPTryKluFtr6LL6Q7AclQU/Lg1x2mLLf+K7nTDqNxp8Tea0cKIHwwUsE9AODz7e9TK01ZGkfc1Z3/huVf8ASxIm5fk5UZA61rvDaT/6qUKfSvOfh/4mkivp01C4l2TKgWRiCEPOM+oOfwr0mYRXClniSU92iOGH4VzyjZnRGV1cq/ZLi2lZlkmCMuD5JGT6cGsp9dn8PuXvn1e5t2yFCxodv1INbSjbxb3vP/POUdKZLOUXF5blR/fT5lNCqSjoiJQUnqZlv8QdKuBxqL2zZ+7e2p5/4EhrSivHvwJIms5425Dwz8H8CKZ/ZthdoXWOFxjpsGaqnw3pTkq1jD9QuD+laKt3Rk6SK2vK39nypJbOUYEHBBr5+v7N7K8kt3UjaeMjqOxr3XV/DFnbWbSW4niYdNkzj9M15xrelG4hyXZ5E6FuuK2hWRDpvoc5bXAmTaT8y8fWklA3A1mnzLedlOVZT0qzLceZbllOHBFbNdUethsWpU+We6LcZAYfWvpaMmSBHtrrhlBVZRnIx2PevnzWdI0208OW+q6ZqV7MGuvsubmERrcEJud4hnO1ThTu9R7geh+CfFqvaR2VzIgiJwokGRG3pnsp7ema568W0jOtiY1bW6HdSzspK3lthf768iqsmm2F6p2hHOMZGM1b85on4Ywk/wAEnKH6elV7jyzzcWxjPUSwnp+VcfoYs5efwFZpc+bbebEwOQ0T7Sv0rVs7LXLFti6tNcRdNl4glH8wR+daSNdx4eKRbqE9+hq5FcRyjGNj90bg1SlNdTNxTMaafXom40/SZlH93fGf60xdTu1UC80S5h/27WQSr+XB/Q10QTK+lEkeU4AB9a1VSRnyI4bUb+0lYKl3KjBvuzRlP0K1yniNWn0m4cXsB3OiRoVXL5PPP0r0XW9Ojnh+ZRn+VcJd26xO0MsQeLqCRyK0VYPZI8tuIGgkMbDBFek/Bm4gW71S0lUM8wiMYJwSRuyAfXnp7VgWOkaXqfjIadql5PBbSyeXHMk0cax9yWMnGMZ46k4HeqOntN4d8RahEFuYktrkxMswAlTDHaTtJAYY7HHpW83zUzOD5Zn0NJEysfs1wVPeOWq7zsFxd27KR/GFyKztB13+27LaxSSZFBeNsfMOzKfT+VaImkUbIpduP+Wcw/ka89qzszs3RUu9KsNTiIZEkB5rFPgiyVy6RNG3Zo3KmtyQRPL+9ja1mPSRPumpomvIOJVE8Y/iXrSV1sQ0VLOw1ezh8q31idQv3BOqzY/E8/rRLL4tjbifS7lfSS3KEj8DWxFNHLgo4Pt3FXFUEjn860U5dzNxXY5oaneoCL/QpEI/isZg4P4ZB/nVb+0rWV3Ie+tjjHzeYD9O9dRPH8wJ6dxisu4to5GJxhh0I4NWqr6gqaZzt0huJobeLVp7pgpeWOdiQOQV46etY+oWqxOVZShzwDyp+h7VpeJ7ye10dzuaOVJECyr1xmsLxLpuvaToWm3l3eXTSXW/zIWTHkgbSgJx94hs47fnTtKfvFc0YaCeBb+5aWKLzWCTRlmAP8QB5+vFd3bsblmMg+ZejrwfzoorOpuVD4SGS6mhuREX8xD2cZqW4tIosSxbo2/2TxRRUje5ZspnliJbGRxmtKPoKKKRDJHUZ6VHIefWiigaMC+X7NM0kRKsa871G/m0/wAU3OoQBPtEcrbSy5HzJtPH0Y0UVtS3Jq7HO2s8ltfQCNuCwjOe4r2PwldTahps63Dlmt3CRyfxbducE98UUUVth0jYjkM8hhmCyDBOWHNIXa0uEiRi0bnBRzkUUVgjWRcntYo7dpowY5B3XiqNtdyvKAxByOuKKKtGfQt3aiSzcMMjFeZazEkc7bRiiin1EjhfEEEYJkC4Yd65tmK8j1oorupfAYS+I6DXfFcniCC2hm0nTLYwIscUlqkilI1zhAC5UDnJwOTzVm0la21zy4+EdtjKehFFFTPY0WyPYPCep3V5Ztb3DiRYm2IWGSBgHGa2LsG2i8yIlefu/wAP5UUVwS3Z0LYANtv9pjJjk25O3ofqKvQql7apJMil/UcUUURIkVS728xRHYqGxgnNaiMWjBNFFaMgz9RAMR4FcNqSKJTRRUPctbHnt9rR0e/1CM6dp99DLKHMd7B5gDJ90gggjqcjOD3BrPsb641ibV7++kMtzcsJZHxjLHJ6Dp9KKK7o/Acj+M2fC+pXVsjPFKVa3O6MjqM5yPp7V7Ja3D3aKJgrZQMeKKK5K+5109iC4ka2uREh3RtwVfmrO5rNwYWIUsAVJyKKKyRUi9LbQyL5mwKxGcrxUVvcSJIF3ZBx97miitlsZdDRkOVz6isuU/rRRUyKRyXjUf8AEgf/AK6p/OuKl17Ur+wh066u5ZoIHeRfMkZiS2OpJ5xjj0yfWiitaXwmdXc//9k=", 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", "info": {"video_id": "44209", "label": "putting four crayons onto a napkin", "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": "5d5028ce7de27db344be7d26a011eb7eff5e2209bb54995d8306cbc56dedb3ef"} +{"episode": 52636, "episode_seed": 1348756312, "split": "train", "timestamp": "2025-10-13T03:24:42.904183", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1348756312, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 clip next to specs'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "167040", "label": "putting clip next to specs", "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": "167040", "label": "putting clip next to specs", "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": "89310d2583d711b4c2d8ea5b12cbe214882b28c8562f18058be418d9db1c459a"} +{"episode": 52637, "episode_seed": 1500871195, "split": "train", "timestamp": "2025-10-13T03:24:43.956781", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1500871195, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hairpin so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "181704", "label": "poking hairpin so it slightly moves", "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": "181704", "label": "poking hairpin so it slightly moves", "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": "fd62fb749fed5b63d6430b4e5205e63e8a14ae7af8f3270cf61cdfa241a89973"} +{"episode": 52638, "episode_seed": 1837704731, "split": "train", "timestamp": "2025-10-13T03:24:45.905523", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1837704731, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail cutter 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', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "18150", "label": "putting a nail cutter on a surface", "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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auAgTDPQBz+gH9azZ4hqF41zOP3K5SFfU+v4fz+lJK5O5z4hnQNO37y9uTlyeoU9fp2+groNPtTqLQzSjNrbDbCG/5aH+99Kp2WmvcO1uTxGQLiUdTz90H3711qxLGoVFCqBgAdAKSFHfme7/AAKsi5dB9T+n/wBesu/jMgCg4y56dey1sPjzSf7q/wBf/rVjyTwHUre3bf5xBIA6ccnP86oJHJ/E+5+z+GEgB5nuFX8Bkn+Qrx/aXdUHUnFej/Fu6ze6ZZg/dR5WH1OB/I1wNgu+/U44QFj+FPZGsD6mtm2DMb+W2M8dD9RXmksjaj8W4mfBK3RPHT5FP+Fd/FJsIY9O9eb+En+2/ENpuuFnlz6dR/WhBI9RkOBn0qOyUiQkkc+h9FH+Jp1wcRMfapLdQrnAA45+uf8A61SQ0Oht2W/lmIG1lwCD9P8ACknY+QVBC5yxY4OOfQ1ZU1ja48iaNM8alisWSFBJPJ9KCZaK5YV5gQowfocj8uo/+vTGAf8AcnPy5BPqcf8A16bYxeXpFvE2GMaKinuMAD+eadEQxZx/ESevqT/QCgaMtIF0LTb65kkDhS9wzYxwF4H5CvnqeNpbFb4sTJNO6yA9jgN/U/lXuXxDvfsfgnUMHDTBYF/4ERn9M14ZAjTTxwh/kMgO339fyprRFwSWiPWvhLGbeG9QMUZViJx6ncTkV1nxC1CVfCD27gfvZUAZehAyfqOlYPw+tjDplzdYwbiXA/3V/wDrk0vxHuv+JZZQZ5aRmI+gA/rQuw5Gn8P4vL8HQNj/AFksj/8Aj2P6VuXC7yEyBnjk+pFUPCEfleD9LH96Hf8AmSf61pEAzMSMhVB/Hk0MzZNJG01mUXGW55+ua5/xPqosdPisIyDMVCkDtxW/PcpZ2u9jyq8CuMjs217WWmYEoCcn2oFbqc89lILR7h+WwAufrjNYy6KBemWTk4zk+tejXmkG41lLcoY41t/3bYO3cSoHPrgGsDUbWbT5zHcRFfRgOD+NZSudmFnFpp73OctrVbe4lIGNwqclc8064mjVziqckyYzuqTrTQyeTHAPGa9vuNRmstFu5ThlW3f5l4IO09R/h+VeCSy/N171694juzF4Wvcnl4wg/EgVpTZyYnoU/h9EV8OSynrJcv8AoAK37xtsZPoGP6f/AF6zfBcfl+EbLjmTfJ+bGtK8EjAiEqJduFLfdBJAGfatGcb2HT38Gm2DyzMcgEKq8sxxgYFedLp974g1kXVyC8/SKPdxCvqT6nufwHrXS3Ghavezwq8wG4ZkmI4/AentXS2OmW+l2scEAJJcb5G+859TQ+wJWMqy0220NVRdrOy4ZyuAPYHoPpXnnjTXRr10LewikRLbcGmP8eewH1Fd7r19JGBaQoC0yuGboQME5/T9a4p7FEjk2gc9azk7aHRhlzXlfYow2/k2UMZ5IQA+5qN18qPIxg9asySY47CqVy4OazO97GdMcE4ru/hVPLFPqbRKG/1Wfmwf4unauAmbqa7T4ZyMr6kcEA+WAfX71VDc56u1iTxdcnVviZZqcnbLBHhhg8YJ/nXftyfrXmsUn274pRvnIF0zf98g/wCFekmtmcZXJiaeS3E+24CbnjHVI2JIP1OOPrmqLyTvLb2qIqTuzKoHSJB/F+XT3rAgg1qy8aXkkEBnivcSI8mdpGACpI6AD+XvXdWtqsAJOGkY7mfHU/4Ur9hWsMgtobSAwqMIMDOeSeuSfWmrdOFHmKR7N9M9Rwamnfy0kf8AunP5LWXo9xLfw3BmbnzXVSoAG0EDB7HnNIlvWxfdgVfOQzdAeuOn9axxp8y+IWunX9wsLBGz1YkdvoK1cl5VyQSFA4Hv/wDWpzkZGemadgcbniXjW/ik+IUjTYMFuqQPkZ42/N/6FWBolqZnOzJeR1iX86r6zdfbtZvrsnImuXb8Nxx+ldV4FshNqlnkfKm6dvw6f0p26Gq0R7DeyeRplzNn/VxOx/AGvPPhczXPii9mbO2O1IA9NzL/AIV2Xi66+yeEdRlz83lbB+JA/rXJfCCPdcaxcf7ESfmWP9KSCR6fccx/UgfrT4DnefcD9P8A69Ml5CD/AGv6GmxMCWEcg3Z5VhxSILqn5c+lRwHofRF/rUX2lV3o+FYDnBzToD972Cj9KAI2QRLHEmSNxIBPXqf51HGoWPAGAOMZ9BipWb/SAf7qk1Ep/dA+oz+dAHmnxcvNtnptiD/rJWmYeyjA/Vq820lQ908m3lFJz9eP8a6f4o3v2jxYYAfltbdI/wAWyx/mKzfA2lxavrqWE99LaLKrshjj3F2RSwX0A4OSfT3quhcdNT2bQrT7DpNpa9CkKlv948n9TXFfE288q7tIupWEtg+5/wDrVs+B9Uu9Smvvtdw8xRY2Xefu53f4VxvxKuPtHit7cHPlxon5jP8AWjqT0PX9Ej8nw9psXQraxA/98ipifnl9yF/Qf41LDH5MEUQ6Iir+QAqI7eSz7QX4Pvn/AOtSZLKF/az3+oSICREo2j/P41d06wTTbNIwPm2MWP4VYBaINIdjIeSwOKJZlcHaekbcH8KAJpEV1jLZ+Q7h9cY/rVCeFZw2+NXQuV+b8B0/Or7nAqmp/dxD+8S/8z/WgDnL7wTpN1KXXzoSTyI34/WvH7jULeLVrqHLLbLM6RtnPygkDP5V7vrF4LDSby7JwIIHk/IHH6180SbmA5yx6/U0uVM1hOSe51yJA21t24cEV6R45n+z+HApOA8i5+gBNcXPoumR+Ho9SsNSvp0+0/ZQ1xCIlmKruZ4gOdqnCnd6j3A3/idcBNNsbQH5pNxUevQf1pRjYqpUUzuPD8XkeGtMjxgi1QkfUZ/rVktiWQ+igfzp9vH5NrDF/wA841T8gBUbAlnwMktjH5VTOcvL8oUegxTnI3R/72f0NRJKruQDhv7p4NErYKf8CP6UDKNxpkctzbXo3F1XYUwCpDY3E/h/OsPW/DLOZpdPJB4JiPTnPQ9uldcpxCg9FFViodHY9S+B/L/Gk0mOEnDWJ5LcaZrFv5hm024CJ1YLkfpWPK0hP+rYH0IxXucnOR614DrniGRvFmqS7t9ublkUegX5ePyqXDsdMK7bsyylmT+8m6f3a7LwM4Bv8cBfLP8A6FXI+Gjaa74lj029v7q3trltscsUscax9yWMnGAAeByTgV0nhmCXR5/FMEzTZtRgLcYDoBvA3Y4z0zjikovcc6kbWRS8HSC68eqxyWCzSE59j/jXqMp2ox9FNeUfDQCbxheTA5CWrc/VlFeryjMTD14rRnKPtzjYvov+FW0NUYnEbsXyFxgHHHU1bjYEZUgj1FIBOGfB5Bc/+g1VtrOPTklSEbYfvKpYnk5LHn3NTqf3w/32/lRcn90R68fnQKxXjXEp+YHgdO2AOP1NUPEN59g0K/us48q3dgffHH64rUYgzMR2UCuN+JV39m8HXEYPzXEiQj6E5P6Cmhnh4DBkVSd3GD716r4DsxGt7cY4REhX+Z/kK8sjz9oVgSCDnI9q9LvNM1zwj4O0+7nurmGW9MsksGzAhwF2Bjj7xVs47dOoNUtyn8Njo/iS7R+DZlU8NNGD9M5qh8HwBpWqt3M8YP8A3yaKKnoOR6P1ljH1ot1VoAGAIJJ5+poopEkF5bxK8b7csGwCeq/Q9akjQhZW3vuU4Bz1GB19aKKCepCkrSRTO2N2zHH41K/C4oooGj518XyvN4u1dnOT9qcfgOB+gqx4ZvJdK1iO9tgvmwxsU3jI+Zdp4+jGiiqL6HdfDZiNQ1pc8AQqPp81cf4pYzfEO7DnI+2Iv4ZUUUUuouh783+sP1qADiD3cn+dFFBmTtAhRsDb647/AIVnJGsMDGLKLuxsB+XkgdDRRSYmWLuR4H8tWJUqfvc4oPEiAdBHx+lFFMfU5j4hSNH4J1LacblRD9C4BrwePmYE885ooprY0id5qXiZ9b0S3EmmadatDGI4mtUddiLkBQC5AHc4HJ5rR+IjGTxNokLH5CqcfWTmiihiPW3++31qqc7I8EqWkOSPxoopGYplMljLIyqWTOOKYkruo3HP7lm+hoopMXUv/wAIqup/cw+7En9aKKZTGXTmO3ldeqozD6gZr5dLtIC7HLMSxPqTRRTRUDqPDWrHSppofsFheRSIshS7g37WXoQcgj7xyM4PcGt2y1G6v9O8aX1zJ5lxNHG7tjGSSc8UUUdCvtEvwiAOp6q56+Qg/NzXqkv3R/vD+dFFJie5Etw6XXljG044/CnXTeTcQiMBd5wSOKKKRJLASzIWOSS/9KdOfmjH+2KKKYxn8Un+9/QV5z8V2Labp0ZPymWRz9Qox/M0UUIEeW2wGyVu6gYP411Wua7qV54bt9OubuaaCBjIvmSMxJYDOSTzjbx6ZPrRRVIuXQ//2Q==", 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", 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", "info": {"video_id": "18150", "label": "putting a nail cutter on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a8444f8279a4431f483f8d43ca89a1ff93365a8c6b45357d04b56cfa5d6b21d2"} +{"episode": 52639, "episode_seed": 1936855586, "split": "train", "timestamp": "2025-10-13T03:24:46.720568", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1936855586, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil 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', [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": "40031", "label": "throwing pencil onto 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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", 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", 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", "info": {"video_id": "40031", "label": "throwing pencil onto 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": "481d25ef5655570a5e544b74276ba6cf459178be60248c3a4562ab6eb6014f4b"} +{"episode": 52640, "episode_seed": 7987418, "split": "train", "timestamp": "2025-10-13T03:24:51.763950", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 7987418, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling sand onto shuttlecock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "184142", "label": "sprinkling sand onto shuttlecock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "184142", "label": "sprinkling sand onto shuttlecock", "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": "c37a15eee9f125990567c600eb9e14862e42ee62100ec7d8414d0c8e7673f92e"} +{"episode": 52641, "episode_seed": 3760612897, "split": "train", "timestamp": "2025-10-13T03:24:53.654685", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3760612897, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fridge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "117662", "label": "turning the camera right while filming fridge", "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": "117662", "label": "turning the camera right while filming fridge", "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": "99bab0bcb0c9aa3aee61ce1c8d349adabc288f95be3b776be7c234e6f2901a54"} +{"episode": 52642, "episode_seed": 2283927653, "split": "train", "timestamp": "2025-10-13T03:24:57.047325", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2283927653, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stamp next to mineral oil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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61r3en3qWxaS0mAHcqcUeH4M+IbBZ4MxNJgq6ZB4PrVU58yvcU48vRnWaRZm38M203l7igO4A4+9yD+ZqUrDb2k8xAXEZZj+BrqrPSfM09cSpFsicENwpZhgH2xWfZ6Sg3rMwnjGUKuVcH8hzit1C8XLsYSkk0jxsdKmjGRjI/OvV7zRtPVwVsLYA+kS/4VXGmWAI/wBCtv8Av0Km47nD6FrNxoWpJdwMGX7skeeHXuD/AErfyFya6tdK01kDfYLXkf8APFf8K464bHArCt0Oig9yKabL5rnRZNPcNJ5gOWJIxWvMSRxUcSCNemaiLsi2ru7KzadaW8QkaX94eiY+9/hU0fhq7uW3iGPDc4MuKWKze6uEZ0cgcAYOK6iyWVJFBRh/wE1STJnONtEZGl+Er611S2nnWIw78KEkyc9uK6XUGiWdJ1Yqjuy4wcbhgE+2Tx9RWxAhbyzgjacgkdDVzVkUy20KWi5I/wBcHKsmeWBxXTSjzuzOacuVXPOvFNnf38dsLWzmlgQFjIi8E9MfpXL/ANk6gn3rK5H/AGzNe0vEnlGNVAXGAPSspgVJHpUX10C55cbO4Xk28w9zE3+Fa1raXGvWEVjcXDRx2JJiymTh+o+g2/rXolm2Sy5Pr1qLUxgxHHr/AEpNhc4M+CGP3b8fjF/9emnwRcfw30R+qGuxWpMVPMwTOIHhmTTn82eWCZdrYUKeoHvVJlhIANvFn2GK7TU9u1N6Fk5DAdcEdqx2s9HaIlIL4P2O5a46lVqo07nfSpuVNNNHItgFv3a/gTXoPgrRpbG0ub6YRkSQrICpziMjv6da5keHzO7GPeqk8AsDj9K9b8J2gtLGC0lIdxEkb46Oo4P4c12Qmmc04tPU5pJY7a8jWR9h2hwrnnaRkCub8VaTq+qasbqO1zDsCxnevI69M+9eh6gqS6w8QtDCqffdZDtcAYHH4D8BUN1GGi6dK1qRULeZgpXueTr4b1dSCbJz9GX/ABqYeHNXIyNOnIPpg/1r0I4HarlowMePSs+YdzkU8Q2n91vzFWo/ENkeokH4D/GvOQU7mnAp2NOxVkelrr9gf4pB/wAAqZdd044/fMPqhrzD5f75/OnR9fvn86XKB60mtabgf6UB9Ub/AArRtNW08yo63sIIOfmJH9K8d3fKP3hH4mr1tdxoADO2R7miw7HsmravBPZRRWd/CAeHyARg/XvVdZLZUVUnhwowMSLXlo1CPJxdN+JNPN6h/wCXsfnVyk3FRFyLmud/eGNXDCRMN6MKhhlAlU7h17GvOL64Z9hS4Bx9Ks+FLEa54iFhcalLahopGjaNNxd1QsF9AOCc+3vUcorHV+Liq/YyzY+/jP4Vz0dxCDzIPyNc3eahdXMcPm3LtgZALdM4qp5rn/lq3/fRqrDsd3Hf2qcGQ/8AfJqtLdQmVniu5otx52AjNccWYn/WMf8AgRpP4uWJ/GonTjNWkXCbg7xOyaSykjH2i9uZfQMuQPzarmmXukWk6yKJSw9kH9a4lQoj5U8+1T288UPVCfyojSjHZDlVlLdnqLeLbD7K9uImKuACZGXp6cGq0Piewt7dY1gbCjtIAK4H+0l42wEn61INRJBxbE/8CrbmfLy9DLlV7nY3vi208hiLckj/AKaf/WrH/wCEwQni2X/von+lYclxNKCot1AP+1VGaKeOIttVeexqQaR39j4p3xxq0C4JxnJrEm+Y07VdMs7Pw5bajpGq3swa6NqPtMCxrcEJud4ud21ThTu9R3yBCzetY1VsbUtLkZXNZmpXjW8ipFgt1PtVu+u1tYC/G88KPeubdmdy7MWYnJJopx6hN9DSh1S6yCDj6Mf8atf2rfeYMSN+Dt/jWNCP85qxgg8ZH41qZnU2ur6iqfLcSjPpK3+NWRrWohg/mNvH8W45/OuPVpOzN+dTIZM/61x+NCug0OvPiHVBz50n4v8A/WrJufEmpi4bMj/mP8KzVWVh/r5PwNBtWY5Mrk/WiwjZ0/xJqBn5Ykgd8f4U7XfEN20VsSWDAt91guenpVXwrp+n6l4mj07U765toZjsSeOeOMRnqSxfjGM8DknArK162uNN1W5tZhcL5M8kSpc48xQpx8wGRnp0OKLBYnHiG8H8Uv8A38p3/CSXv9+b/v5WF57ClWZj2FFgNtvEl4erSn6v/wDWqeLxFfbfleQA/wDTT/61c95jE9BVmMnb1P50mkNNm/beI9RL7RJKP+2h/wAK108TasoGLibj/pqf8K4sSSKeGI/GpBNOf+WzfnRYLnXLr+oBiyuylu4br+lNk8Q6ptP76Tp/f/8ArVzCNP8A893/ADqTy5X6zyH8ab1eoaEz69qW8gzydf79aGm63qLBz5z5Hq1YdzamOEv5j5yO9bWveDtQ8OaBpF/dvcLcX5k82AoQIMBCisf7zK2cdunUHBYRxpoHWiimMmIGBUtuBkcUUUgLRAI5oCDPSiigCZI1yOBU6RRn+AflRRSAkNtCesa/lVa11CbQ9YF/ZLGJoSwXeuR8ylTx9GNFFNAY8yhQuBUOaKKYDlGaevWiigC2ANopVAzRRQIsxxq2M5q/FaR5HLdM9aKKALSWsQQHB596xdRldb1oAcRqoOPX60UUAbuqeJ216zgWXSdNtXt0WKKS1SRSka5wgBcqBzk4HJ5qByaKKxq9DSGxhyu0+qYkOQpIA9KS9QLsx60UVotiWaNsivCCVGSPSrQgjLD5aKKBCmCMAnaOtSxRJtb5R0oopiLHlICOO1ZmtO0NtGkZ2+Y+xiOuKKKAE0nVRo889sdN0++t5GDmO9g8wBkztIIII6nIzg9waoeIL651PUZL68kMlxcO0kj4xkn2HT6UUU+ozI71fsbaKWJmdcndjrRRSYDPLRbwptyobGDW4tpApAEYoopMB620OT+7Xp6VK1vEMEIB+FFFAixHDHhPlH5VL5aKSAKKKAOf1yRmvkt84iCh8Dufer7+INU1LSYNPvLyeeC2keWPzJGYlnAznJ5xt49Mn1oop9Bo/9k=", 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", "info": {"video_id": "173681", "label": "putting stamp next to mineral oil", "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": "173681", "label": "putting stamp next to mineral oil", "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": "4eda4a134669c335025badd4ce3b2a976fb1b82f88cf8daf2a350e80059f5244"} +{"episode": 52643, "episode_seed": 4029910004, "split": "train", "timestamp": "2025-10-13T03:24:58.368857", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4029910004, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing white paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "149164", "label": "tearing white paper just a little bit", "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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7YznP1r3aaeSJjuHSvOfinILnStPlTlo52Ugdsr/9atqU23Zj5n1PLshTTJSBEzd6MHBz2qK4bEePU11Lcio7RZVq5YtjeR1AqnmrNp1ce1ay+E5KXxo6zwrqZsdd82TkyRFWI7dMfyr021uzNb+aDuLttUV43ZEi5GOpZQK9N0OR47a2Vj3cEHnvXDUR3I7axYgIoA3McDiuwt3CIq56V5fqnjWw8OTJEYmurvbkxIwGwepPb6U0fFy3exEkGmy/aMEFZHGxT2ORyR+VZqL3E4uWx64p4pQRuGRkd68Y034zXkcTrf6ZFM4J2vC5TvgAg5rptH+LmgX728N6k9hNLgZcbowf94dB9RV8rRDg0eQ+MtO/sjxFqdhjCxTOE/3Tyv6EVzUrZEA969J+MkUJ8R29/byJJFeWauHQghipK5yPbFeZOf3sQ962hsbSldIj1aXdKif3RVAdanvW33bn3xUArogrRR59WV5tl8H5fwH867fw/MJ4Arc7VB61xNvH5pA+gxXe6TZfZIljGTgqM+tc8zsVzYTTy/zFefpWvpfh1pv3z/LH29Sa0dLsRMFLDjvXRBAqgKAAOgFc7ZTlYwH0lI8bc/jVO9tCsZOK6aVMjpVC4hDAj19qEJSPJ/GdriwgIHWb+hriJE8tCNtemfEOA22lWzAdZyOf9015nIzuef5V009hTsVZuo+lRinS/fPtxTB1rpitDgk7st2pxv8Awq4kiozA/wB6qVsMlh64rSS2Rjlt34VjUtc7KN+VWGOweXI/ugfrSx8RufRqsvBCsTMFYMBnrUNoUbeGxjdnBrK+hv11E8//AEURgdBzVe4IdECtjmtRza9Aka/TmseYDJ28YPSnCwp3tYrPEVG4sDzjFIq808xt1PSnqACK2uc3JqSD91bsw64qhVyeUGAoO5qn3qoIzrvVJDh0q+G4+gU1nitK3jWQgMSAcAkUqhVDqdzoNn5Nn5hx80QLE8Yyc1r3vjq20VEisoku7gY3EsQi/j3NcxfX8Elq1tbO5ifCtxjIHSueu1SJgEyAcHk1yKKk9Tqs9z2TTPijpEkAGpeZaXAbBVULqR6gitnRPHOi+IJ3gtpXimU/Kk4Clx6rzz9OteIR/Z8F5FRiemTTHkgQgpgHOflByPpU8kWNwPoy4jSZCGGD615n8QrN49H3A8LMpB+uRXN+HfG2q6GSmDdWbNlopmOV91Pb+Vdb4w1K01zwBPfWcgZd0ZK55Q7hwfQ0lBxkiNjyNhjOTVO4bJA9KnJY9jVWY5kNdsFqY1pe7YjFWrU4Z/pVUVYtvvn6VctjGl8SNvR8Nq9spwd0i4FddrWtvpumpDbgR3TucPjouOSPfNcbZiS2uIriKTbJGQynbkA1ZuFe7JluLmWSTHBb/PFcsrXO5Jlbe0sk7yMzOfmLMckmnw3Kxwbec5Pb3qO2w8sqnuBVw21qowAQepLNSbWzLje10VBJ8rn/AD1pruwaEqMlR/jT5vKHyoRknGAc1H5jqB8rAYxVCGzSzSDa2do4AyePpVXdmdD6Cp5JmH8I/E1UZjyx9DVxVzKpIrOxZ2Y9zmkFJSiuhI4GzZ0qGNtQt1abam8FieBgc12M+ty2KJFawpO7MWJI3ADHt71xQ1R+kcXT0AFWIru/k/1cZ/WuSUW9Wd/NHodhYeKvENreJOzboR1hfCoR/jXrNrfQ3Vsk8cimN1DBs8YrwIWesXABIYD2Wr1voOqNAyyXckcTgbkMhwR7is5Rj3Hq9ke7MQy8VRlOM9K4vw7e6hotgLN5BcRJ/q9+QV74z3Fb41iO4AySkh42npn61ndXDlZy/wATGYaPZbEDE3B7f7Jry9o72Q/6lgnqFr2bXEWeCFZAG2uTyPauX1RY7bS7qTGMIx+nFaxqculgcG1e55c5yxJ9aaOtKa3PCOiWviHXRp93ePbBoZXjKR7y7qhYL7Djr7V3LQ88zLRQzMSxGMdKvojN93zW+gqlZXZtd527i2Kvx6hdSf6uM1hO9zrpSSikWorGaQf8e7n/AHjiphpuCCwiTHvmool1acYRGGfarEWharcNh2deM8nFYtpbs25r7IDBFHgPMB9Bisi/EYuCYmJU9c+tdLF4RYv+9myR1xzWnF4VsUHzgv8AWpVSMXuO0n0PPWP8qYNzYUAk+grvj4P083HmAyiPP+r3cfn1rTj021tkVYYI4wvTav8AWqdeK2F7Ns8suIZYQokjZC3I3DGagrofGLqdWSNf4I+fxNc7XVTd43OGqrTaHCtJI9oAWRvwFa+t+H9HtPDVtq2l6heTBrr7Lm5gEa3JCbneIZztU4U7v7w9wMwapJ0SLp7VNS72NKDSvcnigkc4CTMKtrpsh5aAD3dqrR3WoS42IfyNWhZaxOMkOB7CsGdKkSJYonVox9BmmuLeNSTMSc4wMCrMXhi9lTdNMVXGcEmtC28IQqP3sjH8Khyiuo1zdEc29xBk4Rm/Gohe3IhkghQpFLjegzhscjPrXdR+HrGED91uPvVhdPt4/uxIPwpe1itkHJJ9TzUwX8pwIW2/7K1myZ3tnqDivVbxI7e0mkwMKpb6cV5Qx3MT68100Z89zmrx5bagKtWiF2OGAx61q+DdM0nWfEMOnavcTW0M52rOk0caxnqSxk4xjPHUnA71FcQx6NrWo2c0EyeRO0QS4UCRdrEYYKSM+uCRWs3poZ0rc6uKrsox5o/AVPGjydDK3sBUa6mo/wBXAM/7oqePUr5+IojXM0zs50PTTX4IidfdjiphZADkxj3zmokh1a5cAKwJ9v8AGraeHNRmwZpiB6FqltLdj5r7IqSpDCSDKCR6Liqkk1v6M5+tdND4Qj4aWYn6Vej8O2Mf/LMuR60lUigtNnBPMT9yD+tVZmlMRLptB4xivTf7Lto1wkKKfXFcv40CQwW0SgAsxbA9hVwqKUkkjOpBqLbZyFApPp1rqPEXgq98NeHdH1G8Eqz3xk82FoyBb4CFFY/3mVs47dOoOOs4jYsdNtEMgEKnacDPNb1vBEka7Y1H4UUV5LbPXSRaVQBwO1WEAZAT6UUVPQYj8flVaCRmjJJyd2KKKa2BEk88jYRmLAdM1z/idiNBufoP50UVpT+JET+Fnmpq5pGq3OianFqFps8+IMF3ruHzKVPH0Joor0zyi94etorh5TKgYqUAz75ruLSzt42wsSgfSiivNxDftGejh17iNNI1AGABUq/fx7ZoorBm5K4CoSKqyuwlRQcA9aKKFuA5+Rk9QeKidjg0UU0DPNPFBJ1+4z/s/wAqx84IOM0UV6tP4EeVV+NnQ6/4tk8RW9vDPpGmWpt1SOKS1SRSka5wgBcqByScDJPPrW/p+nWi78Qr8pwM0UVzYptWOjCrc34IY1UbUUcelWlUBTgdqKK4ZbnYTxgMoJprnBI9BRRQIghdmTJJPOKG+QkLwOtFFN7jMnXnI0W8/wCuRry40UV34X4WcOK3RraNrzaMs0Z03Tb+KVlYx3tv5gVlzggggjqcjOD3Bq3aTS+INT1DUNSkM1zM/myN0DMxOeB0HsKKK1q6QZlR+NHV2+lWUYGIFPHetaK1hTAWNR9BRRXmts9JJFpFUEYAqQKPvYGfWiipGiC4laMoFxycGnEbhyT68UUUwInJJrg/G7E31sOwjP8AOiiujD/GY4j+Gzlc4ORWvf8AifV9U0i20u9vpp7a2leVBJIzEswUcknnG3j0yfWiivQPOP/Z", 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", "info": {"video_id": "149164", "label": "tearing white paper just a little bit", "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": "de88f48be35998d3b8c187559055d92b6f805aa683bc839bac9f05a85f631a2e"} +{"episode": 52644, "episode_seed": 1933343733, "split": "train", "timestamp": "2025-10-13T03:25:01.672942", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1933343733, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 badminton bat up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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t3P55rlPD9r9s1gSsMx243n/e6L/j+FdrjFXSjpcms7uwDrT1NMFPFamSJhnHP5UzrzThjbg1GeKCrki8LUsPMi57moVPyirNrE008caHBJxk0CN28uUhhRiBsC+UGPTJGW/IbR+NcNba1PqkskUsaRwWpKRFe65P4dq77xRHFYaDFaRjJKHrzuJ7n8a801TT5dE0qKMODJfDB2j7ijrz75qXKyuNR5mYM05vNQnuOSrt8v8AujgVKBRHAUUADAqXYVFcTld3O+MbKwpA8k1d8NpxdydiyqPwGf61l3EmyOtvQE26Qj95HZv1x/StaK94is/dsbMf3xT36/WmR/eH0p7g11I4xncc5FPHGOKYv3hUg60Azb0CLzbojj6mqGtXumae0N7eLvSOSRdoXd8zZxkd/Wr+hSNEWEYzPIdka46k9/oK5jxXYvNfQWFr5kirklBzlh3+vJpCE7Vka/ceVp4gBw07bT/ujk/0/OtfdwcDNcnrlx5+qlAcrCoT8ep/p+VKo7RLpRvIrAqFAFEhwtMWpJ/9UK42dxuaAD/Z5b+9I39BWz2rL0RNmlwf7WW/MmtTtXZD4UcE37zGE08DimGn54qyTS0hA99GPQ1d8Ug3NxDa8EMMEVBoTRx3fmSuERRksTgVgC7utb+IdzaPqtzaR/vDAEXcchdwX2HGcn6UhM1tWsobSK2SKNE+Ug7RjPSsnHzHNVrLUr6/3m8uZJtoBXzD93PWrIIbkdPWhAwx3rC8TXYjs1tEPz3B+bH9wdfzP9a3GZY1ZmOFUZJPYVw1xdNqOpyXLD5ScKPRR0FRUlaJpSjeQ+KHPlRAZ3MF/M13Q6H0rjrFd2oW6/8ATQH8ua7BOlRRWlzSu9UIaFHFDcGnL0rYwJbdd0qLjqa1dcRobZIlOEkIbA/vEYP9Ko6em68iHvTfHt1Nb28It5GSQSKAVPNHUTNCDS4otNRAij5OQBXlU78kV3Gs3Vxa6DHqFhreoTAzfZ/9IRUWbCbmaPHO1T8pz6j3A4mztzqGoQ246O3zH0HU/pWNSOqN6T0Z1nhuz+zaWsjD95OfMPHbsPy/nWzSKAAAowoGAPQUtbJWVjFu7uGKctJThQIeOlNanUxutAx69BWxoEfm6pEOtY610nhOPdqO7+6KALHijF1rVpaDkcZFcz8QLXyn01CMbRJ/7LVWXUpb/wCKd5Z3Gq3dtCJikMkUsaLF0ySXGMYzx1ziszW73ULnUZre/ubmU20joi3ON6c45xxngdOKyrfAaUfjRmhABUExC8VYY4FUJ35NcR3FK8cuAijLE4A9Sa7S1t1tbSG3XpGgX/GuW0eD7XrSEjKQjzD9e36/yrr666S0uclZ62JUp55qNO1SHpW5iMX71SKOajXrUq9RQJnYeGLWOK1lvWA8wKQGPasbTLb7VqVzdHkKxXrUmv3dxpHw6kuLSd4JmljXenXBJyK5Z4fEfh/QLG6n1G7jmvS7SwlceV90qGOPvENnHb86QXGngHjpzXAo7SM0jHLOSxPuaKKzrbI3obssLT5f9SfpRRXMdR1NioSztlHQRr/KrlFFdq2PPe4w9acKKKoGdJ4ZsoLmeR5k3+WNyg9M1wF5fTaf4+1G9g2+dHM+3cMjldp/QmiikSSaYMeZjsAP51or93NFFAGP4kmePT0jQ4Er7X9xjOK56JFXoKKK5q251UNi5pvOqW/+8f5GuvXiiitKPwkV/iEenL90UUVqYmhpP/H/AB/Wqfjk7pSD0V1/nRRQJmNrWutq9rFHJp1jAYYwkbwK6lUAOFALEAc56deaoeEY1a9nkIyyRgKfTJ5ooqJfEjSHws7AdKKKK0MxacKKKAHmm0UUhjl611fhDh7hh1CEiiik9gPNLjVWsfFmsq1nZ3aS3G4rdRb8FRwQcgjqcjOD3BqG4u5r68murh980zF3bGMk0UVnW+Bl0PjRE/3DWbN0NFFcZ3Gt4XjUQXUuPnMgXPsBn+tb1FFd0PhRxVPjZIlONFFWiBi96mTqPrRRQDNb4hfJ8NotpIzMn9a4GPWb+90m2srm6lmhhZpF8yRmJLY6knnGOPTJ9aKKCT//2Q==", 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", "info": {"video_id": "132065", "label": "moving badminton bat up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "132065", "label": "moving badminton bat up", "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": "e4c8de0d8bf345241a2b2ea2b84bab13b0ae168ed49f7e7dd2d94a14f88c0985"} +{"episode": 52645, "episode_seed": 545424871, "split": "train", "timestamp": "2025-10-13T03:25:03.656131", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 545424871, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening soap dish'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "77986", "label": "opening soap dish", "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": "77986", "label": "opening soap dish", "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": "155035ded0a8716ed5b1bde2aaeccb3c5bbbdcc884501a42615cfd1c1d1bf37e"} +{"episode": 52646, "episode_seed": 3343708273, "split": "train", "timestamp": "2025-10-13T03:25:05.807125", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3343708273, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving keys 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, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "105287", "label": "moving keys up", "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": "105287", "label": "moving keys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0f1cc51c26bdffdb41354a77f91e7ba501a73239ef9cb0d47b2a39ea612a32ea"} +{"episode": 52647, "episode_seed": 236934086, "split": "train", "timestamp": "2025-10-13T03:25:06.555683", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 236934086, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a troley 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', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11704", "label": "pushing a troley from right to left", "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": "11704", "label": "pushing a troley from right to left", "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": "7ff1bb9f3da425530be77d8a8968c69e8274066eca28bf34486a63fec785ad8f"} +{"episode": 52648, "episode_seed": 3830912896, "split": "train", "timestamp": "2025-10-13T03:25:09.777717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3830912896, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering wrist 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', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "81897", "label": "uncovering wrist watch", "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": "81897", "label": "uncovering wrist watch", "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": "e420368c7257072eb6ee5b96b87b9cfced0ef12bfc03044eab9de96551899dcc"} +{"episode": 52649, "episode_seed": 1114029097, "split": "train", "timestamp": "2025-10-13T03:25:12.975746", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1114029097, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 strand of pouch, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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2q0wqJlpDPN/if/q9OToS0h/9BqvpWuMui2sGSTEnl5Psf/1VY+KAw+lEf9Nf/Za5+1j8qFEHTGSfrUPRm28EbyXxc4z9TW3YTgkCuXtlLHNdDp6EFaaM2jqLdsoKtp1qhbdAK0Ix0qiSwtE7GO3d1GWA+Ue54FKgqOTdJeRRj7qDe3vk4A/QmgCRIvKhSMfwKF/IU1lNT4zTSKAK5UkYPStZLeCxtI7a2jWOGNdqKvQCs5lq/PJxTQFSZ+tZNy2Wq5cSVnzGmxEGealjbFQgGpYwagZaSpQoNRxjipchVLMcKBkn2oAr7N136iNMH6k5/kP1qXbxRahjDvcYdzuP4/8A1qm20AQBcdq29B4+0f8AAf61mBa1NG48/wD4D/WmM03PFVZWqeRqqO1AiKQ1Dmnsc1G3SmIjkbiq0vIqd6rvQMrMNvPbv9Kq24zbxk9Suamuz8gj7yHb/jS7QBgDgUgIiBnpSbeKm2g0bMUDRBa/LI2fWtCP5jVBAV6n5i5H9K1Io9opiJUGKsIKjRanUUAOAoIpwFLikIzAJf7TmOxdnAyeoAXjH4k1ORzVt0B5xzUJSmBWZeajYcVaZeK4gXN7feM7vTG1i5tIgZPJEahssqbgvsODyf60WGZHxJhaebSokGSfN/AfLzWCE6AduKtHUrvUE3Xdw8zKBtL/AMOeuPyFFvF5jis5bmifuotWUGccV0VlBtxxVKytunFb1vDjHFNIlstQJgCr8Y4FQQpV2Naokci0x7MNdmVwCpCkexGf8asonFWFTjmgCuF5pGWrOz2rA8YXVzYaA89pK8UolQBl64J6UAaLDinzyVwmqX1zBo8N/Y69qMoa4+z5njVFmIXLPHjnap+U7vUfQdjI+R+FUlYCtMfmqsw3GrD/ADGo9tJgRCOpUSnqmalVKkARaWeJpLWVE+8ykCpVWp0XFAFaKNlDEljuYtg849qmCZFTiOl2cUxlfbxV7TDt878P61wqX0tz43uNLutWu7S2abZG0UsaLH0JLFxjGM8dScCtXwfdXx1LWrW8muXNtKsarc43ryw5xxngZxxTsI7CRqrOakLZqNqQERqJqkY1E1MCNqiccVK1RmkBnXG77YoCbsIMDOOrcn8gKmC881ZaNW5I59ab5eDQBEFxTWArM8VXM9lobzW0rRSCRBuXrgnmsLWofEWiaNpt7dahdrNdl/MiK4EONpUE4+8Q2cdvzosB1Kc6lGn8Iy344Fa8YFFFAE6gVKo5oopoCUdaUiiigQHpTGAoooAhcda8p1i/m0vxje3tvt82KZtu4ZHK7Tx9CaKKaGYluMZUdBgVt6einHFFFZy3NF8J0doi4HFa0KjjiiiqIZdiAq5GKKKBFlAMVKoFFFAD8DFct4848MP/ANdo/wCdFFMDgdX8QNrEcEcmnWMBhVUje3V1KoOigFiAOc9OvNeisTj8KKKY0Rjk0Ac0UVLDqSqBUygUUUATKBUyAUUUCJFANOYAKaKKAPLNZ1ZtN8SaqhsbK8jln3FLqHeAyjggggjryM4PcGt3wHeT395rF5cyF553jkkbGMk7qKKoDtwTQ1FFSBA3SozRRTYDD0plFFIB20YoKjFFFAHN+NRjw6+P+e0f864S71zUb7T4bC6upZYIHaRfMkZiS2OuTzjHHpk+tFFNAf/Z", "info": {"video_id": "70708", "label": "lifting up one end of strand of pouch, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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2q0wqJlpDPN/if/q9OToS0h/9BqvpWuMui2sGSTEnl5Psf/1VY+KAw+lEf9Nf/Za5+1j8qFEHTGSfrUPRm28EbyXxc4z9TW3YTgkCuXtlLHNdDp6EFaaM2jqLdsoKtp1qhbdAK0Ix0qiSwtE7GO3d1GWA+Ue54FKgqOTdJeRRj7qDe3vk4A/QmgCRIvKhSMfwKF/IU1lNT4zTSKAK5UkYPStZLeCxtI7a2jWOGNdqKvQCs5lq/PJxTQFSZ+tZNy2Wq5cSVnzGmxEGealjbFQgGpYwagZaSpQoNRxjipchVLMcKBkn2oAr7N136iNMH6k5/kP1qXbxRahjDvcYdzuP4/8A1qm20AQBcdq29B4+0f8AAf61mBa1NG48/wD4D/WmM03PFVZWqeRqqO1AiKQ1Dmnsc1G3SmIjkbiq0vIqd6rvQMrMNvPbv9Kq24zbxk9Suamuz8gj7yHb/jS7QBgDgUgIiBnpSbeKm2g0bMUDRBa/LI2fWtCP5jVBAV6n5i5H9K1Io9opiJUGKsIKjRanUUAOAoIpwFLikIzAJf7TmOxdnAyeoAXjH4k1ORzVt0B5xzUJSmBWZeajYcVaZeK4gXN7feM7vTG1i5tIgZPJEahssqbgvsODyf60WGZHxJhaebSokGSfN/AfLzWCE6AduKtHUrvUE3Xdw8zKBtL/AMOeuPyFFvF5jis5bmifuotWUGccV0VlBtxxVKytunFb1vDjHFNIlstQJgCr8Y4FQQpV2Naokci0x7MNdmVwCpCkexGf8asonFWFTjmgCuF5pGWrOz2rA8YXVzYaA89pK8UolQBl64J6UAaLDinzyVwmqX1zBo8N/Y69qMoa4+z5njVFmIXLPHjnap+U7vUfQdjI+R+FUlYCtMfmqsw3GrD/ADGo9tJgRCOpUSnqmalVKkARaWeJpLWVE+8ykCpVWp0XFAFaKNlDEljuYtg849qmCZFTiOl2cUxlfbxV7TDt878P61wqX0tz43uNLutWu7S2abZG0UsaLH0JLFxjGM8dScCtXwfdXx1LWrW8muXNtKsarc43ryw5xxngZxxTsI7CRqrOakLZqNqQERqJqkY1E1MCNqiccVK1RmkBnXG77YoCbsIMDOOrcn8gKmC881ZaNW5I59ab5eDQBEFxTWArM8VXM9lobzW0rRSCRBuXrgnmsLWofEWiaNpt7dahdrNdl/MiK4EONpUE4+8Q2cdvzosB1Kc6lGn8Iy344Fa8YFFFAE6gVKo5oopoCUdaUiiigQHpTGAoooAhcda8p1i/m0vxje3tvt82KZtu4ZHK7Tx9CaKKaGYluMZUdBgVt6einHFFFZy3NF8J0doi4HFa0KjjiiiqIZdiAq5GKKKBFlAMVKoFFFAD8DFct4848MP/ANdo/wCdFFMDgdX8QNrEcEcmnWMBhVUje3V1KoOigFiAOc9OvNeisTj8KKKY0Rjk0Ac0UVLDqSqBUygUUUATKBUyAUUUCJFANOYAKaKKAPLNZ1ZtN8SaqhsbK8jln3FLqHeAyjggggjryM4PcGt3wHeT395rF5cyF553jkkbGMk7qKKoDtwTQ1FFSBA3SozRRTYDD0plFFIB20YoKjFFFAHN+NRjw6+P+e0f864S71zUb7T4bC6upZYIHaRfMkZiS2OuTzjHHpk+tFFNAf/Z", 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"info": {"video_id": "70708", "label": "lifting up one end of strand of pouch, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e9be82b93652b97f8234b8e055a3552347e18f13491272413c902978835b0643"} +{"episode": 52650, "episode_seed": 3903114225, "split": "train", "timestamp": "2025-10-13T03:25:15.312431", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3903114225, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dinosaur toy closer to palm figure'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "173181", "label": "moving dinosaur toy closer to palm figure", "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": "173181", "label": "moving dinosaur toy closer to palm figure", "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": "e6b50a94e1122e2c3e34517ebec14ff9c68bbdf61f6a02478585798a3ae8469a"} +{"episode": 52651, "episode_seed": 243768080, "split": "train", "timestamp": "2025-10-13T03:25:16.812193", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 243768080, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bag next to container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "14924", "label": "holding bag next to container", "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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jVgYpGGChz0z6e1aSSvcxgzq9avbS7S2ktNmCzbtqbefl/PtVSFwsdM1SxTR0ghQnyWd3Tc2SMkZFZU2pRxISWAxWcnrc6YaRNWa7WNck1wfiPxDLczNZWT+zuDj9agv/ABC2oPNDayeXEn+smPQD29TWVb2Dai6xRIY7YNnJ+859TU3M5y7FK3jVpyiMGOfmmI4X6V0ljqUNveXAazgu5/O3LJICcAgdADW9F4SSPSwQiozjCDHJ96qaRpfiGxkkW0hhhDt800gXdjpx+VGzvYzFtJF1DRZrZ5vKu5Lt5FgKEADOQK0fD1re2SXF2sZUbDGEdSNzHp+uPzq6fDMv26G9hlMkokDyq7cv6kH1rqpreJdPkRsxjacliOPQ8e9TGNpXN1XapOmupzEotWhVhaldq52rM4GTyeM4654rGbU5F1wvbgISCqRtlgemQM9Cea9C0yfQ7vTlFxpM4uSCHkY4ViOv0+hxXmOr2k82tXE0FrJHAZGaMYPygnPWup2aOWO52+mapBpDGYTvLHKPLkhJwY3A9+mc459KitiFc470ugPHrVi1lqFuPtAQEuV5IU5HPqDzUEUm0kmspdjqp6mgWArO1LU4rK3eWRwqqMkmorzUUt4yzMAAM5Jrgtf1J76UK25h/wAs4P7x/vN7egqGwnKxS1rV5tWuRLMzRWoP7tB95/pWjp7yCO0tp7k2kJjkwyfOwGQcY+hpdF8MTXzCaYvJLt/75A9KbPYJZavHFdwTyQrkhYfvNkdBRs7mO5vaZdWg1WWO1vH2fY/mmueCzbsD+dV9IgvY9YiCZM6Hew3E5A6/mKtJoD6pbi5tLBbBgCoikJ3P05JP0rttEszFYRNMjpMIwGVkxgj3qHFOVzejW9lFq17mNIba5lmke3kjlL7d8c23KjoenUg9qxNWvI4fs8UQeJY2yxZy4YZ4yDwa7nS20KO6ubfUbaeZ4n+RogdqqezH8cVyXjq1hk1KJNMspEiVPnx82Tknr+Ndejica0ZoadesjR30sxW8j+fyUHyzL0O3+fHpWrqeorqsNncojBCGKndkHkcisDwjeT20kdldwM0JceUWXJRjxn26/rW9qtkmnrbxQ4WDLFEAxs6ZH0rN6Kx0Q1aGg5UU2SRUU5qs9yqqeelc7reuLDbvtk2dsjr+FRexrJ2IPEfiRoxJaWbAy4+dyfljHqT6+1ctZ3MssVxISbiIREM05+8cg8CmWunTapcHcHWFjkJnOT6mtbV9Am0qzyVYDbhh6ZHFIwcrl+UTW9grz3tkI4pkkht4WBKksoJOOmcVLr/njUzItwHgICq0cny57iqFppmn6hbJawXk9zfOAQFTbGpH95j6V2Hh3RZ7SeeG7j+TeHjcLuVv8DUzSm0zXD1FSlzNCQtusbK11CKUuqli6sAeMFQcg5yDzn0qCeSHT4Znie73smEO9RtOeOiiulvEsIdStmvt/wBmkJjcRjL8cggfiag8WWugx+H5ZdNS5eY4WMv6g5OR17GumFuU5pyvNvuczod01xCIXlSAEsftK8Eux5De+cHqM12trrHnac9gHb7XGmxpFHy5DAZ57HqK8z0Ge50+8DNAzwyHEqOvysPfNeiNpMN5Yvd6aPKa4txF8vB2jpjPce9JaMtO6seSrtlYDcxHqT1rD1O12XMDrkZcKTW3Gm2JJGYBNu8npx6VVvjFcrZyxMHRrhcEd6lqw27nReGNPiRlZrdXwflDdB9R3rujJJIqocBB/CowPyrN0uxFvAOMGtVE4qdSGEcY7irSJjmmItWFU8cUhDLm4NvaM68ucLGv95jwB+dSQafEhtmbLPD1YMRvz97P1PNV4v8ASr4yn/U25Kp/tSdGP4dPqTWiJokHzSKPxoWgyVra1kXmzg/EFv5mo00qyB3fZIcg9dgoN/Ag4LN9BVG98RW9khaaWKAdt7ZY/QVV2VFI5/4kyvD/AGZsk2g+bnj/AHa8+k3zwuWckehra8W+I4NemsRCZWQFwjyDAbOM4HYcfjWRuSAF53VEJ2gseM0WurlOT2MC1s/+JtLCQSuAwHrXqPhy3S0hDpAgkxy7Dcfw9K47SbQTeKXTH/LAH9a9JtrcRRKoo2ZDJTvlYs5JPqanjQDHFIiVOi0iSRFwaY/+k38MA5SEebJ9f4R+eT+FOlmS2geaT7qjoOpPYD3J4pbJVghJmkTzpG8yUhh949h7AYH4Uhly2t4YZJXWCNjKdzb13DPrg1YZEfgxR49owP6VV+2W6n7+f90VHNqqRqWCgKP4nbAqrsaRpJEqD5VUcdhivJp9bjBxGdzc9K6XVPHNpbLsSR7h2OxUtxhSfdun8682gbB3dWJxila5qpcpU1zVr2W9tyG2x7+F9T71r+HtKiuJ/MuZHJJ+YgZZvx7CsrV4BsiPpMld/oOn+TEHIosZt3NqFIbeDybaERIR83OWb6mpYoV3biOfXFKicCrCLih6kD40xzTrud4rUiM/vXIjjH+0en5dfwp6jpgVFABc3zTH/VQZjj93/ib8Pu/99UhlqCxgilhkCEmJPLxkgMPfHXnmr4WMrhbeBB/sxj+ZzVbz4YxhpVz9ef0prajEo+VWbHfoKpNjSLscSKOFA+grmfG17HZCz3MAW38Z+lR6n4xtrNJD528oCSluM4+rdB+dcHr2sTaw1rNNCsMeGMaDkjOOWPc9KW+hrHTUi1nXbj7I4thhsZDGsHSg+pNDJcys56AkZx7/AFrQdDLBuIwcYx6Va8FacJrWOTHGSCfxosRJ3O00WztbKBXit8y9fMl5OfYdK0HgS4BEqiRW6hhnNOiiCqAOwqwi02QFvbxxKFjRUX0UYq9ESvQ4HeokAFR3WZilmmQZgTIR/DGOv4noPqfSpEJBbrqMEs8u7EzZiYHBVAflI9OefxrYSK3KKDbRMwHLPliffk4qBGjjUAsqKBgDOMUv22BOjFj7CqTa2HZMmFnblt32eIH2QVZRVReyqPwArDvfEEFmuZZI4R23nLH6CuVvfGkt3LLFYRMzR8GWccA+y/40m+5pFHAfaFm8MhWPMcqKx/2CcGpdMtorzXba0t+YBdGXgYAVQM/qKzNKvIoopI508yJ1IZCODXX+BLFQs2pmMRrJ+7gX0QHkj6n+VayM0dzEmFFWUHtUMbKaspjHFZjMnxDqdvpGnCa48whmCqIxkk1yknjC2liZYVvN2PvbOn0561b+IVwhS1tdw3A72XPIGDjiuDULlxuKlWIxjIqG7Majc7SPxfbW0SpFp126qMDcyL/U1FdeOrmOAtBYRo3AHmOW5/DFclCp8/bnK7d2cVO6Ca7toMEhW8xsDPFK7Hyo68ahql3GGnvGQEZKRAIP8azNS2Q2cgjx50p8sOTzk98n2zU3nhUyQFA7uf6VR0i0/t7xc+n3WpSwRospg2RhsyKhbb6AcdT6e9Zrmk9TS6SMzWnWFtOWIYSIMFOMZxip9Ua1ubi3aYgQvau/T+McVz1xeTXrebNKWC4C7j+eP0rSN5bvpaxzQiWRGzFnsfb/AArqp6RsZSd3c6nwTbNPf3N44zsiSEH1OAT/ACrv0XGO9YXhmxGl6PDA/wDrj88v+8eT/hW/GymkxEqrxXJeI/E1rpmp/ZngnkdVyzR4wPQcmuwUjAPAFeQ+JrqO81u7uI2DqPukdDgVEtASuazeKoZZo5DZTsi5KqXQfN6nmpT41nU7YtNjUerz5P5Af1rkQqNgBn5PtUtmC8Ss3c/pUqTL5UdEPFOr3uoraxvHAu3c3lpyPxOasyKZTuuZnmb/AKaMW/TpXP6Plpp7vYx8w7VOccCrWsXslvYu0UhRwQfkH9aiTk3YqNkh9w6SasigZW3TIUckuf8AAVn2sgGgSXYwXgG0j69Kvaxa2mm+GE1XTtWvpvMujbM1xCsYuWCbneL+LapIU7vUe4GHo7CeCeykcos67c+h7H863oxtdETlcsLBcu8NhO5kla5i2sR1DDP6V6zbxBECjoK858JWT3XiBpZZROtqCzSAYDORgfkK9Mjxgc02SSoBVPWNRg0qxNxPP5K5ADYzk+nFaCD05rjviFKPsVrDnkvuI9gD/jUvQEiOfxlbPEVgvbhn6bkjb5ffpUY8X2ttEqQ2d5KqjC7sIP1P9K4hQPmXcRg4xjP40sQP2grnK7Qc4qOYrkR1V743vhEPstrDEzsFUuS5yfyFWWlurpQb26kkz/AWwv8A3yOK5VV83ULaLaWEX71sfpW+ZyqZI284+Xkn8ambeyLikQ6oUNvHaoCBM4BAHO0cnAqKR0m1G3t5cKGVgFzyvTGaTw9HZ6p4wa0v7+5toJn8qOeOaNBGB1LGTjHB4HJOBWHfrc2PiW6Sf7SrQ3DxKtwAJFCtgbgvGfpxV0o2aFOWlib96Lt7tpG2ea9uUzxgKecfUV3Pguy+z+H7ZmGGky/4E8Vw81ml3qkMNrM7PePkxdoyfvH8ga9YtIo4II4YxtVFCqPYVrLczLKAVKxCRs7HAAyT6UkYHFVdbmW20W7kZgMRkZPrjipYWOabxrp+5lS9uH5wNsbc/pVaLxbboXleO9mlc/N8mAAOgySOB/U1xAUK6jJGc8gZ6UOCMENklgMYx1rPmZXIjtn8bOVPkadsI7yyA/oP8ahstd1XV7fzpbjyI2JAWEbePr1rmZ28q1fAJLfIAO5NbNgDb2kUITG1cZb/AApSk7aDjFXLz+TArzN8xAyzE5P5msmK4+yaY87/AC7t0sjHuT2HrUWtXLvaosbvy2WI4AAOOnuf5VY8T+GtX0rRNGub+WcteGRp4GjwIAuworHH3mDZx26dc1MYtluSRxNiDdX0EEjNskkVWAPbNesx2MVnYvJaNJB5algsbnbkf7J4ooroMUalncSTW0MrYDMgY46ciq+s6pd2r2VvBJ5f2mXy2kAyyj2zxn8KKKQ2c740s4rOWCKLcc7mZ3bcznjlietcso/eSf739BRRWUty47E8Cjz3PsB+lWbcYvb1x95AqqfSiih7Aal2dkQwBxub8QCR+ornk1O40K/OoWZX7RDnaZBuHzIQc/8AfRoooiEjHu0EMNsE4G0/0rT8I20V9q5FyvmLGhZVbpnOKKK2Mz0OYNpoge3kk2vKsZR3LLg/XpWzFI27rRRSYzOspJNd1DUIL12NtasAsCHaj8fxdz9M49q4XW1H9sXgAAG5xgcADFFFRU6DhuVIwCuf9n+lTwgJYsR2iJH5UUVKLZo6YgEFso6eSG/E1U11j5YB5Bl5HsoBA/Mmiiktw6Eeu+Jm8QS2dtPpOm2/2aNVie2SRSiKDhAC5ULk5OByea5uORo1ZwecE80UVvEyO28HXb28X2dFQiRlkZiPmJIrvUkYY57UUUmMde3stpplzcRhS8SEqGHHFcL4m3TWGn3s0jyT3MfmOzHp0woHQAelFFTL4Rx3OcUZkk+oP6Cp4FHnsfYD9KKKzRZbtgPtV63cMiA+g4rQv2McBK8bUZh7HgD+dFFD3BGNNrR0Ke5gXTdOvYJZVzFeweYFKfdIIII6nIzg9wao65fXGoXrX90/mXM7tJI5GMscdh0+lFFbQM5bljw9M8BuNSQjz4WWNQQCuGznj8K9H0a/mvbBJpAoYkg7RxwaKKpgjYilYEc1yt1cS6voWpXl25YwSNHFEvEa4/ix3b3OaKKl7B1OFI+ZfZz/ACqUqPk/3x/I0UVijRlpkVpbJCOGmOfwFayMRaSSD73zHNFFNiRnX6hbG5YdVmCD6LwP5k1Xj8Qapquk2+n317PPBDPJIvmSsxJbA5yecbePTJ9aKKuBMz//2Q==", 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", 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", "info": {"video_id": "14924", "label": "holding bag next to container", "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": "e8a82d84a87bc45d9c144d1d6398bafd72005fe96f82babd78e7b155ec8e30aa"} +{"episode": 52652, "episode_seed": 3529084033, "split": "train", "timestamp": "2025-10-13T03:25:22.748257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3529084033, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 small chair toy behind water bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "33819", "label": "putting small chair toy behind water bottle", "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": "33819", "label": "putting small chair toy behind water bottle", "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": "ec23ac7d4a6925962a4c58f006470d689a007d59c70e2b127b7f20d6650fc2c6"} +{"episode": 52653, "episode_seed": 2311529481, "split": "train", "timestamp": "2025-10-13T03:25:25.484397", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2311529481, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 small pan into big pan'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "38967", "label": "putting small pan into big pan", "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": "38967", "label": "putting small pan into big pan", "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": "44573f84eea9e916d8c435900dc6a0d27bc9804afaad4120ae22d469eb323db1"} +{"episode": 52654, "episode_seed": 2268223632, "split": "train", "timestamp": "2025-10-13T03:25:26.819112", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2268223632, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending wire so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 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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2Em8PGXViO2Of5VPQ1sc5YtiaBl6q4Na0rFgcetNubVbeO3cLtJA6VLar5twieppN3Y0rDoVlMqwQqWfocV61od1BJpsMEbfPCgV1brn1+lcwljHBHhI12nqyjnPvUtmsqXaFGIIPJBxxQpXInG6N64QXJlcY6n8hWfkMuC2R2q7dv9msG/vN8oqhp9u11I0anAClv8KcbsjZHlt3nyQy9VORViGcrMjg8MM1p2vhy9u7wQTwPFGHw5cY/AVY8U6Umn6mgiULEY1KgdBgYP8AKi5W7On8K6vHAFhuV3QT8N7H1reuoIpGki3b4wcBu49K4nw1NKJkMJwUHpnJJ4r1F9QMcZk1HRrS4wBvlh+Rj9cVDjzO9wcuXochHbSJerFIvA+bcOhAret45pGHkW8lw/3tkalsmrS6vp5INr4fiLdjNKzD8qytY8T6s4a0WaO1jI5it1249uKfL3YczeyOS8R6ve3Mkv2tSjZwqZ5ArmEk6sfrWprg8mRWO5y6ZJY96z7Oxlvra6aEE+Um7A789PyzTsXzFFPmYt3Y5q5bwPPKsaKSxp1hp8l1LgKQin5mI6f/AF67TStMR45fIRUYJgHHU+lWmZsntbOx0/Tovsrs0smfOL+oxgY9OTXS2eoRXNrnhCgw6jt/9auWWCVEl3KVKkZBHSptPRmZpMnaBt+tNsytdnPeMNFknum1C1iLeacyIg5B9a1/Aep3nh6zMcgDxyk7reQcFT1Bq3qMpWHaOp5P0qvpViL6aZnYoiLwQP4u1ZqbNWly6m/c6FoesS+fpmox2Mj/AHra5B2g+zDpVm18HQWsB/tDW7VIi25vs7F2I9BnpXPmH9+0F0NjpyXHp60SxrbwvK6k7SSMtkD09qpSW7RFpbJnOfEG/wBGa+Wz0KHbBGB5spYsXYe9crZQyXUqogLOzAAepNa93o5uCzpIqkksRg4H0ro/CPhWG2uV1F7xLhVXCxqpXY3vn0qkym+Val/TYI7aKOMLtKgBs9SRTNWu1aSKMNwBmtCSZWklkUABmwv06Vzl1L5t2xHQHA/CoS1DzNfRr2CGUxyMyeZ0b/PStTTb6OC6YSAfONu/09vpXNXdnNb7GwShUcjt7VdlV1m8s9ScYq76Gdrs6i/m+URA8tyx9q5vVNIh1FCkmApGR6hvUVfGY41DMSQoyT7Vl3d48qmMAfNxjH5VnzamkYtLQseCbmfw7Dc2d55d1ptwSGi65B4Nad34HXUiz6NPHdWUoOY2cLJGPTnr9aoT2EmnwpKD5kZA80f3T/hTbdpEkWS2uHjJOflNNS6SBxfxRZpeH/BA8IWV/rPiSSMxW6M1rb7s/N13H36ACvI9Pgm1TVREg/eTSE49MnP9a7rxHfXmoItpPdNIg5cOc59BioPC2m6dZaqZDK4uWTEYYDbz1x71d10FqtWaIsfsIS0dQ0ajCOO//wBerwmWC2ZsjO0mr2o+WkKJ1Z279gOTWFqs+232jgn5f6ms7ajTutSgkyNIGYlucnH610Fzdxz20Ukbh1YEEEYx04rnbS2kuI5TGMlV6etS2SyCObI+6RnI6da02Jlqdta3kM9oGTCBBhl/u4rzn4g27zNDqSp8p/dt7D+HP610Nhvy77iExtIz96odUl823MO0FX+8DzxWcpalQjZ3Oe8C3cMMd0JfvbgffBH/ANarfiT/AImOoItupPl2j5PoCcA/mTUmjeG4bvVGaH90CAjbfUn+dW7TTk065uUlaQ3ZOx2k9B0AHYVLbtfoapq9jiNVguVtYJZl2qHAHvwaZp8ZaQy9hwK9C1PR7O98OtJcqeJwEZTggKvb8SK5i2sEWRQ7bYUxkLycelUhc1zprHT7hNHguNxZyu5kPdT0/HFWLRY94cDGa2rMw3NvHJDIGiIG3aMY9qzZJI/NldFAUsQv8qTXUiMm9Cjq9yrPHHuGAM/jU+hTwrI0Rk2u+ApYdcdqxLuTzbtiOi8D8KdcwTWrpkYG0bWrSKsKWqsdfJtYq3BKjhq53xRp51GCExY86PP3jgFT710QjjiiLMcIgLH2FctczvczFgPmkbCj0HYVikVexP4Q0+KzuEE0sbSFs98A9hnvXoEkSRws8pLDHK9B9K4TyfKRUTh4uMnue9b9nq0l/AlvLxIvX3HaruiZRbZOu2CGSYqAFBOB0rlCHurolh8ztkn0zXQ67MIrRLZW2l+W+lZFrAwjedQSkWAW9Cf8/rUGqWlzH1jTWaV45gM9UZehHtVnw9b2kMfkDIZm3EnjcfSr8jDUR5MnyoncdjWdc2bwy7kGGHb1qr3QmizqsoabaoAC9cdya1NKikh0yOYj5JCc/TpWAyyXQyuTKTg+p96tQS3s3iq40T+2Lm0t41dYljUNkqmQvsOCcmqSurGcnY3Ll0IRuCSCDnuPQ1UUrEmBgDqa5/w1eXWoPcG6uZJfLCld5+7kHP8AStPVZhDCsCn55OW9lpW6CuV7y4VmO5sFuFHet7Q4ozp6hJFA6uRyd1cnbpukadx8iHaPqadbahNY3JWPmEn5h7UJJMJXaOr1BA91CsZBVeXJ5JPYfTvWTr0xVY7den3mx+grTtsSQG4Y8Y3E1zVxN9qu5JGcksflX27Um7lQiR/ZZZLF5UUEA/MvfHfH41Hp+oTafMdjHa4wfRv/AK9a6B7OTynUrt4Oex/wqrfWEbqZEGAeoH8J9aaYNX1LckyJY+ZGQwxx/n61k6fE1zqUcajOTnn25quhkiBhYko3enMLqx067voJGikRo0R077jz/KqiiZM6jduLRyjOeGB7/wD16ewVnViASo4auZ1qV49Eh1Oz1vUJs3H2bdcRqizkLlnjxztUnad3qPcDdixgFmIRRuP0pONhJ3H3U+E255PX6VX0sRXGpxsXUhSdoJ4LCsm5ne4lLAHLnCr6elStEYY18r/WRcfU96nlSLu7WR3U8Crbu0rZXGSoGB9Kx4wkEUkpUAICQKistZfUrdIJMCRTz7+lN1uXyrVLdW2s/LfSiT6CgjAJe6u8sDvds59M1BdRzW904ZcMpyAD1HYir9tEwDTLkhCBu7AnpVySOO8hCONrr0P90+lNMuSC01JtRKea+ZI12j3Hc/Ws7VZt0wUfwj9arT28ltNvQkEdV/wpsokufmXLOxwR7nvT63J6WN3TEeHT0kK4WUk5+lXh5fzSYB3j5vf/AOvWHZzGXxU+h3eqXVrabxFG0csaLHgDJYuMYxnpyTio9K+1/wBsanaXMtw32WUoq3GA6jJ+8BxngdOKJJ7kxlc2VIjTaMBeprPuZlwSTgnhc8VNqUot7dYkY+ZJySOoFZVunnzmV87EOBnu1Ry33LTtsdfolqU09GiZQ5O4vnPzVoTW1prlwJhLBa3ynbOkxxz6r65rltI1J9Lm8thuhY889K2Fjiu3a4mUMPvZ9qpNJEcrvcg8XXFvBFa6ZZNvijBd3A++a5cwyfYnlRCUDAMR2H/66tXshuLyR93y5wqjsO1W4Cbc+U64xwcjv3BpOV3c1UbKxn6Vqs2nO8efkkHI/qPetWWRYrPeDuGOCO/+Sazr7TkCl4uEPTH8JqnHNKsZt5GO0nIPbNPcnYmsI2uL+OMDdk5x645roiUuEaOUAg9R/UVyxN1ZWF3fQyPDJE8cauvX5jz+lSeILPXtG0fTdQur66We7L+ZEUwIsbSgJx94hs4/+vVWbM3LWx1WtuyWCKpwJJMN7jrWNp6hr5mIyY0JX65x/WiioWxZpXACxqwAzu259RiljkaLbImAwAwcUUUkMZqMjT3e6TklR/KtvSo0/sSNdoImLFx69v6UUUR3HP4EZF5AlrcNFEDtBA5pbgB7diRyoOD9KKKXUroZeArFl4JOeK5+fVbqy8SXF/GVa4jlYAuMg5Xacj6E0UVrAyqF7wYPnvV7ZQf+hVJfSNJdXDscneVHsB0oooe7JRZhVVtYUAG0gEj1z1qHaFmKADAJH5UUVJSL6XMq2k8AOE2/1FQaVEkmrWwZc5fJ/Dmiipe6LXws6PW4I2thcbf3i8Z9R71jRHAx2zjn0ooqpbkw+Ez7tFErLjjgj2rM1WeSPS3iB/dvIhZexwaKKa3FPYp654hfWYLeKTTbC3MIVI3t0dSqAHCgFiAOc8DrzXXamTHYIF4EjhW9xRRVS3IRmWKh74lhnYpI+vT+tXbgAIrADJJB98UUVD3LRHGxgmWSMAMAKXUZGnvSZDngfhxRRUy2LhudFoVvE+iKrICJSxfPft/SseRBFdOik4VtvPpRRVPZEx+JjLxQ0G8gbh3rN/1T7kJUg5GO1FFCKMu412S01O+aWxsbxZ5Q7JdQ7wGUcEYII68jOD3BrR8K3c+pahql5dv5k88iySNjGSS1FFXLYxjuOv5Gku7hmPIcqPYDpV6xhQ20EZHyuMt9T3oorNloYgDZ3AHjvV/z5E0qeNTgAAD6E0UUuhXUo6ZCkuqWocZBfJH05rc12CMCOcLh3O1vQ0UU47BP40Z0PzKVbkHg5rMuYlEjKBjaeDRRSRT3Kmp3Ei6NLbg/u2kRsehBrF1DXNRvtNg0+6u5pYIJGkXfIzElgOuTzjbx6ZPrRRWq2MJbn//Z", "info": {"video_id": "5980", "label": "bending wire so that it deforms", "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": "5980", "label": "bending wire so that it deforms", "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": "56b56e18300efd35c84029f404534c493c1944911114008444b5f769aea7824e"} +{"episode": 52655, "episode_seed": 1285135318, "split": "train", "timestamp": "2025-10-13T03:25:28.096734", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1285135318, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a sharpener with a stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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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dDvhLA8TH5kOQPY//AF6v3WJFDDt1rLYdjO2e1SRxbvlYAg0ZGeamgK7xmgtDZtPksIfNtiDC33oWP8vem2uoBWxzt/UVoLdRyanLEOTCFUZ9+TVq60WC+gNxCTHcKO3Q/WqSL9rGT5Z6ef8AmdV4gijk0KIOpeSbkbRnBNeVxu1tLPHJ8rqcYNewxT2sGhIb2SITsp2/MD+ArxvxBOJNakMQ4PJIqY9iJEUlyWYknrVO5YFT7U2RznHeoXYkdc1RDIAnzhs9Oac8j7jhyvPQGmlsUxmyc1QhlwfNGHJJHQ0adEHv4kxhc8/TvUcrgNzU9oxiEko6ldop9Blvz/M1GaY8gElR79B/n2qKMlGz2FJChUDd1PJqZ4vl3KPrTSuNTlHY9F+G6LeWWsmU/IiR5B991c/qMa22sBY2/ducqR0YV0XwkiWd9XikOIisRfnH96q3xBW3tplWEKGjOF21k9JWLcubU524uudq9BVGZlcciq7Slkyc5qNpCRinYhlOePLcfnU8VzNbIPIcq5GD6GmE80x24HtTJEmvbuYMsshIPUVCkzH924EgPFPfpkdRRahTdJJ2Q7mH0p2uaQqShsXCRcSwRv8AuxEAjKRyBnn8aabhpLuSTlQTwPQVWkYySvKSdzN8vNT5ZABMuQejihNrc1cIVfg0fY2rO5VsBuW969M8W6asmkpO20Sldw9TxXjy5XDIdy+o7V75eWaX2g297cDLRxgop/h460qj2aMVFxbjJHkFrPiJy5yFOBUU1yXJz0qLU3S31SaKM/KSTgdqpvLz1pWExLlVJ3DHvVaN9rDqBntT5ZC2feoMjjmmSa7eIJEUK0YZh/EOhrNu9ZupDujXavf2qAuA1NbBOfzFCSHcjV57udFZ2JY9M1eZD/aLQ22AoOOenA5P86g08CK7Mp5WMZH17VLZOS0rYI3Arn2NNq5cKkoO6ZuaJ4nudOPliWSNT/db+leieC9ZmupdSLs0hmESKSeQcn/GvHmTy3weh6Gu6+Ht8YHvF5Zi8IQD/eNTJNI056U9bWl+DNbx7pyW0omTAcfeArk1uALZGc5YjivTfGOnwfZpLiUh5JUILHt7V439oy7R5yFOBSWpkyy8m/7x5rNnjWNuOnWpjIRnuKrytuNUiCxp100Fyrr1HbPUdxW//bVlt+abr2xzXKA4yc81HgMcmi1xmxd67DHIVjBY9s8ZqidfuyMooQe3Wq0kSyR8D5x0qsg3kJjqcCnZBc6CzvbhXS9kbLucEk9eOn5V6f4V1GzvLfZkLKR8yOefw9a8smhZ5Y4IxnylA47setaCaitjOYtpkCDG4HknvQkTJXL+oTYQRqTjrxWJKAGz3qd52dACckd6qyN0JqEasryD5qhk4HA5qdzk1Xc0ybFd2I5NQs/JAqaUZIqtIMOCO9WhMULuPNaOlQJLI4lIESLvYn0FZynbUqHG4knH86YFyOUNcFW6Mcg1oBRt4rHgAIIY8djWh4dtv7Y8RtpdxqU1qrRyGIxpuLOqFgvsODyfT3piNvQbibT474wzPGsgUEKcZ69aq3ssty2ZpGfb03HpWZoN9LLFP5zs+QhAPbrV2RyRjtWcty1sVJeRx0FQngVPJ0qBjSFYru2T9KhZwKmkPBqpLlQpqkICxY1ZsYmkuQkYyzcEetVVNWbad4JlkiO1h0NUBNdhIL4IvMafLkever6oDGOhBFZS/PKS3Kk80+4uZbW2Ko5HI2sKAZbeBoG8yEkDPK13OqeItSeJI2umIVcY7Y9K5LWLK0tvD8Gqadq19MrXX2XNzCsa3BCbmeIDnapwp3eo9wLlxcCTDDqRzUSRq6kpq0nsUZhvmaVzlz3qq+d3NWpDk1Wk+9mkQQycDJ6VXZqnfmq8h+YU0SxpIHWmeZk4AqMsSx9qcoyapIRoW0Rmt2jjGXJpquIJRGfu5xmp9Mu47W3nc/648KMdB61X27iX6of0pjLzxB1wfzrX8LXNxYz3JgmaJ/l5Xv1rF8NR2upeJk0rU7+4tYJm2RzRyxRrH3JYycYxngck4FWLQz6drWpWknnjyJjFtuABIoBI+bHGfXHHpRLYFudDq+t315vElyzhuua5gxhM4GSTV6WTOapv1NZoplY5yaik4HPWpW4qKQAnmmSQk8U0cUjffphfPSmhE6Ngg5qaGILcicD5RyP97tVNfrWtpUb3L+Uoz3pgW4AYgZieTVK6Q5Mg79afrU7RW5ELldrAZFTa94e1bw/oGk315NcLNfeZ5sLRkCAAIUDHH3mDZx26dQaaBjGY/N9aa3zHmiisy2V2PWo260UUCImALCmTKNjjH3RkUUVaEVR0qZfuUUUwLMXQCqcOp3Gja2dQtdnnws2zeuR8ylTx9GNFFMCfQSVEgB6AD+dazMdufWiis5bjWxXJNRPRRSGQt92oygaNie1FFUiSqDxUsfQn2ooqgJ4fu/Wm35zZMDyAwNFFMCxq/il/EFvbwzaTptqbdFjie1SRSka5wgBcqBzk4HJ5rRViUFFFRMaI5GORULHOaKKkZA3JqB/vj6UUUxFaTiTilXtRRViJAcIavWf3cdiKKKAKsWtnR7q7iOnadfwyuHMd7B5gVkztIIII6nIzg9watWGoXOqXN/qF5KZLm4kEkj4xljnsOn0oooewLc0Mk1WdiHNFFZlETGoG60UUElfrn61Evf60UVSBj15P4Vq6bcPb21wY8AlQM9xRRTewIqX7FrQknnctR3viHVNR0y30y8vZp7e2keVBJIzEs+M5JPONvHpk+tFFUI//2Q==", "info": {"video_id": "107773", "label": "pushing a sharpener with a stick", "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": "107773", "label": "pushing a sharpener with a stick", "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": "7eb16cfc0a4a2d71c4742e4195f6ecb39fa5518ecc4148c817648e26cf85de60"} +{"episode": 52656, "episode_seed": 1949997032, "split": "train", "timestamp": "2025-10-13T03:25:32.757028", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1949997032, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ink drops off of the floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 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": "56864", "label": "pretending or failing to wipe ink drops off of the floor", "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": "56864", "label": "pretending or failing to wipe ink drops off of the floor", "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": "765f4ee0e6b602ef8701074f29c81b97f21c66ca1ec163ac52862d7314151ac2"} +{"episode": 52657, "episode_seed": 2090168644, "split": "train", "timestamp": "2025-10-13T03:25:34.719280", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2090168644, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cord into adapter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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", "info": {"video_id": "111846", "label": "plugging cord into adapter", "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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wPFP0uc6fpFrbCXbtjXcoP8WOar63rE8WkPJb3DpJvUBhwaycubSx1xi6aumQWHw5UH/SLxincDAzW3pN8jyG4DcqAn6YrE1W5a30KHUtP13UpVa5Ntm4jWNZyE3M8QHO1SQp3eo9wMLTNSeInk7d2azqe7Y3w7dS+p7do2tqtjcqW/j9fak8VeK00nw7NqJI/cgHkZ6kDp+NeZ2OsvFAc7vnfcSKv6tp+o+NdCm03TWjUqyM7TMVXGemfXv+FNVUrFTw7tJmFffGKeaOSKNJCjqVICKuQRivNNSvVvZt8aGNB0QnOK9QtPgVethr3W7aJe4ijZz+uK848RaL/YWqzWPneb5bHa4GNy9jjt9K2VVSdkefKlKKuzIqe2ga7uEhV0Rm4Bc4GfrUI605TscMOxqmQkXb3SrzSNcl0y7UR3dvLscBsgEehHWvZk8XPaxJ55yGQMQpz1Ga8a1G+N5frdKzNK0aB2bk7gMfyArYmvmlAkBIXaFAJ9ABWc5aJnZhY2k10O51rU9OeJr0xl5zymWyB+FYHg7VPIutQOcCRkb/ANC/xrO8Lx2Ota9FpOr31xbW07bUlSaKNYz1JYycYxngck4HemW1u2l61qtkyTxeROYttwAJFAYjDYJGfXBIqJp8tzohUjOpyHqGn+IDHbMu/wC8/Arc0/X7eO6ie4uFjiX7xJrgNJ0m81RF8mJ9pPEnQV0N38MP7VtIll1maCQMC21Mrt7jHrWcamqT2NKtOKi7bsqX/wAZYIZZES2AkViCApbGD65rhvFXj9/ExQyQNGyIUV+BgE5PAraX4Ja1LfTJ/aFmlsHIjlcksy9iQBwaoeMfhpH4R0iG8k1YXDvJsZRFtHTsc810+2i9Dy/YSWp54TS7iBjtSEU4DgVRmkzVv9FNlothqsV5FcQ3TyRlFBDRMoU4YH1DZH0r2P4KXyW+kXOnMfmkk+0A+nygEfoK8TF4P7LezZS37xXQ/wB3AIP869r+FGmG18NHUZiRLdyNsyOiDgfmQah1OVXZtGlzSsmeqNKn94fnULSoT98fnXJ+Lb+4svD7z2tw8UolQb04OCea5rWh4k0XR9NvbrUr1ZrsvviK4EONpUE4+8Q2cf8A16qNVtXJlRUZWubcTEgZNXImJAoorgZ6BbQmq2r4fSpkYZVxtYeoNFFRL4WNbnzVqUSwajcQpnYkhVc+maqCiivSj8KPLn8bCva/hwiR6CixqEDjc2P4j6miissR8JvhfiOvOVbg159qGoz6Z4tu7632edFK23cuRyu08fQmiisaO5vX2Dw7cSWouBEcZ2jp6ZrdW8uHbBlb8DRRWjWpEfhNWwj81wXkkP8AwKt+MkKBRRWMzWGx5N8WoUaaG5x+9VvLyO64zivLqKK3w3wHLivj+QVr+GYo5dchEiBwuWAPqOhooreWxhD4keuTWkTQK/IJGeDXOa7lNLYAkjzF60UVz0tztq/CU9X8TPrsFvFLpenWxgRY4ntkdSiLnCAFyoHOTgcnms61YnIoopV+hpgepuWM0gHlq2FJGcV6fpUn2DTxHAigfeJPVie5oorFHZW2RFd65fCKTbIFwpIwK+dNWupr3UZrm4kMksjksx7miiummlc8yu/dKXeg0UVschNazPBMJYzhx0NSfaJGQjIAznAFFFTI6KLaWhoaNrz6S00babp1/FMyuY72DzAGXOCCCCOpyM4PcGujsg3iTV5bvUpHeaZzNIy4XcxPPA7e1FFEvhFTf7w9GtJpLW3SGBikaDCha6DSppXBZ5GbjoTRRXNPY64vUrXWsXkcrojhQCRwK8x+JuoXd19it5p3aIhmK54zxzRRVwSsRNs8zPSlBOKKK6Dh6k1rh7uJXUMpcAg9+a+ltFUJpECIAqIgVVUYCgdhRRWFfZHbhepQ8ZO3/CNMM/8ALaP+ZrhrvW9RvrCGwubqWWCB2kXfIzElsdcnnGOPTJ9aKKKfwkVvjP/Z", "info": {"video_id": "111846", "label": "plugging cord into adapter", "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": "4be2829a3f3277b8ca9259a469f20c9fb07130c33a2b9b15216a91e59455211c"} +{"episode": 52658, "episode_seed": 3664429959, "split": "train", "timestamp": "2025-10-13T03:25:37.727868", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3664429959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 crayon, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "23724", "label": "lifting up one end of crayon, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "23724", "label": "lifting up one end of crayon, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bec6ef4281bb0fafab286aa82bfcd257998ad0968abed13c0ad66d3840b35671"} +{"episode": 52659, "episode_seed": 1206642853, "split": "train", "timestamp": "2025-10-13T03:25:39.081239", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1206642853, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 beauty box with tv remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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cDHOfxrktR13+zNfM+1HthJ5IyP4enJ9CRXULJba3HvtbgRuR8yY5B9amrGy974evl/wDShiYKfJLRt6ef/BJ9Mup11uOK4SBFljcIBJuIbjj8R/Kqfj+d7TTzIj7JtoVCpwVJbiqd3btDeW8UsMYYIfnT+LH9axfF74060tw/Mk245OcgD/E1WHilSU4aLU5cXVU8U6LV0rf5g+orrAhF5N5NwqfK4H7t29x/CT69PpVtixUK4YOgC9c9OK5y1BYooIY5GK6IjauMdq5cdL3Uj0MFH3mxdEMdxrFxHOMiKIMi44Y55J+grodZc3unRWcMO2UShjEOONpAPv1rm9PQR3k1xgnyyjHAySPmBH5Vd1K9mhaZpmcTxDCMODt7f4mvQy+S9hZbnHj4v2/N0IL6P7OsUcr4LqUKj+Eg8fWuYmBuJZIpM4RuHB+Zfp69elaNzcrqWhSSRTFLqIltuOcAdj9KraVAIbeGR1MjPl5GPqTVV5WaM6Ud31MWfSDglhlTykgOQRWx4d8baj4bmWCdnuLMHHJyyD2z1HtW5qvl6VpUS7ElaZwNjdMDkkenYZ965260yO4tjcQEvD0bj5oz6MP69DXO5WZ1JKcdTuv7eOr282qWsZSEoEt8r0UHG7H+8WP4CpDZXAdVbU7wsQclcBcj/P6U3T7eex0xY4FVIQkao3UEAe3vUEjXhViNQtF3HPzAjB9q56yqz/hnbhlH2cba6X+8fa6bc/Y/NCO0RJJkI61UuiIm2AHDryR04Ndho0xuPD1vMDGzCLD44GRnOa4O5fdq82D8qqqfj1/rXRXqtYdxfoeLQwsXjo1YbO7Kt9cC2i8xhuXIyO+M813GozI9nKqLwv7xSTjp1/SuF1NPMtHHpziuwL/ACgtyTxivPw70aPaxCu0zOiWa5iMyKBEozuJxnnHHrzUl1ZTxbSXRgwyMGn2BZk+xSSAKm+JAxwDjkAfgc/hVOOa5aScXUmVthsVV75NexTw1N01Jnj1MVUjNxRkaxfyaZKDEomjzhmBxg+h9DVG28VwozmfdBIFLKSMjcOnSte8t0kWS6IVYVU793fGc1xC2yakrSW6hXAy9uTlgPVfUfqKxrU6cZe6dWHrznH3j0nw3rdn4nhjnjYWuqQgEoT39PdSa662W3ku1gu7RYpbgEAN0d1yCVH0OfyrwWNZtNuUubaR45FOVZev/wCqvSdL+ICyaelvdxqNTKlbYYzubGNwPYc/pRG1roxqxkmaOpXUd/dzKk6LukcqGPDc4/LisGWPyLveFKyRfMQ3p9e4qZZZkmW1tLWGeRY1aRpTgAHoPqev4065MjREz6eY2PyiSOQMv+NcbS9rzOep6bpwhQ5Gr2X4lCSQBC4OQOSDU5urUeFrO+SJVlKzBzjkuG2jP0BFWLizSdtiqMkYyK5cySWkU+mSgN5Fy7AdQQwAP6rmrlh1h5c26ODDYx42PJtJEBLCxlEnKThkVj2J9aW30xLODc7rJIrK21OQM9c/mKgMfksjKWaAjGD2bHNXfDsgnvZrOeGQhxtUp/Dn/H+lar33obNOnFpm15KqyxRbNjJ8ykbuCe4rU8P2tmyvbqTFLGzERN/FnH51DoemfZ4Z0IBlWTaS38KjrTfEtsbCw/tePcJCoACnHzdMf1rRUlytN2OOVacZJ09/zNx7i5S5VWiEa/3zCDgiktdWvbaF1SVGjZifmTJGfTmue0Dx3HcgW95ksBznhgP61cgug1uDkbFLYI6AZ4p0oVHUfPtb5f8AAOfHY5SpxjFOMk9V/W5jXdw/2rVJz1O22Q/Xlv0B/Oq+napdadMXhfKN9+NxlH+o/r1pupZEdvCTlypmcj+854/QD86oGMxNy+CaaZ0KPKkjct3jnuDe280jS7i0sMh+YD1DfxDn60+Y7Y2Ydh0NUNMQtMTjgDmr8oyjA15mNd5pHqYKPuNkU8+UyD9DWQuni8vowhCbmAKdM/SrUjoyZzUaLzWcazg7o6nQjONmdfNpSXunyWoQKY4wY/8AZYdP5UujCXSdHvr+6lzcY8tQexbgf4/hVTT9XuEVSUE0gwPmbG4e/vVnXJo5Y7S2b90rHz5yO5+6CPwya9ajKFSPOjw69OpTnySI4vCdy9rJc6hHGLdYw3OGD57frXC395eaHrUzWsnmW6v8qqcbQOMA/wCRXrd94is7Lwn/AMS6RLh42W2AcE4yCc4PUADivLLm1Mki9y5wM9zV6p8yIcYzXJNXRtQ+JV1F7aSaUFljbBA+Yg8cj6g1Q1q4j1G/tvKcOsEZVwPUnOazdS0uL7bMUTKQbYEx32jB/XNSabZNGXjVvvsBkctgDP8An6VEqi5eRKwqGBUavtW27dzeXSUtLy3KMro8fmEg5+mR2NW5KZp9uFV51fcG+XaRgjHc/WpZV7ivKxcr1Ldj2sMkot9x2nusEk0jHGAOfzp+q3o1TNxhRLtChvXHrWLqFyYUChtu6iwlLWhyc81dGvKmlyjqYeNS7kbGk2CW+nSvLEu6TK7ccY7/AJ1kTabd2usrZRMRayOHBJ+6PT8Kt2mpy2wMDEvbsc47ofb29qv/ANo29wGmmjkX7KDISf4yOQOO1dyrxro82pQnQl5MyddjutT1b7PawSTJaIIjtGcN3z/ntWrqOnnSNFXyhHHeBgs3cMME4x36jP0p3gPbHeTz3N2izXLbREzDLOTngevJrP8AFGprqmrzLBEI0hYxkg8yEHBJ/Kqgr6kzbXuoh8M+LkaN9Nv1woJBUHlR6j2/lXSTWCxQy3dnIs0Tp8yMM5HsfWvObqwP2KW6jJWZ3WFGXqP4j/IfnVvRvE1xYmSzuX+Vsxkn7pJH6H9KVaiqqdnZ/g/X/MzpVKuFd4aw7dV6eXl9x2mnkLZIUJBZecMQD9axo3826ml/vOT+GeKsWl9GtnsEibhGQAWwQ2PSoLaMCMD2rLMnZKJORxvzSfTT9RLld0bD2ro9/cnnHPsKwJeDzV281CGygMsz4QHgd2NceH6ns19bG5Y6fa3bSNM37zKMEJ4IGc/jg1m+JUl09vt9mu5JHKypj+LHBrnLDxPdf27FOEDwDjyScZHqD611s2sWdxbmCR/9ZkoCh/X0x/SvZwtaEqfJfU8fGYepCop20ZyutST2/hZInB8+8cAKBzt6n+n51neH9GDxG8mhdCjEwtnaSw6itC9Wa68V2drbTArZALvPQnq38wK0fHGoW8FlDaRgtPMCyOjYVV6E8dc9K5arvKyN6S5YrzOZSSLUh5UypFejo3ASU+h7K36H2q9pOmga1dzsp32UCQhccqx5Y/mcVkaTH59/Ekw/d53uT/dHJ/QGrem6u+la2l233LxmLA/XOKcYOSaQqtRwtK17NP8AE697kQTu4sZBKVVS4TcGC+uKntp7PUJ4LFGI86UEgjB7k0t00k8S32nkOrDcQvXPpUMN3Ml3YzHypiG3nCYbgcj9TXN7KEppyb5r7efY76leMsO60Xoa2qWMVjD5sBIUnBBOcfjXmd+5fU7iTPDEfpXoniDVLWbTw0DNuHJVlIxx0x9a88nUCRSRndV4qo+RRZxZZRj7eVSO1iS2APBUMD1B711HhDSwl5JcFhJsHAPVc+v+e9c5axrkYrdsJJLaZZInKSDofb0PqK5cPXdKWux6mKw6qxstGdPq+lSyiC7tW8t2G2UjuvY1V8RWT36WOiWe2SRU85gzYzkcf1/OtLT9Se5cW7wIYW5Y7jn3H096yLPULJfEsmqXs7RqGLRKoJ4HAHHt/OvacoyhzR6nzyhOM+WXQwNS8JLpWiyLcmOO7kiLoccxknGAa5jSzPcSCynmCOzBY5iud3P3W9PY/n613/jvV/t96unwbGt41WTzF5LFhnr6YNcjYRCGS5nbk28RZR6MflX9T+lYuLj8LN1aeskTyFLi8mnLARbtqk9ABwP0Ap1rpi3t/wDZzKp352vnCt+PamGLFqIV4YJu56H2p6xcgM2EjUIAoyCT70npobwiviZZsbb7OJRjH7wqOc8CpZehqxHB9ngWJmD7RjcOhqvKNvuK8avLmqNnp0Y8sEjG5YYHapoB2xxQm0fjVqOLJyKzbOm9ixCm0jFS3CySnMrFgcAOTnHYA+1Ni4x6VeQcAEDB/WtqVWVN3RhWpxqK0jBaNhOI2GTn8quWAjW7+0PECtsjSDPQ4Hyn/vorV82UZYuo+YKQo7ZqC9jW10pyhy1xIIxxghU5OfTnbXrU6saqVjypUnSvcppbBbe03Fd0xYsWOOOnX171Zhs1tpV8xV2hyrN2J7HgZxmp2h3Q6c23eBauxH1JH9a0dESYI6lUkjUmT5xndjgjPbjtVTXvBSlamV5Jg88kuwKJW3YHr6/j1qvLg8g1JO4aR2VQFJJCjoBXNWTT6n4tuNNfVbi0iIkMQjTduZULBfYcHk+nvXj8rrVHY9ByVKCuM1xhvhx1+b+lLpzbYD9awLC8nv3ZriZ5CoBG49M10lmoMPFE1ye6dNOSlBMlK5GRT90jW7w5yj43DuRnNN5BqeJcjNZxk4u6HKKkrSMqSKS3cSISMchhwRj096ngAI3sW/eEjOecnqTWm9ss6EHvUkGlmWaK3jIOQEz0yO5H05r1qNdTj5nlVcO4T12IWtYi1laqu1Y4DcSZ7s3P/oIWsqfRRdwRy+UNr/KcEHmt2zlF5qepToPl8lyn+6MKv6YptsjwfZiiEhUUup6E4zn9f0reotEY0ZXkzF0+zjggRSSzhgw+bO3AwRj0reiCmMetWdTt4o1jxbrHK3zFlbIYdR/OsDXbma00lpbeRo5Q6gMvWvKxF5VeU9CjaNNyRoTkDqce9cdqWoyarqLSbiIUO2Nfb1+prS1xlh8PxalY61qEytcG2zcRLGs5CbmeIDnapwp3eo9wMm2gAT3p+zdJa9S6M1Vd7bF+wXFxGe4Irf8AtBikDhVfB+63Q1hWqlJVPvWux3fWsedp3R0TipKzMi/SR3ebJZnJZvqaqh5roxLLIzeSmxQf4FznA/Ot0xhwV6ZGKgXTShdlOd7ADnGO9dtGuqmj3POrYdwfu7EVrFFHZ3l1829lWGPPYOef0U/nU1/pJuoJLdYyzworZB6ccinXcRtorK0K4Z3Mzr0xk7V/QH8607mMrqF8V4cOFQ/QHIrrt7hz3XtbGT4d12fS7r7NcEshA+9xuHr9f510t9dQnVLSeAhlkjZj/n1rKvtMiudN897UbkXaHBwdw5yRWJaak1rKI7knKggMe4P9aS9nKrFz0kvx9TjxOHqxpz9h8L3X43X6nR6tcZiI3D52xj9f8Kw5wGZCKg024t9Y8XjTr7Urq2tZX2RyxyxRrH0yWMnGMDoOScCotPS4j1vVbO4Nx/o0xjCXGA64JHzAcZ4HTiuXGwbbmnojuyl8lOMZKzepr20ZADY4rYtl4ANVbYLgL0q6ibRx0rzU9T12y0C+w7HZGwQGU4IrLvInbJICOOoH8xWnGc8d6SSNZOGHTofSumjXdJ+Ry1qEaq8znYhhGk2ZK9B/eNXPJUWVvbqmHurksT3KrwPw3Fvyq61lGigKdozkkjoScD8KbtA8UWlqPuW7LD7Ejlv/AB4mvVpzVTVbHmTi6cbPcjEHnPcbdhETnAz8xHAIx/nrVmARwC4jeNWZ1KBTwcHBBGBjrzVby22ORkM0zkNnqMgYzW5O5OmCSaCLe+ArAYKEcY/Kom+VOXY2hrGK7mYWBXa3XpVSbC554ql4iuprXSmkgkaNw6jcvXGaztf0/XdC0PS728vLoS3hk8yEpgQYClATj7xDZx2/OvJp0JVFzI7qlaMHyssL1I9KvWxPSiisjqZajOc1ahJwR2FFFUQTZxVTUxut0Yk/u22gdsHr/KiiunCN+2RzYtfumaFqik2CkAq1rKpB9MmtCxY2+kSNFhSU5I+hoor1J/EzzYfAjAk+XpXB3uoz6T4puL622edFI23eMj5lKnj6MaKK8jC/GejifhRT0QYeYdgFH866mxPy0UUV/iZ0UP4SLhHIqWPhhjvRRWCNS0tWYnK/MPvBWwfQkEZFFFa0naa9TGt8D9CppAAa597Zx+lbVvbxmawkx8xgBPPHHAoor259DxaP2v67jdfYvegYACIAoAxgZNcf4mP/ABJWP/TRP50UV5FT/ePmenD/AHf5HOa/4lfXLaCKXS9PtjAixxvbI6lEXOEALlQOcnA5PNTwHAFFFb4noGB6mpCAStXT1oorgZ3EgAqVT8pHUEYI9RRRSWgpbEGo/Nq0gPPlhFX6BRit14llbU2bOUmVhg+1FFe9L4EeDD+IzR1JFj0MRKowzAE9zg1wt7bRO+WUGiivOxf8T5HoYT4H6nOHWTpGoXkX9nafewyyBjHeQbwrIOCCCCOpyM4PcGr3h29uNU1LVL+8kMlzcOskj4xljknjt9KKKur/AAPuIpfx/vOqh6g1oKx8v8KKK847mSjoKkySuT1xRRTEMDENkduRVS2UDxFDySTKr5PqTk/zoorvy5vmaODMF7qZfhiR7eMMoOLtwD7HrV7WZGNrbxfwDnHviiiujEfwpf11MqPxw/rocR4oJ/sZ/aRP51yt/r+p3+mwaddXc01vbyPKgkkZiWbGcknnG3j0yfWiiuXDfAb4j4z/2Q==", 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", 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", "info": {"video_id": "45550", "label": "pushing beauty box with tv remote", "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": "45550", "label": "pushing beauty box with tv remote", "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": "dc0eaeb0e29bf2c044732941d6e78d25c292096071dfa9ae882ed1af553710a0"} +{"episode": 52660, "episode_seed": 361810908, "split": "train", "timestamp": "2025-10-13T03:25:43.066841", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 361810908, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging a charger into a socket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "186482", "label": "plugging a charger into a socket", "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": "186482", "label": "plugging a charger into a socket", "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": "ccf8e77e7233983503578456e66291f595b0c27a3cfcbbcd9c47311708cb6bb8"} +{"episode": 52661, "episode_seed": 3283481781, "split": "train", "timestamp": "2025-10-13T03:25:46.416930", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3283481781, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching dreidel with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "212840", "label": "approaching dreidel with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "212840", "label": "approaching dreidel with your camera", "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": "28b623384b511e8f5a4e800d24f840aa12bf88a5852866a467369f3897150109"} +{"episode": 52662, "episode_seed": 944004760, "split": "train", "timestamp": "2025-10-13T03:25:47.490236", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 944004760, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tupper ware 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, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "204487", "label": "pulling tupper ware from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "204487", "label": "pulling tupper ware from right to left", "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": "1201a3d88b2d3af93d4bc33391d258565c043a84e8945ea2160172e802142460"} +{"episode": 52663, "episode_seed": 235742347, "split": "train", "timestamp": "2025-10-13T03:25:50.362056", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 235742347, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 calculator so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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Ov6/41xVnpl/qsgTT7Oe4fvsTIB9z/wDqr0Y1ocl1oPl1M569A+GUT3FnrcSgqjCHfIOSPvgKo7sScD05NJpfwm1i82vfzxWid1X53/wH512Gg6FZeFvtJ0wTXki4WQlhzKcrGew4LHp61y+1jKaSJrfAzpvDcwtNC06C4VYUhYgFPug/NhT+eQe4rgvjK/22KxnihQw27unnlhliccKO6gjr61366Xqc7Wxtpo7LygqEKN+UHqem4dsDvRJpFhq+mHSJYkuXeQmVduRAA5JJ4wD7dST6U5NXOam7O58yh2U8E4rV07VbjT7iK5spZI7lCCjocENnuO49u/fNejeO/hVdW0CXeg2D3CruMqRY3KB7d+/vVb4S+CxqmpDWZ1Jt7TKgSKOZu2B7A5+tK9k+p2KcWrntHh/Wbm70Wyn1W0+z3kkQaZE5Ab6dvXHbOK3oriCVcrKpPoeDWM0AibYWUkelSxJn5RyTXLCrK9mDpxaujhPiL47l0PUYrO3t1JaLejsCR1wcDp2ryXVvGGr6qx8258tM8KrZ/wDrV7N8RfCi+IdCZoVU3tvl4WHOT3XPvXzvMf3jBgUk5BTnIboR616FCcLbahy9hk8hkclmZj6scmqrHJ611GkeBvEGtkPDZNBA3IlufkGPYdT+VdjB8MdL0a3W51m5e6kPSJfkUn6dT+dY1sRHuUlY1fh543TURPpZjZpIWZ4WdsM8We/qV4z7c+tenW+oQOgRWKHGMOOPzFfMmoW1/wCDPFkUsLbZoJBNDIvCuuev0PII+or6NsoRq2kWup29vJAbiISNbSDDJntWVpRXu6o56kYt83creMfFNx4ajsobO2hmubwuBLO5WOPaAe33mOeF4zg1gRXFzfwSXMzIJ5pV3vwijPGT6DpU/i6R4dC+zHnzJkVd3VecnHp0qGyhW40k25wfN+TnuOlY1qqk0kdWFhyxcupq+IbsRRW2h2wYpbKpfHWWQ9P58fX2rXggt9FsClzteDTU+03u1uXuCOEx3AGAB7isrTLO50iWCVIU1CG3O6OOb78furf06e1O1maXUtKgstPBmkWV7i6tblhHPO/8Kr0DDJ55HA6V1U+Vu6ZxyvfU6XSvFGiXkQtvNjtZE+RoJgECkAEr6cZA7dKtX6RxTlEAwFGfqa8u0nR11TXIdIvopGzJ5cq3KFXEcZEkrg4HDSZHAAOO9elTy+bK8hGCxJx6Dt+lRXtE0prUovbR7ywUc9aik2RIzMAAoyT7VbJ4rk/HmrDTvD8kaNia5PlL6gfxH8v51y2NdyPwvqw1TV9RmIyibFQtyFHODiu3QYG4nJPf1rx34b3ciT6iiFXyqOULfMFBPIHpyM/UV6fDqkb4EiNGvcqcgV0KUV7py1IPmbNlFaRcFtvPJA5x/nvXDeOPFqXUp8GaLGLrVNQQxSuDlLdCOSSOpxk+1M8a2mu6zcRW+mLPPpklvtEcFwIk84sfmlI+ZkC4O1T1HNbnhLwfp/hHSkMMKPdFQHuGX55W75PYZ7VtZRV2KP4l7TrQ6RoVlpZlaVreFI3kPU4FYk2qPDrlwA263j2A4Pfbzz+NP8Vam9jZKscjCa4k2hgeQOprDVY4tPkknMhh3KZDGPm255x74rz5Tc5XPSoU0o3Z0fiEKNDsZ3dlluCzJDjsVxuJ9lJH/A6i0fTmk8NR2giSUajcMI4pQWjWJFO7/dDHiquszS69ewy6dme12pDDsHMZPZl6rye/GB1ro7p4tJhv7mL/AFOk2QtoSrHO/GScDrztruhCzt2OCcuYZpXgrTNJs0jsbW3tn2jeI1yCe/zdeueuar6066Lp01zKFUIpKkHg9qwNP8W6xYssDTpdiMrHIsvDgrGXk5PQ5O3k+nFZnxH8Ry32iaPFJAbae7gW5mhznYMnA/rUVaSWppCTbszln1gzztJKM7myWBya9c06NIVWOJT5bEttznk8k188tKUDEMR9K9D+GviB9e017UyFdTs1G8BsebH0Dj37EfQ96blZaImtTvqerblYhQevp3rI1rxn4d8MuV1HUI1uQv8AqowZJFHuo6fjikttRuIG+dfMAODn7wrHh8B211rEt7Je+dZPdG8NmyKMzMertjc4B6KeBV05Rl1MOXlfvHKS6xrPi/W01G/DWOn27/6BZlcM2eDI3/Ae/vx3r0LQ7omK4uL1gbSwi2gf3m7Af57iuMgmF/r15JtGPPKrjsAcfyFa017OsU2nzQEWDSeYs8K/Ord9w/iHT0PTniuZTU6h6Eo8lEm0KKO51SW+njVbSyX7Q6AfKMcRoPxA/Ku00u1iSQi6uxLeTIJJYS4OwsSeO/JP/jtZWgWcH9nWtvbXCXCPMbm8lhPTb91CDz6duxrhtS1VtV1K41K3bLzSGSEo+1uvlQLg8Hk78DNdcI+7ZnFu7npuueHrC/sZI7uBJoQQTHKoYE54rJisLe1iEcUKIi9FRQAPwFN8NyXh0W5NxfS3MLXIit1lHKJGoDfUls1eciuSskpWOiDbWpzXinVV0nS/3ZxJMdigdfesDwjIb83IjH+rlikcN3AJOPqawfiFqv2zXnt42/dWo8sY/vd/8PwrM8JeKBoeuJbXDRCK8ATzZeiMPu5PYHOCe3FXT91X6iqQbie9wbXQYACjouOlTpndgYx2J5rDg1J4h5csGGB5wf6VFr1xqF14fkj0GaRb0yJ5nlsqy+Xn5whYYDY6HpVwkpvQ5uVrcseKfF+n+DdKNzeMZ7hjthgVsPK/oB2HvWd4H06/0zSLzUNSOy81S5a8NuBgQlh0x7Dr71m+DPh/Fb3k+tava5vJH3xx3MpnNug6Es33nPUnp6V1WsX6WtrNdvkJCmVX27frRWmoRst2a048z0MzWNRezurREIJcOTnnjAGauLNFf+H9Ru2leKCNDGSvJYnGVH1HH/Aq5CylmvZTdztvdkPJ7VpRX8V74VtdM05pHljkaS6hddshbkkgfxDJ7c8Diueirv0OyuuSmu5J4bVkudS1FgTHDbs0sYyVkkbhAR3wfxrW03wFpkN1NfzWFpHqEr7zKi7s8DnB+6Sc9MVJomnmPTNNtWQiW9nN5MC20hE+4D+nFYN14v1G21S8nguS0JlmeOCYE/JGoVQPXL55GBx1PfsULxs9ziu73TOqn042qliq7R/EDXkfiDxAbzVZSuGiQ7EwegFd3rXi+4k8H6tNPaiCaGZLaN1fIldkySPoSe5rw2ZyHzuORzmudQUZG8byWp71/wAIlpmoXlpd3lss0lsS0W8Zwx7/ANfrXTIwjIVR9M9/aqlhKGtFPccGsTxX4i+wWy2VqwN9OvBH/LNf7x9/SuhtQjdnDCMptRRi+L7+21nVorWCP5LViZpB0Z+mPw9al0ZQ9/HEB8qKWNY1tEsEHTk9Se9dN4Ztx5TXBHzuxUH2Fec37Sdz17KlT5To4YgAOKJ9Pt7pds0SuPcVYiHHFTqAelapWOUoWtnLay5E7SR+WYwJQHZFOOFc/MBx06VNIntVvFRuuelEm3uEbLYoOOOK8a+IWpte648S/wCqtx5SY6Fv4j+f8q9c1u7GnaZPcdHAwn+8eBXjd9CJ5GMo3Y5LAdz61KlZlrc5Gz1PUNK8R6fd6WrPdI+EjAJ8zPBQgdQRxX0nHppvbSK4EX2e4dAzwk5AJHIyO46Zrzr4Z6Fatql9eSRpJJCEELkZKZ3Zx+Qr1hHKMAPlA4B7fjXSoxnHU5607T0Mu3WeykKqWjYdVq088s+GkbcR0HStZUhvR5Uy4kHQjqPpWXqUS6ZE0k8iiNVLbvYVjOEoK19CoTjL1OD8ZTedqthbf3Q0je2Tj+lX7KNZooICA29skEdgKw5pP7U1STUXUhDhY1PZR0rp/DtuZZZLgjKr8i/1rn3kej8FPUnGh+VKLmzlltJx0eJsU2+F5c6fLp+qWgurWWRZZJLQiGViCDzxhs459a6WOMEdKR4VPUcV0RqzicLgmefT6PLMXaxv47qXy5cQXSiGfzJHGSMnBwo6hu3TmuS+I0pbxPPEgPlWcUdsnOfuKAf1zXpvicQW+jytIiMzfIgYZ5NeX30ZmIDfvAxyc9eOetVPEc2g4R5Xc4m4J2ha7v4dfD3VbDxX/adxM0FvaORGUPNwPT/dx1zXPXemxyv8nyvn7p4r6Jt1WONAMAkelaUpXM8RNpJLqOlsIrsZ4WUDr6/WsbU0On2szzLt2IzZ7EAdq28+XnJPHQ9x/iK4rxbr76tOukwEGCFs3Ei/xt2Uew70q0Ipc3Uzw/NOXKc34dVokErrjJLc9zXe6XbB7VGcctlvzrkbWEyTx2sQ5cgfQd69CtogqBQMYGPwrkgtbno12rJFKTRLd3EsYaGYdJIm2sPxFVLzSHmkWS9tYNQZWVhL/qp8rnbl14bGTgMCK6VVx2pxQYreM5x2ZyOKZl2EMVtpNnaQLMscEe0CfG8kkkk446+lVdYvV03Tbi6YZ8pCVHqew/OtiRABjFcT43vMJFYo3J/eP/T+tRKV3dlpWVjxy9lkkuGeTJdmLtn1rD1G0nntZLtELRQOFcj+HdnH8q7W7tY5WdpF2/w7h0rovh1oFvdtq0F3Es0LiLKsMhh83BHetKc03Yc5csbnR/DOXUNc8GW/9sQMjRfu7a4J+aWMDgke3TPfGa6hrCazkDHjP3XXvWlFEtvEqRoAo4AHGB6CrkUy4CS4eNuOR09iK0nSUtVuciqWfkZf2q4kTy3kJXuMVzXjS4MWgSoesjogH45/pXaXmnJBGZo2Aj7qT0+lebeJ7pdTv0somzHbPukYd26Y/CuaopJ2kdlC0pLlDR1EdgxOMhcD6mt4+H7eaNSE8t1wQ8fBB9ayNHt/tF7DAo/dp87fQf8A167mKMY6VFO61RtiGm7GNHPrNg+9zFqChDGGmG2UKewf9a5t9DtmjS3tb57TIijNvqSjG0Sb3xIBtJJx2HfmvQHiBB4qhdwwrBI8oXy1Us2RxgV0RxEo7nI6a6HmvjNbqz8L6fZTwiKe4up7yVFYMAM7UwQSMYzjmvMbhjtY+prvtQfzTI6gBMkrGei5PQelc7e6dE6bMbGxxnv+NTKspO5rTVlY9g1PxHD4fsCGxJcN/qox1ZvX6VxFr597dveXTl5pW3M3+HtWLay3Oo3AnupGkfAAyeg9K6S3ASPjsKipVdR+ReHoKktdyxLJiPbXYaHH5en26nuufz5rhXYyyogPLEL+Zr0S0ARVUdAMClSjuwxEtEjUi4+tWVbIz39KpofepQ+OQea2sc1y11z61Gy4zioxIGPoahv9Sg0/T7i7unCQwRmR2boABUtDOL8b6h511HYofliG9/8AePT9P51wnmZUyf3zn8O1Xb3UF1RZLuKdZTcucOjZHPX8hWPptsdV8Uy6XLqU9pGVk8ry03FmVCwX0A4PJ9PesUnJ2NEd18OyofUyAAT5e7H/AAKvQFckAnkYxmvI/hPfSyNqZmlZiRCQSen3q9WtPnfLD5QeRXdQjaCOKt8bNe2C20LTSHAAz9BXmvijW31zUWtIG/0ZG/eEdGI6L9B/OrvjbxYYydIsHzKeJnX+H2+tczYoIYhXPiKt3yo7cJRt78ixKRFEEQewFd9pNqLSyhgwMqo3H1PeuDtFF1rFrEeV37m+g5/pXocDjADfnWVKN1c2xE9Ui+q8UpyByKYr7eKS5uYre2luHOEjUsxPoK0ZzXOD8b3olv47ND8sK5b/AHj/APWriZTm4b/YGPxPP+Fat5cNeXcty55kYsTXOatJLDpTXEbskjyBgQex6fpiufdmhLKVcgMARnvXtqv8gweQB+NeE61aW9voMGp6dq1/MGuvs2bmFY1uCEDO8QHO1ThTu9R7gejaz4nGiWflYD3ki/u4+w/2vpXZRtTu5HNiIuTjGJe8VeJRp8X2Gzf/AE2Yckf8sl9fr6Vy1nGIoeOp5JPUmsmzWW5uHubhzJNIdzMe5rWLhE44rnq1HUdzvoUVSjbqbXhuPzL+aYj7i7R9Sf8A61dxByMH8K5HwtHtsXlI/wBZIT+A4/xrq4GGPatIR9056srzZfUgDBpSpI4P41CsmMBvzpwlx1PFNohBIyqrFyAoGSa8g1u/N7f3N4fuEkr7KOn6V6D4v1WOx0YxiRUkuT5SAtjI74/D+deX3QLKkX99uR7Dk/0rGb1sXEqE7IwD1xk/XvXX/Dcos2pbRjIjPHQfe7VxGlJb6j4uOmajqFza28smxJY5Yo1j7ksZOMYzwOScCul+Hzz6frPiG0m+0D7PMsQW4ADqAXGGxwD0zjitaUHzJsir8DPVEcnK9Pbsat2kQkcO3QcfWsqGTzioX/8AVTfEPiGDQNKJJHnOMRoOprtbUY3ZyRTk7Ip+NPEn2ZBZ2jZuGyFx29W/DoK4iCEWtvycseWJ7mqtvNNe3Ul5cNmWQ5PsPQVZu5f3OB1ry6k3N3Pao01TjY63wrb7bJrlgN0zcH/ZH/1811SKCOKxtLjFtZQw9QiAH8q1kYBcjvWyjZHHKfNJsl579K5rxlera6SIEP7y4baf90df6V0iuGxnrXmviu/F/rMiowaOD92uDxkdf1qJuyBHL3R5RP7xz+A5/wAKpzuNpDAEd803XJJYoJZYpGQoVQEe/J/pUPiLQdY0HQtKv7ye4E96ZPNhMeBBgIUDHH3iGzjt9QamMHJXRRoacqrGMDtWpkhOPSiipjsdch+njdq1sDyN4rv7U9BRRXRS+E46/wASL4Y7R+NPDEgHPNFFaoxFLHk1558Z7+4tfBUcMT7VurlY5fUqAWx+YFFFPqOO54/4Lupk1kW4c+VIjEqemQOv1rYm1K40jxJJf2uzzonbbvXI+ZSp4+jGiis5fxDY6X4YrtOpEZynlAfT5q9N12+n0vw3dXNqQsqJ8pIzgnjNFFbw+FnFP+N9x5fp2ZXaWQlnY7ixOSTW3uITj0oorzj2i54aG7WnY8lIjj8SK7qFjgDsaKK6aPwnBX+Mso7DjNcT8V76ez8A3hgfaZnSJz/sk80UVb3JjueE+G9UvLTUEt4pj5Mx2Ojcjp1Hoa7jxDgaSwxwHXiiisqvxo0MrXfEz67BbxS6Vp1sYEWOKS2R1KIucIAXKgc5OByeamtbma/uPPuZGklbGWY0UUq3Q1pLU6a1GFAFOnYhTg0UVkzZnbaENml2qjp5QP4mughYkde1FFdi2PNfxMkDEg5pysemaKKbEeDfG++nk8T2dkz/ALiG3Dov+0xOT+gqj4Mv7m+spkuJDJ9nwiM3XB5wT36UUVnVX7s2Wwk+tNpOqX0Z0/T76KaUOY7yDzAGUcEEEEdTkZwe4NdN8PNTutQ8RandXcnmzXhEkzEfeY5P4emPSiiqpboir8DPWLJAgYDPXFeT6tf3Gq+IbiS6fdscoijooHYCiiniPgQsCvfZfh+WLjjFJCPM1K2RuVaVQfzoorjW6PSlsz0aFj171bViDwaKK7WeYiHUbiS3026uIyPMihZ1z6gGvk2HV76DUXvo7hxO7l3OeGJOTkdxRRSitzWJ6BqcrS+H1lbAaR1c49Sax7/xBqmoaZBpt3eTTW9vI8qCSRmJZ8ZySecbePTJ9aKKwp7Fn//Z", 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", "info": {"video_id": "28642", "label": "pushing calculator so that it almost falls off but doesn't", "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": "28642", "label": "pushing calculator so that it almost falls off but doesn't", "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": "7d55f09dabb34af1c80bad72a02182db83e522333b9eab7c66b7a82bf7524a89"} +{"episode": 52664, "episode_seed": 1027172100, "split": "train", "timestamp": "2025-10-13T03:25:50.948908", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1027172100, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 broken toothpicks from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "167295", "label": "pushing broken toothpicks from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "167295", "label": "pushing broken toothpicks from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "439d24ab73cd051c586e658119d251fb334608d4ab243e3acf486480dd761b59"} +{"episode": 52665, "episode_seed": 1442138984, "split": "train", "timestamp": "2025-10-13T03:25:52.296969", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1442138984, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet 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, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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T9avK3FV4/wDj9m9wDWMiky9HGF5A5NSU0dBQTiqQAxxXO69F80cwHqD/ADreZ8Dms3VF86wfHUfNVRlaSFJXRLo8u+2A9K1oztNcvoNxh2iJ+ldGGrRrUUdUXfPwuM1UlkySaaXqKRu9ICshqK8/1Sn0YGpE7VFfHFv9DWUtiYl6I9frUxNV4jkVIzgDk0I0TFZuKgLHJNJNOkK7pGCj37/hWNcajIzHycqD/E3X8B2qlFsHJIp3mbXVSRwC24fjXV20vmQKwPUVxVxJnlssc8kmuk0ObfZKpOdvFaNrRGcU7tmsW4qNnoJrP0qBtX8US6bNqc9qjLIYvLTcWZULBfYcHk+nvU3KJ3OXFPHCZrG0S6nu/MaaRnwFI3HpmtlvujFSyU9SvYt8rDsHq6ZB0HX0FY8F2kO9XBJZhgDuaqSanc3JKx/uo/Rev4mpgrjcrG3PeRQ8O3zf3V5NZF3eTTMQv7tfbqfxrPmvra1+Xd5j9wvNUvtd5fTCOJfLDZxjvj3q7xWw9XuWZpUiUgsBn86t+HZi92+0HGOSaittFRTvuGLt6VvWVukKfu0CgnsKLtjSSNItxTS1ICcYrO1ieWCwZ4nKvuABFMTLchpi9BUGsW1vbaBBqenavfzK1ybbNzCsa3BCbneIDnapwp3eo9wJouQKT1Je4l1/x7PU9u37tT6qKguziBx7UWz4t4zjqtZtalpl0tULvVe4vooOJJAG/uryazptRlkBEY8tfXq1Uotg5JDr29SBvm4Pp1J/CsK+uvtMnmlduOBz/OkupETJdxk+p5NZzzGXiNSfc1Sai9CXeW50+l3Xm2gz16VpK/IFYGkhooPm6ntWwrdDTQGgJAR1pufnqpoCW2peKF03Ub+5tYJn2JLFLFGsfcljJxjGeByTgUQpPb6xqVnObgG2mMYS4AEi4JHzY4z0zjik2Jl9agU4vn90qccITVXdjUseq/0qJIpM01bimu3FVnuUhTdI6ovqxqjLqm7IgUn/AG3/AKCnGLY3JIvXEwij3sQAO5OBWRc6oXQpGoweCzD+QqvdTgnfPJk+rHpWVNeq52xAuaq0UK7exasrjyL9Cp43YNdkrgqDXD2dldzXKSONi+hrrkcBBjpiqu27glyqxZL9aiduOtUNUuJIbFnico24cipNf0PWNA0LSr+8uLlZr0yebCY8CAAIUDHH3iGzjt9QaVxE0Paob8/uD9aKKiWxnElR2yi54Kg1W1G7lt2RIsDd1bGTRRThuW9igSTlmJZj3JzVG9maGMlcZ96KKuoEDMiJupAJWJB7Cu002Jbe0REzjGeaKKiJo9i+elc02p3GkeInv7XZ50Ttt3rkfMpU8fRjRRVMgk8OgAzr2G0fzrck+6PrRRUsh7nNzyMkpIPRs1iTXU0srRl9qA9F4zRRWZojU0zT7doRKybj6HpWhFbxy2KKwxxvBHBDdciiirQzR05RcWUM0gy7ICfrV1QBgAUUVogFPFZmtn/iWt/vrRRR0JKet+J312C3hl0rTbYwIscUlskilI1zhAC5UDnJwOTzWxD0FFFQtyZbjb3/AFEn0FY813Mlu0aPtAXqOvWiil9ob2K1soaTnJ4yc96zdRvZ0lMSMFU+lFFaVApbFe0gWdmMhYke9XhEiDCqBRRWaLZfg+4v0q8nYUUVotiGU01ttJvLuM6dp99FNIHMd7B5gDKOCCCCOpyM4PcGrOm31zqeoX19eSGS5uJBLI+MZY57Dp9KKKhiextH/Vmsi/kaK5Z0OGC8flRRSkC2M6Yl7rLsWO0HJPtUGo3UtpCPKwM9yKKKuXwoIfEzFZ3nbdK7MeOp966i2s4IEBRBnHU9aKKhbmpct+W/CrKcLRRWiJZS1Yn+zzz/ABrVC98Q6pqOm2+m3d5NNb28jyoJJWYlnxnJJ5xt49Mn1oopMlH/2Q==", 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", "info": {"video_id": "33398", "label": "dropping wallet next to book", "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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sa65GK5C7iNvqrehbI/GuvZvSuc1uPZLFN68flWsN7Gc9rmrYWkW0zlF8yQ7iR+Q/lWtB8rCsrSZfMtV5zitJWwaY9zoY9Xli09rdXIVuorBuJCzHmkMvGM1WlfrQIqRjJHpUN02JIT6N/WrEXQZqlfuVEZ981lIUWaSMFBzSPMAu4kBR3PArIudW8sDyIwzMSNzdB+FUJLhnBmu5uB03Hj8BVRjpdj5+iNa51JQpEK7z6npWPM7ud0rZx0HQCqU2r5+S2iLE8BjSW9jdaiqyzS4jP+elPmS2Hyt7jJblfNUKSxJxxXa6e5NnFu6laxrPTLeFgFQFs9TzW3GCvQUK71Y9ETFqjZuOtKxNUNJgOseKJNNm1Oe1RlkMXlpuLMqFgvsODyfT3pkk55YU9elYmi3U1z5jTSM/CkZPTNba/cJqXqJbkCHF9KM/w1fB4rNDf8TEj1WrJm2pkkKo6luBUI0uTs2BVO5kCoWPaq02qR8iIGQ+vRf/AK9ZV5O83Mr8Dt0Aq1HuLm7BdamjRvEgDbhgnsP8aoWVz5N4q54Y81UnuY1chTuPoKbaLJLdK23C+tO9lZE2bd2dksmTmp4pBis+F8jFMv55IrMvExVgwwRVBc2GbikU8Cq2r2ttbaBBqenavfzK119lzcwrGtwQm5niA52qcKd3qPcCzHyBUvUTC5/49n+lS2zZiQ/7IqG6OIH+lJav/o8ZAzxis2tS0y8WqJm5qnPqUMR2797/AN1P6mqEt7NMCCfLT0X/ABq1F7sHJFq51BIHK/eP91eT/wDWrCv7o3Lb5NqkcADtTLi7gi43DPoOTVLdcXZIhiO09zVJqOwmnLc6rQbkyWuwnO01rF+KwdEt3tYSJTlm961jJmhA9NCVmqFm+aoNEFvqXiv+zNR1C5tbeZ9iSxSxRrH3JYycYxngck4FRRJPb6vqVnObjNtMYwlwAJFwSPmxxngZxxQ2TLYvg5FQWxxLMP8AbBqZemar27f6TOPcGsnuOL0NMUFsUwHAprODnFMsSRj2rN1eMyWLHunzU68v44wUQl3/ANnp+dY9xdSzD9452joi9BVxi73JlJWsXvD9zktET7iuh3VxemzeXqKEcc8jNdhuG0VTabdhRTS1HM1QyNxVPWJ5ILBpInKNuUZFGv6JrOgaFpV/eXFys16ZPNhKYEAAQoGOPvENnHb6g0rgWU6D61m6mSET/eNFFZyIic9e3csMQ24zuOCR0qpbR/a7hPPZnJ7k0UVJqb8dpDBcRLGgGAzZ7k8D+pqxDGsepKi8JMrM69twxzRRWiA11iRCNo7VIOn0ooqxMaTXONqVxo/iF7+12edE7bd65HzKVPH0Y0UUMQugDHnAdAFH866H/lmfpRRUEdTKu5Wiu2dcZC9/pWZczST3B8xywABAzwOKKKKfxBPYLlzBaB0A3Y6mufkuJbl8yOTz07UUUT3NY7GhHaRIoIXJ9TVq3AEnAoooQmaMPTNM1H/kHsf9paKKtkdRdc8TvrsFtFLpWm2xgRY4pLZJFKRrnCAFyoHOTgcnmtuHoKKKgJDL3/US/SsSWaQwyR7iEVMgDjvRRS+0D2IocKhYDoKxbu/uJZWjL7VHZeKKKuo9SqexZ0i0hmkkMi7tuMZPtW8qqmFUADHQUUVMSy2g+VDUh60UVZDMn+220m+vIzp+n30U0gcx3sHmAMg4IIII6nIzg9wan0++udT1C9v7uQyXNw4lkfGMsc9h0+lFFQyZbGx/AKpQMRdXH0/rRRUy3COyLYc+SXPJAzg9KxWu5ronzHwoP3V4FFFa0wkRycAn0FYt1dSmUoCAPaiiom9S4GlodrG1wJjuLjnrXVoc8UUU4jkZ+uE/2af99ayL7xBqmo6ZBpt3eTTW9vI8qCSRmJZ8ZySecbePTJ9aKKGSf//Z", "info": {"video_id": "33398", "label": "dropping wallet next to book", "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": "dee3e5ba19216c02a569cb554d633ed39318f2eb142a073b8a3b5abbb0027c6a"} +{"episode": 52666, "episode_seed": 1895452213, "split": "train", "timestamp": "2025-10-13T03:25:53.024953", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1895452213, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 rca connector so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "22138", "label": "pushing rca connector so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "22138", "label": "pushing rca connector so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a2403110db2dbd0fa8b54bd5b7b4a9e5e519ecf40af8abcbc02b625b486a460a"} +{"episode": 52667, "episode_seed": 2666164314, "split": "train", "timestamp": "2025-10-13T03:25:55.796365", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2666164314, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing a brochure just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "49743", "label": "tearing a brochure just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "49743", "label": "tearing a brochure just a little bit", "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": "4895f00bc1e99dc7e42482a8ac9526983c0c4728c616d93ab05d8c6a9476fde5"} +{"episode": 52668, "episode_seed": 2482911284, "split": "train", "timestamp": "2025-10-13T03:25:56.266604", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2482911284, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 highlighter pen onto mouse pad'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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pZOpZiBz68D/PPrWVH4bh2RlxKCCTt4Hc+3pVm4nFw0bTxQuWHybsZI9vm5qOJbVmA8u33MSp2+/r81HM9h2L9npUNta+UUVyerMoJP1/DioLjQ7GabzZLdS+AOpAwMYGOnYVDFdC0kbyIoUY/K2MfN/49xVoXszsUeS2jcKG+fo30w2aV3uA2RMGsPXRjyCOuW/pW80sbhQZomcjojcH6VzWuzBrtYgfuLz9TXLitKbN6Gs0UY5ysgUg9euOK09P4v7fPTzB1rIRh0JzV5JHikRwfukGvJg0ppnoSV4tHbsAykHpXl/j/wANlHOqWydP9cAPyb/GvSjcReSsrSKqOAQWOM1mX7x3kEkaXdqwwfkYbuMcjrXvtXPJe1jxew1CSyuEuIiQRgSIP4hXrOl29hqtnZ3Nr5mxtxc7uQcevrkda80vdG+ya1HGo/cSnIGQcDupxXb6Q8CSJA8UOwgffHCgfiKn2vK0jrw+AlVoTrJ6ROqh0a2iljcEttYsQ2CG9OOmAeavTWNvcRMkkKMrjaeMEjr1HNYbLbCEN5EDAfIRgDH/AI905q3FqVwI2K+UUReox9B/FWnM2cdixBpltYqy28IjDYzjJzgYFNkjqeO7BIMl1aMhXI2nB/nUd7NHHZyzqysqqeQcjNTJ9WC7I4aTKEkAkA9BVq0cyKTyOfSqznB5P6VS1LUW060M0bxh+yufvewrwOVzlZHsxR6LoBBsCO/mHNa4615BpHxHl09HSWxEis2crJjH6VvR/FLT5Fw9tcwt64VwP1Fe5RVqaizxqkk5to7y6tEulTLvG8bb45EOCpwR9OhIqq2jW8koknlmlfOSzsOT68D/APV+NYOneNbTU5jHb3OSPmJeDaFHocnqavzXK3TRtPHA5YZTeFyR7fNzWqk9kHI7KTWhPbaFbeVGZPMBDE7dw9Tj9MfWr9rYQW1v5QUPknLMMk9v5cVkRC1LD93a7mO07QO47/NTo7oWsreTHAjfdOMfN/49xTcm9xWL9xo1hcTedLbIz4AzyOB0GOnYVJLFVZL6ZnMbzW0bhQ3z4w35Nn0q1HcRSBQZoWkI/gYcn2pNt7gc34hh+WAjrlv6Vzjbkk27T1644rp/EMge6SJT9xcn6msJlByCc14mLa9qz08Ov3aJePSt7Q71GT7HPtOOY9wz+Fc/9DRvYEEdRyCOorKhWdKXMjSrTVSNjvhHH/zzT/vkVFLdWts+yV40bGcEdqxdO8QqAIrzg9BL2P1raEsUqh12uCOowa9uFSNRXieXOnKDsyE39kACHQg5xhfTr2oW9sXBIeMgHB+XofypzFOu1fyqLMY/gT/vkVepn7xYhmtbjd5RjfA5wtPMEBH+pj/74FVhNFEpY7EA79KzLzXPNBgsnXceDIxwPw96ic1BXkXCEpaIra9cx8WcAVUU5faMDPpXOSZB61dnjkibDg5PPXOayNLt21jxTLps2pTWqMshi8tN25lQsF9hweT6e9eRNyr1H0PSjy0oIvWZyX49Kv21w1rcpNH1U8j1HpXNeGrma5W4M0rNwhGe2c1vZI71i705+aNFacTuLZ7e5hWaNUIbnO0ZqVxFHGzsqKqjJO3oK4yx1Kawk3Jyh+8h6H/69dNaarbXsfyOA3dG6ivaoYiNVeZ5lWhKm/IcdQsWIVZYye3H41F/aNjwTIgz0JX/AOtU7FBxtX8qhbZ3VePYVvqY+8PN7YoSGeIHofl/+tVkxxMMmOM8d1FUQyZ+4ufoKbcarb2i/vHG7si8k0m0ldjipN2HXxtrOBp2ijBXphRnPoK4a5kaaZ5XPzucmte/nudRPmnaY15VFb7v1965rWZZYbFpImKsGAyK8vE1XUkorY9ChTUIuT3LAatTj0rF1e1trbQINT03Vr+YNdfZs3MKxrcEJuZ4gOdqnCnd6j3A2OwINctWm4Wubwmp7G7ot4jD7HNg85j3DP4VtGJP7i/98iuI3MDkdexrasNfAAivDjsJf8a9DC4pNKEzkxFB35ojdes7KYBZXRJF+cccjtmqvh+CCzkkup5QWYFYwATwDzXR+ZFKN6lWHqMGlDJ2C/lXa4JvmMoYmtClKjF+6xi3lk4Yh4yAcH5ehqaGe2uN3lFGx1+WoSUH8K/kKPOjiXcdqKOpPFUYWfUueVCRzFH/AN8iuc166j4s4AAinL7RgZ9Klu9c83MNk6hjwZG4H4e9Yk0ckTYkGCeeuc1w4uv7vLA68PR97mkUpMg8Gub8SIHFsWhkcDdzGcbensa3NIW31Lxb/Zmo39za28r7EljlijWPuSxk4xjPA5JwKjgtZl1XU7Kc3A+yzGMLcAB1wSPmA4zwM44rjhGVK1U6JONS9M4R1hH3JJVPcSJ/UVFu54ZTXoc2lxv96NG+oFVF0WxWTM1jG6nqOR+orphjYt2aOaWCe6ZW8KRhbWSU43O+OvYf5Neo6Xf2osLaNpV8wIAQR361z+haJogQLbB1+bd5bvyD/WuxVURAoVQOmMV2QWvMnudOKxEZYWnQirOO5F/adlgEyKAehKn/AAp7XtkjFWeMHofl/wDrUNsxyq/kKbuTP3V/IVrqeVaRc2RNglEP1UVXuntrOFp3jjG3phRkn0FVbrVrezX55AX7IvJNYV3c3OonzSVMa8hFb7v/ANesa1ZQWmrN6VJzeuxWnlaeZ5XPzOcmqz1T1m4lt9OMkUjI4dRuHWo9e0jWtB0PS767ublZr0yeZCUwIMBSgY4+8Q2cdvqDXjxpyqXkei6kYe6X88UnYmiisEbDCaSOeaA7oZXjP+yePyoorWDaehDSe48+ItRj+UyI3+8tMfxFqD4G5Fz6LRRXpc8uXc4+WPNsRPcTXGDNK7+zHihetFFebOTb1OyKS2JWZmHLE49TXMtqdxpHiGS/tdnnRO23euR8ylTx9GNFFaYf4zKt8JZ8Ljb9pUdAEH866AnpRRWdb42XS+FDWODimMec9/UUUUkWL/a99agBLhmHo/zUh8SX56+V/wB80UV6NGcnHVnJVhFPYj/te+ueHnKj0TimAnOTyT3PWiiuWtKTdmzenFJaIkVmUcMRnrzWZrh/4l7f760UVlD40VP4WVNb8TPrsNvFLpWm2xgRY4pLZJFKRrnCAFyoHOTgcnmunB4FFFbYvoY4fZjT0JqIk80UVzI6WNSaWBt0Mjxn/ZOKd/wkWox8eYrf7yiiiuzDzltcwqxja9hG8Q6hIcb0XP8AdWmPPNP800ruf9o8UUU8ROW1xUox3sCnmptzEcknHqaKK4zcwJNbbStRvY20/T76KWQOY72DzAGUcEEEEdTkZwe4NXNFvrjUtQ1G+u5PMuLhxJI5GMsc9h0+lFFdVT+Cc1P+KbLcgVGwGaKK4kdTG4GRxU41W+tU/d3LkejfN/OiiuijKSlozOcU1qhv/CS6ieC0f12Uw6te3Q+edgPROKKK7K05KOjMKcI32Is9+pPc1KjMvRiM9cGiivPu7nUUNcJ/sxv+ui/zrIvNf1PUNNg027vJpre3keVPMkZiWbGcknnG3j0yfWiiumh8JzVviP/Z", "info": {"video_id": "153309", "label": "dropping highlighter pen onto mouse pad", "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": "153309", "label": "dropping highlighter pen onto mouse pad", "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": "b8129fb8c717e568caf5a0687eeaa5051681017349056714738fd843838ea11e"} +{"episode": 52669, "episode_seed": 3906258918, "split": "train", "timestamp": "2025-10-13T03:25:57.737632", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3906258918, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving an apple up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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zXhk8yIpgQ4ClQTj7xDZx/wDXoEzZcncPcilmGEooriqfEdlH4SLtTk6iiioR0MlVQ86qenWrsX+rX6UUV1Udjhr/ABDj0JpASKKK1MR3UV57qGoT6V4sur222+dFK23eMjldp4+jGiikBZ8KKBHdj0CD+ddAgHmrRRWMvjOqH8IuL0xTumKKK3OYgujmCuRvkBuDn0ooqZlobEoAyK6jST+4AooqYbg9jWHasTxZ/wAgGQ9cSx/zNFFaknM6x4hbWooIpNMsLcwqscb26upVB0QAsQBzngcnmu4H+rzRRUskFYng9qrSf6xvrRRXEejTG04sVjOKKKqI5joRiEy/xsxBPtViFiR1oorqhscFT4mTpxipVGc0UVRJwOoaw2ma9qUZsbG8ilmDFLuHeAyjggggjqcjOD3Bq/4cvZ9Ru9TvLp/MnnkSSRsYyTn8qKKmXwsI7o6GNQE6d6iIAkwKKK4WejAkNL/AaKKaAs24CiMD+6TVk9xRRXfHY8+W7GMcjFIeBRRTYjC8W8+H2bv5qfzNcfd67qV/p8Gn3V3NNBA7yL5kjMSWx1yecY49Mn1oopCP/9k=", 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", "info": {"video_id": "217648", "label": "moving an apple up", "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": "217648", "label": "moving an apple up", "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": "30ff0f42b990d0c265b492d3be8df43a2d0351befb4f806068aedbdb0685f4cf"} +{"episode": 52670, "episode_seed": 2701770533, "split": "train", "timestamp": "2025-10-13T03:26:01.795628", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2701770533, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deck of cards, another deck of cards and and one more deck of cards 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, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "178067", "label": "putting a deck of cards, another deck of cards and and one more deck of cards on the table", "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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TWVO7c80UVrExmZcx3E5rHl/1hooroic8iM000UVojKWxHcsfIPPRhU1/4m1fVNKt9Lvb6ae2tpXlQSSMxLMF6knnG3j0yfWiirjsQj//2Q==", "info": {"video_id": "178067", "label": "putting a deck of cards, another deck of cards and and one more deck of cards on the table", "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": "ae6d206b8efc19ffd4cafb35b067d1d355eeb3719ae88df99bb4a3aa96820c99"} +{"episode": 52671, "episode_seed": 2029875409, "split": "train", "timestamp": "2025-10-13T03:26:06.509939", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2029875409, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'failing to put perfume bottle into plastic cup because the plastic cup does not fit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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Xsn9ombTQixBSx5PTOO/HX0p01zOxOJlyq5PcS29hPb288m2W5k2RrjOTj9P8adBG13b3D2+7zYHZTGwwSQOPzPFUPEtuLjQItQhIEsLCTcB6naT+BwauWV0E1mzud5xqVtHKw/uv0/z9a1lTsYRqcz0MO4mm1C3+ZgYyoYKBzn1NZT27he/uDXcf8I+Zv7ThTMDJMsttKF+4GBOB6jOQR6Uyz0mO7/cSwLDdAYdAeG/2l9RXXRcbWPMxlCcnzLVnAGxhna0hvlYWs8+3cDxv4Kq3+ye5FUrxRpt1LaOuzDHbn0z/AEr0HXdFBsn0qIxtsQOpbjDYzkH61zJjtNet1/tSFre6RvJnKj5o5AOJM9CD3Fc1WCk3Y9XCVXQhG7utn5HMXMSzoec5Fc/ZztoWux3JBELfJL/unv8Ah1ror6zn0m+ks5zllPytjhh61m30CXER3DkVzbaHpVLVI3R2RdJEBUggjIIq9o7ND5jAdGVs49M1wOj6udOK2V0x8jpG5/h9j7V3nh22+362qvIfKS1lKjJ5YlaujpUR5eIg+Ro1fF1tu0231S3BEkDLyOOGOR+T4/A1fgvEt/EEV1EAtrdxoznPAYgZP5n9TTbpBd+Ers42+RbtLj/aQ7gP0zXPaLcPfeBnkCu0lpORuGOFPPOe3OK6qkbIxozu/VJnrAtVksI2jwOOfwNNikNtGckfhSaBdJd6Gp3DcFO4A9D3/XNUNTultbKWZmCqgLFiegFCehTWpxFt4miu9WvLYyebd28rLKFXjaWwMfgQPrT00dYddjeJY/sNyC1yhHGR0Ye56f8A66890ua1sPiD9qt5ZFstRDyZ6fu5Ac9em1w2fTrXo4klFn5U+BMF/eBTnb9DSjFykTOapK3R/mWdQ1+1k1swRStGqR+WXRhy2OnHOAf5VwuseJLy18TLdNJ9tYKIv3g/gHTHp3P41kanqF5Ej21zIZd3zRyBcNiqaWs7hp5LyJ2RA5Z8qF+rHp9fcVFWnJPQ2wuJoyhyz0dybU9QtNZvomu1lWdV2xyY2454HHWr1zFbx28dtEAFXr64HX8zzWWlxb3cboSm9cjKkHn6isvz7mwmYAlh7muVs9FWitD0+z8PXcOsaY+pSKf9JRjHH8yk54yx5Lcg9PxrsrCFZprux4CmRlIHZSOv61T1ef7E9tI+MrNC23+7gj+gq0HNhLqd042vLtEYzyMkf4Zrvg7qVzw5L34/P8jj/DVz9p0vW4i3EBWRCBnGPl/L5a9D8GlbqyimJJcW/l8/X/6wrgvCCi08T6jpz8JMJVIHBOGz/Jq6jwfdy2N5cW75McZwQT0HQ/qB+dTPSbNqbvTR1EoWCdwgIwa841rXre28Xx6JCxje5BkLfwqzZP6kH867nUtQijE8zOAgBOfavENQu31PWIfE8EkcK2tysTox+bIJ8pvTndg5/pTk9BqKejOx15GudOiv7XP2u1/fLgcnjkfiOce1U7a4j1nS1iKKnn/vLfceEkHVPoT/ADqXSrxVv5oCxMUoE0LE5+Rjkc98NkVmxQfYtZuNOYFVn/e2uP4WHJA/Ij8BSWjsYuTlG/VaF6YyXtjHNDn7da52qeDIo+9Gff8Arg1nawbXWNJgvIzl2BjJPBXnO0/Q1ekLwTR6xGh2yMEnXoFkHyhvoeAfqDWXrkC2twNRts/Y73iVF6JIO+PXqD71nUi7HRSa5oyXUy/Cunvd6ykEu0Rx3UDSZByRuwMHp1I6+teu2EI+1XVnH8uZSgOeQCOv61wHhySKBL26I5SS3bPuGJ/kDXfK/wBkv9TviCoMf7rn1wP51dH4GTif4yf9bHH+GpxLHrdkW4tgGjwM7dhK/wDsor0TwRMLnTkY5LCPbz7H/wDVXn3hg/YPG15auAFuWlVsd8/OP5muo8Mzzabq1zbA/JGfuk9gcEf+g05/GFP+HY625YxzScAY71414l1ec/Fi2gdpRaSwR252njLbsEDvzXqGq6kscNxOQcBSSK8Mnm/tpLjWLi4l+16fKZiiDO6EsD+AQgnjtmiWxUV3O+1GAatpRgTi5h5Q5xtccAfnkGs3TL83lkUvGOJf3dzgYMUg6OP89qZpGpobyO4Rla31CMyrt6bxxIAO2cBh9aLuEab4gDNj7JqP7uRj0V+x/Hg/iaVrGXM5Ra6x/pFjZ9uhk0mdvLuoXzHIB9yTqrD2I7fUVx+qzySXcsF3H5VypHmr1AbH3h7Hr+NdjcW8j2ZuULC9ssrIFHzSRA5x7kDke4PrWdq1pDrNpHqBIE1udk+w/eQ8hh+GG/OonG+hvTq2amvmcdkvlSPmHBrutBsrq81+wR0ktrb5iVLbCw2HA2eh2k8+lcJeQzadfGKQ8g8MOjDsR7GvbZZI4tZ0+aUYYzAZ7kMh/q361nSuma4hpqLRG8BuvDV5apnmGUHnsOT/ACrA0q8N34XF6uBJaTlFweiHlcfTj8q6WBjDpupbuTNIYoweOGyP61yfgu3jm0LVdMZPn2rKN3JLAY6fUV11Vo/U4aD+H0/I9S0ONbm3nuCc+eEJ/wC+f/r0yVIYX3lcmM/KTyQfas3wdqn+ivFKAFQ7c+mOR+h/SjXNThsrC5uZXwiKWNTDY2ktThP+Eln1DxvrOn7k22bKycclQBu/Imo/EDDTLlNVjUvbsoiuowPvKTwfw/wrmbEuniiHXniVLLUFfcchmV2ADrjrlSCwOOmfSursH+2WNzYXg3SoWik98d/xGCKnzC6jLle0vzKeqWsWr6ejncbi1Tcrjq8RH3h64649q4yaN43dHIDp6HgjsR7Gup0qSW3Mtu5zd2LZH+3F/hz+tZ3iHSxbqtxArGGQGSA+i9WjP06j2yO1RUhfVGuGrcjdORzdxbrcQEHrXXfDO/lt9R8q6JdYpBHG3fa6tx+YWuVjkEi4HX1rr/AFiLnULmWVtqwyQyLt5y249R6VjTdpI6MQvcud2FNrpNxayEq91PsIzztOf6Guc8C5S4v9Gmxh4iMEcBlOw/pg1sahctdeJryNeUhRSB6tjmsVXGm/EBGOVjklDA9PlkUD+dd0veT+88uC5OX5o6bwzcPatdQGQhlbOPTPB/UfrVXxvdmPw3dbnI3Lj8+KS7ddP8UysTtjdgWHs4z/ADrM8WQz6ncNpbqUjeITo2fv7T0/Os00lqdLTd+U4/wvKt5aPaXSP5NrMtyjoRxz8yn/AGT6d8mum1S+/s633rKZftBKxNjBJ75rD0eT+z72SzO1FuipDHuy9voc5q5dwuury28q7rLZyc8B+zKfrx9RXRStGVjzcYnVpc6M7VrbztOFxFnzV+dMdR6j/PpVfXtHuNQ0m2sooU+03T5LGTCKw6hj7enqa6TTbbzd5lIAibuOGPb/ABNYrWkkd/e6PJI4lkcXVk7n+PnI/EcUV2n7iZzZe5f7xJa7fM5i00W70O4e1vo1ymBujYEE9fyx/Kp9SWJo1wOT0ro5v+JzpMcrD/ToGMdxGVwRjqCPUdfz9a5KffFdGOcEj+EgcEetebVjyysfS0K3tIXPZbvT/tuotcys5tXiDkZ6ybhjA9AM1LrVz9p8SvbKcrFCGbjq+e1T6lcLb6aywiMuqBURjgEhhjn8awNDnbUNXa8nbBlRyMnPGcV0U92jzpJRfzIgwtPiFC6kL5rxnJHUPGB/Ot0u1n4quI1PyynH/fQDD9QfzrD8RKsPiPSLhidnlIXKnBwj88/Q1peI5RBqguUb5ikbjB7AkZ/ICtZrVPyHSfxR8w8Zal9k0G6CcysoUAdck4rzLQIovtVzp97k2l6ot5hnoG+6w98kD8a9E1m1gn1iykxujvrRl55G4c5H4GvPtXszDdAbyhPyhgfukdP1pJcyYVJOEo+ZsaVDc2lqltKTJd6TKYZSOQ0Dc7voCM/jW14gt5JtOj1CMqt1afvkI9vvD8Rg/hWVBqCy32nay3yRX8BtLvHQP0OR/nitjTZmksTZzgNPAxhcHvt6H8R/Oo5nyryInyqpfpNfiNtLuC5YQsg+y6lASFHRX6MtZ8EuPtOk3Lb45XaLcRtPmL0OO24Yb65rNjjubZr/AE6Nz5tq4urUDqy/xAfhj8RWfaSSeJfFDo2qXFmk6s0RjTcfMRCygdlHB5PbjrVyjdXFRnaVjb8LafcXNzf2cu4WqKTI467hnaB+v4V3Ou3Pm63bWKEECDdJxgZB4rg/hxqs13ZazdTyebK8Ufyu2Pm+bv71v6Zdyajry3U/yElo1HX7o6fpWdNWbijao7vmfdEN84svGVlcg7d/kOT14OVIro75jZeKtwPyShd2OwYYP6gGsHxbABPpMo+bho2IOCQGDde3Ga0vElxFObe7hkz5tvujIP8ACGyP5/pWk1tIVJ2co+Yvi/UTFpV1awkNcvCdqA889TXmGlSDR9TE8uCmBvVhw8ZOHX+v4V6ZqZiuV0TUlTCylraQ/wC90z+IrhfENitrcZMYZVYhh7f5xRH3k0FV8jjLvp/kaFlpgsby50WFgogYXtiz91wdyfiOPwrcvreLVvD5RCXZ4w0THseqk/yrlLXU5PsFndHc17pDCOVWB+eFj8p9+OK6HT5RaztY5zbufOtmz96N+g/A8flWTvb0Jm0pqfSWjK1hrIH2W9kkx/y6XSt/eAypPv1/WoZ3/snUpM4+zZw+1cKYWJI4/wBk5H0NR3VpFa63PaSDbZ6oMK+MbJlPB59/51m61eTp4ZdCzJqVhL5MxyOVPbPdSMYrSycboinJxnZjNdtgIhG2PMgIMTA53xE9Pw6/nXpUkF3fa6qyyKIYJYplboDk42fkteSawsK+GbS70/WNQuEW6+yK9zEI1mATLtDj5tqkhTu9R7ge1ahcJYWKzBWYR7D8gyeCQf5VjJWdzok7pJdytqV2JNdntUOIrcpK2OgYjpWL4aAsfHV3a4OJGljI/HcP0NS6NI2oX17dEACVd4/MgVFLH9n+JFuwby1lMchOCeqEH9RXTZtP0MbqLT82bOkSta6jeWR6qxwP90kfyIrH+IN+sehNbqctPIsf9TV6/nNn4iafcFEkwJz/AAhlHf8AP8qztd0xZtZvreRmkVoUuIN38PZgPxFZp2sjolFyTtucJpNk+r6RdaO8hW4ZmmtHzjZMg+79GH6ZrotLuZpDZ34Ul5U+zXK/3ZY+FJ+q4Fc7M8ul6mLqIjdEwnCdm28EfiCR+NdGGVNRvre1crb6tALm2z0Mg+YfrTfuyt3MG1Wpab7on15Dp9/b6yi5UEQzp/fjb/DkflVkKl7b3WlFgCm2a2kIz8vVSPXnIx6GgyRazo4DDmWM7gT9w9D+R/lXN2t7dWtitwzZn0yVoZ1HeIng/gePoaUFze69yZzTtUXX+n/mc9dR/ZLrABEbjfHnqB6fUHI/Cux8E3bRWWqtEEM2YSgc4BOTx+tYBtrLWfGzWOoXtza2txKTDJHLFGIsgFtxk4xjJwOSeO9VtDivU1vVNG3XKCO42FJgBKNrEANt4Bx1wcVg4WdztlW5qVup6H4ela61P7VPktdK5GOc4PT9DSeKCLTVNK1BcZRNp3AH5kIIH61cRrfT9QsYCQJQ2NoHADDg5H1NQeKYkudJlYnJheOXJ9+G/n+ldsNGvNHBJ3jK3RjNX1i21WVZLTOTEhfPG185A98ZxVnUL1H0bRtack+S/lT4H8LfKf1wa5rTSHtJmRl8yKMJLHtGdpJw/vgkg/hWtp2NQ8OatpLH5lRp0H4dPzFY1IpbHTSnezMfxPYgFpIu37xCp6j2P+e1Sx6vBe6KLBmy2wS7iOSp4bn2b+YpbRjf+GoXI2vB8hyc4AOMfgMGsW0n+yX6AIP3cokiHH3WyGX9TWnxRUluc8koVZU3s9fv3/E2pr6KAWt3b3Pm2qTtbyt0G8YIf8x+Rp+vWguNMF5btsuLUmaMqOcdTWeZrLR/EFzaXrIml3w3kMuQm4HGBj1yPyNULjULnVv3awmCyIUsjnLOV6E+nHaueVS7T6jWHUHaPwsqTXk1/NJdBHtvtMaC4G7l3XPIx0yMCkuHSdMNjepyrf3f/rVHrjtBpzSQuUYOoyKreINB1fw9oek6jdz3C3F6ZPMhaMgQABSiscfeIbOO31zWck56nXRmqenQ9I8cTyQPpFvExRJ4t7leCSCB1rTsbeO3vbLy1wBHJgdhy3+FFFb0viZzVt36r8zG8ZufJs3HBEjoMemAcfoKzLOeW5ifzpGfYqIu45woCgCiiuj7H9d2Zx/iP+uhu31zInhTRLoEeZBcIF9wSQc/hXPeLokQSuBzkEZoorOl8TLxPwR9UZiRRrY65GqhUVLedQOgcgZIrehmdrzSrnpJd2YeYj+JlYAH8iRRRUS3l6GdX+FH1I/EH+iappd9ET55naMsTncucYP51xl5ey6F4x1WaxVFNtK5iVhlRuQg8f8AAjRRVL4Qj8bIPCN9Pa2N/HC20SNECR1AAbpXsFjbRW401oxyZM5PPJC5P6miis6fxs0n8L9V+hT8YMX0hXP3luQFx2yDn+VYGnksCWYtttty57EM1FFdC/h/13F/y9f9dDckLSfD2UliDDc5jIPKkOMVl67i6so5ZAN80G58etFFZUvjLxP8B+q/MydFPn3nlSAFbnTHEnvsbCn64qewlc6FpFwT+8ivGt1P+wRkj+VFFJ/G/R/kZ1P4MvVGz4ihS48PySvnfEyuhB6EkA/zrz7XruS9s/Nl27pIoPM2/wDLQjdgn3ooqIv3Rx+Mg1rxK2uQ2sUmladbGBUjie2R1KRr0QAuVA5ycDk81634wuJbSPT1jbi4YB8jPU4/qaKKUzZ7FnRbaOG/WJM7FtivJ64IrD8XzOmo2kqHa7wFSR6KxxRRXVD9DCWz9SKa9uNS+1XNzIWk3EcDA4Bx/Kuj1Nz/AGv4fkwN09vJHIfUBM/zFFFY1dzqo9Dg9eiT7ZGdv/LYL+BqLm10LzonYPZ6oyQZOdi9cfSiirrbHJhfi+bOlt/3PiK7hjG2Ntku0dAzIScfiM1nTRJB4vtUVQyX1ti4VuQ+Qf8ACiis38b+X5ImG3zOGfWW0Y6lAdPsL+FbkhY76HzAuw4Uggg9DjGcHuDW58PLmbVvEepalfP511LJHK7kDlmbnj9MelFFKtu/U3j8H3HoviJFh8SJIgG5NiqfQBc/0o1pFeyvIyPkMEgI+hYiiiurrD5HPT/5eHEaVKw1mJcDbKTG4xwQyZP6gGtjw3K39t23+3lW9xiiior9P66s1w/w/d+QzS41TWNYsR/qPNOB6ZOD+lc7rSLFjYMFeAevcf4miilR+D5jxP8AFg/UlVTfRxXd27T3CxqqvJ/CAMAD0FP6PgUUVyS3ZutkZXiEn+zD/vr/ADrn7/xBqmo6Zb6bd3k01vbyPKgkkZiWfGcknnG3j0yfWiinDYTP/9k=", 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0BaUhASeBwfpXijpuADV7J/aJm00IsQUseT0zjvx19KdNczsTiZcquT3EtvYT29vPJtluZNka4zk4/T/GnQRtd29w9vu82B2UxsMEkDj8zxVDxLbi40CLUISBLCwk3Aep2k/gcGrlldBNZs7necalbRysP7r9P8/WtZU7GEanM9DDuJptQt/mYGMqGCgc59TWU9u4Xv7g13H/AAj5m/tOFMwMkyy20oX7gYE4HqM5BHpTLPSY7v8AcSwLDdAYdAeG/wBpfUV10XG1jzMZQnJ8y1ZwBsYZ2tIb5WFrPPt3A8b+Cqt/snuRVK8UabdS2jrswx259M/0r0HXdFBsn0qIxtsQOpbjDYzkH61zJjtNet1/tSFre6RvJnKj5o5AOJM9CD3Fc1WCk3Y9XCVXQhG7utn5HMXMSzoec5Fc/ZztoWux3JBELfJL/unv+HWuivrOfSb6SznOWU/K2OGHrWbfQJcRHcORXNtoelUtUjdHZF0kQFSCCMgitbw/DKRc7E3fd/rXnOj6udOK2V0x8jpG5/h9j7V3emX/ANlQsHYfvFO7ZuCrzkk9h0+tCWp5804rU6+OKNS0cp2ygbimM8VlLqctwdUjjtkjezf5VdvvJnBbHr7UunanDd6ks6TiRC5ibDfc9j6daSeGO08eWzSACC+hYSjPDcFW/MhPzrqdJWucsazbafe3+RY1qMfY7a9s3IhlYBwvOAw+Xn68fjWXZ6FeXWn6hHcTmO1uirRMfmYMrAhgPwI61saUhvNAv9NlIQxqwVmPTBJB/Ait+K3H9n2jED5oYzj0+UH+tOmk1Y0m2ndFSxtFudICPxJFujY+4H/6j+NVYJ9oKt977pHuK1DIun3zBx+4vI8/R04P5qR+VcrqDzpcz7QRGnJYeg71102up5WLhLdEWqWUup3bC3JDAAP/ADrl/EjG106a2iiY3CqMMFyc11r34u7dV0/KyqgliYdJl7r9awNfRrv+ztfsyc25xIVPKKeoP0I5+prKvNvRG+Boxp+/UVzyix+0Tair3IYMw6sMV1D2+62KE54re8U2ivpg1WK0jbyxmZUG0kZxuHuD+lc6bkIMHrXnyTTPbpVFJaHrVmFvNN09IlOy1uHRiT23HH6EVz/jZ2udRi1KNz8kjwqw7Ywwx+Kmt+RV0XwnfiNmaV3DAf7ZVeh9ODWXqsBfw3M4Xc0Xl3AIHXDYb9Ca9CD5rHkyVuZryZpapJ58Gm6vHhTIisSB3A3f1IrpXu2eJQJCyKvBPp2rj9JkW68BOuSXspeOc4G7/BquW15L/YFwIF82e2RhtzjKjkfp/KsVpudXxJNHnvjDUpYPGX2mEh5YCMAng9ePxBxXTWNvCBKLd5Ipp5PtAikH94D5R6Ac4Hua5vV9MaWRtS4drsLMMjgHjA+la73L6jo01/C483+EKfmRv8B/KtY2TUjmqpzUoPoQvqC6leNGv3I/lUn1HWs7TrBv7WuLdY1a24dFc4BPZffoR+FXYkOyGRkCzthZlH97scevSp9f0+aLS1ubWRvPtnE52evp+H+NdFWajG66niYeE6lVwntH8jhb/wAL6ldXNzrkMcYtvMPyPKPMz0yR2H41oQKgiKMhVsYYE9D3rehuo4b6K6UgaVqeQwYZCSnqp9MnP5msXW7Ga0aR4/mTJKkjlk9fqORXm1ocup9ThsQ6jaaJvCtgt7rSICghW6gaTIOSN+Bg9OpHWvXbCEfarqzj+XMpQHPIBHX9a8x8ETxRWl9cEHMctu2SO4Yn+hr01X+yX+p3xBUGP91z64H860ofw2c+J/jJ+f6HH+GpxLHrdkW4tgGjwM7dhK/+yivRPBEwudORjksI9vPsf/1V594YP2DxteWrgBblpVbHfPzj+ZrqPDM82m6tc2wPyRn7pPYHBH/oNVP4wp/w7HW3LGOaTgDHevGvEurzn4sW0DtKLSWCO3O08Zbdggd+a9Q1XUljhuJyDgKSRXhk839tJcaxcXEv2vT5TMUQZ3QlgfwCEE8ds0S2Kiu532owDVtKMCcXMPKHONrjgD88g1m6Zfm8sil4xxL+7ucDBikHRx/ntTNI1NDeR3CMrW+oRmVdvTeOJAB2zgMPrRdwjTfEAZsfZNR/dyMeiv2P48H8TStYy5nKLXWP9IsbPt0Mmkzt5d1C+Y5APuSdVYexHb6iuP1WeSS7lgu4/KuVI81eoDY+8PY9fxrsbi3kezNyhYXtllZAo+aSIHOPcgcj3B9aztWtIdZtI9QJAmtzsn2H7yHkMPww351E430N6dWzU18zjsl8qR8w4Nd1oNldXmv2COkltbfMSpbYWGw4Gz0O0nn0rhLyGbTr4xSHkHhh0YdiPY17bLJHFrOnzSjDGYDPchkP9W/Ws6V0zXENNRaI3gN14avLVM8wyg89hyf5VgaVeG78Li9XAktJyi4PRDyuPpx+VdLAxh03Ut3JmkMUYPHDZH9a5PwXbxzaFqumMnz7VlG7klgMdPqK66q0fqcNB/D6fkepaHGtzbz3BOfPCE/98/8A16ZKkML7yuTGflJ5IPtWb4O1T/RXilACodufTHI/Q/pRrmpw2Vhc3Mr4RFLGphsbSWpwn/CSz6h431nT9ybbNlZOOSoA3fkTUfiBhplymqxqXt2URXUYH3lJ4P4f4VzNiXTxRDrzxKllqCvuOQzK7AB1x1ypBYHHTPpXV2D/AGyxubC8G6VC0Unvjv8AiMEVPmF1GXK9pfmU9UtYtX09HO43Fqm5XHV4iPvD1x1x7Vxk0bxu6OQHT0PBHYj2NdTpUktuZbdzm7sWyP8Abi/w5/Ws7xDpYt1W4gVjDIDJAfRerRn6dR7ZHaoqQvqjXDVuRunI5u4t1uICD1rc8H2WrarHdWiyJ5NqFJkcknDZwAO544z61jxyCRcDr613fw4RtmsOdqgLGd3p1rGHxHRiFem2bmh2KWGgh8l5RfsXkcANyB1xxnBFV/Hkv2IaVfK2HkdgMf3VIf8AWtKB2vLLUbZF/wBXdh2PoMKD/I1mePQLuG3VANlpIsXqAWQj/Cu6OsV8zyHpKT9Ga4lWHxSIwSFng3YwepAP9K7ue3iTT4cDKoiqp/CvO7u4efSNH1aMsZPKAYg9SMHH6Gu4XUA+lxxuQHGPxHb9Kyhudc9jH8T3kFnoU93PnbbKZlx1BA7fXOPxrk9C1pNXsIrtnGyYMpRuqFTjn9Kf4+1mAxQ6O5/4/gYpG/55qeN31BK/lXHaObnTNOutNllR7mwnad1iPykEDeAOD90q1U9XYzleMXJbrU145ZtJ1o6ciny3JntWPAU90/mMVdEkVvfC7hUC2vOHTr8+PmQ/zH4+tR65EdQ0eK7tv9db4kUr1OBzj6gZ/Co4PJ1O0RFysF8vBX/llKvcfiP5UlqrMhySkprZiwvHYagdOmbNncqxtnbkFccxn6fyritds/s1wzxA7AdpX09K7HyF1Kwm0a8URXMbEI2fuyDnKn0I5HsTXMSyPMskV2rCdfklB7sO9YVU9zsw9lJpHba/ezXN8LGPZ5Er7wVJySEyQR+Irbsoo7rRki5CzWzQnPrjGPzrlvDkLTJcanev8hwzMRwo6HA/EdPauh0+6jk0j92ceWz468ncOfpya6Kd1C5x3Tmo90YXh3W7aw0i80+7ON6M4wv8ZG3ae/cH8DWl4dvsa4IpDiO6Qqw65O0VzGqRQWPiC8DnEDMzEgA7VcZyB7ZP5Vemlk0+/t5Sys9sUIdfuuOuR7EH9KurFbrqFCTtyvoW/KRrS80w5M1jKwAPUxk5H88VzumXY0TWZHbJQDzFTqGx1GPpn9K6HWitr40tLuIZi1GAZYHA56DHvgVg67Aba4Lxgbo28xP909vyP6VNP3ouPYrEe7ONRddH+hppdWUupic3O37W6JEAOu7JDA+g/rTtGuzJG9rc7WuLaQrJnuRxn8RzWM0aXvh25EY2taSGeFh1VTyy/hkn8qWfxDbzWUb28KzanNG0Vzs+UIVOVYnHOev/AOqs6k3blfTYz9gk1Uh8ynqiNpk17owjeazukMsODtEbZ+Vs+xHT2FVxcS73knlLu2M56DHGAOw/xqwFlleW4umD3Ex3OwXHP07Vlabaf2x4ql0ufUprWNllMXlpuLMqFgvoBweT6e9ZNufunRSSpvmR1PhOxN5cX0K5SyKb5AvUMAdoH5n8M13eu3Pm63bWKEECDdJxgZB4rzn4V6hM1jrjSv5v7qPYrtjk7jiup0y7k1HXlup/kJLRqOv3R0/Sroq14irSUpOS7ohvnFl4ysrkHbv8hyevBypFdHfMbLxVuB+SULux2DDB/UA1g+LYAJ9JlHzcNGxBwSAwbr24zWl4kuIpzb3cMmfNt90ZB/hDZH8/0raa2kTSdnKPmL4v1ExaVdWsJDXLwnagPPPU15hpUg0fUxPLgpgb1YcPGTh1/r+FemamYrldE1JUwspa2kP+90z+IrhfENitrcZMYZVYhh7f5xRH3k0FV8jjLvp/kaFlpgsby50WFgogYXtiz91wdyfiOPwrcvreLVvD5RCXZ4w0THseqk/yrlLXU5PsFndHc17pDCOVWB+eFj8p9+OK6HT5RaztY5zbufOtmz96N+g/A8flWTvb0Jm0pqfSWjK1hrIH2W9kkx/y6XSt/eAypPv1/WoZ3/snUpM4+zZw+1cKYWJI4/2TkfQ1HdWkVrrc9pINtnqgwr4xsmU8Hn3/AJ1m61eTp4ZdCzJqVhL5MxyOVPbPdSMYrSycboinJxnZjNdtgIhG2PMgIMTA53xE9Pw6/nXpUkF3fa6qyyKIYJYplboDk42fkteSawsK+GbS70/WNQuEW6+yK9zEI1mATLtDj5tqkhTu9R7ge1ahcJYWKzBWYR7D8gyeCQf5VjJWdzok7pJdytqV2JNdntUOIrcpK2OgYjpWL4aAsfHV3a4OJGljI/HcP0NS6NI2oX17dEACVd4/MgVFLH9n+JFuwby1lMchOCeqEH9RXTZtP0MbqLT82bOkSta6jeWR6qxwP90kfyIrH+IN+sehNbqctPIsf9TV6/nNn4iafcFEkwJz/CGUd/z/ACrO13TFm1m+t5GaRWhS4g3fw9mA/EVmnayOiUXJO25wmk2T6vpF1o7yFbhmaa0fONkyD7v0Yfpmui0u5mkNnfhSXlT7Ncr/AHZY+FJ+q4Fc7M8ul6mLqIjdEwnCdm28EfiCR+NdGGVNRvre1crb6tALm2z0Mg+YfrTfuyt3MG1Wpab7on15Dp9/b6yi5UEQzp/fjb/DkflVkKl7b3WlFgCm2a2kIz8vVSPXnIx6GgyRazo4DDmWM7gT9w9D+R/lXN2t7dWtitwzZn0yVoZ1HeIng/gePoaUFze69yZzTtUXX+n/AJnPXUf2S6wARG43x56gen1ByPwrtPAubqy1e3UtudY2UKcZYbsfhzXOm2stZ8bNY6he3Nra3EpMMkcsUYiyAW3GTjGMnA5J4710Pwwjez1rxJaXAnU20qwKtxgSINzj5gvGeBnGR6cVi6dmdzqqpScWdrbImj+H9Rldi1w8KGU/35Np6fjmsa/j8zwvcSSfM3lxzt7kMM/oaNd1GaS7NlHs8qbaSytycLkgj8RWpBAk3h0whg3mWTr+O3/Gt6L0TOGSvp5FPSj9o8BNlgTaznp2G7p+TVtafdltKjkkP+rXY31Xj+WK53wqySeFNTgLHewMhyeNu3gj05WrOmBL+HUtOdmO+Nmj556dc/XFDXK2jWElKCZwHji5bUNemxnyrcKmR3z1xVlsLNY+I87pID9i1BAf9ZH/AAt+Kk/99Crt/ZJc6Na3CqAXi8tyPUcH9QaydAkVprnSpTmO/iZAGP3ZV+7+Y/kKJK8eZExny1HCX9JnYaPFNamawblIziJ2/jTPyN7jHFZkEZsNRvNKQgKw+1Wf+w3dR+RH4U3Tb91t9PklZs2xNhcA/wAPOUP9Kd4njlFtFqdrgS2zh8gclc8/h0NHM3K/cwSUFKn/AC/kyfUphdW9nq0DeXI+2Jht6NyVJPbDZH0asbXz9tWDVIVw8n7uVP8AaHb/AD6VW1y/mtba4toZXFvfFZ4HXsDyw/A/0qnrema1oGiadPfXdyG1JpDNCUwtuwCFMnH3mVs4/DsaU4dGdGHqdT03SraJPCN8iqAAqjPfBC5/lVfRwF0+aMABVdgAPdXH9BRRV0/4JzL+PH0Oa8U/LqCyADe0KMSR3DEfyOKhSVpNMsd2PlMkX/AVbC/ocUUVrP8Ah/d+pVL+I/n+hf1olvBmm3RP76C4wjenX/AUurxJJbwzsPnZNp9MED/4o0UVjQ+Nm2K/gP8ArqcnYTTC5uLVJnSGaPbKiYG9cA4J64q8LeK3UpEgVeuBRRWVb4i6ewuTsJrkptSuNH8SSX9rs86J2271yPmUqePoxoorOG5TLfhS8ms7K+igbaJGiBbuAA3SvXrG2itxprRjkyZyeeSFyf1NFFaUvjZjU+F+q/Qp+MGL6Qrn7y3IC47ZBz/KsDTyWBLMW2225c9iGaiiulfw/wCu5P8Ay9f9dDckLSfD2UliDDc5jIPKkOMVl67i6so5ZAN80G58etFFZUvjLxP8B+q/MydFPn3nlSAFbnTHEnvsbCn64qewlc6FpFwT+8ivGt1P+wRkj+VFFJ/G/R/kZ1P4MvVGz4ihS48PySvnfEyuhB6EkA/zrz7XruS9s/Nl27pIoPM2/wDLQjdgn3ooqIv3Rx+Mg1rxK2uQ2sUmladbGBUjie2R1KRr0QAuVA5ycDk81634wuJbSPT1jbi4YB8jPU4/qaKKUzZ7FnRbaOG/WJM7FtivJ64IrD8XzOmo2kqHa7wFSR6KxxRRXVD9DCWz9SKa9uNS+1XNzIWk3EcDA4Bx/Kuj1Nz/AGv4fkwN09vJHIfUBM/zFFFY1dzqo9Dg9eiT7ZGdv/LYL+BqLm10LzonYPZ6oyQZOdi9cfSiirrbHJhfi+bOlt/3PiK7hjG2Ntku0dAzIScfiM1nTRJB4vtUVQyX1ti4VuQ+Qf8ACiis38b+X5ImG3zOGfWW0Y6lAdPsL+FbkhY76HzAuw4Uggg9DjGcHuDXZfCi9n1XUfE9/ev51zNGs8jEYy/zHoO3t7UUU6nxM6qPw/Iv+F2bUWuLm5YvJgkH+78jHj06Cutsm8vTbRVAwcj8Nxoop0/gMl8a9P8AI86t7ma3uZo4pGRWbyiAeq7xx9OBXVeH5Wi8RW5XHzRsDx/sg0UVrW/zJw/wlcfNHq9of9Xb3bGP1GeSP1NcRexop1EhBuh2SRt3DBxRRU0/4Yq/8Zen6nSRIsniXU7Jh+4ubMyyL/tBQQR75NaWkE3+jwrcEsswG8Z4OU5/xoorFfCvUKv8VehxOqMT4Inzy1lfIIH7qCeRmsHXfEOqX1laaZc3k0tvAzyrvkZiWbAOSSc428emT60UVpLYdHY//9k=", "info": {"video_id": "4154", "label": "failing to put perfume bottle into plastic cup because the plastic cup does not fit", "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": "4154", "label": "failing to put perfume bottle into plastic cup because the plastic cup does not fit", "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": "a4c7f531d5afba077ea63e75b5c53105b746e5a1f41c393c7326e43dfc451daf"} +{"episode": 52672, "episode_seed": 2207216951, "split": "train", "timestamp": "2025-10-13T03:26:08.183174", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2207216951, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 broom against 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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", 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", 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", "info": {"video_id": "70552", "label": "throwing broom against 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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", 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"info": {"video_id": "70552", "label": "throwing broom against 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": "5ef58433447cec6c2671c9d4cc3bc819472a8969d955edef52e9cd1739d4d2f6"} +{"episode": 52673, "episode_seed": 1027409119, "split": "train", "timestamp": "2025-10-13T03:26:08.606450", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1027409119, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting bottle roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "159907", "label": "letting bottle roll along a flat 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": "159907", "label": "letting bottle roll along a flat 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": "ba102d596a50ede716f0ab684eab9345f07927407491d6312900662e7434fd62"} +{"episode": 52674, "episode_seed": 1500399200, "split": "train", "timestamp": "2025-10-13T03:26:09.662521", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1500399200, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering ring'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "105013", "label": "uncovering ring", "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": "105013", "label": "uncovering ring", "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": "ccd103bef98794994d7c0de68be48a8d324c3d5d2971757acd7d831c5872d8ab"} +{"episode": 52675, "episode_seed": 3065772785, "split": "train", "timestamp": "2025-10-13T03:26:14.312037", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3065772785, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paste tube without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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9aZpFkml6RbWYG3yo1Uk+o6/rU0hwhPTPqK5pu8hdDn9QtUnIWUkAZIboRV6Nd7DJGPzqpfzeZ/TirifLjJ+UAdKlCJm3qjAkbeq89abEmOTwzdfSlYZXnqRz7UxWJyBu9KCkPWMYyOTnJz/SvPdfWXzZrWI4RZcKvqfT9a9HUlURG5JOa4qdrd/EM8czCOeG4Lpu6E+9OHY0ih+maZqOi30QY70MIeR9vCeo/Ct/xFqk2i2UcsqbY54vMhk7MOnFQeG9bvdJ1TUotThNxbXwQtNGu5QmeVH4dvarHxjfTbnwvbLFL5qQN/orI23DMR8u30wPwrsUV7O6ZnKUua1jmfCNwuoarLcF1lneMnYvzeUpOOT03H0HQZ7nj0IIYY9vGOM9+a4X4Y6aIdLlv2BDzthT/srx/PNd27HABxj1Fc1WXM9OhMY2RTuYQVwMAc9e1ZsIKvIgA3A9zV6/cqh9/as+13bpWGB0/Gs1uBfRGVcoeevPFNdd0pB5QckinJzxngDv+lNYgNnn5vxpFIrmIQanFMvSUbWHuOh/z6U3xBpUGpwW0syBltpllI9V6MPy5/Cp5UkeFnXJKDcMnuK5m98WYZ1UDZjAU9/c1rCWmpVr6HUaPave2rwadNGEDEIcZz7VW8Rvq3h23c30JiZI/MPHG3pn8zTPDHizTtFvlu0EbM6qxT+EueOnY13PxDb+09B23VsoCB1Of4lZccfofyrqaUo3XzJd4ySfU8E0jWlvdaikLu95JMqxFRhY+eXyeS3oMYHXnAr1+2hKRM+MM38q8e+Hul/adbad1ytqBj/eP+ABr2YE7eDn0B/xrmqyvZdhRVrvuQyqH3ZxuHesS+XyyG6jPOK2pW/dk/0rn7li7HA5zmsLgy8ocEFwMHkkH+dSofNcqT2x0qm18qRnjLE4FSRXKlgcFf8Ad71pYRYVFT3x3NWowrMXJ5GOKyXvjtJ2FgvAINWINQIjB8pSep54qWjRGlPHBNYypMqmNkO8EZBGOc188rftDcHOSoPbjNe6XGoRyWM0MqOgdGUsp6Aivn+dGjnZD1BxVRtZik2bukWNz4p1uKO5lkbK/OwGSsY9P5V7DpzrY2UVvAu2JFCKPYdK5L4dWUdnozXk0ZMl25w3cKOB+ua6yO3k4cggE8VT1EjQjuGluFQ8ZFUtRiYy/J+VWYLeTzi4A2ggE+1RTufNyTxnis2JlO3Q8qi5Ygbqto+xSx47YPpVdZEiUEnGf8aVryJpCoGQMc1VhItGNWVGz+VPj2qpUDnHWqpuljQMGzzwCP0qMXyrMFEbH1JPP4UmikbESqpC9R1Bz0rgvitZWqWNnqCLi7WbYH7lcE4Prz0/Guv/ALSwQfJ4Bz96uL+Js8d5o1tsEivHOSVb020Q0ZT2PPLTUSs6lyVO7JYc123h2xfXbuLVdRDPHA2y2Xsdpzz64z+dedQRvNPHFH992Cj6k4r3WzsYrXTLWxtVP7ldh9/er6E3bNdb5jkEcgcingiWz355NUVhdY3G059DVxkeK2KsMHdgVm0DMd4iHy+Cpz2q8kIPQnd1NQswJXnoTUX21gpwnzHgE+tNIkvBiJQzABPfmnsQuWBA5xxVKG5YDBVSBTGuXaV9mE44IpsaNaEk/wAOfl/OuU8UeEbvU71tQsZY1cIFdGJBZh3B+lakU80aFWcgE9Qev+fSnfb54lyJm988/XrUmiPM9Kv7+W6FuLlwinkA56VaPmeJvEMNgkslxbwHfM+cgDvj+Vczqccw1a4e0EmHdmxHngE9OK774dadNp+mTXjwuss8m0Agg7V6fqT+VaJ2Jbb0Z1Vo4s4xDCqxqvCoi4UD0q8lzIZIgTwTz6VELN5S8i/KSc8irEVoxl+cjAUfzqGhNjdQVZMKf/riqMEKgspJ2g9qt3h3SMVHOcZqg8zRPwOScnNJIkulGRdo5J5Ge1SIVZFHy7gefaswXUryl+MdABUk1y/lAELkn0psaL6NzgcgDtXnHjTRJrLUhNAhEE43JjoG/iH9a7QyT+arByQOw6iqeso19p8iby7r86DOfmHb8uKSNEed2KFpAPOEbhhjgkk+1elrqmq3OnTSaleS3KwwCGKOQBSvHT8TjnrxXJ2FpZLqNtPATIwdSY2HQ11msTtea/aQW8Z+zzHz5CBwpToPxOK2johyRBolg2j6Xb2+QJB88pA6ueT9f/rVtxXMhzhjtHT1piwyzrsZWxuzyKmFk6q43AjHTFZPUzJY5t1od5y3c1mSQrvDrjO7AFX54o4gFB3E4zVJyVPI4zU21JZnjG4c4AOORmpFkCr8vWqy8BcZz6g8U9cb+vGPWtLASxuQeMcjPvmpYzGSd25QPvBB1qFkYYJ+bJ5I7CmzTiG2mk2BmVScZ61JSZV8QX9vaWLpFuMrKR83YHvXFaXpEN5qMa3EIk3nJBH6V2N1apNBEWKu8nLHufb2FV9IsJ4/EKkRkxFg6k8deoz9avls7Dvc7SysbS0ghtYYlCxKAFA4X2q/HGrbhwMdMVWDKJN2NueM+prRhUtEBgc0crIcittdVbA4Y8msmUhThvXr61vkgqVAJ964aIT6n4xutMk1W4tI8y+UI0DZZULBfYcHk+nvTcbbkp3LU5A2+3oajXAxkjrmsLRL25vlY3EzSBQpAY9PpWyvOcEgds9qVhkzyb8AdOSDTg4KqWUEd/QVHGCyjB5755oU7c5UnnGCeoqWUi1mAJmV5CcZPAxXC+J7ldRvEtoM+UnOT1PTJrq7iQSTxWwBCsp3MD1A7VjXWnecs7RKPMJ+TaPTkD8afLpdlXH+D/DWmvtvZ7ZC8R3h2zwR0rv44YlXKIBz3FYfhqJ49JKSwgFjjbn+ddBbHMgXPI6g03Fkt2JHi+UbcnIqre78Dd1B6VqMvRjjsOK57xhcT2miGa3ZopPMQbl69+KrkI5tSvIwPtzzmqAkDZbBK/pVPVj9m0WDUrDWtQmDXJts3ESos5CbmeIddqnCnd6j3AsJkLgfLnnp1qbDJ/MOcLjn29qQHDKTyQc9eaaDg4PBHQ1OqCYbVBB65FJjQ6FmV1KjIPTIzzWdrV7cTWjwxYA/jIGB9K0WtbkKxVGDEcY6/UVQJaOxWGW3dWHVnHHvRFLdlXOTtLIx3sSMAJAVZvfOa9Stovs8cUWOAvLEdT6VysOlxX97FPuIaLr7jOa6yM7yCpJIO0Z6U0ribL8KEsXGMYpDCGDEZz6U61I2BWGCalb7zAZAHtVqm2ZuVjBu0KMeQOfwrMuWxjHVieh9MVHBL9s8azaXfand2tu8uxHjljRY+hJYvxjGeOpOBWbA10mraja3T3LG1maNVuAA6DJHOOM8Dpx6VLVnYa11NESAcADtnIpdxcBiePyzUYJALn5hUsZA4POKllAhO0KucjkD8ankvJIIVOF5HHyjOaDYT4JVWw3PPGKqzJcQXUbyQyPGFONgzg1KV3YtHJ3a3MGpS3oKoVYO2Om4n0rr/DLyXcU17IuZBkbO1Zs0Ud2JonXYJcggdQCMVv6PZx6XZrBvO9jyR/F/9er0ewN6G1F86BeNxqzJHlVB4461Ut2wynqo6HvV5mAjBQdT2FVGmZSlYyrq38uVgBxnIJrNkyW2kgkGrHiyW4tdEa4hleOQSIu5euCea5zX7DXtD0bS7+6vboTXhk8yIpgQABSgJx94hs47fnRKNtGJO5MvAz6dBTuVwAeCaKKTKRtWEEbIzMMnk889qlmhjdHRkUrjpiiiokNHO39vFbzkRLt5A4NX9NO2A46k9aKKa3GzQglchcnOc5z75rWt3YdD7YoorohuZSLKKCM+przPWL6bSPGN5e223zopn27xkcrtPH0Y0UVpVXumcNyp4eUKs4HbaB+RrdAyAD/vZoormNx6Ektk9K3haxLCp2gnGeeaKKhgUb+xt5It7RjcqZBHFYkKgXAUfdBGBRRUroUdIhIKY6ccfhmrtu27GexwKKK3iRI0Ac4U9A1YXjRQfDchI5E0f86KK6be4zD7Rw+ueIm1qKCKTTNPtzAipG9ujqUReiAFiAOcnA5PNbaEkKPfFFFcbOgsGMKuOT161qIBbRo0YGWJ5POOAeKKKHsCLZJ2buh25rnNZYrOFB4AxRRWRSJLEbbOORSQzMQT7AA1chkdo1csckgnn1ooraBLNyxdnU7jnNbEdvHnGDg/4UUV3UUrHJU3PMdc1T+yfEeqxfYLG8iknDFLuHeAyjggggjqcjOD3Bqlpd7cahqF/eXT+ZPcOJJGxjJOTRRXJV+JnTDZGxEu4BiecmtOwgjA34+bIGfwoorIotQztIpLAfKMgAVW1MkQNyeBj+tFFZvcpGDYDzL1FYnBq/DLJK43McYJ449qKKuA2aliT5u3Jxux1roraFHUsw5GKKK7aK1OaqZPjiFF8Lu4yCZY/wCZrzPUtc1G906DT7m6lmggkeRBJIzElsZzk8428emT60UVOIXvBR2P/9k=", "info": {"video_id": "219280", "label": "pretending to open paste tube without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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9aZpFkml6RbWYG3yo1Uk+o6/rU0hwhPTPqK5pu8hdDn9QtUnIWUkAZIboRV6Nd7DJGPzqpfzeZ/TirifLjJ+UAdKlCJm3qjAkbeq89abEmOTwzdfSlYZXnqRz7UxWJyBu9KCkPWMYyOTnJz/SvPdfWXzZrWI4RZcKvqfT9a9HUlURG5JOa4qdrd/EM8czCOeG4Lpu6E+9OHY0ih+maZqOi30QY70MIeR9vCeo/Ct/xFqk2i2UcsqbY54vMhk7MOnFQeG9bvdJ1TUotThNxbXwQtNGu5QmeVH4dvarHxjfTbnwvbLFL5qQN/orI23DMR8u30wPwrsUV7O6ZnKUua1jmfCNwuoarLcF1lneMnYvzeUpOOT03H0HQZ7nj0IIYY9vGOM9+a4X4Y6aIdLlv2BDzthT/srx/PNd27HABxj1Fc1WXM9OhMY2RTuYQVwMAc9e1ZsIKvIgA3A9zV6/cqh9/as+13bpWGB0/Gs1uBfRGVcoeevPFNdd0pB5QckinJzxngDv+lNYgNnn5vxpFIrmIQanFMvSUbWHuOh/z6U3xBpUGpwW0syBltpllI9V6MPy5/Cp5UkeFnXJKDcMnuK5m98WYZ1UDZjAU9/c1rCWmpVr6HUaPave2rwadNGEDEIcZz7VW8Rvq3h23c30JiZI/MPHG3pn8zTPDHizTtFvlu0EbM6qxT+EueOnY13PxDb+09B23VsoCB1Of4lZccfofyrqaUo3XzJd4ySfU8E0jWlvdaikLu95JMqxFRhY+eXyeS3oMYHXnAr1+2hKRM+MM38q8e+Hul/adbad1ytqBj/eP+ABr2YE7eDn0B/xrmqyvZdhRVrvuQyqH3ZxuHesS+XyyG6jPOK2pW/dk/0rn7li7HA5zmsLgy8ocEFwMHkkH+dSofNcqT2x0qm18qRnjLE4FSRXKlgcFf8Ad71pYRYVFT3x3NWowrMXJ5GOKyXvjtJ2FgvAINWINQIjB8pSep54qWjRGlPHBNYypMqmNkO8EZBGOc188rftDcHOSoPbjNe6XGoRyWM0MqOgdGUsp6Aivn+dGjnZD1BxVRtZik2bukWNz4p1uKO5lkbK/OwGSsY9P5V7DpzrY2UVvAu2JFCKPYdK5L4dWUdnozXk0ZMl25w3cKOB+ua6yO3k4cggE8VT1EjQjuGluFQ8ZFUtRiYy/J+VWYLeTzi4A2ggE+1RTufNyTxnis2JlO3Q8qi5Ygbqto+xSx47YPpVdZEiUEnGf8aVryJpCoGQMc1VhItGNWVGz+VPj2qpUDnHWqpuljQMGzzwCP0qMXyrMFEbH1JPP4UmikbESqpC9R1Bz0rgvitZWqWNnqCLi7WbYH7lcE4Prz0/Guv/ALSwQfJ4Bz96uL+Js8d5o1tsEivHOSVb020Q0ZT2PPLTUSs6lyVO7JYc123h2xfXbuLVdRDPHA2y2Xsdpzz64z+dedQRvNPHFH992Cj6k4r3WzsYrXTLWxtVP7ldh9/er6E3bNdb5jkEcgcingiWz355NUVhdY3G059DVxkeK2KsMHdgVm0DMd4iHy+Cpz2q8kIPQnd1NQswJXnoTUX21gpwnzHgE+tNIkvBiJQzABPfmnsQuWBA5xxVKG5YDBVSBTGuXaV9mE44IpsaNaEk/wAOfl/OuU8UeEbvU71tQsZY1cIFdGJBZh3B+lakU80aFWcgE9Qev+fSnfb54lyJm988/XrUmiPM9Kv7+W6FuLlwinkA56VaPmeJvEMNgkslxbwHfM+cgDvj+Vczqccw1a4e0EmHdmxHngE9OK774dadNp+mTXjwuss8m0Agg7V6fqT+VaJ2Jbb0Z1Vo4s4xDCqxqvCoi4UD0q8lzIZIgTwTz6VELN5S8i/KSc8irEVoxl+cjAUfzqGhNjdQVZMKf/riqMEKgspJ2g9qt3h3SMVHOcZqg8zRPwOScnNJIkulGRdo5J5Ge1SIVZFHy7gefaswXUryl+MdABUk1y/lAELkn0psaL6NzgcgDtXnHjTRJrLUhNAhEE43JjoG/iH9a7QyT+arByQOw6iqeso19p8iby7r86DOfmHb8uKSNEed2KFpAPOEbhhjgkk+1elrqmq3OnTSaleS3KwwCGKOQBSvHT8TjnrxXJ2FpZLqNtPATIwdSY2HQ11msTtea/aQW8Z+zzHz5CBwpToPxOK2johyRBolg2j6Xb2+QJB88pA6ueT9f/rVtxXMhzhjtHT1piwyzrsZWxuzyKmFk6q43AjHTFZPUzJY5t1od5y3c1mSQrvDrjO7AFX54o4gFB3E4zVJyVPI4zU21JZnjG4c4AOORmpFkCr8vWqy8BcZz6g8U9cb+vGPWtLASxuQeMcjPvmpYzGSd25QPvBB1qFkYYJ+bJ5I7CmzTiG2mk2BmVScZ61JSZV8QX9vaWLpFuMrKR83YHvXFaXpEN5qMa3EIk3nJBH6V2N1apNBEWKu8nLHufb2FV9IsJ4/EKkRkxFg6k8deoz9avls7Dvc7SysbS0ghtYYlCxKAFA4X2q/HGrbhwMdMVWDKJN2NueM+prRhUtEBgc0crIcittdVbA4Y8msmUhThvXr61vkgqVAJ964aIT6n4xutMk1W4tI8y+UI0DZZULBfYcHk+nvTcbbkp3LU5A2+3oajXAxkjrmsLRL25vlY3EzSBQpAY9PpWyvOcEgds9qVhkzyb8AdOSDTg4KqWUEd/QVHGCyjB5755oU7c5UnnGCeoqWUi1mAJmV5CcZPAxXC+J7ldRvEtoM+UnOT1PTJrq7iQSTxWwBCsp3MD1A7VjXWnecs7RKPMJ+TaPTkD8afLpdlXH+D/DWmvtvZ7ZC8R3h2zwR0rv44YlXKIBz3FYfhqJ49JKSwgFjjbn+ddBbHMgXPI6g03Fkt2JHi+UbcnIqre78Dd1B6VqMvRjjsOK57xhcT2miGa3ZopPMQbl69+KrkI5tSvIwPtzzmqAkDZbBK/pVPVj9m0WDUrDWtQmDXJts3ESos5CbmeIddqnCnd6j3AsJkLgfLnnp1qbDJ/MOcLjn29qQHDKTyQc9eaaDg4PBHQ1OqCYbVBB65FJjQ6FmV1KjIPTIzzWdrV7cTWjwxYA/jIGB9K0WtbkKxVGDEcY6/UVQJaOxWGW3dWHVnHHvRFLdlXOTtLIx3sSMAJAVZvfOa9Stovs8cUWOAvLEdT6VysOlxX97FPuIaLr7jOa6yM7yCpJIO0Z6U0ribL8KEsXGMYpDCGDEZz6U61I2BWGCalb7zAZAHtVqm2ZuVjBu0KMeQOfwrMuWxjHVieh9MVHBL9s8azaXfand2tu8uxHjljRY+hJYvxjGeOpOBWbA10mraja3T3LG1maNVuAA6DJHOOM8Dpx6VLVnYa11NESAcADtnIpdxcBiePyzUYJALn5hUsZA4POKllAhO0KucjkD8ankvJIIVOF5HHyjOaDYT4JVWw3PPGKqzJcQXUbyQyPGFONgzg1KV3YtHJ3a3MGpS3oKoVYO2Om4n0rr/DLyXcU17IuZBkbO1Zs0Ud2JonXYJcggdQCMVv6PZx6XZrBvO9jyR/F/9er0ewN6G1F86BeNxqzJHlVB4461Ut2wynqo6HvV5mAjBQdT2FVGmZSlYyrq38uVgBxnIJrNkyW2kgkGrHiyW4tdEa4hleOQSIu5euCea5zX7DXtD0bS7+6vboTXhk8yIpgQABSgJx94hs47fnRKNtGJO5MvAz6dBTuVwAeCaKKTKRtWEEbIzMMnk889qlmhjdHRkUrjpiiiokNHO39vFbzkRLt5A4NX9NO2A46k9aKKa3GzQglchcnOc5z75rWt3YdD7YoorohuZSLKKCM+przPWL6bSPGN5e223zopn27xkcrtPH0Y0UVpVXumcNyp4eUKs4HbaB+RrdAyAD/vZoormNx6Ektk9K3haxLCp2gnGeeaKKhgUb+xt5It7RjcqZBHFYkKgXAUfdBGBRRUroUdIhIKY6ccfhmrtu27GexwKKK3iRI0Ac4U9A1YXjRQfDchI5E0f86KK6be4zD7Rw+ueIm1qKCKTTNPtzAipG9ujqUReiAFiAOcnA5PNbaEkKPfFFFcbOgsGMKuOT161qIBbRo0YGWJ5POOAeKKKHsCLZJ2buh25rnNZYrOFB4AxRRWRSJLEbbOORSQzMQT7AA1chkdo1csckgnn1ooraBLNyxdnU7jnNbEdvHnGDg/4UUV3UUrHJU3PMdc1T+yfEeqxfYLG8iknDFLuHeAyjggggjqcjOD3Bqlpd7cahqF/eXT+ZPcOJJGxjJOTRRXJV+JnTDZGxEu4BiecmtOwgjA34+bIGfwoorIotQztIpLAfKMgAVW1MkQNyeBj+tFFZvcpGDYDzL1FYnBq/DLJK43McYJ449qKKuA2aliT5u3Jxux1roraFHUsw5GKKK7aK1OaqZPjiFF8Lu4yCZY/wCZrzPUtc1G906DT7m6lmggkeRBJIzElsZzk8428emT60UVOIXvBR2P/9k=", 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", "info": {"video_id": "219280", "label": "pretending to open paste tube without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "084f0dbe184298e74a9e9d5728b49b24983e3dd278510ab69181a8b2f988bf70"} +{"episode": 52676, "episode_seed": 448046741, "split": "train", "timestamp": "2025-10-13T03:26:17.347715", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 448046741, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 billy toy away from mini teddy bear'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "59448", "label": "moving billy toy away from mini teddy bear", "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": "59448", "label": "moving billy toy away from mini teddy bear", "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": "264d54e0374dab37ebaa1d0ecb0bf59b3e72b145da493203cef822d386e2a968"} +{"episode": 52677, "episode_seed": 1206715292, "split": "train", "timestamp": "2025-10-13T03:26:18.636015", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1206715292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic tape 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', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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lrP1GTCVSGZRcebWhA3y1jCTMhNaFvJkgA1aHc7Hw/hBmuriOea5DRnGK6eCTjrSZLZfz71yfiezt4r2K7jjCzTLtkYfxBemfzNY76xdz+ObrS59ZvLS1abZG0UsaLHwCSS4xjGeOpNUYb7ULjUb61v7m5l+yylEW5xvTkjnHGeBnHFSxJl4GpFeq+aeGpDLiuMVKjgmqIc1Ojd6Bl0nNKykQkjvTYecVPOQsePagEyrY2wDlmHWtuMhVAFZUEgFaEDbmAplXNq1+WKp9wrl/GN9dab4ZeezneCYSxrvTrgnkVyerXfinR9J0+7udWvVlui++IjAixtKgnH3iGzj/AOvSIbKwNLmiipAXtSEDaaKKAM4AfaTV+JyOO1FFUWa+lHMjE9avyu3NFFMTImc46151qWoz6X4uur232+dHK23cMjldp4+hNFFBLJfDZ2rOB2Cj+dbu40UVL3BDgcimsADRRSQFS9YrAcVzsfLk+9FFWikacLHArpdBYhuD1NFFWN7G1eeGtI1xNl9ZRs54EqDa6/RhXgWtwLZ3l3bIWZIZyilupAOOcUUVk9wjsWda8VyeIILaGbSdMtTbokcUlqkilI1zhAC5ULzk4HJ5r09ScD6UUUyR461OnaiigCyh+U1laoTg80UU0Sc+pO881pWhJINFFWUzqtJYhRg101sxIHNFFDJZ5vrmqtp3ijVkNlZ3cclxuKXUW8AqOCDkEdemcHuDRo15Pf3d/d3L755mEjtjGSc0UVDBGwDS5NFFIbHoTmrMZ4oooEXICeKW5c4oopoCGNiMc1qaexMnNFFMZV8fE/8ACJv/ANd4v5mvNbnWb+9sYbG5uZZYYXaRd7sxJbHXJ5xjj0yfWiikI//Z", "info": {"video_id": "49664", "label": "pushing plastic tape with plastic cup", "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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lrP1GTCVSGZRcebWhA3y1jCTMhNaFvJkgA1aHc7Hw/hBmuriOea5DRnGK6eCTjrSZLZfz71yfiezt4r2K7jjCzTLtkYfxBemfzNY76xdz+ObrS59ZvLS1abZG0UsaLHwCSS4xjGeOpNUYb7ULjUb61v7m5l+yylEW5xvTkjnHGeBnHFSxJl4GpFeq+aeGpDLiuMVKjgmqIc1Ojd6Bl0nNKykQkjvTYecVPOQsePagEyrY2wDlmHWtuMhVAFZUEgFaEDbmAplXNq1+WKp9wrl/GN9dab4ZeezneCYSxrvTrgnkVyerXfinR9J0+7udWvVlui++IjAixtKgnH3iGzj/AOvSIbKwNLmiipAXtSEDaaKKAM4AfaTV+JyOO1FFUWa+lHMjE9avyu3NFFMTImc46151qWoz6X4uur232+dHK23cMjldp4+hNFFBLJfDZ2rOB2Cj+dbu40UVL3BDgcimsADRRSQFS9YrAcVzsfLk+9FFWikacLHArpdBYhuD1NFFWN7G1eeGtI1xNl9ZRs54EqDa6/RhXgWtwLZ3l3bIWZIZyilupAOOcUUVk9wjsWda8VyeIILaGbSdMtTbokcUlqkilI1zhAC5ULzk4HJ5r09ScD6UUUyR461OnaiigCyh+U1laoTg80UU0Sc+pO881pWhJINFFWUzqtJYhRg101sxIHNFFDJZ5vrmqtp3ijVkNlZ3cclxuKXUW8AqOCDkEdemcHuDRo15Pf3d/d3L755mEjtjGSc0UVDBGwDS5NFFIbHoTmrMZ4oooEXICeKW5c4oopoCGNiMc1qaexMnNFFMZV8fE/8ACJv/ANd4v5mvNbnWb+9sYbG5uZZYYXaRd7sxJbHXJ5xjj0yfWiikI//Z", 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", 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lrP1GTCVSGZRcebWhA3y1jCTMhNaFvJkgA1aHc7Hw/hBmuriOea5DRnGK6eCTjrSZLZfz71yfiezt4r2K7jjCzTLtkYfxBemfzNY76xdz+ObrS59ZvLS1abZG0UsaLHwCSS4xjGeOpNUYb7ULjUb61v7m5l+yylEW5xvTkjnHGeBnHFSxJl4GpFeq+aeGpDLiuMVKjgmqIc1Ojd6Bl0nNKykQkjvTYecVPOQsePagEyrY2wDlmHWtuMhVAFZUEgFaEDbmAplXNq1+WKp9wrl/GN9dab4ZeezneCYSxrvTrgnkVyerXfinR9J0+7udWvVlui++IjAixtKgnH3iGzj/AOvSIbKwNLmiipAXtSEDaaKKAM4AfaTV+JyOO1FFUWa+lHMjE9avyu3NFFMTImc46151qWoz6X4uur232+dHK23cMjldp4+hNFFBLJfDZ2rOB2Cj+dbu40UVL3BDgcimsADRRSQFS9YrAcVzsfLk+9FFWikacLHArpdBYhuD1NFFWN7G1eeGtI1xNl9ZRs54EqDa6/RhXgWtwLZ3l3bIWZIZyilupAOOcUUVk9wjsWda8VyeIILaGbSdMtTbokcUlqkilI1zhAC5ULzk4HJ5r09ScD6UUUyR461OnaiigCyh+U1laoTg80UU0Sc+pO881pWhJINFFWUzqtJYhRg101sxIHNFFDJZ5vrmqtp3ijVkNlZ3cclxuKXUW8AqOCDkEdemcHuDRo15Pf3d/d3L755mEjtjGSc0UVDBGwDS5NFFIbHoTmrMZ4oooEXICeKW5c4oopoCGNiMc1qaexMnNFFMZV8fE/8ACJv/ANd4v5mvNbnWb+9sYbG5uZZYYXaRd7sxJbHXJ5xjj0yfWiikI//Z", "info": {"video_id": "49664", "label": "pushing plastic tape with plastic cup", "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": "2b98409c107b0505c9873b220a125bc6d7da0ef5c8900027350618ba5eaae32a"} +{"episode": 52678, "episode_seed": 1423541529, "split": "train", "timestamp": "2025-10-13T03:26:19.715411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1423541529, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering headphones'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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EzdiH2DPNbepQrdTtuZ9sROB2yKUY2bHKV7HGX5JmYkYzzj0qTT7QP+9k4UU29Ie7YDoDip4yXZIE/IU2CEmjNxMSBx0UVnyp5chX0rrPsSW8IUjMp+Zj6D0rlro77pyOmaSKaIhVq2cZ2k4zxmqh4oVirAihq4RdjUNjPcXCwRrudvu47+9W3g00CyMgMKKNrhlyZcdWGOg9zV7w9fi2s57maAPsG2M+rcnB9BgZ/wD11FaP/aAupUiDXbxhfmHdj2HYYGKIshpJ6C2+nxQyvLbSpNbyMWjZT2HY9wR6VZW1kmvETJ2O3A9B3rKtraa3h1COVij2wSf5Dj+Laf0auk0J4LuSSaKUv5cY4I+6Wz/hRy+9cfN7tjpbSAfZ441GEBAH5VemnnEn2CwKm9dcs7fdgT+8fc9hWZdaidMs2KRO8qglcDgYHU158vijVrd5/Ju2H2h98uQDuP1qmQkdZ4j1628OaY2k6dMZLyb5ri47k/56Vwa/u4jLJu3uOAOwP+NQiN7u7zPLkucs+cmtSaNXnEMcRl2/IqqQM4HJJPQD1qWNXbsV5Win8mTytswwOvBGP8aJIE8qZ0UgRsE3k/fY9Ripb6za02HYyeYu7a3OO/UdR71PcTQOlk8AyEfzJEA6tkE/yqL7JGvKknzdDoL6PzfD1rp6usd0iISr5GO/Ppwa42ezna4MBibzlOCtaWpPcLeSyi8TjDqeTvyN2fyIrQ07UrdNPmvry3DSlPLTB4k4Py57YA5/CiOhM46JmWdKtJ7iDy7xVgePHmSNglh1wD2z3qaz097Vh56gsf41O4FexB9KRYkvrS4nhj86dtsa9gvGSFHYAcUyyee3sG8xzGtvcBJFYZwHBP8ANf1rSSurIUXZ3PR7uZLvVbm3lIEPlxNJk9QNzY/Ekfka1dE0tmQXc52mRvMx368Cs22t4odUM13av52NuPUetaFxJrOoEwWUccSMceaX6D/PpTZCNW4vLBNSjaSTzJo1/dwRjc249TgVz3iTR38RJc3dgqRXlrKqJk4ErbfnGfUfKM+1bemeFrezjkaS6uWnkXa8scmzjuB/9etW2sra0treKFNkKknGcn1yT3NSM8Yi0y8ldoJFaOeMspibruHatEeHNY02282Z7YJ947m5H1rtfE+jv5f9qWig3iFVY54K+47kVxc+o6ojCa6mOQM7XXIA9MVnUbKoucJfu27l6y8NJd6K+sahEWEYLrDD95wPeuJu0lnku5FXyxEwYoeqqTjH4ZFeheHPEU9xY3DTSbwCFUEe3NcrqcEcFzLM5Y+bvaQHgPk5/Timo9C1iHJc0yhq2oyS/YbaaNYmtIQrKvQc5/wrnJ5PNmZ/WrF00sm6eQndKc/hVLBzVCV0rd9Ttfhwu7VZ8nCom8n8CB/OneIZ7jXdccQxSNCh8uI44OOpzVLwZI6JqaRY86WNI4/qSRn8Bk/hXXaZaTTzbY8mKM7EJ7gcZq1sZvcztJ8ErEtxdXjqVGYoQP73Zj+OKwpZJI5pIJgY54ZSHHf3/UV6ldWyySQJuCW6HzZDnAOOg/MVyfi3S47u4m1TTYzLLGqTXAXncCcAgfhmpauF2tjkrmeRZGCErzzWHcnc5PrWpI7yoTtIySTVJLZriYKAcZ5paIuF2jP8t9u4KcfSmkY612kWmRrbBWUFj0rG1XSTAdyihTvoVKk0rmHXSaDc3y2/kG5KWjt8qSKrKzD6jg1zu3a2DWxczx/2dbxIwwCSw9DTMmWfEcUEV5AEkZ2b53B7ZNdJqNwLfQjO2Azlip9cscVwMrtM29mLNwMn2rsNZkEtvbxEAxRQq2D3Y9P0qkBx5JL57k1o6fiH951kJwKqXICTcDA9qkiuFgG/7zDkD3pMpG3reora2y20ZzPIo8xvQelcoTk5NOmmeaRnckknJNM7UkhthQOtIaF+8D70yTpNHlRLm1dpTFDFukcKcM4Y7GA99oNTR+JNV0S4GnyBbm1t2KRxXMYbC9trdVBBzgHHNUp2EWkRtEMCQlHP0O4f+hfpXQz2MUxsdSkcO72ifiVyM/kFqWwu72Kz2Sz2t1cW9utsZV3SqZS4ZevGewNP8BQFzeEHoyf1rn31O4WCW3V8RSdF/ujPQV03w6O19SLH/nnj/wAeq0yW9DV1uSK30TULtnPmSu9vGueOwz/M150kW+Ryeg6V3Wt26XlhcmQOUtYj5ODgGVvnYn1wMfnXHRgCIt26mlLRGtGKk7MhsIJGuQxBCKdxP06Vs2tkNTsLuFH2SJIgY4/hOT+pA/Ks2P7UbKS5RD5StjIFTaLqMdvfvHM/l290nlSOekZ6q/0BwT7ZqZXa0FFpT12LOqhItKgto3DtaNtLD+62Tj8wfzo0TRri+iMpaKKHdhWlbG8+gqE6ZqXlajA1pM8sMiiXYhbDAkEZHXg5+ldRYmW0itrWSHY9vEuUf+FiMnPvz+tZzk4RN6NJYiq76IvXen2TWryfY1PkLuCx9dnpnuAf51y9m6XN0q+YIbNo3DqMHiXcMhT1xtX8q6zTpjNPMVHy+Wcj61x+uhLNYUhARSSCR1G1if5NU0nfcMTD2cnHohLTxPe2Uy2l9Zw3AiHlYeMRyrjjG9Rk4981Ym04GxuDDHIkcjh5Vlk3NkdDnA9T+dW9SsIlvH1KUrI8tushHYnbhj+JB/OsO31KeWEWu7K8cnqB6Vumc17vU9rMatGjsAWU4B7ip7BPL3fpUbsciMDlmBq3F+7GD9aohFuRtsQH8TcVX1G48iCNU+8Rx9KjmlO4t1CDIFUtTcvKyg8KgUfn/wDWqSilr11I3hm+kWQoyRh8+mGGa8sl1C71CZjPceZGAQvGM/WvSNYYv4a1JTk5s5Qfyz/SvHPPeF4iOmc4qJRub0LKXM+h3HgSNJra782QKIiG59Kytfu11bWXS2fMESbVY9/U1iw6hNBFcQwMVW4IDAdwKngYW8RBPzsck05O2q3FQpe0nyS+FFXU8I6Rg5CgCqOARUl9N5tyzA1peEtHt/EGujT7q9ktQ8MjxmOPeXdULBfQDg8+1OK0HUkueT8zR8EQSyXtx5boihQGLe+eldzNq1rpFsLa3UyOg2hR/EfeuO+H9t9q+3szHCGIkev3q77T4VFwSyKWUk5I6VaMJPUz7LStW1Kb7ZfvEo2/u7eUErn3UVtWOmvbROJJfNmnlzK4GAcDAAHYDtV8PtiLHsKr3NwLSxVzyxbj/P41LA4HxnYxwXb3sSBFdsOo6E9M1x1vdeTOW7E8V6H4olS70mcuPlXa3H1ArzgoJrkRw85OBUs0puzOl0+/SXLOenAFXJYBeRlwAV6CsQ2v2aVYUPOAWNbmnMWYR/wAZP0rN6HUnfc5HV7IQPkD3qnJLHLaopX51PXHUV0uvQ79zAVycoZCeo9K0g7o5aiSYADgqfwruPs7XFpG8ilI0GW3dWOMD8KzNb0HSLTw5batpeoXkwa6+y5uYBGtyQm53iGc7VOFO4fxD3A3dWimW1McrHbkYUfzrVGRxOospujt6CqLHirV6oWdgOlVTSZSG0maWkpAJRRSqMsBQI3beW3n0drZ2IYyx4bHCt839K2tUMdtpemW8jhWRJBndggbsD+VYen2Ul3FBbR4BlkMjMeiIowWPty35VDrV+uoai8kWTBGBFDn+6vf6nk/jUWNGrFF1IkYb8kHArr/AAQ5jtNVkwdyomB6nDVk+D9O0rWfEUOnavczW0M52rNHLHGsZ7ljJxjGeOpOB3rovDOmm31TxBpbi4gEM4ixOo8xQrMBuAJGfXBx6VaMmb2nxR3Ols90vlRBXDCQjlmXkn8680Q4heHI4JXNemS2EohaK4PmJlRg9GGev1rzV1X7Xc7MBVkYrj03U5FQbV7HS6XGj2sFr/CFy1c7qemGw1JYHIWNmBU/7OetWhqMttcqqDnpz0J461Frl59uvrckgqIuPfrU2sTeUmos6OxuIb7fcX0bk6OhE9sG5eFGG1hn+IfdJ7jaafqphtdTuDaxGCBis0cZ6BHGRjHbBrEi1Ly4tN1JVEksACXiH/lrGfl5+qgqfwNb+paAt7C0Gnzu14q+ZYy7v+Pq26+X/vrk/X8RUTjzI6KFX2UrjfD2qW5s9TmfcEiXO/HZRz+prDvr211aKOPY6BrgBXYf7Iz+fFNV47O8FuHVt2UMa8iOIAlsn+82Mn8aZbWIkigmuiYrKFfOnkPfdjai+rEAce9JRS2CUvaXlJl7W5ES3sbeSXbItqFOGwerYH5VhWarFGWZsuf0qtqV8+o3s124w0jfKo/hUcAflit/XvB2oeHfD+jaheGZJ74yedCYyBbgBCisf7zK2cdunXOLSMj2NmKsSOuOvpUyEsik9cUUVaM0JJ1X3kUH6daoTksxYnnA/nRRSKMrWCR4f1LH/PrKP0ryEKrxBmGSBxRRUs2o9SFSVII6gGhZHZCSaKKJbjov3SmSSTVvStWudE1OLULTZ58QYLvXcPmUqePoxooqjFnafDb/AI99WPoYf/Zq9CgRQWPctRRTJe5NcMQEXsTWdqrE28I/2Wb8c0UUmNHOawP+JLf/APXux/ka43Qo1a83EZK9KKKlmlL4jVcBpGc/eJ61oWo22pI6lsGiisZHStyvforRgEZFc5dQR/Z/M2jKtgfnRRWlPY56u5L4h8WSeII7eCbSNMtTbqkcUlqkilI1zhAC5UDkk4HJ59a7XxGMBx2GMUUVqjJnm97/AMfDVTNFFDGNNFFFIBKVfvCiigR0utzNp9lBYW2EilizIwHzOAcBSfTvj1NZFtAjpGzZJO7P4UUUkEi3putnRElT+zdOv4pmVjHfQeYFZc4IIII+8cjOD3BrqvA9/c6vqut399KZbm5KyyPjGWJbsOn0oopi6Ha3HKg+qAn6149H/rJ/qf50UU2VT6jb5Qly2CegOSfamS/NJGx6+XRRSY4bxJrVcC1XJxKGRh7Y/wAea6TQA174E1CaWRxLpsqNbOjYK5Gf8/h6Ciip6Es3NHS21/S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EzdiH2DPNbepQrdTtuZ9sROB2yKUY2bHKV7HGX5JmYkYzzj0qTT7QP+9k4UU29Ie7YDoDip4yXZIE/IU2CEmjNxMSBx0UVnyp5chX0rrPsSW8IUjMp+Zj6D0rlro77pyOmaSKaIhVq2cZ2k4zxmqh4oVirAihq4RdjUNjPcXCwRrudvu47+9W3g00CyMgMKKNrhlyZcdWGOg9zV7w9fi2s57maAPsG2M+rcnB9BgZ/wD11FaP/aAupUiDXbxhfmHdj2HYYGKIshpJ6C2+nxQyvLbSpNbyMWjZT2HY9wR6VZW1kmvETJ2O3A9B3rKtraa3h1COVij2wSf5Dj+Laf0auk0J4LuSSaKUv5cY4I+6Wz/hRy+9cfN7tjpbSAfZ441GEBAH5VemnnEn2CwKm9dcs7fdgT+8fc9hWZdaidMs2KRO8qglcDgYHU158vijVrd5/Ju2H2h98uQDuP1qmQkdZ4j1628OaY2k6dMZLyb5ri47k/56Vwa/u4jLJu3uOAOwP+NQiN7u7zPLkucs+cmtSaNXnEMcRl2/IqqQM4HJJPQD1qWNXbsV5Win8mTytswwOvBGP8aJIE8qZ0UgRsE3k/fY9Ripb6za02HYyeYu7a3OO/UdR71PcTQOlk8AyEfzJEA6tkE/yqL7JGvKknzdDoL6PzfD1rp6usd0iISr5GO/Ppwa42ezna4MBibzlOCtaWpPcLeSyi8TjDqeTvyN2fyIrQ07UrdNPmvry3DSlPLTB4k4Py57YA5/CiOhM46JmWdKtJ7iDy7xVgePHmSNglh1wD2z3qaz097Vh56gsf41O4FexB9KRYkvrS4nhj86dtsa9gvGSFHYAcUyyee3sG8xzGtvcBJFYZwHBP8ANf1rSSurIUXZ3PR7uZLvVbm3lIEPlxNJk9QNzY/Ekfka1dE0tmQXc52mRvMx368Cs22t4odUM13av52NuPUetaFxJrOoEwWUccSMceaX6D/PpTZCNW4vLBNSjaSTzJo1/dwRjc249TgVz3iTR38RJc3dgqRXlrKqJk4ErbfnGfUfKM+1bemeFrezjkaS6uWnkXa8scmzjuB/9etW2sra0treKFNkKknGcn1yT3NSM8Yi0y8ldoJFaOeMspibruHatEeHNY02282Z7YJ947m5H1rtfE+jv5f9qWig3iFVY54K+47kVxc+o6ojCa6mOQM7XXIA9MVnUbKoucJfu27l6y8NJd6K+sahEWEYLrDD95wPeuJu0lnku5FXyxEwYoeqqTjH4ZFeheHPEU9xY3DTSbwCFUEe3NcrqcEcFzLM5Y+bvaQHgPk5/Timo9C1iHJc0yhq2oyS/YbaaNYmtIQrKvQc5/wrnJ5PNmZ/WrF00sm6eQndKc/hVLBzVCV0rd9Ttfhwu7VZ8nCom8n8CB/OneIZ7jXdccQxSNCh8uI44OOpzVLwZI6JqaRY86WNI4/qSRn8Bk/hXXaZaTTzbY8mKM7EJ7gcZq1sZvcztJ8ErEtxdXjqVGYoQP73Zj+OKwpZJI5pIJgY54ZSHHf3/UV6ldWyySQJuCW6HzZDnAOOg/MVyfi3S47u4m1TTYzLLGqTXAXncCcAgfhmpauF2tjkrmeRZGCErzzWHcnc5PrWpI7yoTtIySTVJLZriYKAcZ5paIuF2jP8t9u4KcfSmkY612kWmRrbBWUFj0rG1XSTAdyihTvoVKk0rmHXSaDc3y2/kG5KWjt8qSKrKzD6jg1zu3a2DWxczx/2dbxIwwCSw9DTMmWfEcUEV5AEkZ2b53B7ZNdJqNwLfQjO2Azlip9cscVwMrtM29mLNwMn2rsNZkEtvbxEAxRQq2D3Y9P0qkBx5JL57k1o6fiH951kJwKqXICTcDA9qkiuFgG/7zDkD3pMpG3reora2y20ZzPIo8xvQelcoTk5NOmmeaRnckknJNM7UkhthQOtIaF+8D70yTpNHlRLm1dpTFDFukcKcM4Y7GA99oNTR+JNV0S4GnyBbm1t2KRxXMYbC9trdVBBzgHHNUp2EWkRtEMCQlHP0O4f+hfpXQz2MUxsdSkcO72ifiVyM/kFqWwu72Kz2Sz2t1cW9utsZV3SqZS4ZevGewNP8BQFzeEHoyf1rn31O4WCW3V8RSdF/ujPQV03w6O19SLH/nnj/wAeq0yW9DV1uSK30TULtnPmSu9vGueOwz/M150kW+Ryeg6V3Wt26XlhcmQOUtYj5ODgGVvnYn1wMfnXHRgCIt26mlLRGtGKk7MhsIJGuQxBCKdxP06Vs2tkNTsLuFH2SJIgY4/hOT+pA/Ks2P7UbKS5RD5StjIFTaLqMdvfvHM/l290nlSOekZ6q/0BwT7ZqZXa0FFpT12LOqhItKgto3DtaNtLD+62Tj8wfzo0TRri+iMpaKKHdhWlbG8+gqE6ZqXlajA1pM8sMiiXYhbDAkEZHXg5+ldRYmW0itrWSHY9vEuUf+FiMnPvz+tZzk4RN6NJYiq76IvXen2TWryfY1PkLuCx9dnpnuAf51y9m6XN0q+YIbNo3DqMHiXcMhT1xtX8q6zTpjNPMVHy+Wcj61x+uhLNYUhARSSCR1G1if5NU0nfcMTD2cnHohLTxPe2Uy2l9Zw3AiHlYeMRyrjjG9Rk4981Ym04GxuDDHIkcjh5Vlk3NkdDnA9T+dW9SsIlvH1KUrI8tushHYnbhj+JB/OsO31KeWEWu7K8cnqB6Vumc17vU9rMatGjsAWU4B7ip7BPL3fpUbsciMDlmBq3F+7GD9aohFuRtsQH8TcVX1G48iCNU+8Rx9KjmlO4t1CDIFUtTcvKyg8KgUfn/wDWqSilr11I3hm+kWQoyRh8+mGGa8sl1C71CZjPceZGAQvGM/WvSNYYv4a1JTk5s5Qfyz/SvHPPeF4iOmc4qJRub0LKXM+h3HgSNJra782QKIiG59Kytfu11bWXS2fMESbVY9/U1iw6hNBFcQwMVW4IDAdwKngYW8RBPzsck05O2q3FQpe0nyS+FFXU8I6Rg5CgCqOARUl9N5tyzA1peEtHt/EGujT7q9ktQ8MjxmOPeXdULBfQDg8+1OK0HUkueT8zR8EQSyXtx5boihQGLe+eldzNq1rpFsLa3UyOg2hR/EfeuO+H9t9q+3szHCGIkev3q77T4VFwSyKWUk5I6VaMJPUz7LStW1Kb7ZfvEo2/u7eUErn3UVtWOmvbROJJfNmnlzK4GAcDAAHYDtV8PtiLHsKr3NwLSxVzyxbj/P41LA4HxnYxwXb3sSBFdsOo6E9M1x1vdeTOW7E8V6H4olS70mcuPlXa3H1ArzgoJrkRw85OBUs0puzOl0+/SXLOenAFXJYBeRlwAV6CsQ2v2aVYUPOAWNbmnMWYR/wAZP0rN6HUnfc5HV7IQPkD3qnJLHLaopX51PXHUV0uvQ79zAVycoZCeo9K0g7o5aiSYADgqfwruPs7XFpG8ilI0GW3dWOMD8KzNb0HSLTw5batpeoXkwa6+y5uYBGtyQm53iGc7VOFO4fxD3A3dWimW1McrHbkYUfzrVGRxOospujt6CqLHirV6oWdgOlVTSZSG0maWkpAJRRSqMsBQI3beW3n0drZ2IYyx4bHCt839K2tUMdtpemW8jhWRJBndggbsD+VYen2Ul3FBbR4BlkMjMeiIowWPty35VDrV+uoai8kWTBGBFDn+6vf6nk/jUWNGrFF1IkYb8kHArr/AAQ5jtNVkwdyomB6nDVk+D9O0rWfEUOnavczW0M52rNHLHGsZ7ljJxjGeOpOB3rovDOmm31TxBpbi4gEM4ixOo8xQrMBuAJGfXBx6VaMmb2nxR3Ols90vlRBXDCQjlmXkn8680Q4heHI4JXNemS2EohaK4PmJlRg9GGev1rzV1X7Xc7MBVkYrj03U5FQbV7HS6XGj2sFr/CFy1c7qemGw1JYHIWNmBU/7OetWhqMttcqqDnpz0J461Frl59uvrckgqIuPfrU2sTeUmos6OxuIb7fcX0bk6OhE9sG5eFGG1hn+IfdJ7jaafqphtdTuDaxGCBis0cZ6BHGRjHbBrEi1Ly4tN1JVEksACXiH/lrGfl5+qgqfwNb+paAt7C0Gnzu14q+ZYy7v+Pq26+X/vrk/X8RUTjzI6KFX2UrjfD2qW5s9TmfcEiXO/HZRz+prDvr211aKOPY6BrgBXYf7Iz+fFNV47O8FuHVt2UMa8iOIAlsn+82Mn8aZbWIkigmuiYrKFfOnkPfdjai+rEAce9JRS2CUvaXlJl7W5ES3sbeSXbItqFOGwerYH5VhWarFGWZsuf0qtqV8+o3s124w0jfKo/hUcAflit/XvB2oeHfD+jaheGZJ74yedCYyBbgBCisf7zK2cdunXOLSMj2NmKsSOuOvpUyEsik9cUUVaM0JJ1X3kUH6daoTksxYnnA/nRRSKMrWCR4f1LH/PrKP0ryEKrxBmGSBxRRUs2o9SFSVII6gGhZHZCSaKKJbjov3SmSSTVvStWudE1OLULTZ58QYLvXcPmUqePoxooqjFnafDb/AI99WPoYf/Zq9CgRQWPctRRTJe5NcMQEXsTWdqrE28I/2Wb8c0UUmNHOawP+JLf/APXux/ka43Qo1a83EZK9KKKlmlL4jVcBpGc/eJ61oWo22pI6lsGiisZHStyvforRgEZFc5dQR/Z/M2jKtgfnRRWlPY56u5L4h8WSeII7eCbSNMtTbqkcUlqkilI1zhAC5UDkk4HJ59a7XxGMBx2GMUUVqjJnm97/AMfDVTNFFDGNNFFFIBKVfvCiigR0utzNp9lBYW2EilizIwHzOAcBSfTvj1NZFtAjpGzZJO7P4UUUkEi3putnRElT+zdOv4pmVjHfQeYFZc4IIII+8cjOD3BrqvA9/c6vqut399KZbm5KyyPjGWJbsOn0oopi6Ha3HKg+qAn6149H/rJ/qf50UU2VT6jb5Qly2CegOSfamS/NJGx6+XRRSY4bxJrVcC1XJxKGRh7Y/wAea6TQA174E1CaWRxLpsqNbOjYK5Gf8/h6Ciip6Es3NHS21/S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", "info": {"video_id": "211169", "label": "uncovering headphones", "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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EzdiH2DPNbepQrdTtuZ9sROB2yKUY2bHKV7HGX5JmYkYzzj0qTT7QP+9k4UU29Ie7YDoDip4yXZIE/IU2CEmjNxMSBx0UVnyp5chX0rrPsSW8IUjMp+Zj6D0rlro77pyOmaSKaIhVq2cZ2k4zxmqh4oVirAihq4RdjUNjPcXCwRrudvu47+9W3g00CyMgMKKNrhlyZcdWGOg9zV7w9fi2s57maAPsG2M+rcnB9BgZ/wD11FaP/aAupUiDXbxhfmHdj2HYYGKIshpJ6C2+nxQyvLbSpNbyMWjZT2HY9wR6VZW1kmvETJ2O3A9B3rKtraa3h1COVij2wSf5Dj+Laf0auk0J4LuSSaKUv5cY4I+6Wz/hRy+9cfN7tjpbSAfZ441GEBAH5VemnnEn2CwKm9dcs7fdgT+8fc9hWZdaidMs2KRO8qglcDgYHU158vijVrd5/Ju2H2h98uQDuP1qmQkdZ4j1628OaY2k6dMZLyb5ri47k/56Vwa/u4jLJu3uOAOwP+NQiN7u7zPLkucs+cmtSaNXnEMcRl2/IqqQM4HJJPQD1qWNXbsV5Win8mTytswwOvBGP8aJIE8qZ0UgRsE3k/fY9Ripb6za02HYyeYu7a3OO/UdR71PcTQOlk8AyEfzJEA6tkE/yqL7JGvKknzdDoL6PzfD1rp6usd0iISr5GO/Ppwa42ezna4MBibzlOCtaWpPcLeSyi8TjDqeTvyN2fyIrQ07UrdNPmvry3DSlPLTB4k4Py57YA5/CiOhM46JmWdKtJ7iDy7xVgePHmSNglh1wD2z3qaz097Vh56gsf41O4FexB9KRYkvrS4nhj86dtsa9gvGSFHYAcUyyee3sG8xzGtvcBJFYZwHBP8ANf1rSSurIUXZ3PR7uZLvVbm3lIEPlxNJk9QNzY/Ekfka1dE0tmQXc52mRvMx368Cs22t4odUM13av52NuPUetaFxJrOoEwWUccSMceaX6D/PpTZCNW4vLBNSjaSTzJo1/dwRjc249TgVz3iTR38RJc3dgqRXlrKqJk4ErbfnGfUfKM+1bemeFrezjkaS6uWnkXa8scmzjuB/9etW2sra0treKFNkKknGcn1yT3NSM8Yi0y8ldoJFaOeMspibruHatEeHNY02282Z7YJ947m5H1rtfE+jv5f9qWig3iFVY54K+47kVxc+o6ojCa6mOQM7XXIA9MVnUbKoucJfu27l6y8NJd6K+sahEWEYLrDD95wPeuJu0lnku5FXyxEwYoeqqTjH4ZFeheHPEU9xY3DTSbwCFUEe3NcrqcEcFzLM5Y+bvaQHgPk5/Timo9C1iHJc0yhq2oyS/YbaaNYmtIQrKvQc5/wrnJ5PNmZ/WrF00sm6eQndKc/hVLBzVCV0rd9Ttfhwu7VZ8nCom8n8CB/OneIZ7jXdccQxSNCh8uI44OOpzVLwZI6JqaRY86WNI4/qSRn8Bk/hXXaZaTTzbY8mKM7EJ7gcZq1sZvcztJ8ErEtxdXjqVGYoQP73Zj+OKwpZJI5pIJgY54ZSHHf3/UV6ldWyySQJuCW6HzZDnAOOg/MVyfi3S47u4m1TTYzLLGqTXAXncCcAgfhmpauF2tjkrmeRZGCErzzWHcnc5PrWpI7yoTtIySTVJLZriYKAcZ5paIuF2jP8t9u4KcfSmkY612kWmRrbBWUFj0rG1XSTAdyihTvoVKk0rmHXSaDc3y2/kG5KWjt8qSKrKzD6jg1zu3a2DWxczx/2dbxIwwCSw9DTMmWfEcUEV5AEkZ2b53B7ZNdJqNwLfQjO2Azlip9cscVwMrtM29mLNwMn2rsNZkEtvbxEAxRQq2D3Y9P0qkBx5JL57k1o6fiH951kJwKqXICTcDA9qkiuFgG/7zDkD3pMpG3reora2y20ZzPIo8xvQelcoTk5NOmmeaRnckknJNM7UkhthQOtIaF+8D70yTpNHlRLm1dpTFDFukcKcM4Y7GA99oNTR+JNV0S4GnyBbm1t2KRxXMYbC9trdVBBzgHHNUp2EWkRtEMCQlHP0O4f+hfpXQz2MUxsdSkcO72ifiVyM/kFqWwu72Kz2Sz2t1cW9utsZV3SqZS4ZevGewNP8BQFzeEHoyf1rn31O4WCW3V8RSdF/ujPQV03w6O19SLH/nnj/wAeq0yW9DV1uSK30TULtnPmSu9vGueOwz/M150kW+Ryeg6V3Wt26XlhcmQOUtYj5ODgGVvnYn1wMfnXHRgCIt26mlLRGtGKk7MhsIJGuQxBCKdxP06Vs2tkNTsLuFH2SJIgY4/hOT+pA/Ks2P7UbKS5RD5StjIFTaLqMdvfvHM/l290nlSOekZ6q/0BwT7ZqZXa0FFpT12LOqhItKgto3DtaNtLD+62Tj8wfzo0TRri+iMpaKKHdhWlbG8+gqE6ZqXlajA1pM8sMiiXYhbDAkEZHXg5+ldRYmW0itrWSHY9vEuUf+FiMnPvz+tZzk4RN6NJYiq76IvXen2TWryfY1PkLuCx9dnpnuAf51y9m6XN0q+YIbNo3DqMHiXcMhT1xtX8q6zTpjNPMVHy+Wcj61x+uhLNYUhARSSCR1G1if5NU0nfcMTD2cnHohLTxPe2Uy2l9Zw3AiHlYeMRyrjjG9Rk4981Ym04GxuDDHIkcjh5Vlk3NkdDnA9T+dW9SsIlvH1KUrI8tushHYnbhj+JB/OsO31KeWEWu7K8cnqB6Vumc17vU9rMatGjsAWU4B7ip7BPL3fpUbsciMDlmBq3F+7GD9aohFuRtsQH8TcVX1G48iCNU+8Rx9KjmlO4t1CDIFUtTcvKyg8KgUfn/wDWqSilr11I3hm+kWQoyRh8+mGGa8sl1C71CZjPceZGAQvGM/WvSNYYv4a1JTk5s5Qfyz/SvHPPeF4iOmc4qJRub0LKXM+h3HgSNJra782QKIiG59Kytfu11bWXS2fMESbVY9/U1iw6hNBFcQwMVW4IDAdwKngYW8RBPzsck05O2q3FQpe0nyS+FFXU8I6Rg5CgCqOARUl9N5tyzA1peEtHt/EGujT7q9ktQ8MjxmOPeXdULBfQDg8+1OK0HUkueT8zR8EQSyXtx5boihQGLe+eldzNq1rpFsLa3UyOg2hR/EfeuO+H9t9q+3szHCGIkev3q77T4VFwSyKWUk5I6VaMJPUz7LStW1Kb7ZfvEo2/u7eUErn3UVtWOmvbROJJfNmnlzK4GAcDAAHYDtV8PtiLHsKr3NwLSxVzyxbj/P41LA4HxnYxwXb3sSBFdsOo6E9M1x1vdeTOW7E8V6H4olS70mcuPlXa3H1ArzgoJrkRw85OBUs0puzOl0+/SXLOenAFXJYBeRlwAV6CsQ2v2aVYUPOAWNbmnMWYR/wAZP0rN6HUnfc5HV7IQPkD3qnJLHLaopX51PXHUV0uvQ79zAVycoZCeo9K0g7o5aiSYADgqfwruPs7XFpG8ilI0GW3dWOMD8KzNb0HSLTw5batpeoXkwa6+y5uYBGtyQm53iGc7VOFO4fxD3A3dWimW1McrHbkYUfzrVGRxOospujt6CqLHirV6oWdgOlVTSZSG0maWkpAJRRSqMsBQI3beW3n0drZ2IYyx4bHCt839K2tUMdtpemW8jhWRJBndggbsD+VYen2Ul3FBbR4BlkMjMeiIowWPty35VDrV+uoai8kWTBGBFDn+6vf6nk/jUWNGrFF1IkYb8kHArr/AAQ5jtNVkwdyomB6nDVk+D9O0rWfEUOnavczW0M52rNHLHGsZ7ljJxjGeOpOB3rovDOmm31TxBpbi4gEM4ixOo8xQrMBuAJGfXBx6VaMmb2nxR3Ols90vlRBXDCQjlmXkn8680Q4heHI4JXNemS2EohaK4PmJlRg9GGev1rzV1X7Xc7MBVkYrj03U5FQbV7HS6XGj2sFr/CFy1c7qemGw1JYHIWNmBU/7OetWhqMttcqqDnpz0J461Frl59uvrckgqIuPfrU2sTeUmos6OxuIb7fcX0bk6OhE9sG5eFGG1hn+IfdJ7jaafqphtdTuDaxGCBis0cZ6BHGRjHbBrEi1Ly4tN1JVEksACXiH/lrGfl5+qgqfwNb+paAt7C0Gnzu14q+ZYy7v+Pq26+X/vrk/X8RUTjzI6KFX2UrjfD2qW5s9TmfcEiXO/HZRz+prDvr211aKOPY6BrgBXYf7Iz+fFNV47O8FuHVt2UMa8iOIAlsn+82Mn8aZbWIkigmuiYrKFfOnkPfdjai+rEAce9JRS2CUvaXlJl7W5ES3sbeSXbItqFOGwerYH5VhWarFGWZsuf0qtqV8+o3s124w0jfKo/hUcAflit/XvB2oeHfD+jaheGZJ74yedCYyBbgBCisf7zK2cdunXOLSMj2NmKsSOuOvpUyEsik9cUUVaM0JJ1X3kUH6daoTksxYnnA/nRRSKMrWCR4f1LH/PrKP0ryEKrxBmGSBxRRUs2o9SFSVII6gGhZHZCSaKKJbjov3SmSSTVvStWudE1OLULTZ58QYLvXcPmUqePoxooqjFnafDb/AI99WPoYf/Zq9CgRQWPctRRTJe5NcMQEXsTWdqrE28I/2Wb8c0UUmNHOawP+JLf/APXux/ka43Qo1a83EZK9KKKlmlL4jVcBpGc/eJ61oWo22pI6lsGiisZHStyvforRgEZFc5dQR/Z/M2jKtgfnRRWlPY56u5L4h8WSeII7eCbSNMtTbqkcUlqkilI1zhAC5UDkk4HJ59a7XxGMBx2GMUUVqjJnm97/AMfDVTNFFDGNNFFFIBKVfvCiigR0utzNp9lBYW2EilizIwHzOAcBSfTvj1NZFtAjpGzZJO7P4UUUkEi3putnRElT+zdOv4pmVjHfQeYFZc4IIII+8cjOD3BrqvA9/c6vqut399KZbm5KyyPjGWJbsOn0oopi6Ha3HKg+qAn6149H/rJ/qf50UU2VT6jb5Qly2CegOSfamS/NJGx6+XRRSY4bxJrVcC1XJxKGRh7Y/wAea6TQA174E1CaWRxLpsqNbOjYK5Gf8/h6Ciip6Es3NHS21/S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", "info": {"video_id": "211169", "label": "uncovering headphones", "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": "91c272bc12ecf8069c467501aeb95622f9911babbb696008f267fdfddfadc367"} +{"episode": 52679, "episode_seed": 3308183223, "split": "train", "timestamp": "2025-10-13T03:26:21.521081", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3308183223, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen caps so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "158585", "label": "poking pen caps so it slightly moves", "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": "158585", "label": "poking pen caps so it slightly moves", "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": "05013da1c03cc5c6dff0467267acdb857b1480c08eb1eff0bec553cea07d4b7c"} +{"episode": 52680, "episode_seed": 1334955060, "split": "train", "timestamp": "2025-10-13T03:26:25.472421", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1334955060, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sunglasses with a comb'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "200462", "label": "pushing sunglasses with a comb", "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": "200462", "label": "pushing sunglasses with a comb", "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": "0ab7263bf9ce86667c38e047a2c0081c21575b977797a0254769b485af05e65b"} +{"episode": 52681, "episode_seed": 3908228386, "split": "train", "timestamp": "2025-10-13T03:26:27.106009", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3908228386, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 5 white march mellow sweets into a plastic container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "130633", "label": "putting 5 white march mellow sweets into a plastic container", "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": "130633", "label": "putting 5 white march mellow sweets into a plastic container", "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": "93e712dcf8b036f19315591eac67fe536b912d3bebf2ff70b744e54ce6195013"} +{"episode": 52682, "episode_seed": 1552447305, "split": "train", "timestamp": "2025-10-13T03:26:29.329471", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1552447305, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 clock 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', [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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RdfuRCha2dyyYHQHnFYz3N4M51ZyJhIPvVcS4eebcWPpRo2lPf6jBA42CRgvPHHc/ln8a7Dxtplpb/Zryxt44YxmORY1xz1BP61lKxvGZykmx0INS6QE23ULcgqJF+oOD+hrP3FiwzVm1inSeKRY5ArHG7acEHg81OwS1Rr2VrPJNthjZx1wvYeor1j4da3PosOoRQxmSafyggwWII3Z4/Gsfw/p62kAyg579TXZ+H5YrCS8liVVeUKGYD0z/AI1vCHI1JnnufPLlRuW9tquqXUMmpsI4hICI2bLH6jtXdZAVvY4ri9LvVluEZnywkUAZ+tdfuPmOpHHUVtJ8xSiolclXc5GfrXE/FOwNz4Jv/LP3Yw4X6EGuzbKtycCsfWZILu0ktmHmI6lWH1FRPYuJ8mmMyxbOoJH4YOa1LVdqLk/L8x/LFWb7QZ7TUWSJDJbOS0T5x8p6HmrGkWcOpaobMSr5UIAlIPJHUgfXpn0rjep1X0PSPCCtZ+FLJCuHdTJz/tHP+FbW8sDuPWstJtqKigKijAA7D0qbzyFOTxjmq6GMjiPHFhH9vivUX5pF+bHqKzXQj7LOvRxg/hWn4jv3l1mGykUCLyQynucms+9H2azYnlUYMv0rnnvc1jG8TXsroyTXE3/PKPd19SBXqHh7UVmtBaO+PMAkhf0/z0rxvRZDNb6koPzeSP0NXdL8TS2saQtIQEbKHuprtpT5VqZTjzHtstwpAikG11+8v9fesnU5VW22gjJByMdv/wBdct/wntgbYHUG2lRgOpwamt9Yj1W0MtpKLiPPQEBgK3c09jJRaGynIOcZ61kyMFJx71ZuLzDn91Ipz3Q1lyXAydschb/d/wAa55GiY5ju9aryyAEopBY9/QetQz3LKP3jrGg7A5Nc5q3iKOGForfAJ6nPJrOxW4zxJqiFVtITkDr711XhmQS6NZtngRhW/DjFeVLO090Gc5ya2fDHiKTSb5kkJe0kP7xP7v8AtD3qqejM6y909K1K4ECgqxG73rqfB2qG2uUEpB3BVbnpkcVwPiS4jMFlLA4aOUMVYHgjitCDVo9P1lkmyIpI0BI7cDBH5VpGVpBFXpo9jQhWe3Y5xyD3YdiKzriFZyQ/RucVj6b4jt7y2FvNKFmT7ko7ipp9QeIYYghuA6HI5/lXS2mjJJpmXfFBOVQYUHOMViXYBc5AwetaVzMjFnVhjPHPSsi7k3kbT+lcsjdMpyMFPH41UeQFu45pl7dpCCCctjoOua5y71MocyMVX+6DyaysVua2oXqxwtNIw2Lwue5rzy7ZZbwuP4uau6prL3n7scIOMCs1kCGM5PzDnJpJa3Li7bl2DgDAr23Sr1mumkDfKCoP1J4/lXituMqK9N0y5P8AY17KM8Sx9PbNFF+8wqbHuNlei5sYrjPzxfK49B61NckMoxjkZz6159oPi2KMxy9yNsyevuK6c6hFKpltZkZDz5ZbGPp/hXoJpo42mmM1OOOGPcF+dud2OvrXnfi8x/Y3jeCNlk+dnK5yw45/Cu0vb1bjGThj2Y9h7VxPi6dDaMm4E46VhUWhrB6nk0srW0+Ywq4YMCvHI6Vsrqq6rp8lldY+dcBvQ9jWJdAbznpUCNtfMZx71zI6DW0iLTvDenS61qtsl5eMzRWFi/3Cw4MsnqoPQdz7VTu9X1DUybu5u5Xmcljg7VXPZVHAHtVHWJjdzowcssYEYB7AVJaYEJU85pct1d7lnq3gy+/tHSI2dw0qgCRj6+4rcmm+yFmHAcdv8+9edfD69S11eezlbaLlRsJOPmHb9TXZeJJWtxbjJw27+lbuV4HAo8taxt6LeEbZd2AZhGPyz/hXplteC4to7nPzKNkg9PevE7W4dPDQmQ/dusn8hXWaH4yVJEkbGSMSrng+9XTkktTWcb7Hok+12wCMVz2rhIX2Iu09SfXNO/ti1ZPNt7hBz/q2OPyrMv71ZJC0h2u3zEN1q5WsRG55n47URAQw8JyQMfdJ64rza086yvlmjZldTkGvUfFMQuSSDk1w8tuqE7+lcUtzrjsdjpOtG6hRZeJMfnWy8xfCbuvLH0FedR3WyJdh2sOPwq/N4h8mw2AkuR8zHqaL6ESjqW9SMeqeIo4kI3iN0Q574yB+lUdaYppESk4bG0/WqmjTyDUI78fMY3Bwe/WovF91gKiHHzbgPSs2r2RUG1dFjw3cA6mLcnC3EbJ+PUfqKoXbGGdx6NVG2meGdJkOGQgqRV/V5UndblBjzeWHoa6FsR1Oc1S8kmlEZY7V7Zrc8K63Pp0EwWQhQAevSuZvObgmprRyltcYP8I/nTtoB3UnjRyPv5/Gs248XSNnBNcY0rHvTN5NPlfUWht3mvXFxkbzzWS8zSNkknNQ5pR15pqKQXLdu2JFrodS8MXGn6PYamhLwXMSs5/uMe30rnIOGDHoOa9R0eOTWrtNEutTngtXtjsREDbmEe4L7DgnPtSW5nUV7HF6fezPbC2kkJiiYsintnrj8hXVa7MZEtLtfuyQqc+vFcZDC1rNJk5VwCp9a6WO4+2eHo4c/vbVjgeqn/69JbsqOkUQf25LZwk+YeBVLTPG2qx6skr3DmPP3c9qy9SP7lqyIiRID70Io9rn8R2E+C8SK3UsDj+VZdzrthzjn6sa87vr51uCoYjp/KqD3cjfxGnqw5Ujs9Q8RwqrLAqrn0rk7u/edycnFUmkZupptCj3C5OjZNbWn6NdaxFcNarva1hEjL3YZxx71hJXaeFbi4stL1G4tpGjlXyl3KecFjx+lK2pE/hMe0yDg13vh6czabqNqOWMayfkef5isTxTo1haaVFrWnajeSma7Nu32iFY1uGCbnkiA52qcKQw6ke4C+H9RFlqiSOf3TqYn+hGKIR5ZFOXNBE4vpLaThiME1lar4x1FZRDa3DIq8sQetWdXjMFy6ZyAcgjuK4y6J+1P9apoaPYvDXjT7ToirqAEroduWqnrmqWVzG2zAz2DHivPLW7eDSXwSPnH8qpSai7ZG81N29AUVe5pXckauSAKzZbo9jVV7hnPJqInJoUSrlgSEnnvWzYKGQH1rBG4gYPStzSGJTBOSO9KSHF6k1wGgmEiEqynII7V07eJG1rTLaO4BNzBlXfP3wcYP14rL0KzsNX8Trpeq3k9tBM2xJY5Yo1jPUljJxjGeByTgd6pxWr6drOqWTJOn2acxhLgASLhiPmAyM+uCR6UaqJDSc0+x3ejTm60PUrYHmJllx7dKwzetbNkMQRS6FffYrwlz+6mUxyD2NVNVUQzyR5yByD7UfZQ+pj6l4kvp70eXcOiIeADXpWi+MxLoUC3gWRsFSW5rxibPnt9a1Wu3h0mAAn7zVKbWxTSZ6NqOr6fMh2Koz6GuVvLy1RiU25rlG1F2GN5x9ahe5Zud2aTi2NaGxNeh7hSD3qa+A8tCDxiue805BzzWw0xktk+lDVik7nRaUUXT1bgAcmuY8RXhub0nPSpG1CSLT2jRip3dRVrxR4Pv8Aw/oGkanfecLi/aTzYWjI+z4CFAx/vMrZx26dc4Kcbu5EpW0KqfeA96S7dhAwB6c0UU0SY93zKD6inwf8es/+6P50UVp0ApmkooqyBaKKKBl6JR5OfwruY9Qm0rWfttts82IYXcMjmPaePoxoorJbkT3MG74EIHZcfyqSzleOQ7T14P0oopdS47GXqAwkg9GIFZKfeooq1sMmvv8Aj6b6CqtFFVHYTAUtFFMSJYBljXXaD8uhamR/z1h/9moorN7ilsXPFviJtbsbeOXS9Pt2gVEikt0dSiLnCAFyAOcnA5PNZ0JO5frRRT6hHYnv5nkihLHJ+7n2rlbr/j5f60UVTKiWM40t/wDfH8qzTRRUxGJS96KKsQ8HkVuaXxIQKKKzkVHctjXW0e6uozp2nX8UzhzHeweYFZB8pBBBHU5GcHuDUdpqFzqupX1/eyGW5uZBLK5GMscnoOn0ooofwi6mnGeD9KZfSuzRbjnOV/Ciis+gzl5v+Pl/qasXJ/4l0H+81FFUMzH60L1oorToMkHWte0+a0BPpRRWUxwKl1wpxxyKlvfE2r6rptppV9ezT21vM8qCSRmJZto5JPONvHpk+tFFXT2Jqbn/2Q==", "info": {"video_id": "56720", "label": "putting clock upright on the table", "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": "56720", "label": "putting clock upright on the table", "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": "7c9d9f086d9c4fa18d3074de9109b97119e579d77acdd7587c3912917926d168"} +{"episode": 52683, "episode_seed": 2224287061, "split": "train", "timestamp": "2025-10-13T03:26:32.419326", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2224287061, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 potpourri packs'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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a16/+7b/4mn7OfUmUov4UeMfHS202Pxt51jNmZ4wt1AUKmNx0OSMEEEdPSvLDXo/xf8R6L4o8R2+o6QlyhMHlzidAuSDwRgnsf0rzg1pFWWpnISiiiqIJJkiTZ5Uu/KAt8uNrdxXU+Ctet9Jg1m1u94ivrVowVPAba20kd+TjH+FclWno8QkkkLDIGP60mk1ZjRPpERM6k19F/B6OXF0xkfyAFUJuO3d1Jx69K+f9MTFweOhr2nwv49sPCvhBIILRptRaZnfzDtTB46jnoOlZyXNKyNr2ie2mM5yHb6GnYY45/KvG2+M9+3C6fZr9WY/1FVp/i7rT/wCr+yx/7sWf5mrcEjJXZ7eelfJvxImuJvG2pm7jhS4SXy38pNobHAbHqRg13bfFDxFJwt0Acfwwp/hXmHivVb3WNbmvL6Tzbh8Bn2gZwMDoMdKibT2NIRcdzkbsZkJpkEhjcEHGKmuASTVUjFWthPc+gfhp8Qjcpb6ZfPi4jA8mQn/WAdj717nBMs8KyKeGGa+G9MvZLS5SSNyrIwIIPQivq34a+Kk1/RI9zDzVGGXPRh1rknD2butmD1R83yxBLdAAMhs1r2HyxLWVIdwUVoWzHyxXVPY1p6GmZOOtQTPlKYX4qKRjtrNI0kypK2DTFlPanS9fWoulUSK9wyiuk8DeNZfC2pvOIFnSVdrKTg1ykudtVUba/WqSuiJH1p4V8RP4ks/tjQeSrfdXOf1rpOMV5z8H7hbjwii/xRsQfzrPvtY1afx1qGmLrl3aQK7iFY1DchNwXpwODyazorWVzGpvoYH7RKgv4cPXH2n/ANp14ZbDEp9q7Xx/rWpasmnHULyW48sSFPMI+XO3OPyFcXDw1dKVo2RpDY04221Y+1sB1qgrcUhY1NjQsyXbZPzVVa7YnrUTtUJNNEHbeB/Hc3hK6uXFuJ450CsM4Ix6V698NvFn/CRxXUkiCORZSNgOcA9K+aSxHSu6+E+vf2X4qW3kfbHdjZ143Dp/hWGIp80G0Pm6H1RD6U+Vcqap2VyJkU98Vj+P9Qu9N8LPcWVw8EwmjUOnXBPIrjpQU4uJnLRmN450ZNS0e6t2UHehx9a+SU4lP1r6G13VtQGiJeW3iDUZlaYwfv0VFmwuWaPHO0Hg59R9K+eV/wBYTWuDoypOSbNalXnjHyNNL+WG1MKyMEY5K7jjPrikW5kPQ1V/hzUiniu5NpGNrlsSuV5egSgAZYmqxYgVGzEDmk2ylZDL6QSSAgYqmanc5PvSLbTOMiMgep4FCIepBRVg2xX7zj8OaDHGDwD+JoFysr1q6M20T/8AAf61d8H6ZpGs+IodO1a4ltoZztWaOWONYz1JYycYxnjqTgVFLZnS9a1Kx8qeLyJ2i2XAAkUKxGGAJGfXBI9KT2CO5bshiU/XNaM8jtt+bAFZts2HzV98uoxUa3ubbosR7V5JJ+tWfOUAcCqaD5M9aQsWcKAST0A5NJpsasi1JesBxWFduZZWY9TWrJYXhALR+SPWU7P0PNVv7PhGTLcMx9I14/M1KjYHK5gTIM81XELSHCIWPsM10/2e0j5S3DH1kO7/AOtVa6u4YuGkRP8AZXj9BVqXYnl7mJHZTq+SoUe5r034Xa02ja0kTS/JMcY6DNeb3F6rD91uznrjFdJrXhzV/CeiaJqtxLcRXN40hkh8sj7PgIUDH+8wbOO3TrnCnFzVhXiiD0q/AflFFFXI0iTZNDgGiioRbKswwKrk4FFFMlEUpJAqzbafA8HnNuLZ6Z4ooq0Qz3D4LtjTbuJQAgbIArn/ABLey6f471K6g2+ZHcNt3DI5Taf0JoorOlvL1M6m55p4wGBZD03j+Vc1H96iiuhbFw2J6KKKRp0I3HFQtRRQSxhq1poKXSTIzK6MGUg9CORRRQSz600G5kmtLCdyN8sKM2OmSBUXxL/5E+T/AK+Iv50UV5tH4xVOh5PrGttqtvHHJYWcJiQIjwK4KqM/KAWIA5z0614iPv8A40UV2Q+JkLYsKcrUqfdoorZlA1XLKyiuYWeTccDoDgUUUEshLeWxEaqnb5Rz+dRFixyxJPvRRSZpErTuV6YqsXZupoopEVNzV0bXm0ZJozpum38UrK5jvbfzArLnBBBBHU5GcHuDTv7QutW1O81C9lMtzcSGWR8Yyxyeg6fSiigmO5dt60ovu0UVJoeg6Z4V0tfCh1iaOSeYH/VyORH+S4P61zv9qTMuII4LVM4228YT9ep/Oiir+yQtWzOuiWfcSSfXvWRqd1JaQBowuT6jNFFY9TVfCc3NqF1PnfM2D2HAqtnmiitUYNl/7Mn9i/a8t5ouRF14xtz+eatXvifV9U0m20u9vpp7a2leVBJIzEswUcknnG3j0yfWiikB/9k=", "info": {"video_id": "119049", "label": "stacking 3 potpourri packs", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "119049", "label": "stacking 3 potpourri packs", "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": "af850a7680015a9dce0b7a3553bc87cdb2dfd9e0364a3471a5b6a48d49439dab"} +{"episode": 52684, "episode_seed": 2167534851, "split": "train", "timestamp": "2025-10-13T03:26:34.777238", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2167534851, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 clip into disposable green glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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ILa3mvJikYwo+87fdUepNUNTaF7yQ24Pkg7Uz1IAxmr93qs9xEd8gCddiAKPyFZEh4H0rKk7ybZ0YaMpTcn0KUjEH+VOtNRksryCeE7GRhuxxkZ5H5ZpktUpAcMfQGuq9tjapTU9JHtVwLeULbsjsgUEccZ9K4zxNAlpcWSSg4Z3Yr3HTiurw1xY2s65BCJKAD1+X/wCvXI+LAzyWQk3fO0jgnr0FezF31aPg5q2hltuyEZcKrYANWLb5x5iSLtUHbn+dQbGRF+YkkZJz0qDVmNtpKqAA0pCnHp1/p+tE3ZXY6MHOaiuppf23aLAI2maSQAnIXjP1pt34h+0xoJHYrGu2NAMBQOwFcrGvy8nrzmpnSVUBKEg9GAyK86tNykj1VhoRlys1H1iJJDsjY+pJquuryJJI6RrtkG1gegPUH9DWcIZJZPkQ49TwBTpmSPy7aNt2DvdvVsY49hWLm46rc0jhqTnGNupINZuMG2jCqB3pn/CRXUSNCoi2DjGOaoxjN459jWfO2Jmx6mrpVJc2+yOurhqXK9N2d3p8qX+mrPGOSSoBPRh2qJElhZw7lh3J9T1rL8MybrC6T7xjcOq57kf/AFq2nlDFUKYXGT/tGvSpy5kmfO4mn7Oo4o4Vizh3VSQvXA6V6x8Krz7D4V1Wd8xsrGRXx229PxIqDwd4MhuPDryXWEluSuN3XHXitTVbaLQdGFhD8ouJBvwOCF56/lXnW9nHnPSor29aNJdWjOtpGYs7nLMck1p2l8IS6yRrLGx+63SsiBv3Yp3m+WkWT1JH5815VRXpn1mLpqUGjon1DSWQBNJIkH8TTMR+VZuo38lygQkLGDhI1GAKzpptkZZuRmq7XJe6RGUqMZGe/FcaTk02c0KUfaRTd35u4TH71UpQM9atyHdk+tUnXnk12Rd0ezONnYS0lNrfW9wGwYpUfPphga9qvBERFJvEYbGWPpnvXh8gwrgHqDXsOjiO+sbSdmMkjQo2GPTKivQwDu5I+W4hhZU5+pzXieZZru2giGI4QcsepzjisPT3R4/NbJJ3Ecd8muj8W27wzW7MgLEPkqevpn+Vc3aj/QoWwSVA+VeCDXqJWPmS6ssdtHLcyFsRqTiuJimMkjSNyzMTzW5r92YNPki3/PMQox3HU/yrm4X2r71y15XlY9rLqdoOXc2ITayoN8phbudu4VJLFp0L7hcvc4H3Qm0H61kF9p2+gphuAmdzY4zivMldNpHRytXV9CW9naeYs2BjgAdAPSqElSCQPHuznJqGQntW0NFY7YQtBEDkk13miOZvDdqF+Z1UquR0IJrg2611/he+K6WYNjERSN0HXPOK6KD9+x5+ZRfsb9mbBnaSRFIUhV6e/vXRsiy3Fs0K88urds7ea5O5M8kDhQELc+59f5V1IQR30USfMFibbGDwoOBn6816UNtT59lw+VIWkj3M5AXBHUd8V5zfXBvNXnmc8htq57AcCu/vr2PStHuJl2lkjbB9D0A/OvMYJOTuPNcmLltE97JKS9+o/Q0c4ZSewPSqqS7xjupIpDdbd3Ge1ZiXLPdyqOPmzivPrRbjc9avOMWmW55Z/sxcRny8nmnSTKcD2qCfUZY4VhDDGe1RElmJJyT1rKmupWBqStK45xnvVZwASPUVK2cVXY4YVqzq6np+gz3U3hyxxt+aFcsTk4HA4/CsXxTGVvbENK7FI5OSe3y1oeFJC/he1cN88RdMHpgMaq+J5Zp5bJ2XGxX/AIccfLn+VezSacF6HweKjy1przf5mErYDFl5B4Oe1ZWuz77iGEcELuYZ7np+grV+Rt7RAsWPOe/FctNMZr2RmOW3Y6+nFTXlaNjoy6HNV5uxPuwMHvxU0N9cW5zDM8ZH901UJOVzTN+ZXUfWuKotD1K0VK1y9Lfz3GRLM7fU1Wibdcew4qJVkkmKqQqgctVtoYreIsgZmwTk1jyNxbJozhCqkV4sCeQ1mS8ux961PtFrIkfkqwkfmTPt6VluRk06d+ZtnbOUZRVmbXhaYRahMjEBXizk+x/+vW5NKVjleGMluobt+Fcpo0gTV4MruVsoR65Fdm3ltH9/aw6ACvSw7vE+ezGNq1+6PVbC2RTGgcGKKNUyBwABz+tcd48vkk1uC0jyFgiyQf7zHP8AICu0tC80cUoTZE247M8sM9TXkOr3/wBv1y8uQcq8x2/QcD9BXFjHyw5e56GTQbrup/KjUgmyhBNLfELBuz90g1mxTYCj1NW7ktLaPx2rzWrpo+nk7wZagmVwhZdwBBxS319HNdqFjUFQRk9qs6Pa20lrGJZ9jsMn0Ue9Y2prHa6xLDFMJVXIDDv715tO0qlkcNKcXXjJ7okd8g4qo7HBqQMTGTVeR+tdi0PclLm1GbsMCa9Q8MTrceFtP8tsPGhjYD1DEAn8q8nZsv1rb8HXd5dajNpi6vcWceZfLESBssE3Aew4PJ9Peu3B61Gu6PAztXw8X2l+h2fi5nggtxIw6OSRzzxjFc/AXBjjQbRsUkZ6nFY9trN9qFjM91cSTMqjyw5ztyDnH5VpJKogVowdjfKzHsPavYT0PkrWMDxVIP7ThhV8lE3MR6k1nJjaBUF5c/atRnmzkM5wfYcCnJINwFefOXNJs+lw1PkpRiPnk8uVWJ45pyNFlnkUnK4FQXXLREkAZ5NXrhrEacdjv5g4Geh9a5K2kjKtKzsUlKBBsGB1696jduajibci+lLIcZrVKx3Qa5FYiZiTXT+EpWNvdwrgEOsmfw/+tXJueau2F5LaWl40Lskp8vay/U5rai7VEcWOXNQkv63O+89JP3bIN3qe3vW1A63d+J432KIwW2nnbuAx+lcVqpjttBh1LT9Zv5le6+zE3MKxrcEJuZ4u+1SQp3eo9wOuAb7W0cSCBZECfNzgDJP8xXpRbZ85NWKHja+WGyW0jOPMmJZR0wvv+IrhxPtBNaHiu7EmsmFZjIIUAJP948n+lc60rbWGa8+s+eo2fUYBKlhox6vX7zQjm3D5s9c1HDemw1F3VRucZUsOlRRyYAFVLkM9yMYJCjrUVEnCzHXi5q0dzS1XUzezW4McabeMqMZHvU8SnBzWV5UkpDyEZGBgD0rYQjaCOmKwhaMeVHRgqEqa94hkPFUnOWNTzyYY1Td8timdc5JHoHgq4LaQ6MmUhlfnPXODVfxZqkKrarMzAsrKo9OnFYngWVLnXm0261O6s4JpNoeKWONVyOWYycYwOg5JwKxvFcl0mr/ZLlrgfZp5YwlwAHXDY+bHGcAZxxXqUZ2ppHx2NhfETfma51m2htpAOH2ErnuewrmImyeetTzQy6g8cMLKu2POT3NUoSylldSHU4I9KVXVJm+BtBuPVmihyefSq0j7bkY7rSpIeTnFQSShpwF5PTNY8vMrHXiKijHzNW1TcdznCDrWhaTLeSMkK/uRxkjrWJcy7LRIFOGkOPwrY091t4kQcCtIQRwOTKOp2kdndb09CR71iscjOa39cmDKD3Wudc8VNSCUro6MLUfwMns5/IvYJR/BIp/Wu6CoG3HK/wB0etecOxCZU4OeMV3Wv6FrOgaBpF/d3Fys18JPNhZCBbgBCgY4+8Q2cdvqDWlF23MMwjzNNHr2pzyQ6LcvGdrJHMwI9dteMWzHaD3oorhx26PSyP4J/IvQEmRM+tbsESzKyMSB5bHj2FFFci3PeWxlWE8giYBsYOBVQsTqAJOd2c0UVx01+8Z5dD+Ki/8AwGqkv3qKK0PoXsU2PzGodI1O40rWrm9tivmxsdocZHKlTx9CaKK7MH/EPCzj/d/mW7GRljkA/wCeYrodSkaGznMZ27N+3Hb5aKK9iOx8p9pHBRn7tWofvUUV5iPqgvv9R+VQHJsiSTnNFFTPdHDifiQWvMQpZepoopnZS+BFZ+tIkjIkuP7o/wDQhRRV0/jRjiP4Ujc13xK2uQwRy6Vp1s0CJHFJbI6lEH8ABcqBzk4HJ5rvbeR/IVS5bKscnqDu/wDr0UV6Mep85U6HmmusU12+A6eew5rNJ+VqKK82XxM+ro/wl6L8i5ZIGkXOfzrSWyhk1Bwd2AoOAfaiipqv3DSC1Jp7aOFtqg4x3qJD+5H+7RRXPSO7oinN941Cyjyi2ORRRXRDc48T8JJoestplzexNYWF7FKyOY7yHeAy5wQQQR1ORnB7g1V8TXc9/fpfXMhkuLh3kkfGMscdh0oorvp/AfM4r+M/UrQyOsYYHnHWq+9ncs3J9aKKJbDo/wARCSyMIuOM0y1OZMmiilHYWIf70uSEm+iB6BeKuvIygYNFFbR2MvtFW+kZrdiTzistCfLFFFZ1Dow/xkbk7Sfet658R6tqOk2Om3l7PPbwO8q+ZIzEs+AcknnG3j0yfWiiimLF9D//2Q==", 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", 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", "info": {"video_id": "178884", "label": "dropping clip into disposable green glass", "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": "178884", "label": "dropping clip into disposable green glass", "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": "13378739aa3b9dd0b3ab63599fd9bc79e354adce2a0e7525c3c3dca4402fe544"} +{"episode": 52685, "episode_seed": 3309312564, "split": "train", "timestamp": "2025-10-13T03:26:35.718665", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3309312564, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glasses 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', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "213965", "label": "lifting glasses up completely without letting it drop down", "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": "213965", "label": "lifting glasses up completely without letting it drop down", "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": "aedc03107d7da3a5923c1738052d06bfe66f8d16852998eddc7c9d9fe680b341"} +{"episode": 52686, "episode_seed": 1968148896, "split": "train", "timestamp": "2025-10-13T03:26:36.917079", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1968148896, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fork 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": "128758", "label": "pulling fork 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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gEtnFVYEabyMVfy2QyY4Jyc+tV90f2faF3e341lea8Zyznax+bcelWYZv9LJypJGCQOoosUnc1Yrsx3UMZk8zYuXbAFP1DxBv2Rx/dDc1k+Z5IkJBDueh7DtWfI/IPvSUdTWU7KyOystYMrAE81uwXhYDmvPbSYowYGunsrrco5rKcTanUujphKkq/MAfrXJQeZEuV2+apJUFQdw7A+3tW7HNkYzXL3DNHAwEq+YrAgDPKgdT+PaiktzPEO9izDI0Zwu0y5MiO6kgexz+gqcKsMB+Y43b/TYcYz1qpJtWIwx2+VbBjJ3MUOMlj+tSK8TbCm/YU+eJiMMepyPc1qc6LXmEHY2AobaoLfwjofqarox+0SGYAPkDCk4x261YtIjqd9AgEgkJ2qIyOfw9Kl1HSjaX/wBkkjyyENh+SCaWxaE0gbZ4yAxQygrGEGV9/wCtTs7x3cgB3kBnkIYEr34x2qxZ6Nq7STPDpd8VkjISYQkgH1yPWsmWC+0+ZobqGeKQjIDLtK/iaLXGa8Eg81lmCqZB8hYkDaRnketJNNDPEvkMFfO0MEwQoPfPb6Vzs95M0Khg6/NksW79qvWRmnCyOAdn3XbjFJxtqNJydkaM1ylvKZHlwVc7AjE7wR3+lVNTnkurJFKybsZTjIAHJzUL3MEE+6V1kf2HApJb5LqSMIM+WfmOT8q9zjvU9TScVGDQimZYtqpGnmIEZcAbcj5mz606LynNvHIm2ZBjBY8+hP1qFpN0kCLsxMDgumRnOOhqd9rSlfMV3QESunG7HQZ9On5VRzohKPcSyNdL9xsqvIxUsDs8Lq6SM6kAkrgP7+9U99xJNtk+bdyZA3AH09qledoolt4gGYdQX7U7FpmjBcmHU42aLYijGS3Lgjk/WrPkxW1+qwzxuZFyQ2QQnbPvWSJI7qMyBsPEMDjJVvf2rVljNxHHf2/zgoqyKpGQQMYx6ZpbMbJBkW8ieYjKDuKheo9KiSZDbBkRjtXeB6gdagurma3aWKQA4IAVByoxyAf896tRkRmNxChZRhHJ6D3H40yGW4VSW3jOHLjk5fp35NOeVtPuVmhQAuRvRhkn3FUZGkjulRQphbPm4PXj/Griw262n2m4kmWOHCSBeeOeVqWCPLDKWlyBlSOBg8+9W21FrwNPc3IcsAjtIcuePU8ntTDcv5ZCvtKDaWCjgdMCmLEqbiADk5GFxjFbGKEe9VUAVFbIwQB2povQRu+zE0Y3hV5VhnBboRSMpICFDtOfmBoGOa4WaNXVdjg8g11ehXHmW6muNu4U+XA5xW94ckMcQRuCDUVF7ptQn7539pKdo5rRjlyKwrWTkc1pxv0rkZ6cXoT3EMdwm1wCP5VgXthPbs5hjV49vy7eGX1/xreDigmiM3Eyq01M4PWBPYWtrcbchi5CkA7umT7VkSX89/FsMIQ5IH7zIP0B/pXQ+LrcxywOhcpKG3qXxjGCMZ965wXJjiUiOMSwrgKR93611Qd43POqR5ZNFFC20Zj2woMMc85prXZRcK42k/dPTFTBOHVipUkYAORUbBZFCrgupPAHY1oQhBeJJyVjYe4q1bX8EcjMY1LgYX0zVGSOMfuyuHJxkDNV7m0MSK6k/SiyKUnHUt3F2HkLFtzMecUiW808ZZI2KgZJqnaqdwZgSueRityG/e4Y2/lLFGsZCY/zzT2Hz8y1KEJaN9jgg1s2U+CBmqiRx3CZUbnUYXmkhYpJj0NRIqEjqbe4z3rMjkUMiFpS3KEsAN2Ock9aLaU+tRrKVlmWdB++Ay0h5J6kDH1rOK3Kqu9iVtzzCEIZGYAqokxknkfWlnTbK8gXDkb5DnOCONo9Oai3SvcxShY4vLO3CtjCj298moiyRMULKiSKRkdc5yK0M0XfDviG98Pas13bQ281xtICXMZdUz3HIwaj8Qa7qGs37Xd1LGskzbmWGPaP59KpEmBfMl3HKkgA5JpkYDK0rM3zc80DsWrXVdZ0yUS2d9cxbcZEU5XNdAPih4ssLgxz3f2qLqouIVl4/LNcdHJhXiMTFcZVif0pzXlwqwqdpgDAkOM4+lOwPU7yD4wRtlb/AMNaTPzj/UKp/ka5nxD4qGr35mt7SKzgIAEUCgKPyrKvbeFrmQMvO7dk1nHdZP8AOAUbuKdkwjLlZ0EGnpcw+Z9odmI6ImaSxeSxmnDllBwpGBlhz+lZtpfvGm2J3RTxWppyPJMwklXfK2EZhnkD/wCvUNWNJzjJaFt0e4l2TO5EbAKNvAXHQGnSNIsgcIzcksucZB61Db+aVaYNJJFCpUjd1J6H2o1GF0MTSjHmQj5WP3eeefep6maHImwgwje5BYKwxgdqjtmT5nmCCQn5gvrUs8bJOJE5V1G0+ntWfOssMhCOsblvn7/iKe5Vy5bTMLh3SYCMLh1A6n606VGmhBEkgZGzheN1VvNW3RQrDLHGMdSe9EUz267Zpdyu+AfQ/wD16LDudBfO88SX8S+ZA6gkqOQw6596jMRW3gHkku48xVZs9+5qjHe3FtOoiYhGBBjIyDnv9e9WJpprq3ZoyTPGpV14BKe1TsDRbmV5IZJIEUTIoJQ/eYZ7etRvcvDpV0rN+9uMFELYNUNPuCbSeWRnCxoUGTzk9P5VC8RlaOckNxgEnOKT7CRzrZUJIrgI+T8g5P1pyiTaYjuMoQluOAf/ANVR7JMFljXAI2DPT14qyZZWy0co3lgrsRjr1z+tbmBXiRnjkK5JCgDJzx3pWVniUHd7HHT61LGhhYsuA7NgBemKkdh5aKwCl2JO3jOOlK40ZkpMsmGTbt7Z61p6LLicgfjWZclUZjyQKs6OwW5GD1py2Kg7SR31rJwK1Uf5RzWDavhRWpE5OBXHJHpxZfDHNPV89TVfd8vvWJpbz6t4rn02XVLi0jIkMQjTduZULBfYcHk+nvSjBydkKpUUFdkPjRmYWSxxq7/OQD1HTmuRkLA79g2OcMznIPtU99f3V55LXE7yAI2MnkZA6VSziMoFcog3fieCK6oRtGx51WSlNsmjOUUNtDkEhR146fnTYtz5PBKITgDHNWDOyYuREm/AAHXr0/HioELQTOQpULxtc/nVkEbtmEICA3Y+tRn9+DGu4OOpI4FXwsYgYhdhYhPm7Z54qDBV3LEADrihMdiizKqjk47Cpo5GSRJY2ww5BNQNlpXbIbPcUittc7mAU/zpkm5afYri6SXf5ahxvQ55+lRXo8q/mCrtG84X0HaqMLeW+4t0q5qN2t5pouEOJ0IU4PUVNtS07Fq2l6c1KkUzoAbYhkyyIG6A85PqKXVtM0+z8O2+qaXql9MGuja5uYRGtwQm53iHXapwp3eo75AhdmSVpU8xpHxHgehGDgUOPKJz5iWOc7mdlhChNxYZ5b0Pv/hTJ3fziqvhWChSq9Qepz2qe0O+J7cxjaJcBpDhiemf0qKd5Llo5nh8sk7Ny/KNq+3r1pBca7+VPKDgAcAeg6A1mNMVIUqzhj8uP5VpNMJpVMigkZ+cHAOKouAxWTfw5yeKaKBV8qIhtxzyT6/SiIiWMqYyDnp6/SmsVedVWX/VnlfepJV2lHLkBMkkenpQItCaOWNba5BLKuBKB+lN1G3RkjmEfyeXsUH1HrSI0UuyVc7GHFT291FLPNaTJiMjjPO0+opAw0qOOWKZDHlNm5kzjkHjFWfOaaIwQhYQi/KzH7vOTz+FR+G7KzuPEv8AZGpX89rDcvsWeKaJFTuSzScYxngck4Heo7RJbXXdQsJYpQbaZ4tl2AHAUkYYLxu6dDj0puL3IjJXsX45DAzSGQtC7DYIuAcYycUPEDJJC0zMwkyUxxt7Cpo4GaFQ1sBKhOxQMbcjjj6/yqOJ5zPEJpU2BWZyB9wj1/l+NQaBEWW4QlmUO5Oz1x/jVJm3RI7R4Yk8496mu5yGtriNwygkswHcfw/1oMMU5SYS5QZZkZufWgpMpyNL9qPmKojAGw981JcSKqDay7sdT69qqzr5rq3II+dQfTNRCb7TlRGwVfmb/CnYfMX0llW3QyuDL3IpnmS2N41wJs78YFVpZxGiPjcx4Cn/ABqyXjuYEG1jv7nHy+nFFhORavbqNrJPKj8tGBMgH96qcbLBZ7QzMPvc9apajdXK2i22NqK2Qw7itPxD4a1Tw74f0m/vZJhNfGTzIGjIFuAEKBj/AHmDZx2+oNNQ0M3USdmZ8cCARSDIcqec0WsCOqxuCyuTnPsDiiigROFAgLgAEZx+VQKB5MZ2jKuwB9qKKBozJjl2yB+VP0tibtfrRRVP4Qj8SO2tifLFa0BO0UUVySPSgWlJ5rkJtRn0nxPPfW2zzopG271yPmUqePoxoop0fiMsT8JhXXyqijoOKbG7edEu47SxyvY0UV0rY4HuLGxaOds4Ygcj60+NfMILksc96KKGMmK+Yh3E/LNxULICWB6MDmiigZnBQkhRegpjKHPPrRRVEk6gFxmi7VYbYKg4JBPvRRR1DozQ1vxXJ4ggtoZtJ0y1NuixxSWqSKUjXOEALlQvOTgcnmrCO628jK5VgpwR1oopzFAl3lp7RTzwGz7561LJHhmbcx3HOCeBwelFFZFoqhAblY8kKVIwKrOoTyVUYBFFFMBkyLFPlFALHk0s0jEgHoB0oooKZbKqkahQAAOKLxtrRYAG/AOKKKXUCnHrz6PLcRnTtOv4ZJAxjvoPMCsmcEEEEdTkZwe4NOstRutV1afUL2Tzbm5l82VyMZYnPQdPTHpRRWsvgMF8R0TXcza42X4G5cewpdMijm02+8xAcMF/WiisDoIp40OkgBdpjlIBHX05qhBGBbtPzv2uv4DA/rRRVLYFuRWuXjTJOc4zRD/rZPUUUUIfYr+awmkGAeg5FOeV4rshDgMgJHrRRT6CW5BqDEI+D/EDTNS8R6tqWmWul3l7PNbW8jSoJJGYlnAzkk8428emT60UVcNjGpuf/9k=", 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", 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", "info": {"video_id": "128758", "label": "pulling fork 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": "6e85f581f9b450063c5de2cd1196a51689fc48e9afa8431f86aceb4577f26126"} +{"episode": 52687, "episode_seed": 3273211847, "split": "train", "timestamp": "2025-10-13T03:26:38.426287", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3273211847, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen against the wall fan'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "124749", "label": "throwing a pen against the wall fan", "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": "124749", "label": "throwing a pen against the wall fan", "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": "f07ff102edb80043bbbaffc78519886ed484516d2127a0d63833317b9e39bc6c"} +{"episode": 52688, "episode_seed": 3556130754, "split": "train", "timestamp": "2025-10-13T03:26:39.076510", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3556130754, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 battery 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', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "177700", "label": "throwing battery onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "177700", "label": "throwing battery onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d5c5fad8adb0ae06da53d8f521553be4a59220d631f7bbf7427a5b2c19641216"} +{"episode": 52689, "episode_seed": 3244367168, "split": "train", "timestamp": "2025-10-13T03:26:41.095621", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3244367168, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "85059", "label": "squeezing paper", "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": "85059", "label": "squeezing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9780cede2f932d7357668ad6dbed09e7591ff35f43424d13f1a0d30b427d73f8"} +{"episode": 52690, "episode_seed": 1754600927, "split": "train", "timestamp": "2025-10-13T03:26:43.197550", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1754600927, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending shoe so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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tLsNdwsI32/Nxw2P60+o+W6ucJbAiGIn/AJ6n+VKEeNYZ4SS4OMCpFCraRck4fOK04bPbo6XCj5vMbH4U35kbn078N/FUXijwbaTPKhvbdBDcpu+YMvAYj3Az+ddFcMOeK8H+EetRWHiKaHC7L+FUyOPmByD+pr2yWfPespLUlnxns3EYXOfQV0eg+CdX1q6jEdo6xEjczDAxXt8XhXRtP8iS5WN2iQKMgDAFadjqlp9uhsNPRFllO1T2FdkaPWRx1MU9oI62ytrXTtIt7CJFjhjjCbRxxiqdxq+mabmTciHpw1cJqGu6jPcTRMzRrG5j69cHBrznxfq9ws0MYmbDPg89aVqcHbccadaorydkepax8WdKspBFG5dyccVz8PxWm1Et5CbQrYrwtpGa/BYkneKvaZqQ0/UJC4Zk35IFJ1H9k1jhofa1PTtW+KOp6TrdqhIZDtZxjPBNQ658WPP1LfaGQRYBbeO+cV5z4g1CLU9ajuYtwQqoAYYPFZU5G44P8P8AWoVSd7lSw1JvY9jTxnczWYmPpnitXQvEsN3bzNOwVlPAPeuDtYs6Mp9FFNlu0inR1QofLAIFWqzloweHjHY6DxfqtldT2cjJvERfAP4f4VzPi/xZZeIbDTLax0+ewWxR4hGZ96bW5OBjIOag1KUXHlsueh61mWOjzazfLa2skCSuOBM+0MfQe9RJ9SowWgeGtHGsa1DAyfuEPmTEDog7fjwPxrvvFOoiOyfnAxxio9C0lfDenyxzvG13K2ZXQ5AA6AH0/wAa5XxVqRmDIDlRWTd2bx0Rh2czSwT5PYjn/PvVGFwlzE+fusD+tW4YZbN57eVCkq5Vl7g8cVn9GPqB/WrIPWVlF5bs33l27j9MV5lGxe7uHHfcfzNbWm+JprW1ktjEr+ZGU3ZwRkVh2hGyQnjkD9alKxcpXsWdMmeO+jRDjezA12LI6zL8yj2K1xOnMBqdvycea38q7u7QPbxyAZZeo9ad7Mm10Zt3uYkNtzjsK5Irk9BXVXbAfN0zXQa/4I1HUpLaSzmtzHHEI1Rjt6fQY70/Uk82EY9K6rwFAJPEqHGSkMhHHTjH9anPw414DJ+ycf8ATb/61bvhHwxqGh6lc3N9HGFMOyNkcNkkjP6CnpYaWp6/4D09Fe6vmHz4ESn0HU/0riPjvrotNHttGgcL553Oo/uiu/8ABt0n9lXEZOGWTcfoR/8AWr58+L+sf2p41mVW3RwJ5YFEU1G5jVfPWS7GX4TuvLiniJH3wRUnjUCNLTBO5yWI+lYOlX32O6y2ShwTir/inVItVns2g3bVj2YYY5zz/Soe50392x33gWZ/s1tLn5lReT7Vo/E+08+5hucZEsIz9RWZ4Jj2aZhuqnBrqfHCrNoFnIRllyK6lrTZwXtXRT+DN8f7P1SxZv8AVSo4HsQR/QVnfHIGT+w8KT/r+g/3KqfCy8Fp4vvbNul1bkj6qc/yJrufGmmPqcMMUcqxyNFLGpI/vbf8K5PtnUfOIUZ6VIkY/u59q7ZvhpqpYhLi1K567iP6Usfw71SG6i8yW2ZFdS+1znbnnt6VpdDszp722EHh+OIDAWBF+mFFeW6nGAIDnJ2E/qa9c1xwLGQduwrnfDnwz1rxhbw3UCpbWXI+0TnAPJztHU1MXY1lojjtCkMV/asBwyFTXVavGToVxMQRtTjivXvCvwe0jQkSS/kF/dKThym1V+gzXbHw/pLWptnsIHiIwVZAQaTuSpHxacm0AHYnn8q39KmNzYSWhHCsf1r37xH8HfDuqxs9jD9hm5z5Rwp/CuPsfhadLvZlbLI54JPPSmm30M3UjHdnm/hm8bTvENtzhoplI+lfSwmDqCOjDNeY/wDCuo4dWW68rPzZ613yTLDEkZ6qoHJpSg3rYn2kXszgtP8AEFrcX9wdQdnTHyAnirngy4tLrxRaSpKsaxNJJh+/BGB+dcRqJgix5Axk/pWTcX80TgwSNGVHVDiuhydrE+zT2PRdSuPKuJt7ZYyOxI9ya8v8UT+bexYP8eavf8JPcuvl3DbjjG7vXP6tN9plWRTnb8x+lZLc3T0sZMzH7UT6EVueGdLtda8RixuSwEh3AB9uQOSOh5Nc/M+ZTUiSpFeRSum9BgldxGfxHShiL+u20dj4gltIidkUhXB/h56fhWc5DdP7p/nSSSCS6V1zgsSNxyevcnrUY5I/3aQHo1g2/SgP9kVTYb3IZfbik0a53WKp6pxSaLZ/2t4nk0yfUZrVWSUxGNNxZ1QsF9hwTk+nvSVgk7kN4I+NhOF61meY0brJGSrqcgjqKt6NDcalpWoXRdn8gxEj2YNn+VUXBGcjFVa5KN2LxA93AUmb96ByfX3rEjQahqqqQWjU75OewqkzmN8g4rq9P0xdN8Ptdz8T3KeZjuqc4B/n+NK1irnN3TiS/uH5yx7nnOFrIXkv9DWncyrLK7oDsLHH6VmpzIy49RigGdvbXPh//hApMNb/ANpPIA0RXEmRu2kHuOcn6e9cZbviJjzgsB+QNSRXjC0Fo0alTIHVtoyvY89Rn+lV04QDp8x/lSsFyaycJdQSZAxL1/CvQ4p0eyYZ5AzXmeSIQR13cflXSSX8g0fzI5CrttHB60mCZZ1C4K70DfKxGRXrCXQUKMkjAryrXdNsINAt9V07VL64DXf2XN1Csa3BCbneIddqnCnd6jvkD0+S2mjKhQj9hjimCaRalu95VQeMUhmlmURjLHO1RVG3VprhgwICnkn2rRsLiAanEqjcQ1UoibtqdlpQTRfD8lxdqVU8v64rxD4u+D10i7tdc012uNJvxuE2c7WPOCfQjpXq/jjU5p9PS1tUDSSjAWvPbvxufDfhO/8ADWsWZuHkybWIgFY888+gzzWlVcqSOOi25OfdnmnhzTYdW1mGymdk80ALtYLnj1INaOraRDZ+KXtbfcIIHJ2v1XngH37/AI1zccgSeGR1LAckA4zz+ldbpFn9tJmBk8qRy26RyzEdsnvWLOy52Xh6FrO0y5/1p3Cr/jLUo002ws9wMj5Y89BWFc3jWkCxIfmUcGsK7upLq4Ms7lnxgEnoK1U7RcTJ07zUh2jXo0zxjpd6W2qtwFck/wAJ4P8AOvYNeuV324DAkbv6V4nolrYav4rTTNVvLi1gmfaksc0UaxnqSxk4wBngck4Heuv8NzXp1TVdPu5bkmyn8qNLvG9BlhhscZ4GcHHpWLWtzVaM6lbwxpkrg+tRpcuxOCckEnFWNLdL67a1nsZWHIDqMqTXYWekC41BJ206G3to0ChT1b3Iq1BvVETrRW7M3Q/BkGpWi3msBlhPKxE43fX2rvIZra0t4obaHbCgCosa4CgVUvJ7RIFF06JHHyAWxiuO8QfFDw/oUTKs6yyqPlROatUurOd4py+FXPQzcptyM1lanr9vp8JkmkVR7mvANd+NepX6SLp8QhUDhmrhtT8U6hqtsiz3tyzbDvQyfJn1Ap+5HzDkr1N3Y+jr74m6TaxMxulJAzjeKoL8Q7HULcywSKcHBwfavmRnPlqCSfl7n3rr/CL4t3GDuJ659qTqtbIqOEi37zbPSNV8fxwk4lYVv6Vq9prNnHNDOruVG4Z5Brw/xG7rG5BIO4dDWre6Trvg7QNG1GS5uoLi88zzINhAtwAhRWOPvMrZx2+oOE6smX9XhHYcWLOcnoKzLgneeaKKbNUZdwfmqoZWVX75QrzRRUlFKX/XN9aHOUi/3f60UVICAk49sihfvf8AAaKKAOq0Nj5MYz2qKXU7jRvEL6ha7PPhdtu9cj5lKnj6MaKKBM7L4P28U6a3DKgeMrCpB7j5xXN+JbGGw1i7t4ARGjkKCegoopoXUZ4P0u11jxXZWd4heBiWZQcbsDOM+lek6xolj9mFmkTRw5KbVc8gH1OaKKUtxnjF5KzTyABVUTPhVGAP84qgpxcHHqaKKFsAkZI6Ejmhuv4tRRTQDD/x7g/7Rq9BIx0hgeQHHFFFAGlr3ip/EEVtDNpOmWpt1SOKS1SRSka9EALlQvOTgcnmvfNQgjSCN1XDY6iiipEzNhjVoXBycscms1bdbPW7XyWYBuoJzRRWkPiRM/hZpa/eTW94k6Eb4x8uRmvE/Fl9NqGqyT3BBfIHAooqqz99mOH2RhEkRx49/wCdd54elYaVGAABjtRRWJ0SLF4S5XcazZRg/hRRTAy/7ffSL27Q6bpt9FM4cx3tv5gVkHykEEEdTkZwe4Ndh4Ckk8RXetXWpO0s90UllcfKSx3EkY6f0oopDPTvCJfSdNu7eCR3VZtwMp3EZHrUuv67f2lnI0MgUiMkcUUV20/4Z5k1es7nCfF/UrtNQ0iFJ3WOXSo3cKxG5iTk15BdzPMdznldqj6BQP6UUVyyZ6FJJQViKPlX/wB2mA849RRRUmgjdB9BXXeFCRG31/pRRUvYEN8R/wCqc9w4rOn8SatqelW2mXt7NPb20jyp5kjMSz4zkk8428emT60UU+gM/9k=", 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tLsNdwsI32/Nxw2P60+o+W6ucJbAiGIn/AJ6n+VKEeNYZ4SS4OMCpFCraRck4fOK04bPbo6XCj5vMbH4U35kbn078N/FUXijwbaTPKhvbdBDcpu+YMvAYj3Az+ddFcMOeK8H+EetRWHiKaHC7L+FUyOPmByD+pr2yWfPespLUlnxns3EYXOfQV0eg+CdX1q6jEdo6xEjczDAxXt8XhXRtP8iS5WN2iQKMgDAFadjqlp9uhsNPRFllO1T2FdkaPWRx1MU9oI62ytrXTtIt7CJFjhjjCbRxxiqdxq+mabmTciHpw1cJqGu6jPcTRMzRrG5j69cHBrznxfq9ws0MYmbDPg89aVqcHbccadaorydkepax8WdKspBFG5dyccVz8PxWm1Et5CbQrYrwtpGa/BYkneKvaZqQ0/UJC4Zk35IFJ1H9k1jhofa1PTtW+KOp6TrdqhIZDtZxjPBNQ658WPP1LfaGQRYBbeO+cV5z4g1CLU9ajuYtwQqoAYYPFZU5G44P8P8AWoVSd7lSw1JvY9jTxnczWYmPpnitXQvEsN3bzNOwVlPAPeuDtYs6Mp9FFNlu0inR1QofLAIFWqzloweHjHY6DxfqtldT2cjJvERfAP4f4VzPi/xZZeIbDTLax0+ewWxR4hGZ96bW5OBjIOag1KUXHlsueh61mWOjzazfLa2skCSuOBM+0MfQe9RJ9SowWgeGtHGsa1DAyfuEPmTEDog7fjwPxrvvFOoiOyfnAxxio9C0lfDenyxzvG13K2ZXQ5AA6AH0/wAa5XxVqRmDIDlRWTd2bx0Rh2czSwT5PYjn/PvVGFwlzE+fusD+tW4YZbN57eVCkq5Vl7g8cVn9GPqB/WrIPWVlF5bs33l27j9MV5lGxe7uHHfcfzNbWm+JprW1ktjEr+ZGU3ZwRkVh2hGyQnjkD9alKxcpXsWdMmeO+jRDjezA12LI6zL8yj2K1xOnMBqdvycea38q7u7QPbxyAZZeo9ad7Mm10Zt3uYkNtzjsK5Irk9BXVXbAfN0zXQa/4I1HUpLaSzmtzHHEI1Rjt6fQY70/Uk82EY9K6rwFAJPEqHGSkMhHHTjH9anPw414DJ+ycf8ATb/61bvhHwxqGh6lc3N9HGFMOyNkcNkkjP6CnpYaWp6/4D09Fe6vmHz4ESn0HU/0riPjvrotNHttGgcL553Oo/uiu/8ABt0n9lXEZOGWTcfoR/8AWr58+L+sf2p41mVW3RwJ5YFEU1G5jVfPWS7GX4TuvLiniJH3wRUnjUCNLTBO5yWI+lYOlX32O6y2ShwTir/inVItVns2g3bVj2YYY5zz/Soe50392x33gWZ/s1tLn5lReT7Vo/E+08+5hucZEsIz9RWZ4Jj2aZhuqnBrqfHCrNoFnIRllyK6lrTZwXtXRT+DN8f7P1SxZv8AVSo4HsQR/QVnfHIGT+w8KT/r+g/3KqfCy8Fp4vvbNul1bkj6qc/yJrufGmmPqcMMUcqxyNFLGpI/vbf8K5PtnUfOIUZ6VIkY/u59q7ZvhpqpYhLi1K567iP6Usfw71SG6i8yW2ZFdS+1znbnnt6VpdDszp722EHh+OIDAWBF+mFFeW6nGAIDnJ2E/qa9c1xwLGQduwrnfDnwz1rxhbw3UCpbWXI+0TnAPJztHU1MXY1lojjtCkMV/asBwyFTXVavGToVxMQRtTjivXvCvwe0jQkSS/kF/dKThym1V+gzXbHw/pLWptnsIHiIwVZAQaTuSpHxacm0AHYnn8q39KmNzYSWhHCsf1r37xH8HfDuqxs9jD9hm5z5Rwp/CuPsfhadLvZlbLI54JPPSmm30M3UjHdnm/hm8bTvENtzhoplI+lfSwmDqCOjDNeY/wDCuo4dWW68rPzZ613yTLDEkZ6qoHJpSg3rYn2kXszgtP8AEFrcX9wdQdnTHyAnirngy4tLrxRaSpKsaxNJJh+/BGB+dcRqJgix5Axk/pWTcX80TgwSNGVHVDiuhydrE+zT2PRdSuPKuJt7ZYyOxI9ya8v8UT+bexYP8eavf8JPcuvl3DbjjG7vXP6tN9plWRTnb8x+lZLc3T0sZMzH7UT6EVueGdLtda8RixuSwEh3AB9uQOSOh5Nc/M+ZTUiSpFeRSum9BgldxGfxHShiL+u20dj4gltIidkUhXB/h56fhWc5DdP7p/nSSSCS6V1zgsSNxyevcnrUY5I/3aQHo1g2/SgP9kVTYb3IZfbik0a53WKp6pxSaLZ/2t4nk0yfUZrVWSUxGNNxZ1QsF9hwTk+nvSVgk7kN4I+NhOF61meY0brJGSrqcgjqKt6NDcalpWoXRdn8gxEj2YNn+VUXBGcjFVa5KN2LxA93AUmb96ByfX3rEjQahqqqQWjU75OewqkzmN8g4rq9P0xdN8Ptdz8T3KeZjuqc4B/n+NK1irnN3TiS/uH5yx7nnOFrIXkv9DWncyrLK7oDsLHH6VmpzIy49RigGdvbXPh//hApMNb/ANpPIA0RXEmRu2kHuOcn6e9cZbviJjzgsB+QNSRXjC0Fo0alTIHVtoyvY89Rn+lV04QDp8x/lSsFyaycJdQSZAxL1/CvQ4p0eyYZ5AzXmeSIQR13cflXSSX8g0fzI5CrttHB60mCZZ1C4K70DfKxGRXrCXQUKMkjAryrXdNsINAt9V07VL64DXf2XN1Csa3BCbneIddqnCnd6jvkD0+S2mjKhQj9hjimCaRalu95VQeMUhmlmURjLHO1RVG3VprhgwICnkn2rRsLiAanEqjcQ1UoibtqdlpQTRfD8lxdqVU8v64rxD4u+D10i7tdc012uNJvxuE2c7WPOCfQjpXq/jjU5p9PS1tUDSSjAWvPbvxufDfhO/8ADWsWZuHkybWIgFY888+gzzWlVcqSOOi25OfdnmnhzTYdW1mGymdk80ALtYLnj1INaOraRDZ+KXtbfcIIHJ2v1XngH37/AI1zccgSeGR1LAckA4zz+ldbpFn9tJmBk8qRy26RyzEdsnvWLOy52Xh6FrO0y5/1p3Cr/jLUo002ws9wMj5Y89BWFc3jWkCxIfmUcGsK7upLq4Ms7lnxgEnoK1U7RcTJ07zUh2jXo0zxjpd6W2qtwFck/wAJ4P8AOvYNeuV324DAkbv6V4nolrYav4rTTNVvLi1gmfaksc0UaxnqSxk4wBngck4Heuv8NzXp1TVdPu5bkmyn8qNLvG9BlhhscZ4GcHHpWLWtzVaM6lbwxpkrg+tRpcuxOCckEnFWNLdL67a1nsZWHIDqMqTXYWekC41BJ206G3to0ChT1b3Iq1BvVETrRW7M3Q/BkGpWi3msBlhPKxE43fX2rvIZra0t4obaHbCgCosa4CgVUvJ7RIFF06JHHyAWxiuO8QfFDw/oUTKs6yyqPlROatUurOd4py+FXPQzcptyM1lanr9vp8JkmkVR7mvANd+NepX6SLp8QhUDhmrhtT8U6hqtsiz3tyzbDvQyfJn1Ap+5HzDkr1N3Y+jr74m6TaxMxulJAzjeKoL8Q7HULcywSKcHBwfavmRnPlqCSfl7n3rr/CL4t3GDuJ659qTqtbIqOEi37zbPSNV8fxwk4lYVv6Vq9prNnHNDOruVG4Z5Brw/xG7rG5BIO4dDWre6Trvg7QNG1GS5uoLi88zzINhAtwAhRWOPvMrZx2+oOE6smX9XhHYcWLOcnoKzLgneeaKKbNUZdwfmqoZWVX75QrzRRUlFKX/XN9aHOUi/3f60UVICAk49sihfvf8AAaKKAOq0Nj5MYz2qKXU7jRvEL6ha7PPhdtu9cj5lKnj6MaKKBM7L4P28U6a3DKgeMrCpB7j5xXN+JbGGw1i7t4ARGjkKCegoopoXUZ4P0u11jxXZWd4heBiWZQcbsDOM+lek6xolj9mFmkTRw5KbVc8gH1OaKKUtxnjF5KzTyABVUTPhVGAP84qgpxcHHqaKKFsAkZI6Ejmhuv4tRRTQDD/x7g/7Rq9BIx0hgeQHHFFFAGlr3ip/EEVtDNpOmWpt1SOKS1SRSka9EALlQvOTgcnmvfNQgjSCN1XDY6iiipEzNhjVoXBycscms1bdbPW7XyWYBuoJzRRWkPiRM/hZpa/eTW94k6Eb4x8uRmvE/Fl9NqGqyT3BBfIHAooqqz99mOH2RhEkRx49/wCdd54elYaVGAABjtRRWJ0SLF4S5XcazZRg/hRRTAy/7ffSL27Q6bpt9FM4cx3tv5gVkHykEEEdTkZwe4Ndh4Ckk8RXetXWpO0s90UllcfKSx3EkY6f0oopDPTvCJfSdNu7eCR3VZtwMp3EZHrUuv67f2lnI0MgUiMkcUUV20/4Z5k1es7nCfF/UrtNQ0iFJ3WOXSo3cKxG5iTk15BdzPMdznldqj6BQP6UUVyyZ6FJJQViKPlX/wB2mA849RRRUmgjdB9BXXeFCRG31/pRRUvYEN8R/wCqc9w4rOn8SatqelW2mXt7NPb20jyp5kjMSz4zkk8428emT60UU+gM/9k=", 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", "info": {"video_id": "84114", "label": "bending shoe so that it deforms", "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": "84114", "label": "bending shoe so that it deforms", "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": "54febb52d1ca9f4b1d6ef4f93df9544d1058d1b0251ef31bc773a3056f0afb5b"} +{"episode": 52691, "episode_seed": 4152161151, "split": "train", "timestamp": "2025-10-13T03:26:48.784355", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4152161151, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water 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, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "12155", "label": "pretending to turn water bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "12155", "label": "pretending to turn water bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "88661a6f23966ba211a8feb07a6bbb9bbe8c2ee9c5aa27854c57ae1e9bc2a955"} +{"episode": 52692, "episode_seed": 952632532, "split": "train", "timestamp": "2025-10-13T03:26:50.383309", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 952632532, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into toy drum'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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QQwQgj3rX1LXnl8Ivp0rbmMyGMnrsyTg/pXqtqqy2ynGSy1M5WYjyn/hG/FciKxt7pgf+mw4+vNOj8H+I5mAaIjPd7gf416/EoQrwMEU/YE6D5TyPajnaFY8oT4eay+7zJrVcerlv6V09hoPiCxsPsbawPI27QEiyVHoCea6K+vltLsRhCdyg8DrVjSr37U8sZUgL6jke1c/1rmqOnbYyVRc/IYMPgSz8rbdSzTK42tg7c555xVq28EaPZrKIrVh5iFGYuTlT9a6VMjcpxkcY9fenCR1yrAc1o5SfU2PLfE2jf2CsTxSO9vKSvzclCO2e4rn0nLoFQEnqTjoPWvUPFtosukO7KSImEmM9AOv6E15tIxSB5slmY7Vw3KnsD/WqjBPUtVGlY6Hwjb2MolkKB7yM4Z2ORg/3fSua8bWdxfeK5YbO3lm8mGMMEXOMgn+tOsNQk0q8gmhdSQSWOSQ698itrw7fJqPijXbhc+XI8e36AEVcmlEnc5Gz0XxD80EFrdxgHJXOwfqan/4R3xIzYaC4B/25sf1r1ZYwXBx1XAqXaJIlIHzgZBqVMTPOm0K9u9Oh/tG32T242JKrhi6+jCqMvhm5ubhbeKRFjGDypJJr0q4Ki3lYryo3YrNFyscCz7V3A+nX2rmqVlTktNWTPEciUH1MnT/BW4ASXTAADKCPAP5mtM+A9JlKvLHNK6gKQZCOB9K6OM5jjlwASMEelWdzKMqAfet+dso5S+8E6fLCvkIYXUYHPBwOM/41xUtnFAxg2KHBw5Y5HXoD2r1+Q+ap4wRXmmvwLBqk0CZQytvJLcEHn888VUHd6hcr6fqYsr9ZHyYWAQqOuPXHetXxoUXwpOwIJd41BHfLZ/pXLzsHuSMALH/AW798H2qLVtZkuPDUdhI2cThkJ67QDgH8xWl7Kwz2GyO22XPUVZadBjqOKooxWJVUdqazHcfpXMmIui9QLg/rWFql3H9tSQxyNGRglM8e3HNWHYjjNVnwzA5Ix6Gna5LSe4/SrsRLJIImRXb5U6EAVqDVR55dcsuACKxUyuQM4POaliIUlh3qfQrobB1gMVARj7ntUdzfR3Fu0UkeAwIIznNZ25DnIGagZwDxyKdxHF33/H5IrssbRkqrBeGb8fb+tZXm4DzlthPIO35WAroPE4aNsqFCyjGe4PXOO/H8q5u/cxWhVJd0bLlcdQB/Sui91cZ0Hwwbdeai59Yyf/Hq9RWVV69K8u+F3EupH0Ef/s1eiM5Kn0NYN6gy19qVSOTUV5eRyWsiYySpHHU1Tdjwc1Az560biZmpcJKYohDKJd/LMGAUfjx+VdH/AGovlOpypI4rGZOmCxIOetPJ3gbqlrsEUkjaXV9ihXVsjuOhoTVtwB8o4J5yQCKyjIBgEDGe9MkZAOKegGb4tlV40njRWJ/dkEdc9P1ribkjYsUb+Yr9Rt+YEcmu8vF8+1kTvjjPY1wTEy3UjF1jlHAA5HHB+vNbQd1YDK1aXJhjD7lzkZHI7Yr3OxIW0T1ArwLUZTLdKxOc8+34flXvETFYEVR2qJvUZeadQR1FNW9RRz+oqkzEsfpVdnI4zUrURDql3GL6OQxymMrhimfy45qTSLwRRySCJkV2+VOhAFRPhiDkjHoaSPKcckHnNJxEkk7myNUHnl1yy4wRTjq4YqAjHPf0rIjYISw79advRgc43Ul5jfkaFzfJcW7xSR43AgjOc15le/8AH5IrssbRkorBeC34+3b612zSYPHSuU8Tho2yu0LMMZxyD6478fyrWnLoBz3m43zltpbkYX5WArV+Hjbr2/Yjumf/AB6si7by4Qqyboj8wxycDk/hWt8ODmbUGI/55/8As1OpsNHpAlCg56VE10q7eTVdnJUnsagkY9ayTuBPd3cclu6YySpAx1Nc/HMshjiEEiybvmZlICj8f6VoO2eDUG3pgscHuaGhWV7mwNTAiZDlSRxUyavsUKytkdx3rEPzAbqlLjABAwKVhmsurAgHymwTzkgEVzPiiVXjWdI1Yn5CCOvp+tXnKgZHFVLtfOt3TAzjjPY1cXZ3EcVcEbFjR94bqNvII61lapJkxIH3AAkccj2NajEyXMjbgkg4AHPTr9eaw7+QyXJYnqOK1kUj3fIKiomkwc5qNZRs4qBpd3UdK5UyR0kmTURemF+TTC1WgJd4PQYp8TfJn19aqhuetP3470ASuQQTnFRKxB29qQuNtRl8DNKyGmVtYQSWTtjJQbgB14rzbULxXldIAPLYYJx19a9JklBBDcg9q4jQvDtrq3iqbS7q9kt0xN5RjTeXZVLKvoOnJPp71UZaWGje+GJAbU8/9Mv/AGau/c4HFec/DUlH1HccgiIj/wAervJZiMY71DeonuPeTj6VAX6mmPJUZaqTES+YB703dlwKhZhQG96BFpmB61Xc4bg8ik39KYzjcaTQ07Em4lcngmuI8SyRWczgr8zDfH9e9da8mOM4rk/GcInsYZ0OHjk2/UH/APVTi+VjRyEsrTShmxxgAAdAK98Vh5a/QV5Jrnh7SrTw5b6rpeoXs+br7MTcwiNbghNzvEM52qcKd3qPcD1JJR5Yx6UTY2Ss+D1qu8mTTGlLZzxioi+TmhMklL0hcY4GBUO4U0Mc9aGItRt8nXrTJMEE5qLdjjNNZxtosFxVYg47VR1hPMsnfG5kG4AdeKss+Bmq0soIIbkHgikvddytzza/vlaaRbcARsME4656/Sun+HJAOo5/6Z/+zVlaBoemah4vbSdVup7eCSUxxzRTRxrHznLGTjGOw5JwK2vClm2la5r1i6Tx+ROIwk4AkABYDcBkZ9ccVU5XQ7aHZOeOKgkk+WmSTYPtUDye9SmSOLdaZvH1NRl6YW9KYE4b5gKkYgjmqob3pfM9+aAHPw3B6UoJK896hZ/mpjy44zilYdzl/ELR2krgr8zDenue9crJIZH3HHTGB6V1Xi2NZrWCUNhkfb9Qag8SeDL3w74d0jULoTJcXpk82AxkCAAIUDH+8VbOO3TqDV810UkejQk7D9Ka5wKKKwiQRE00HNFFaIQ4HimAnmiimAm4kVG5O2iikNGVdysqOR1AyK4+DVbnR9aOo2uz7REzbd65HzKVOR9GNFFETSJv+AvlN8B2EY/9CruXOT+FFFZy+IiW5B1NMJNFFWiRRSOaKKsBpJFMYnNFFSwKlw5GcVyviORmhVT90EHFFFLqXHcr654pfX4raGXSdNtjbokcUlqkilI1zhAC5ULzk4HJ5r0mAkxkf7IoopVAkEnFRHoKKKcSBFJNOzwRRRVgMJOaaSdtFFJgRSMdlZlzKyq5HUAmiipkNHIxa8+k3N2radp1/HO4do76DzAGXJBBBBHU5GcHuDW34Z1C51PUdU1C7lMlzcussr4xljnsOn0oopy2NJbHUP1zVckk0UVEdjMjJNOooq0AjHimkkHiiimCGk81WuHIzRRSGczrsjMoBPAIIqnfeJNW1LTYNLvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRQtjRbH/2Q==", 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", 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", "info": {"video_id": "90291", "label": "pouring water into toy drum", "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": "90291", "label": "pouring water into toy drum", "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": "e876cb03690b038af199d695d5343f566352ec7406e0cfce27e9a48af64f28fd"} +{"episode": 52693, "episode_seed": 4205065390, "split": "train", "timestamp": "2025-10-13T03:26:51.961634", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4205065390, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 candy with tissue'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "61720", "label": "covering candy with tissue", "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": "61720", "label": "covering candy with tissue", "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": "587ab1ca4698cf86255770ac15c38f2e9085eefca237f88e33f0638ea423e3d4"} +{"episode": 52694, "episode_seed": 1295560232, "split": "train", "timestamp": "2025-10-13T03:26:53.579126", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1295560232, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin in front of book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "32133", "label": "dropping coin in front of book", "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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vXca07+92Yweq1v0M4s2obmISKnmLuJwBW1GY0CblyW964XRZke+M0rqojGRuOOT0rrFvLWRgTdRgAAAbh/jXlYyvJS5Yux30Iq12bSGEjmPr70rx2nkuzxgAYH3vU9aorfWmP+PmL8x/jTbm/tWt3j+0oSwGCCOMH61xU8RUjK8pd/yOiUItaIpalaR3lrNaEDDKQR6e9eT3Mb28zwyDDoxVh7ivWVu4WusrIh3HH3hnmuZ1bRrC68QIbySSCO4UjzI8YDgcZB9q7cFJzpPmd2mYVLRnZdTgSeT9a17OUro0ijjL81m39rLp97cWk4xLDIUb8O/9amWcR6UE7s5P4V2WOdsvmJdppiv5asADyKQy8daFkrqsciK26T+635UqzKOufyq2JKjx82azdNM2jOwwXCe/5UhuU9/yqYL7UjIPSp9iu5r7QrmdCO/5VLHMgt2APVqY4UCqkj46UKmkyXO4+C8FtNcROMwXC4Yf5/OjS7Ka71T7JFgysGCk9Omc/lWfO27n0rpvh7ZpqnimK2e/ktJPIlMTRpuLMEJC+g6HJPYUcpKn3KaabLYXk0M/3tqt/OnyIEbdVq7vJrhkeeVnYjv1FULgCeMrvK+4q4rQyn8Qs8ruVwpOB6VF5hXG8MPTirETeWgUsWI7mnu+4ChwuVGViFbhPQ/lS/aE9/yqQCnhRjpUexXc2VQrG4T3/KmrMhlU5xyOoqdgB2qtLtFL2SB1BNQYSo2OoORVK4m+0osn8agBvp2p0r8Yqlu2OcdKpq7M1K2huvot1LokV8oAg2Fvc4JzUxuWKYrrbq0tbLwZZXWl6vez2xmNsv2iFY0nwu53iHXarHaQ3qPcDksCnFNE1GtB8F26qw5IxzVcu5bODTootkrN5jbW6p2q0rLVON9xJlNZ1HZvyqQXCeh/KpgBnoKcF56Cs3RXc2VQrm4T3/KmGZCDw35VbZfaoW2ij2K7le0HRGNrdtx53cCsqVlhuJE/5ZyDNWpHx0qhdfOuc8jmnypKxnz63LGk2ct5qQtocGVlbbnp0zmtbT7KbTby5hn++VVv50/4cwWV94tgtr28uLTzFKxzxSxoI/UsZOMYzwOScVo6v59vrF3bXDT7oJXi23AUSKATw2OM/Tj0oimncU2nEryTbGzVS8uXm27QTinyqJoyhYjPcVLHhEC5zjqT1NaNXMYszg7J99W9uKlW4Udm/wC+a0CQ2KcoHtUOlfqbxqWKH2hf7rf980nng9Ec/wDAa1BjHakLCp9gu5ftSlaZ+227bGAEikkjHet3X5FvLWQRkb1O+M/7Q5FZjzBRxVaW6OMZrSMFFNGcp31K/iS4j1aK31OPHm7FSbHf0P4dPyrHvYnisrR2wFkQlR36kE02eVoJZIcny3OcD0PWuj8X+E9Q0Hwx4dvb7zxLcxyK8LRkC3AKsgJ/vMHJx2/Os1EbldGNvOKTeaKK2OdDg59akVj60UUGiJAxpHY+tFFIvoVZGOKqSEmiikSyq5zVvRtXutC1aHUbPZ58O7b5i7hypU8fQmiikhGteAIECjtiqm80UU0KXxChzTwxoopgiRXNSbjjrRRQyyGRjVWRiQaKKQMqSHrVYnDZxmiil1JO3m8Wy+JLVIJ9J0y1+zIkcL2qSKUQZ+QAuVA7nA5PNY2TiiimKeyE3tnrTg7Z60UVQkSKx9akDmiikzRCu5weaqOx5oopAyu5PNV36GiihklnRfEEmhmZRp2nX0cjq+y9g8wKy5wQQQR1ORnB7g1t6lfXGoX819cvvuLhzJK+MZY/yooo6g/hZU3tThI3rRRVGaJFdvWpVdvWiig0RKHOKikkYUUUDKkkz881Skmf1oopMkzrpixUk8itO98S6tq3h6LTb69mnt7SdpY/MkZiS4AOcnnG3j0yfWiipGj/2Q==", "info": {"video_id": "32133", "label": "dropping coin in front of book", "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": "98debcbe08ef90cd05a19c3640fd0395798bbc22ead785084735768324874bd3"} +{"episode": 52695, "episode_seed": 3065788795, "split": "train", "timestamp": "2025-10-13T03:26:54.163711", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3065788795, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a cellphone next to the steering wheel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "70656", "label": "holding a cellphone next to the steering wheel", "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": "70656", "label": "holding a cellphone next to the steering wheel", "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": "eb30068b16fb788295f65a38019a2ce82a3489016544f4d8f1f09144619527d9"} +{"episode": 52696, "episode_seed": 218364851, "split": "train", "timestamp": "2025-10-13T03:26:54.933050", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 218364851, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'shoe falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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FgfPPGMV5N4hhjj1K72AbRK3864qi6nZTbeh57rturIzpgn2FcTeKY5Bxyp5x7V6LqEfmBgeFPrXHalZ7ixAxgd6iLNGj6LuZYwB8yAL6+tYtzKhhbYV2nJLL3q4/mvKTIkKgksXH6DH9azL64QR7g3lqMjOODSGc7qLMS5I4H61y97JKXJBwD1Irpr/LqdoJH1rAuISSelDAygr7cFs56CtCwcrIMnOT2quYiTwwOOlaNlaOZAcccjmpY0ddYOnkoFjbcR1zxVr7OGbcBu+gqHTYY2hTeGGDz3NaDER52/MD0zxSGzB1ONiwbaQMdq5i8jLk5XA+ldzdQJJGWXAT6k1y94m19uN3PpincTNH4dBY59S45Ij7dfvV1808BdVlmWDeThpSQOB09B9O9cp4MiKTaiFd0yEyU6/xV1ciCBCZGaQ8bARwP8auLXUzkuxxHiWzi1iwZEYRXG4mJwfllGejf54rzPVdOexmELA+Z3GOc161r8se2aZI97ZwQOx/pz3rIstUtpJkOoqmYx8r+UC/0DdR9a6lLm3Ofl5dhvgPQho9lJqt+mxyN208EY6D8Op9yB2rTtroS+fKf9ZcEgAehqnqerrqTR2tt+7thyxHACj+grIPiaxtWMNjHcTnPMi4G78Tz+lS52K5Ls9D0qU2gkZ2AL/KQeyjpn64GfpVTWNcV7xNOg+eV8tMf7insfdv5fWuYt9Q1e+XZBClmhGd7He4+g6Z9+a2dO06Kyi3BRJK4y7u2WY+pNYzqaWNY07ajzEAhcEZ5rD1GBtzuCDnnPeugZ9vKk7euB3qrepG8ZIOSc8Z6VkaHD3EDA8j0r2S6uIkjGXACjJ474x1ryy5iYSkHgGvSJEmkIaR4QnUuowRxwB/9emhIwHOo2eqPPYRzv5x3gKpKOO+R0659xXSPeR29gt3qbCALhirNnafqOtYWpa5daXbvLEkT26j+M9D7DvXlus67qOtzlruZiuflToo/Cut1E0jBU2mzX8a+MG8QTrb2wKWcXCj+971yscTOAACc1r6Zoj3CCSRTg9K3oNIiRlAGPTIxWEp3NYxMzRdKZp1dxnnpXdRr5USr5aDsDnHFRWFgIdhwAQa00iVkwUB2t271k3c0SK4i3nIHvz61m6jEZAp4IHGPSthyFY7Bt7YPNQToksRYnBA5AHWkBxN3E5JLDiuw+FgWOTWC2B/qsA9P4qwb6Jlc7Bxmug8Bo6NqapGjBvK3An/AHulUiTsbyeOBN7MnHJx3/yK5HUUja9MbYKtyK6q5VBasZo1DSAjaPmIz6muJuFlmXYSfOg457itqcrEVI3MvX9Hee3VUx6Zqx4f0KPTFE8owFXcc9a07XUYhCBcFVdfbmsnWdehXERlEUWckH7zfWtpTXQyUX1NuTU1ktmSFOG+XPTJNdh4a1M3YEUiYEZVi+eOP/1V5pp2pafclVW9XcvRPu/zrrbC/t7K35njROuSwqeZD5Wd9catEzsA3C8n69q4XUC01xPLt5lYkZ71Sm1h9Qk8nTyxRjiSc9PfHqe2avNtcbWABA+U571jVknojWnGxyN6jKCNpyfWuevIeCSvXsRXbanbBCT3z0ArmruPfGx29P1rJM0Z6XezN5Xlxx9e/pWTPEcIHO9gcYAwPyrXuCNh7njjHT3rIud2Vb5hIcjA5p3EZ8q7g5KlFPPJ64qnPaqFw+AQAc9quG2knE0cxWNY35cHt/nNPFsQ0YB3KvAJ7mi47GSdPizuKYPHP49q0La3Xg7OmcEd6nxFEzRb13k8cHvVu3iTywONobGevNIET2aABhGDxzgdDTlJkkbcgRTjGTznvUqbMFdrBgowV6Go2iYkHezjHQnmiwNkMsTpkE5UHn0xWLfw5LEZ44GOldBKSYm2gFscgdB71xEBm1Txfc6XJqtxaxHzTEI03ZZULBfboeT6UJXE3Y6fwehWW9Yd9n/s1a+pBnUK7nZ6VyHw1vrm8GoNPM0gAi2hu2d1dbqOX+UEKx9+T6H+dXsScVqVzLY3pniBe3k4kX0PSpCthcQeegUgjJBHH49xTNaivoJ1mttv3cMH5DVi+Xe6gq/a5MRE/wCqhG1fqe5qufQnl1C5K3qNZWKlYmOZZB/H7D2rQ03Q4rWJX8sMcZyauWNrFb7WfhSvGPYdK0Le4R5RBsYHqOfbI/pWcpNlxVi9aQ+WiDaSTjoO1Tup2PgqjjpkUkMyFUUn5scjHQ1K5aRGV1Q5PGfSpsNspIBvZJW3bmJ9h7VFJCEXd1HT6irBhUHeny8D+HPT0rH8UTz2+iPNbyNE4lXkHlsk07CuUryJSAwA5PWu+uHf7MURVAI5PpXmGsqkGhQalp+s6hMrXX2bNxEsa3BC7meIDkKpO07vUe4HqDPmEHndtHH9aq1hJ3OM8Q2shtDHy8hPft3rmbHQh5hkuAAN2BXoF9D5gBKZcngAY4rFNlKJJ1lK+UuGz7Y5pcxVhYIY44UGB5eOKsrErsxxnjBxyaSO2CRptb5EOcmrQeK1d1LnJPXAwCKka0JoMnJIG1TxntVkIGYDGOM5PFEGyJSMgKrd+KsZz8pjDqF6+h9KB3M0o4kzLtVcYIA689aZLbDkoeOvrVh4ELDbwwJyCeD9aRgzxlFOXxjPYf8A16diTCvolcucdB69K2PA6CNr9iuT+7wf++q5SxkS+8YyaXf6ldWtvLLsSSOWKNY+mSxcYxjPHUnArf8AAJuIdV8Q2dy1wPs0qxqtyAHQAuPm28Z6ZwcU+XqK+p0t7JLLNuCiNPcc1yup3C2ZaRVdmzgH1+tdTfnc5UDIPBYcfjXGa9b3EqHyvmVW/PntTvYZz1/rM8smIgqnHUDmstLOW7kJ5Z2OSTya1xobxzF3I3Y+7nmtPTNOWNNxwNrZyRQ5CsZNroB8wLKM5IworprHw1aRqrMmSORk1qQQRSOjqVIDAYz61tRokStlc4ByO9TqVoZ62f2WIBI87h8pPQHtmrDRF0DAgMPvAfrU8qKxAR5FBHPOKhjQxg78dOWJ4osBQuozsbd94dD3IrnryDBKZP41o+L7m4tdKaWGRom3oAw6kd653xBp+uaHo2l395eXSz3pk8yJkwIQNpQMcfeIbOO3501ElyPSpyzyhSx2gZwOnWq08hWNGAGSc5oopMozf9ZAobnzXwxP0FIX32W4gAkk5HYhsUUUDM62xcSxl1A2yEcd+e9bUyBYvMH3hk/rRRQIle5kiW324+dgDmrXCuAAOQCaKKYEcvyg7RgeleX6nfzaR4tu7212+dFK+3eMj5lKnj6MaKKcdyZ7G38N/wB2NRK/wiIf+hV2mpnyEV4wA0h5Pfriiihko5+5ka609ppT8wYqMcYGcVT8lCw4wAvAFFFSUSTEixY5OVbA/KrtvCkUgYZLbcbmOTRRSAuACYMW4KtwRx3qvcTSJfYVzhSvHY5ODmiimgNGU7SrDqRmuc8X/wDIDlPpMn8zRRTQPY5TW/EJ1uG3il0vT7cwKscT2yOpRB0QAuQBzngcnmvWinmpGGJxjp26UUVUiYlGSd2jI4GQSSPY1nyMVg8zq0jKWz7k0UVBoh0Tko6HGDkdOcVDboJ5SrkkJKduMDHb8aKKQzXdVJ2FRjaWz39Kq3U8sVtFscgnOTj0oopklsEtaxyH7zAZ9881DNy+PVc/ln/Ciimxo871DWDpet6gjafYXsU0wZo7yHeAyjggggjqcjOD3BrqPh3f3F/d6/f3MnmXMzxyO5A5Y7u3p7UUVT2M18R2A+fG8lt3Uk1lX/zyLGQApkxgUUVmaGVNGpuCdo5fZ+HJqvM/kzoVRTuwcH19aKKBm5pECKjKM/e6mrsWUujGp+Urn+dFFMQQTtcGcSAERkgflUvDISQM/wAqKKYHMeNPm0CTJPEqEe3NcJe67qWoafBp13dzTW8DvKokkZiWbGc5PONvHpk+tFFVHYznuf/Z", 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", 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ICoVUX5SDx6n8QMfnXmssv2hpsg5Ziw49Tmuerob0zlr6INEU2kEDgk1xV/CUz3BNd7qEbFiCMEdj1NcvqFvuc4GAD+NZJmjPoa5ljAHzIAvr61i3MqGFthXacksverj+a8pMiQqCSxcfoMf1rMvrhBHuDeWoyM44NBRzuosxLkjgfrXL3skpckHAPUiumv8ALqdoJH1rAuISSelDAygr7cFs56CtCwcrIMnOT2quYiTwwOOlaNlaOZAcccjmpY0ddYOnkoFjbcR1zxVr7OGbcBu+gqHTYY2hTeGGDz3NaDER52/MD0zxSGzB1ONiwbaQMdq5i8jLk5XA+ldzdQJJGWXAT6k1y94m19uN3PpincTNn4ZKkcmrMQB/qsZ/4FXXXk8cCb2ZOOTjv/kVyPghHR9TVI1YN5W7cfTdwK6q5VBasZo1DSAjaPmIz6mqTJ6HK6ikbXpjbBVuRXP6/o7z26qmPTNalwssy7CT50HHPcVPa6jEIQLgqrr7c11RkranPKLvoZnh/Qo9MUTyjAVdxz1rYk1NZLZkhThvlz0yTWJrOvQriIyiKLOSD95vrRp2pafclVW9XcvRPu/zpc6K5Wel+GtTN2BFImBGVYvnjj/9VdBcatEzsA3C8n69q4Gwv7eyt+Z40TrksKrTaw+oSeTp5YoxxJOenvj1PbNJzSBQdy7qBaa4nl28ysSM965K9RlBG05PrXXNtcbWABA+U571janbBCT3z0Arlb1OjocVdw9yvJ9q9guriJIxlwAoz074x1rzC6j3qTt6GvQ5EmkKtI8ITqXAwRxwB/8AXpoRgOdRs9UeewjnfzjvAVSUcd8jp1z7iuke8jt7BbvU2EAXDFWbO0/UdawtS1y60u3eWJInt1H8Z6H2HevLdZ13UdbnLXczFc/KnRR+FdbqJpHOqbTZr+NfGDeIJ1t7YFLOLhR/e965WOJnAABOa19M0R7hBJIpwelb0GkRIygDHpkYrCU7msYmZoulM06u4zz0ruo18qJV8tB2BzjiorCwEOw4AINaaRKyYKA7W7d6ybuaJFcRbzkD359azdRiMgU8EDjHpWw5Csdg29sHmoJ0SWIsTggcgDrSA4m7icklhxXUfDTEc+qcdRHgY/3qyb6Jlc7BxmtzwPGyy6ltd0yI87Ov8VUmSzrpp4C6rLMsG8nDSkgcDp6D6d64jxLZxaxYMiMIrjcTE4PyyjPRv88V28iCBCZGaQ8bARwP8a5bX5Y9s0yR72zggdj/AE571vTmktjGcbvc8l1XTnsZhCwPmdxjnNeg+A9CGj2Umq36bHI3bTwRjoPw6n3IHanWWqW0kyHUVTMY+V/KBf6Buo+tS6nq66k0drbfu7YcsRwAo/oK1bRCvYuW10JfPlP+suCQAPQ10GlSm0EjOwBf5SD2UdM/XAz9K88PiaxtWMNjHcTnPMi4G78Tz+laNvqGr3y7IIUs0IzvY73H0HTPvzWcqhcaZ0+sa4r3iadB88r5aY/3FPY+7fy+tVDEAhcEZ5pmnadFZRbgoklcZd3bLMfUmp2fbypO3rgd655S5nc1UbI5/UYG3O4IOec96526gYA5Hau4vUjeMkHJOeM9K5e6iYOwPANJMbPUL2ZvK8uOPr39KyZ4jhA53sDjAGB+Va9wRsPc8cY6e9ZFzuyrfMJDkYHNO4zPlXcHJUop55PXFU57VQuHwCADntVw20k4mjmKxrG/Lg9v85p4tiGjAO5V4BPc0XHYyTp8WdxTB45/HtWhbW68HZ0zgjvU+IomaLeu8njg96t28SeWBxtDYz15pAiezQAMIweOcDoacpMkjbkCKcYyec96lTZgrtYMFGCvQ1G0TEg72cY6E80WBshlidMgnKg8+mKxb+HJYjPHAx0roJSTE20AtjkDoPeuIgM2qeL7nS5NVuLWI+aYhGm7LKhYL7dDyfShK4m7HVeDFEcl/IRk/u8e33q1r2SWWbcFEae45rkvhhfz3i6m1xO0gCxFd3bO6usvzucqBkHgsOPxp7AjltTuFsy0iq7NnAPr9a5S/wBZnlkxEFU46gc10OvW9xKh8r5lVvz57VgjQ3jmLuRux93PNPmBoyEs5buQnlnY5JPJrUtdAPmBZRnJGFFa2macsabjgbWzkiukggikdHUqQGAxn1pN3BIy7Hw1aRqrMmSORk1vLZ/ZYgEjzuHyk9Ae2a0I0SJWyucA5HeklRWICPIoI55xSGQNEXQMCAw+8B+tUbqM7G3feHQ9yKvxoYwd+OnLE8VgeMLm4tdKaWCRom3oFYHk+tFguZ93BhtmT+NdzcO/2coiqARyfSvNdYKwaLBqdhrWoTbrr7Nm4iWNZyFDM8Q67VOFO71HuB6Wz5hB53bRx/WqtYm9zjPENrIbQx8vIT37d65mx0IeYZLgADdgV6BfQ+YASmXJ4AGOKxTZSiSdZSvlLhs+2OaXMOwsEMccKDA8vHFWViV2Y4zxg45NJHbBI02t8iHOTVoPFau6lzknrgYBFSNaE0GTkkDap4z2qyEDMBjHGcniiDZEpGQFVu/FWM5+Uxh1C9fQ+lA7maUcSZl2quMEAdeetMlthyUPHX1qw8CFht4YE5BPB+tIwZ4yinL4xnsP/r07EmFfRK5c46D16Vq+CkKPfEDrs5/76rl7GRL7xjJpd/qV1a28suxJI5Yo1j6ZLFxjGM8dScCtvwMbmHV9etLhrjNtMsSpc43qAXHIHGeOccVSj1JbvodPqQZ1Cu52elcRqVzLY3pniBe3k4kX0PSu11HL/KCFY+/J9D/OuL1qK+gnWa22/dwwfkNVRlYTV0PK2FxB56BSCMkEcfj3FYVyVvUaysVKxMcyyD+P2HtR5d7qCr9rkxET/qoRtX6nua3LG1it9rPwpXjHsOlDn2BRKem6HFaxK/lhjjOTXVWkPlog2kk46DtVG3uEeUQbGB6jn2yP6VqQzIVRSfmxyMdDWW5psK6nY+CqOOmRVZAN7JK27cxPsParrlpEZXVDk8Z9KqmFQd6fLwP4c9PShIlleSEIu7qOn1FYV7EpXcAOT1q74onmt9Fea3laJxKvI6nJrB8Q6XrmhaFpd9d3d0Jr0yeZCyYEIG0oGOPvENnHbp2NUo3E2enTlnlCljtAzgdOtVp5CsaMAMk5zRRSZZm/6yBQ3PmvhifoKQvvstxABJJyOxDYoooGZ1ti4ljLqBtkI478962pkCxeYPvDJ/WiigRK9zJEtvtx87AHNWuFcAAcgE0UUwI5flB2jA9K8v1O/m0jxbd3trt86KV9u8ZHzKVPH0Y0UU47kz2Oj+F/7uPVivVVixn/AIFXbD58byW3dSTRRSluEdjKv/nkWMgBTJjArKmjU3BO0cvs/Dk0UVJZXmfyZ0Kop3YOD6+tbmkQIqMoz97qaKKYMuxZS6Man5Suf50QTtcGcSAERkgflRRTES8MhJAz/KuY8afNoEmecSoR+fSiihbiexxuteI21uO3il0vT7cwoscb26OpVF6IAXKgc54HJ5r1kp5qRhicenbpRRVSIiUZJ3aMjgZBJI9jWfIxWDzOrSMpbPuTRRUGiHROSjocYOR05xUNugnlKuSQkp24wMdvxoopDNd1UnYVGNpbPf0qrdTyxW0WxyCc5OPSiimSWwS1rHIfvMBn3zzUM3L49Vz+Wf8ACiimxo871DWDpet6gjafYXsU0wZo7yHeAyjggggjqcjOD3BrofAd9c6hf61f3MhkuZpEkkYgDLEt2ooq+hl1Ot1M+QivGAGkPJ79cVz9zI11p7TSn5gxUY4wM4ooqCin5KFhxgBeAKkmJFixycq2B+VFFIZdt4UikDDJbbjcxyauACYMW4KtwRx3oopAV7iaRL7CucKV47HJwc1oynaVYdSM0UVQHOeL/wDkBynuJkx+Zri7/XNR1DTYdOu7uaa3t3eVBJIzEs2M5yecbePTJ9aKKqOxEtz/2Q==", "info": {"video_id": "44238", "label": "shoe falling like a rock", "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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ICoVUX5SDx6n8QMfnXmssv2hpsg5Ziw49Tmuerob0zlr6INEU2kEDgk1xV/CUz3BNd7qEbFiCMEdj1NcvqFvuc4GAD+NZJmjPoa5ljAHzIAvr61i3MqGFthXacksverj+a8pMiQqCSxcfoMf1rMvrhBHuDeWoyM44NBRzuosxLkjgfrXL3skpckHAPUiumv8ALqdoJH1rAuISSelDAygr7cFs56CtCwcrIMnOT2quYiTwwOOlaNlaOZAcccjmpY0ddYOnkoFjbcR1zxVr7OGbcBu+gqHTYY2hTeGGDz3NaDER52/MD0zxSGzB1ONiwbaQMdq5i8jLk5XA+ldzdQJJGWXAT6k1y94m19uN3PpincTNn4ZKkcmrMQB/qsZ/4FXXXk8cCb2ZOOTjv/kVyPghHR9TVI1YN5W7cfTdwK6q5VBasZo1DSAjaPmIz6mqTJ6HK6ikbXpjbBVuRXP6/o7z26qmPTNalwssy7CT50HHPcVPa6jEIQLgqrr7c11RkranPKLvoZnh/Qo9MUTyjAVdxz1rYk1NZLZkhThvlz0yTWJrOvQriIyiKLOSD95vrRp2pafclVW9XcvRPu/zpc6K5Wel+GtTN2BFImBGVYvnjj/9VdBcatEzsA3C8n69q4Gwv7eyt+Z40TrksKrTaw+oSeTp5YoxxJOenvj1PbNJzSBQdy7qBaa4nl28ysSM965K9RlBG05PrXXNtcbWABA+U571janbBCT3z0Arlb1OjocVdw9yvJ9q9guriJIxlwAoz074x1rzC6j3qTt6GvQ5EmkKtI8ITqXAwRxwB/8AXpoRgOdRs9UeewjnfzjvAVSUcd8jp1z7iuke8jt7BbvU2EAXDFWbO0/UdawtS1y60u3eWJInt1H8Z6H2HevLdZ13UdbnLXczFc/KnRR+FdbqJpHOqbTZr+NfGDeIJ1t7YFLOLhR/e965WOJnAABOa19M0R7hBJIpwelb0GkRIygDHpkYrCU7msYmZoulM06u4zz0ruo18qJV8tB2BzjiorCwEOw4AINaaRKyYKA7W7d6ybuaJFcRbzkD359azdRiMgU8EDjHpWw5Csdg29sHmoJ0SWIsTggcgDrSA4m7icklhxXUfDTEc+qcdRHgY/3qyb6Jlc7BxmtzwPGyy6ltd0yI87Ov8VUmSzrpp4C6rLMsG8nDSkgcDp6D6d64jxLZxaxYMiMIrjcTE4PyyjPRv88V28iCBCZGaQ8bARwP8a5bX5Y9s0yR72zggdj/AE571vTmktjGcbvc8l1XTnsZhCwPmdxjnNeg+A9CGj2Umq36bHI3bTwRjoPw6n3IHanWWqW0kyHUVTMY+V/KBf6Buo+tS6nq66k0drbfu7YcsRwAo/oK1bRCvYuW10JfPlP+suCQAPQ10GlSm0EjOwBf5SD2UdM/XAz9K88PiaxtWMNjHcTnPMi4G78Tz+laNvqGr3y7IIUs0IzvY73H0HTPvzWcqhcaZ0+sa4r3iadB88r5aY/3FPY+7fy+tVDEAhcEZ5pmnadFZRbgoklcZd3bLMfUmp2fbypO3rgd655S5nc1UbI5/UYG3O4IOec96526gYA5Hau4vUjeMkHJOeM9K5e6iYOwPANJMbPUL2ZvK8uOPr39KyZ4jhA53sDjAGB+Va9wRsPc8cY6e9ZFzuyrfMJDkYHNO4zPlXcHJUop55PXFU57VQuHwCADntVw20k4mjmKxrG/Lg9v85p4tiGjAO5V4BPc0XHYyTp8WdxTB45/HtWhbW68HZ0zgjvU+IomaLeu8njg96t28SeWBxtDYz15pAiezQAMIweOcDoacpMkjbkCKcYyec96lTZgrtYMFGCvQ1G0TEg72cY6E80WBshlidMgnKg8+mKxb+HJYjPHAx0roJSTE20AtjkDoPeuIgM2qeL7nS5NVuLWI+aYhGm7LKhYL7dDyfShK4m7HVeDFEcl/IRk/u8e33q1r2SWWbcFEae45rkvhhfz3i6m1xO0gCxFd3bO6usvzucqBkHgsOPxp7AjltTuFsy0iq7NnAPr9a5S/wBZnlkxEFU46gc10OvW9xKh8r5lVvz57VgjQ3jmLuRux93PNPmBoyEs5buQnlnY5JPJrUtdAPmBZRnJGFFa2macsabjgbWzkiukggikdHUqQGAxn1pN3BIy7Hw1aRqrMmSORk1vLZ/ZYgEjzuHyk9Ae2a0I0SJWyucA5HeklRWICPIoI55xSGQNEXQMCAw+8B+tUbqM7G3feHQ9yKvxoYwd+OnLE8VgeMLm4tdKaWCRom3oFYHk+tFguZ93BhtmT+NdzcO/2coiqARyfSvNdYKwaLBqdhrWoTbrr7Nm4iWNZyFDM8Q67VOFO71HuB6Wz5hB53bRx/WqtYm9zjPENrIbQx8vIT37d65mx0IeYZLgADdgV6BfQ+YASmXJ4AGOKxTZSiSdZSvlLhs+2OaXMOwsEMccKDA8vHFWViV2Y4zxg45NJHbBI02t8iHOTVoPFau6lzknrgYBFSNaE0GTkkDap4z2qyEDMBjHGcniiDZEpGQFVu/FWM5+Uxh1C9fQ+lA7maUcSZl2quMEAdeetMlthyUPHX1qw8CFht4YE5BPB+tIwZ4yinL4xnsP/r07EmFfRK5c46D16Vq+CkKPfEDrs5/76rl7GRL7xjJpd/qV1a28suxJI5Yo1j6ZLFxjGM8dScCtvwMbmHV9etLhrjNtMsSpc43qAXHIHGeOccVSj1JbvodPqQZ1Cu52elcRqVzLY3pniBe3k4kX0PSu11HL/KCFY+/J9D/OuL1qK+gnWa22/dwwfkNVRlYTV0PK2FxB56BSCMkEcfj3FYVyVvUaysVKxMcyyD+P2HtR5d7qCr9rkxET/qoRtX6nua3LG1it9rPwpXjHsOlDn2BRKem6HFaxK/lhjjOTXVWkPlog2kk46DtVG3uEeUQbGB6jn2yP6VqQzIVRSfmxyMdDWW5psK6nY+CqOOmRVZAN7JK27cxPsParrlpEZXVDk8Z9KqmFQd6fLwP4c9PShIlleSEIu7qOn1FYV7EpXcAOT1q74onmt9Fea3laJxKvI6nJrB8Q6XrmhaFpd9d3d0Jr0yeZCyYEIG0oGOPvENnHbp2NUo3E2enTlnlCljtAzgdOtVp5CsaMAMk5zRRSZZm/6yBQ3PmvhifoKQvvstxABJJyOxDYoooGZ1ti4ljLqBtkI478962pkCxeYPvDJ/WiigRK9zJEtvtx87AHNWuFcAAcgE0UUwI5flB2jA9K8v1O/m0jxbd3trt86KV9u8ZHzKVPH0Y0UU47kz2Oj+F/7uPVivVVixn/AIFXbD58byW3dSTRRSluEdjKv/nkWMgBTJjArKmjU3BO0cvs/Dk0UVJZXmfyZ0Kop3YOD6+tbmkQIqMoz97qaKKYMuxZS6Man5Suf50QTtcGcSAERkgflRRTES8MhJAz/KuY8afNoEmecSoR+fSiihbiexxuteI21uO3il0vT7cwoscb26OpVF6IAXKgc54HJ5r1kp5qRhicenbpRRVSIiUZJ3aMjgZBJI9jWfIxWDzOrSMpbPuTRRUGiHROSjocYOR05xUNugnlKuSQkp24wMdvxoopDNd1UnYVGNpbPf0qrdTyxW0WxyCc5OPSiimSWwS1rHIfvMBn3zzUM3L49Vz+Wf8ACiimxo871DWDpet6gjafYXsU0wZo7yHeAyjggggjqcjOD3BrofAd9c6hf61f3MhkuZpEkkYgDLEt2ooq+hl1Ot1M+QivGAGkPJ79cVz9zI11p7TSn5gxUY4wM4ooqCin5KFhxgBeAKkmJFixycq2B+VFFIZdt4UikDDJbbjcxyauACYMW4KtwRx3oopAV7iaRL7CucKV47HJwc1oynaVYdSM0UVQHOeL/wDkBynuJkx+Zri7/XNR1DTYdOu7uaa3t3eVBJIzEs2M5yecbePTJ9aKKqOxEtz/2Q==", "info": {"video_id": "44238", "label": "shoe falling like a rock", "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": "0638e924bda0c805ba4c9071a5109c73c4620bbcfae356005b26dbe96ba73588"} +{"episode": 52697, "episode_seed": 485661252, "split": "train", "timestamp": "2025-10-13T03:26:56.310834", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 485661252, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse 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', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "83800", "label": "throwing mouse onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "83800", "label": "throwing mouse onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ab6865583dd27685658c1529e8885ad74f6f7bf79f90df0552bbf65865af8157"} +{"episode": 52698, "episode_seed": 3301334176, "split": "train", "timestamp": "2025-10-13T03:26:59.134867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3301334176, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a spray net upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42879", "label": "turning a spray net upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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AeD+ABND3JSdj0e38Mx+H7O7t7SNr6/vLiCJiQAW8wBmC+ijO4/7or1660LT7rTIdPurGC4toAFWOWMMoAGBXG6bNDPqt5NIQ17FOFh2jAClUUtk9cYI//XXUx6vPJfTkxSJa2f8ArZXTiUEZ+X6HrW68jBx69TgfGfw9tLWxN74at5YZ0OWt4ZGw6/7IzkH2rzjXLTUrTVDpF5PczjyjMiOxIk9CM89zXuseuS6hKqwafKtu8rFp2PyxqBnn3NZ3jPRbPXZ7GOaMCZQXWReGjPrn39O9awdmZyk7WZNGsQVlIxtz2q5DAjLgN146ivO9c+IR0jxBJaJZJPDGFQsJNrFup9sc1p6X8RdEnYLI01ue/mJlR7ZFYc8e4/ZT3sdksDLEAvOOBXnfiHQLDxN4/wBPsbrP2eMt5qJ8u5Y0LMcjoCxC13MGsWjxmeK5jaN2/dkODuOM1yPg/wA++8WeIdZlUrDawrZQe7N87n+X51MpaGlKneSPRNP+zSaFLpFlFFFDBB5MaKcKoKkAfQV8pG2k01ptMu1XzbZ2hlUHI3KSDg19IWE8VnptpL9pKyXTu7hVLMxDYCYHYYGa+ffiFaT6Z8QdYeWJo47i5aWJmHDg4PB79ah6o6tIz0KlrK8Ws6RcIWUi5IUjrxgA17n4HfS9U8OwtctG0iRbJ43GMbWILg/U14dKvl6Fp98hIkt543yP7p6n88fnXYaQ8iaVbsm8JPLdblbBBTG7GD+HNav93JBUjzKx7Hpa29uo1g2u+C4tw20sCIj3ZfQEAZx0+lQaoUtdUiCB2gknCyN5m0RrtJBAPYn06ZzXBWHxMtrG1GnXcMwSLCxlBnEZH3W9ec9K8y1DxAZdfu762ublIZJWaOMscKBwMjpVtp6nKotaHqvgm4ur3WvEO64kubVLnZBM/AcBn5H4YruY0YN908d68t+EuqT3z63cTyhUi8gKM4VR8+evrXq0cxVgxwVbocULY56iXMPQFJmXs3zD696w/GEbNoN3MpAMcRGMcndgYFdKXX92xGQTj8a5rxvcSRaVHDZRmS6kkHlRKOZJPuoMfUk/hSbFGPY8d+ENk9x8T9Kh37GgkkkbI67FORXtHxitILrwyt6HcT6bMrDHTEnyH+lZXhHw5ofhDxDoSPbI2rXO+NrxnJZpShL45xjkgcVsfEdLu78Ga3HHHPIwhDxR+RjJEi9Mck1lujvUeVq58/y3E0gKMw2YO0D6Gu/+Hl7Nq+l2ECFvtNlZbEKjLMplI4+g/QD0rz2zt5n1UW1xC8UqqfkkUqRngcH61reBLu4tLqyW1Zo7mMzxMdwBBGCP60RjyxT8zSep7uDqullroTQXsoXKmRfnERwCc9flOMgdjVp9KXS4hNCYb15WHmSSqMAnB3AD865fRvGCXusx3WoGOKKeBYYVK4Kux9+xK9enNVfG3jC48N2Ec+mw20yzzqDCzcIQDkjaeh/IfjXQ7NXRx+9F2YvjLxrdaVpOnzxwpPa3LuVdXBVmGOvr1yP/AK1dDFnCvggEflXh+s+Mlvraz+02yB7Z2eC2jwIldj97A9K94jYqpQqCcZHOM1N9TOpFWQ4KTHkdV+ZasAo0WWHykd6WKSPyi23p6gVxviXXrjSoFeNd6ykog9D/AJxUTnylUaDqPc7bSvCdgJYNWvoVmuo1byBJhlhDHkjtu469q+cfiPp3/COeOdXs0XbBPmeEAcbXGePxzXuvhfxLeQeFLWLXIjFcl2I3n5vLz8uR2PXj6V5v8crNb2x0XxFChCv5lpISOePmTP8A49WbakdShKmef6ZdvHpNsFXe0anaD2yT0rS0PWpNK8UWdySRHJHNHIq8ZUp/MHB/CuWsbzbGIzxtAGa1UQRvo905by2nKsw7bv8A61EYXbZqneJ77oltqiadFFZyQlBbRHy3X76EBiAx/kOma2bexl1SNdKaKGztbIKy+UvEqn7u30HX1547V594V8YX2m+Gre3dQ4MbJAZASFdAM8jttHPpXb6ffWlxoFukRUXNvGIGcHmKQAdeeh4OO+a6INSiclTmi79C4k5sLtbeGygilZ9vynBmKjgn25A9u9cpoHiSTxLqeqo9u0Uts43b8BslmGCO2NtcxrHxNuD4jmjm0qFXs7lilwH3FTjaSufX2NS/DXVLWWfW5Y5MfvY3muJWAMruXz1/T8aSdmZVVeLPR4Ubd905H609w0MMi44z8v0pYpip3EqVPIYCs3UNWjUPyMVNWVkThqd5X7EFxex2sD4wT1/GuNi1SfxJq1xCl6sS2m3zSTn72cD07U7UNXWRlt92PNbBJ7DvWdoF1pWp61qVpp8cEUKwo8jCPch2ycsR/F1rmSuz07tLQd8R4lsrjQyhVlFpJGCpyOJM/wBa88vnd7S4DS7z5ZI7ccdq774uI1npnhsrjGZhxGE4O09B0rhNMiOox3kQ+80JVfrgn+graMOadkZq70PXvh8Y/EGkKs77riOYl1L4Lp5aEEe4yPyrtYdOjhnFtBPdS2cEgW5g5PmIwDLjHpxkDqK8M8F6hNHZz3MEhjltoVlG0E4KAYPt06/413ml+ObbQprmG9eX/SX81nALlHwCoGeSCPYYxWtOenKzmqxd+ZHe61IltY/abDzjAImZbeH+Ig44B7jnjv8AWvLPGWrX8HjXybfVXWzjginndR/qVwdyk+vTHfkVg+OPGIvtZifSdVuY7byiZVjYqrMzcnHv3rjdW1261AGBpPkOC5HVyOmfpRJ20RMVfVo1riaS7umlc75GYszHpn1qSIsNrbjjsKhKmF2Qj2wR0qdVZlUkbSa4GepEt2cl2dRgtrFma4lYRqoPGW4r3SytYtNtniQKsCBnkPeSUgAt+lcF8PvDe2U63cg5AK24PfPBf+g/Guj8Sa5HZWjxBhu9Ka2CSuyfwvKmppPDPcTxrBcyhViYruBIODj/ADzXmXxb8QtHr1zpP2cbop4rmOQjIAMYyPxziuv8ASuLi9EjLzdFmJGeGVTwKwvjBBox1Gffbg6i0UJim5yV+YYP4Ka2T91GEk+dpHIOUPhmMSD5XgBIH0/xrY0LU/8AinY4TEpntbeeMqpOSfkA477gSOneucll3aZHCAdqooz6dKigvpLKV5Ydu51C5OezBuPQ8V214cyVuhc3sSapqn2uaZ/JETNIzHa3GOOMdsdK5yZ8DA78CtC4u43mZ532k/MRyST1/nVG2j+0TGQg7F5xXGjBnQaDcPZ6HqFrz/pUkLMPZN3H5kflWlp2uanp4/0fULiHPJCuT+h6ViWr5UgHGSM1eSNVxjG3HbvUSbTNIRTR3WnfEXU4FQXaJdxgZH8Lfp1rv/D88muW0GrXEflyFSsRI+6DnJH8gfT615r4O8MvrUxuLlSthG3zHp5hH8I9vU16fd6hDYWRC7UVFwoHAApKUmtSnTgnoinq1zZWl/DLKEeW0cvbyt1jYjBI98GoZ9eudQ8O6vLCXcW1nI4brlhg9fwrgNS1dLm/3yThiJkVVz1ywz+leqWFidL8HagEjjVmt5JWA6n5SRVQux1GoLzPDRr/APwkmuJeuNksNuIiuOeHBz+v6Uvh4R23jabeygOjzRhhkFiOR39D2pJtbt9X1eO8itVg22flyEKAXO7OT7ismSeSLUHuYmAmjfMbf8Bx+uTXaoc1BeoS1j8zptajtEsraBbpEk8qJcBwMgrv3Z+rY5ritQnaRlHmOUUHapYkAn09K19XvbW7WJ43zLGqqTzghVUAbT0IOelc9d5jVSe+Qo9ulcu2hhLXUr5aSZVXLbSAPzr1fxF4z1SPxJKbC/kjgQiNVGCuAOTg9855rzOxh8sB25ZuRn0rcjVriXChjzwByWqZya2CEFJ6nsHg/X9T1qwupr7yRGpEaMi4LN1Oe3TH51qahd29rZDciOyHcu4A4b1FZ2n2segeHbW0JHmIu6THdzyf8Pwrndf1aOTbA0mBIwUsDyB3qJSbNYRS0iV7bW18QeKVs5pZPLAbBQ9WAyBmuv8AGtlb6/8ADHVLKzjbFlCt1AzdZDGcsQOuCNwz3ryDXdYt9F8SQzacoAjkR3298EZ/E17/AKKlv9huXMeYJo+STuM28cAe20gAVUFYVZ307HyhHGRJGGdVVyBv6j8a6qa3MnhZEVgXQJKh91/+sTXPa4El1y6W2TbGrbQvTlRj+lb7SFfDsEY+95QU/Q8ZrrwyUk79hUuqZ1OiLFJ4d0+QSIdkE8rEPyCVVcHnPBauf1KWSxu5Wt759quUVopMAlQOePr6dKZpV+lvFNZzOqWxSTaS2CC+0MAe3Az+dY92q/aHWJtysx2k9SOgz74FYNODsS1dWZnzTOCztIxbkkk9STmtHQ55EsLuD+GR43I9SA3+JrIZTNOIl5+bmut8L6QdTvBDyttGA8zj+76fU9KmT0JVrnc+C7eXTtIa/uJZB9oG2KMucbe7Y9T2pL/VHdpZOkSCptRvVISKMBYkG1VHQDoK5bxDeiOOOyjblgHlI/QVm9S1Yx9cvXaykcNtMxIUjsuOfz4FS/Ce5lXx/a20bAJdxyRMCM5AUuP1UVg6jeiYSoOFRAq/nzVrwFeNo3j3Qb6SImMXcannGVY7T+jVpBE1Hqdx8a4roXGkvczNsKShRj5A2R+RxXH+FmiKTOgZXULuyc8/N0/Su1+OtzO+qabp3ljavmOCOSTnbXB+H8WkVzk5D7RXThv4quFL4kza8MzwWs2sWhRwkqO8ZUjkAgMPf2qbxPqVo+ozxLE2+GSUFwAQW3fLx2+X9elc8jlGR1PIbdkHrzyPxp+qamL+USPGEYZA3EdCxPJ79amrDld1swZlXbgysx/H8KrQwPMGkA6c065KvKIomD8DLDoTV+HbABH0wOfeskQz2rWPC9t4jQyx4ttRiOxtw4b2I/rWDZ+Cr6PVY4dRTZbhd7Soch1BxgH1J/SvTbu1Fwy3VqQs+OOwkHoawtX1N44VXOGwcD05qKsY2uGGqTvy9CK+1tbK3+z2+AwAAC9FHYVwOqXz3d2Q0hbby1XdWulsbLzXJMkjYA7msCQNb2sl1OwBYZC9yfSsFdnfGx6B4NntLLUr9bqeONWEcgZyBj5cE8/SuP8Ai/qNvqWvW99YyiS3+zeR5qHgur5wPwauQudRv53MrXEaqDj5kz+AqKWU3saM8jv5bY2tjAyOoHat4uyszCcOZuSKOoTljEgY4UZx7023u3YeW/PoabJAzszYY46/ToKaiBHBrbnfMZXd7m3o2jNrN+Y1UfKi4z071f1bw21jfvbW0scYwrFXOO2fyx+tdh8N9PhhGcK81xCk4buDuOV/AbfxzUd5Zyan8RLzT7nVZbaPEnkRrEJNzCMttHYDgnJ/Dk1le8yWzntP8J6s9veSFUd4ooplRDlnRt3I/wC+TxVjw5ox1bVBAxZY0BaVh/Cv+J6VtfDCa9uU1K4WV52txCWUnOUbccL9PSut1KW1st81rBHHLccuyrgtjpn86KkVuFKq+ZxEl1aHTIBZWqhVRdqov8IFclr+vSzqIFfDdxnpUt1KlrZzXczfMTgZ7k1yeTJJ9ofgPzk+lYq51RGyg5SQdUdW/Ig16tP8UIJbI6fY2LTSSRFFLHC7iMYOe1eJ6jqs0b4twPL7tjP6VHBqtzOhjgTMmMF1yNvvWkU0tCakoSlZi28wimnyNu0c+mOvFVU1PzHPmIEDHPByKhfeiPjOZBgD0HT+VVDG3eulVHGKSMeZ6GnO+Ucqei5qZdCvJbV7xyzrEAWB9Paq9hbvcukIGRglyf4VHLH8AK9Z8SWH9k+CJGgZvMVkG5OCRkdKipK8kTJnlTPh8NG67TtzjpXpfh3w1c6fqb3moQeWLfBiU4O9z0P0A5/KsXVbSCz8PRX2narfTJNcNYv9sgWNZvl3O8XfarYU7ueR7gdjr2ouB9mRyWChSfwrOpokOEncp6trBuHfbJhEOM+tcVf35fzrlj/qxhc9z2q/rM32aGK1jP76TlvYVzuth4II49hCSfMGwcNjjg9+aySN07GOsmbmKWU5G8gk+pr6B+FGrvqumvDcyb5bBhEg9F2jb+OOM18/LEJbVl/iJytdx8INfk0vxRJprkKt+mwFuquuSMeueRWsTnkyh4+soNK8ea7bKgCtOLhWX+FWGSMfVv0rGuL4Q2sSspYkAAA4wBjmut+Ldg0PitZFTmeAYb1PQ5+n9a89uXaQqB0VcVtCXKm0OMrI0RdJOmVP1BqHbcSTBYHKZXJK/WqMKlZAc13XgLSDf6nJNIFCRpwG/iG4Zx9M0pz5o3YN3OXawl0pyLhfmZQykdwa6zwTcrHBqKqWAPl5B/4FWpLa2d78Qn0jUb65trZnCRyo8SJGB3YyDGMZ46k4qhbNLaahqllMsyG0mMAE6qJMBm+9t4z9Mj0rN/CSnqXrq8VZC7n5EBY1yFzcNO81xIeW55rUujLe3MNnBzJPIsYHqScVv+KPhymkabcT2V2ZjCu6TzRyx4ztx9Rx7VCi2rornimk+p5eR5kpH96rNrqCxLayZ/eQyox/4CQf6VBB/wAfGfTNMnt2Em9VJDHkAd6pBI9J+KWvQ+INRsdY0+QYgDE7TnG4gjmuEiuTDBOVwCnC+/p/OiOe6uYhC5VEPG1hgv7VUljZU25++csT6961hK0riSa1CPUJFbEp3DucVOyi4AjGTvZQMe5qj5OCRwfpXReGLFbrUVlk5htikki5xuG4D9Bk/hT9o3Fphd2Lk/hF7PS0vCVSTeACzcEEf/Wz+FZ8mj6jHZS3bLG0MRXzCGBK7un516z45tpbfwgHtnEOyeNd2OqkmuH8SaBqugeHtKvL6adH1Dek1sqFViwEMe49NxDZx2+uaiFmtTO7Pa3doLO7VDwjNtz25rg72d5Lr5jntRRWNXoaYfqcp4mlaTWoom5SOIFR9ea52/uZbiXbI2QBwKKKlbHQ9jNnG6CdyTmPaF/E1fiRY9NhkUDc8TEn6MQP5UUVfQtP3reRFAqlnJHYfzpsoD3CgqMFscfhRRTRj0PUPBdvDZeL5ooECqIjF65A5BPvWL4t1CbSPHU19ahPOhnfbvXI5Taf0Y0UVX2jnZ0XwyVbSy1fyVC7Y4vx+8KbqUzyXJDHODRRU1ehVHdnL+MJnBtLcHEe3dj3rlbi+ndo7ctiML0FFFZx2N2QD53APTcBVd5W8/jACtwBwBRRVl0+5PdKMOcdCSKbNbxryuR7Zoop9DKXxMn0a6kspbieIKWWBhhhkEEjOa9i1/8Ae/DaBnGWZYcn14ooq59DF7nm2seJn8TRwQXOl6dbGEJFHJao6ssa9EALlQMnJwOTzXVzOZb3LHOSKKKzq9C6Zy8gN/4nWGZjte4WIleCFLY4rc+J1rBb2NrBDGEjtkURKvYFsGiinDYH8a9Gee24HkjjPWtHRpPs2s2l3Gq+bFOhQkdDmiihFI6r4hX02oX8DXBUkKSMDGPmxiuDMSlpjk8An9aKKp9RdEQEY2nvXp/w8lb7VpsWBtMUoJxyQSDj8zRRQ/hJkQeLtbbRfEl/ENO0+9hnuPmivIPMAKDKkEEEdTkZwe4NYNpf3Op3mo393KZLm4dZJHwBknJ6D/OKKKH8BMdzV8Hosvi+3dxkwq8qf7wHH867/wASzu2lTAnO+Rc/99miirp/CYT/AI8TwO2O67cnnLMf1qyWIDt1K9M0UVk9zsh8RFBmSZ3YksoDA/jVu7RVkXA/iH86KKEaVPhFkhjKFioLFsE/hWjo1ojabezh5EdMY2NjOMHn160UVpDqc89j17xyA3gMsQOTEcdu9eYprOoalpEGn3l1NPBbSPLH5sjOdz4znJOcbePTJ9aKKIGJ/9k=", 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", "info": {"video_id": "42879", "label": "turning a spray net upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1e49f0bd129a5b3055e00789ecdfb737045dbd9e7c283620126a3be1bb515132"} +{"episode": 52699, "episode_seed": 222714832, "split": "train", "timestamp": "2025-10-13T03:27:01.027473", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 568, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 222714832, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving plastic bottle and talcum powder tin 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', [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": "87514", "label": "moving plastic bottle and talcum powder tin closer to each other", "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": "87514", "label": "moving plastic bottle and talcum powder tin closer to each other", "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": "9f9b0ba6c749ea6cdd3706e4330fbb70504b4aa397256577ee80a3d90a6e65e2"}