diff --git "a/video_unshuffle/reorder/train/batch_000201.jsonl" "b/video_unshuffle/reorder/train/batch_000201.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000201.jsonl" @@ -0,0 +1,100 @@ +{"episode": 20100, "episode_seed": 891787127, "split": "train", "timestamp": "2025-10-13T03:01:20.849201", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 891787127, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pack of cigarette on the edge of a bottle so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "112061", "label": "putting a pack of cigarette on the edge of a bottle so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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l3PBokWoWGu6jKrXH2fM8aos5C5Z4++1T8p3eo9wINBix5k56n5R/M1jUV2jek7RZ0nmYSmx4JzVcmSQhIxuNW7ezc4Dyf98iqRmwNM1OQHRJ9vzEbTj/AIEK0fsMSplgWPuahu7dZtPmt8AK649B1q0iU1fU4WzY5gj8ucQCYqJGkOwNzxtP16iuh0VSmvyKuADuI7jpWKug6sutQyTR77aNjsO8FVGPSup0+1NtqSSSOnOQNox2Naw0izTFSvONuxuiM92/IUeUO+T+NPRg3Q08jisrGRFsA6ACsLxIdq2//Av6VQiv5bnxtPpd1q13aWzTbI3iljRY+hJYuMYxnjqTgVlTXN62o3treTXL/ZpWjVbjG9eSOccZ4GccUnsNbl+0OZBTL+DzL3d/sgUWXrWibQmXfLxwOO9SUysLPeyHjAxU8dsiTKepyK1IoItudufrVgqqj5QB9KpIk5PxGskurIiRJKSiMEcD/ayTntVKzVZbC7jXySwkx/o4IQjjp6V0Gu6SNWUxrMIpdgwSMgjNVtI0GXT7F4JblSS5OYx/jWtNWldm06idDlT1ubWiRudKi3MQckY/GtLyh3JNV9LRVsgqkkBiKu4qZbs51sReWo7CjGKyfFd1cWOhPPazPFKJUG5euCea5/WU8R6Lo+m3l1qN4st2X8yIrgQ42lQTj7xDZx2/OpGYRPJrvrGFI7WBFGAEXH5UUVMSy8tOooqyWMlA2571y8hzJKe4kYfrRRVxIkEZJk3EktwMnritqz/1ooookETRNea6nfzaX4vu7232+bFM23eMjldp4+hNFFZljfDowJwOwUfzro7UA3Mefr+lFFS9ylsbcCjNXAOKKKtEsjmA2ZrKc+beiJwGQxk4PqCKKKqO5L2GNawgk+WD7EkiksXPmTL0CyYAH0FFFVLYmO5vQfcFYfjP/kXX/wCu0f8AOiisyzj9X8QtrMMEcmm2FuYVVI3t1dSqDOFALEAc54HXmt3TlCWMIUdVyfxoorOW5cdmbtmoFqrY5bJJq/Ao60UVSJZYcfLVC5H7l17EYooqkIykupQhUtu2tjJ61HaTPPeB3OSpIA7CiitWZo6Wz6Va7UUVizQ811bVjpviLVENjZXkcs+4pdw7wGUcEEEEdeRnB7g1UtryfULu8vLl/MnncSSNjGSc0UUnsNbnRaMoe5iBGR1/StS9OGP1oopR2GyW1YmPmrZ+4KKKpCK0kSyTjOQQvBHWqyhpnZGdgox93jPBoorZbGT3L9g5RTGoAUNjH4CtKiis5blrY57xtx4bf/rtH/M1wd3reo32nw2FzdSywQO0i75GYktjrk84xx6ZPrRRUjP/2Q==", 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"info": {"video_id": "112061", "label": "putting a pack of cigarette on the edge of a bottle so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2f1749467cb85e0e677b2bae1ea9005ec3402ca8837869845ac509fdc7f44605"} +{"episode": 20101, "episode_seed": 2176461593, "split": "train", "timestamp": "2025-10-13T03:01:21.669386", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2176461593, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 clippers 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, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "112053", "label": "putting clippers on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "112053", "label": "putting clippers on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c0f5ec110f915278a2e8255ada81c8e277136147bc89d7da68d22223f9eb2042"} +{"episode": 20102, "episode_seed": 3358630002, "split": "train", "timestamp": "2025-10-13T03:01:22.587267", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3358630002, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'ball 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', [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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XSlebYvv9ahuBmBZS2QxOB6igCvc3LvGY8BeMYFVhEYHYN26VYVUnKZPzDqfUUXj5YRn0zmmBNDcYjUAYyeSKuw3E/LZG1uQvoKpWcAeH5ycHpirHksowrdOaExk6ZZt/AfGcU5clg2eSari5+UhQARxzSx3YKScZdRkD1pCLFzchQIl528n61UkfJzgc1VaQr8zdzUu5WUc8GgAS5aN8KO/I9aniU3E67SdmefaqrLEq7tufrVuFNsOFyrnmnYDn/EU32fT1j3fNK2Mew5P9K5yAjcM1f8T3Bk1fyN24QKF/E8n+lZIYqKibOugtDQkYhcA0+3mKkAms7zj0NKJuaysdfMdLDPvIGTWjBGqqFRfc/WsXQ1NxcjP3V5JroQfKJwOBzWkF1OTEz2iieOMJEC3PPQ9qRXCN7GoVn4IzzUowQCxwfWrOQfcKrjOcN2qhJvzjkHOMVYIdnH930rBtPO1PxbPpsmq3FqmJPJ8tN2WVCwX2HB5P9aYEmuBY4rUEgkbjnPfisB7jH1qkNRurlVa4neTgEbj0zTTLubiuap8R6OH0posuxkXOabBGzyBPWlgGWwatxIsc6t+NZnQmdvp6x2+kiGLGcc/U0gDhgNvJ4Gap6czSQ452k8fhWsyhowF5YV0U17p52KlepZdB0ESq6tIQfSny/MOe3Q1Seby5NmPu8CponLuWPXHQ+laHMWY5cphvyqpKgbLR8DuKkkXzQQBtHf61k+Ipp9P0UzW8rRyK64ZeuD2oRRcttsTF2OGPQ+1Y0EQc5qtq58rQ4tR0/WtQlV7k2+biJY1nITczxAc7VOFO71HuBNaS7EwT0rGstjqwr3NnTZRbMecDNaktwbhQwOewFcq87PMFj6ycD61tRkhdjcFBjApUlqXiZe7YsqeT/F6j3qF0cNkDI+vSnhwqgnq2afBjJZs/N2roZwIbCjSAZwB0FXFKrEAmOOvvVOQNGrP+A+lRpMWUr0Hc0hlsOY5MD16Us7xuAvHP8VJuwgGAfQ0xYCHLnr3oGVJITvCseOpI9KLvbLHGqkgLng9qxrW4F74xl0m+1O7tLd5dsbxyxxrF3JYvxjGeOpOBTdOluoNW1S1unuGEEpjC3ON64LDnHGemccUWEWGd4WDJzzUyyLdMCVKlRz/hSRyRlyBgHOcHvUrAIxI6sc4pgNgu3imKYDL6irRuxgMVIJ7GqjgEb1++T071D5hJBYZxSA0RLFMMtwT1HrTfusQowCfvVFDFuZWkGADU8vzZHYd6AQskKyJuI59qqhwnQnA7GrMc+FO8gDPeq8irMxK8HPbvQNkcb+fcCM4xnnA6CtfqOvIrlNZuJbDS3lhcxy71BZeoGelLrVpr+haJpd9c312s15v8yEpgQYClAxx94hs47fXNNCOblkae6klkOXdiSfehqKKzkd1LYgYndTcmiipNDsfDMa/YXk/iLfyrakOSU7FM0UVpHY4qvxMrRdT9KtQndFz2oopmRb2AflXnmoajPpPi26vrbZ50Mrhd4yOV2nj6MaKKaBmGnyrtHQDAqxF1oormqfEz0KH8NFyPgjFW4EE15DExO1mwcelFFQbPY7W3RYogqDAHAqQufKf8qKK6+h5PUa6B4t5+8DjPrQpIKMODiiimgZpQAFZCQCcVz3jhiuiYHTzUOPXmiiktwOT1nxG+txW8UmmafbGBVjie2R1KIucIAXIA5ycDk81qxE4NFFZ1uh1YbqXtLUPeEsMlUyPatUqPMHvRRRT+Emv8ZakQbo/YUbiWC+poorQ5xm8tMc4IYhSPakKCOYoOnvRRSQMmgJwV7A8VflO1HYAAhciiimB5lfa02ma5qUbWFhexSz7yl5DvAZRkEEEEdTkZwe4NWNHvrjULnUb26kMlxcOJJGxjLHPbtRRVAaVsPMugG5APSrpcsXz9aKKTAVyVhZh1C5p3WEMRyO9FFDBCbjtQE570oYmUc9BRRQBLLhlUYAz1xTUQBVXtnNFFIoxPFHzaQzkfN5icj61zlxr2p3+mwadd3k00FvI8ieZIzElsZySecbePTJ9aKKaJZ//Z", "info": {"video_id": "1814", "label": "ball falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed 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": "1814", "label": "ball falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5a738bb86fc5f34d548a0694fbc35b57907b01e4729e5aa0fb7ebd295797ecbc"} +{"episode": 20103, "episode_seed": 3855675495, "split": "train", "timestamp": "2025-10-13T03:01:26.125429", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3855675495, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put ball on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198159", "label": "pretending to put ball on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "198159", "label": "pretending to put ball on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0e1caeb5c55383c1e8d64ba24bc3ec2640f627e162016ef9660d5d705b28f1fe"} +{"episode": 20104, "episode_seed": 2606610906, "split": "train", "timestamp": "2025-10-13T03:01:30.901962", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2606610906, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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b3/8A11nXu6jsctOK5U5bFu207StKdTK/2i5/vyc4PsOgrbhmWaLzBwp6E1zOl6fLfutwUK2558yT70g9h6V0olhQbAVULxjpisWdtFtavRDlCu2/GcDjIqG+vBZ2zyBQ7gcIW27j6ZqwsiuAUO4eo6VwXjO8LXiWwYj5uQD1rnr1HBK3U7qFNTZ32eM0tUtLf/iWWyu3zLGqksckkCp7iUxQ5AOSQo4rdJ7GDqRUebocZ490WS5sZZbdA8cyeVc256Sr/Cw9HU4IP4dK+fNf0RtEvHtJo8XhQM5x8rxsOGH1HbtzX1dqElq0Qgmnijkk+4HYA5+led/FLwpHrPg8anbgLqWmqWH/AE0jJ+ZD/Mf/AF62TTikznpzlRrS5Nmvu72PnzQ7prYXpkuJYlhQpIY2wXXsPfnFbsurXL28KF2yEGEBziuX1R1jitokYZY7pMLgnHTP611nhTT7K5ifUdYkdbOM/JEp+e4b09hRUmnCKj5/mOvSdOb5vL8jT0HwlfaugvryZLHT8bjO3zO/+6D/ADPH1rstKn0bRpPI0aJVnbCfaHO+eT/gXYey4FcnquvXWqypAimKLhILWEZ+gAHU11XhrwzJpA/tLWQtsQN0au2Sp7Z9/wA6zj5HMzoNUvSsLWzhMupDBl3E/nT7G00jTYIoorVYZCmd+zapJ/U023n01rozGeInb1LZZqz/ABbqzHw41wI5I18zAZjgrwadV8kHLsVRgqlSMH1ZoafqZ1WW+to43/0Z1XGQEcEE5B68Y5Bq/HcBleNEDtjaY1Hyj6mvIfhxqjx6zfGZ5HinTbtLfLuzkE/hn869cspUnu4YAQw7qnAA9zTw8pSppy3FjKcadZxhsZPiOw/tLRgVkK3FqC0UkfDLzww9x/iK+ede065N3cXs9uIdrhZzGPl3n+IDsG/nX0na6p/aEmotM0aQJLtRnIUKg479BxXIR6Np2oT39rI0UllexMitGwYKcjuOhBAIrSUOZWM6Ff2clLdHz6OXHbmvfrmxEpRW4RQDgevvXh2pac2laxdWMzhmt5Cm4fxYPBr3RYkkdHnm81+oGcKOMdP8a0wf2vka5hqov1/QsWkMKkRp+8IxlV5/OtQB1jUKVhyATn5mHP5fzqGJ44I8JtCqM4HQCsO61c/a/L3FgWAwveu48u1zcmWIQOz5c4yTJ82cfWuBv9XjtVO0GOU5BljO1seh7EfWuovXu4rGSQr5cYjLEE8kY/T/AOtXmWs3CkO4IOQB+leVmTfNFep7uTRtCb9Cte6+32wyCTLdNwHDD0Ir0nwnqP8AwkGiiS4lPmQN5TxrwCAOPrwa8RJ3yfU13vge7msIp0jXiaQHcxwvHH40YG8Z+o80ipUr9j0mMJFJhFVV/wA81K10smRAN/P3uij8e/4VShjVwHlfzCRyp4X8B/8ArqaSREO5mCjHevXR840X9PsftMgaYl8dF/hB45x3/Gk1mfSbOWK4n8uSW33BAV3fMcZx2zxVvSGN1CWjBEG3LSHjcMdB/jXnfjK/SXVPLY7IosgKOBWdbSDNKHxom1TxdPeysI8hSex/mam0Br3U7tFJxApBc9AB7msrQPDt/wCInDwAW9mP+Wz9/wDdHevQ7KzsfDNpsllDHOBkck+w/rXLBOTuzsloN1SWRkVLZW2ltqnoD/8AWq1pemSxvJLLcbARjKjv9TTRf2txIjCaNR2HVqml1ZIpYobdfMLHlh82Px6VsjJkMt22kzspmBQgtvdc8f1rF8O6qbvXb+M6izWhiDeQ78ht2CR7Yqh48vpFfZKoU+WTwfc1xfg28ktPEcV2Azbd24Z6gjH9a851JvE2voj2VRgsFe2rVz2IhwzC0i2KTy0gwPy6mpkgdmwCZ5yMYPYf0FV45/MiMjShUPJwcfrV2G7W00S7vkBVUXhumT7f416ieh4L3KmpWgurSa2cYkji4+uecflXimpeHZZr2WxhkYQu+6NSflVznH054/GvZtGuftGkytIcuSfm69T0/WuZ1ixSLXEdPlSRgWIHRs5/XBqJRUtGaU6rhqjoPBNrPPp8EFou+WTl3P3U+p/pXpdnoFna7TMn2qfrvl5A+g6CsXwtHHo3he0uNivcXEYZVHAAPaups4phGJLiTdK/JAGAvtXBU3Z6OHgtOr/IndmUAIm5j+AFMmtorldsy71z0qViQuQu4+lVyly8qkzLFH/cUZJ/E1kjsl2auMjtZYHzHL+7z9wiuK8UeHbyfX21JSFtmCjBIJBxgkCu/wAEcDAX1NNdQ4ICg57npRu9SJU7QcYO1zG0EMkCqysXAwXfrVzUJh50MIlCHdlumasR2qJJvLlsdugFZ0KzT6k0vlADPBZh/StVZu5xyU4U1Se7Zh+KdLs1ljmnkZftLbWkkPGccDPbP5Vy3iLUbq18P3djcLO0s0flwSkkKyA85HZgP5967vxnapdaKEkDsd4xtz1rK1G0tTpUY1GFfIl2RkyNwh7HPb6/nxTjqjnrxVOs7ep8yeJ9M+y3trMp2pdkkr2DA4J/Ij9a6vwzoN1rjKiObeyiGGmIycewrb+KPhy3tdW8O2tqwcXk8oBYfdI2Z/mK1jOIHg8O6OCoX/j4uGHJPfijk0VzqlU5opmvoWiaJZXXmWNqQ0Q+e7nbc34VsyXMuoW0/lWSGz+6s9wAd7f7INJpuk5jWBCSg+/I5wB60mrLdXV0lrplqdkK7UlkO1R71SilsZNmHc+Eo5ZvNsJvKnGGYSHAP09Kzte0zU9Q8K3+nSL5t0dvkOrAAkH1PHTiumgtp1h3Xt6l7d5IiCLtRcfz/GnTSSrEyXUiMSABGg5+nrQ4pqxKk4tSR4t4f0+50y9EU+4EHDqv9TXs2mXSafo13qB2RrBEQg9WPAH51l3GkRzyGV9sJJ4wOah8XRiz0zT9JgRizAzyk9WJ4XOfaiMeVGc5uUrsxv7LOs+HLjzp5GCEzbUAwxGeo79a4qxmk05vOtXkltH5nSIkFQPTuCPT27167oVi40ZopSEQochOWP415jpFiTdX4hRgpl3Lz6Gpnun1CFktTz3VZm1HWru5UMfNkLrk5JGeK7WLW5lk+UvI2MfSpxoOnaoJLq22xXAZi0S9Aw68dvcfiK6K/wDD0fliS1iCkDoB1rfCqS5jTE1YyUV2Mu11iWd9lxIypn7qnGcjFbtrHZjMsSDdnr6muOktpre5O8NnONqjJq3YajcW8wwAqjlgTk9PyrrUjkcTstZu4v7AuUB2v5LBRnk8en9a8a1ebavl+9evabHHd6TcEcmVSrknJPGOT3rxDVPNhv5oZgRJGxU5rz8dTcpRketldWMYSj1II+ZAB612+kzLEkfIUAAVxVtG7LuVec9TXS6VECVMhLH0zVYZWZOOlzbnc2OrSyjZboWyPvHoK1re086ZXldn54U9BWXp2wR4Awfat3TyZ3At1DkdWJ+Ucevf8K9FHiz8jp4maDTtsaru25wTgAeprgNOs9P1LU76fVR5zxuoiULx3zgfgOtd9dH7LpM8hYkhCST3rgfCey+v7lwjOI3BOOBnnqamautSqV01Y76zijtrISbRDCo4APQe5qlc39hqFqywWq3IB2hidqg/XvSyWU2sXKQTsRbJyyp0OO3vT7q5treZLWK3jgt4+d3Ums0rG25zWo+GZ41+1Qyll7xLwF/HvVbT9TutPYRTxv5YHUjAFdZJe29uyPFMs8h/gB3Pj2HapJ4Uv1zLEkYIyd4y1HLcObuecfEx5ki0+53bxNGVb2I5HHpg1ymgvNHMpUY3Dlmr1fW9BsbyJI5YvNkUEocksuRj8q4oaHLbzlCNgXpt5/WueVJKpzI6/rLdJU30Ow0lFMaGWQyM3QNz+Qrd8T3EVn4VSKXAeZxtQjJx61i+GY99zFbxrvk7gHp9TTfG2qx3Wpx2Nt88dv8AKWHRm78/pXTe25xbjU8RDRtJaU2E07M6hADtAwCck9u1c7J44F7evHeWEcSvgAo2cY966z7JI+gTgkKWT+Hk/ma8tLR3nm22xRcKSGPY/wC0P8KyqOSd0aU4prU+i/DO7VZo55ZALa2UJGi9z2H4e1dsvTpivM/hZOLYXNncMPM2CQMT6fe+nb8q7W41pZX8ixAlc8eZ/CPp61ji6TVZpHbhK0I0OaT1NPzl81k67Rk4psLM7FyhGe7DHFQ6faeQhkkYvM/3mP8ALHarOcRsznK46AVyuy0R1wcpJSloKwRzgjdjmnH36UxSxC7QFXHfrTtygE56dSaRon1Ip9zWr7DsJHGRVW0CJIsZlLv1IB/wpb+5SC3GVMrueBjNLpzSSNI7ptHQcitErRZxzalXiluVdfQzC3hEoQF8kYFEkEYtFURi5kOFG8Aj/CpLn9/qqKIGby1+8QMfnXnl7q+rT+Ob/TBrd1aQq8ghWJQ3ITcFHHA4PNHNypC9l7WpJ/Iw/i6smi6hoExkQyKJmix/yzOUzj26YpPBOmvFaC4kDT3tzhto52qemf5815/481PUtbk09729ln8oOR5h6A4zj8hXfeEfFen6Z4MtpJJAJwCjIPvEj/Hiuq3NSjJ9DOcFCVkzvbu9i0awZpHVpsdB91f8TXNXWp3d5ZwBPMHn5LBRnAz37CudN5e+J70M5aK1DcjPOPeuxvYXt47K1gQRAqFUY6L6n0qEZtksKrbWCSTOsWEIjjXk/n/hVa2j2o8ipiRzks3Wlu1X7esUeZJFh6n7oH1/wpqowiUzuXY9EUcH8O/41SRnJkyGNrjjLKv35Ow9s+vbArnNVzJrlzfXNwGUHCqOo4wBiuhnlgS5W2dyUt0Msyo3G7HTj0FcSl7PqV+VjiEcck2AoAHH4UpWI1O4ic2vhK5ux+63REB3HJ+ma4Tw3ZJteSZ2dWyxUdD+Vdr4zn+yeG4rOONndsKTwAPbmuZv4bvTfCXnQN9ncOgLA88np6VEtXctK9kZuo6ZcjSr7WozHbJACY1AwZAD3rYty0p23DnYfuxodoxjuep/SsHxRcMvhMXNrrN/cxPN9lxcxqiTYXczRgchVOAc+o+gu393bIEeKYO46Ip59K3wzTbsTiKcoJJm42m2jRbEhRAeygVhajo1qqsSypjuOtXLO4v7qNgyGCMAqG7/AOf8far9vaQIPNcbnBzufr/+qu3lRyXaMC1jubWza1gTy4m/5aMfUdvxrznW9Bv11O9muYd4MpIkHQjtj8K9nMaSKxbG0Dp2rmdQCXETxwqZiM4I+77Dd+PvWVWCkjajVlB3R5hDatCMMMVo2TFJAFUsc/gPqavXekyLJmQ7h/cAwB/jVmG1BVRjke1YQhZm1Srfc1tPjZ0XzW3Z/hH3Rz+td1o0S5B+6oXr7Vw1tMkIRPvNkYA+uK9H8OWExgW5u/lwAVjHY+/rXWlZHFK7ZmeNZXj0YtI5jV/lSMdSD3P+fWsHwDG8n21I8DlMk9utUtVvodf+Is+i6pql3b2ZmMcTpNFGkXTJYvxjGeOpOBWp8M7Se21fxHazvOiWkyx7JwBKoBcYOOAcDnBI9K5vbJy5TrWHlGKm3od9LImmae6wRtNdMuM/3fx7VzA0bUNW3m7lFvD1Pl9cfWtm81a3M6wxgYJwM8D8PWsLVNTmuX+yKx8vo2OB+X+NWiWaGl2Gk6RBLJaL5kjHa0hOWP1NK9nNLJJLLNtiY5Coe31pbPFxAkFvF5kceMkcLn0zUV/HLc3H2d5TtBHyJwuPT3qkiWx00iIFigHmNj7qD+ZqjJppnLG4fIP8C8AfjWkqpFiOEbvccAfjTZoiTmVsjrtHCj/H8aLEt2LmjR2mk6bd3ibVWJMA9s+nua84iFxe6gX2Elm3FnOMmu28R6pHZ+H4bKNh5s/JA5Kr9Peue0uOTMb4Cs543cn8qh6yHHY6aGx36cy3Um5dv3R8qj/GvJookXXbkxR5Ukj5R716b4quJNJ8JvdRTtHceYgVwecHOcCvO9W0HWfD+laXqVzNcrc6g0pliZMCDAQoGOPvMGzjt9QayrTs0mdFCk5RckeiaSqy3FhMQFe6jHm7eNx9f0r1OysILWaOOMH5kyWJ5oorbMfiXoZ4BJvU19oC7RwPamSAJCQOlFFeSj3J/CwT513H8u1EwBUKQCCaKKFuE/hZz+u3UkN5booXaG4BFamlSM+n+a2NxyenFFFby/ho86i/9qfzK2lXUl1dXLSBcgkcCvIfEt7Lp/jvUrqDb5kdw23cMjlNp/Qmiisp7nZhvg+88y8SyNHf2IXoMrg9wcda2vBmlW2oXt4k4bbCMqFOPXrRRXfD/djlr/Gj07Q7KCPyCqADPA7Ct8W8U2oNcSr5kiJld3IH0FFFYrYyMNZ5JtavFY9VHI64rQtQsSTSKo3RRF1zzzwOfXrRRVGT3OR1jULi20q5kjI3yDDEjqOuKpeBk+3alarMTgEt8vGTmiihbmb2Oi8YzPP4psdOJC26AEBRzTvHEKQ+DnKgkiaLkn3NFFZdzoh8SPK/FfiaXV7eG3k02wt/KVY45LdHVlQZ+UAsQBznp15rpfBulWwtFuSGaUqeWOaKK2wfxMrHbI3dTc28BMfB4NUp7uVbbIIztJoorvZ5qF0//TbJZbgl/mICH7o7dO/4561YuEUKwxxnFFFIGYdxEjMcqOKxL9jG6omFDNg4/D/GiioZaOh8P2MC3MR2ZJOST1r0S/LRWIiidow0T5K8Hgev40UVctkZLWR8/Sa/JpmqX4fT9Pv455g7JfQ+Zhlzgg5BHU5GcHuDXY+A9Tu7/wDt/UbqUyXNw8csrEYDMdx6Dj6DoKKK86P8Rnrz/gI07Cd5dbeaQ72jRmXPTNWrK2S5neeYs7bjwTwPwoorqicTOrLm205DEAuM8Y4rHsibsi4mJZnblf4fyooquojTIAJPpwB6VRsFGpX4NzlkjZsRg4U49R36UUVaMGVdfiSZo96j1wOKyFnkj1i3gjO1TxkDkUUVn1NVsbPxDhS38DFkyXaSPLE5JryeTxBqd/pkGn3d5NPBbSPKgkkZiWbGcknnG3j0yfWiiuWv8Z3YX+Gf/9k=", 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", 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W9svWV/vN7/8A668ivd1HY9anFcqcti3badpWlOplf7Rc/wB+TnB9h0FbcMyzReYOFPQmuZ0vT5b91uChW3PPmSfekHsPSulEsKDYCqheMdMViztotrV6IcoV234zgcZFQ314LO2eQKHcDhC23cfTNWFkVwCh3D1HSuC8Z3ha8S2DEfNyAetc9eo4JW6ndQpqbO+zxmlqlpb/APEstldvmWNVJY5JIFT3EpihyAckhRxW6T2MHUio83Q4zx7oslzYyy26B45k8q5tz0lX+Fh6OpwQfw6V8+a/ojaJePaTR4vCgZzj5XjYcMPqO3bmvq7UJLVohBNPFHJJ9wOwBz9K87+KXhSPWfB41O3AXUtNUsP+mkZPzIf5j/69bJpxSZz05yo1pcmzX3d7Hz5od01sL0yXEsSwoUkMbYLr2Hvzit2XVrl7eFC7ZCDCA5xXL6o6xxW0SMMsd0mFwTjpn9a6zwpp9lcxPqOsSOtnGfkiU/PcN6ewoqTThFR8/wAx16TpzfN5fkaeg+Er7V0F9eTJY6fjcZ2+Z3/3Qf5nj612WlT6No0nkaNEqzthPtDnfPJ/wLsPZcCuT1XXrrVZUgRTFFwkFrCM/QADqa6rw14Zk0gf2lrIW2IG6NXbJU9s+/51nHyOZnQapelYWtnCZdSGDLuJ/On2NppGmwRRRWqwyFM79m1ST+pptvPprXRmM8RO3qWyzVn+LdWY+HGuBHJGvmYDMcFeDTqvkg5diqMFUqRg+rNDT9TOqy31tHG/+jOq4yAjggnIPXjHINX47gMrxogdsbTGo+UfU15D8ONUePWb4zPI8U6bdpb5d2cgn8M/nXrllKk93DACGHdU4AHuaeHlKVNOW4sZTjTrOMNjJ8R2H9paMCshW4tQWikj4ZeeGHuP8RXzzr2nXJu7i9ntxDtcLOYx8u8/xAdg386+k7XVP7Qk1FpmjSBJdqM5ChUHHfoOK5CPRtO1Ce/tZGiksr2JkVo2DBTkdx0IIBFaShzKxnQr+zkpbo+fRhnHYZr3q88R2WjWYsdNRAoABKrgE+p9TXiOpac2lavdWMzBmt5Cm5f4sdDXZQs1xcJBbI89zIcKo5J/wqKTtc68Xqos2Trd5cz7gTljxnn9K7vRIpbXTjJchmuZTkJj5gP6Vl6F4HmtVjvNRnXfwfKTkL9TXRtq1gHNvFJHleNx4X/69dcE92edJ9jMjtrq/ml52ruwMnOfyrburJorZGW5ZniGSmOPyFRW95axQmTzlbHIAOB+QqOTVJp9KuZVh2oFbO75eMHmrbtG5MVeSRheJNfb+zVRL1re4AJjaPgqe2cden4eldBFNHcWFtLI5urho0YvHyCdoyR2FeKa/dGe8ABI6E816R4Ov5G8P2tk3ytCDhm7gknGPxrgwNScpNyd7nq5pShCEVBWsdMizvu86QRx/wB1Tzj3P+FTiN4Ymm8rbEEIVhxn8KgSRGukjLGSUnhep/LtUeuaiyeIray3YWEAsu7jJ4xj+teoeIcZ4/0VX2XMDFJFAeJlOCCBzj+dZXgzR5bUahdMcmfaCW6q4LZ/PIP416J4htobyzmUgDaoIyPunB/xrl9MjZbV1Mxiy/zqBzkADGfwqFFOVzX2j5XAmgsoYGaSSQAnkljitu2jxkrEeM/Mx2jj9apWUNvENybdw/iJyeuTzUmp3/2e3++Aev1rUyZeYFmIllLKf4E+UDj8z+dc94hnht5IyY42Ugs4KD5vrT7G7nvVcxRs7AnLE4H+etYHiieQS+VO4LlOMehNceP0oP5Hdlcb4leVzB1XxBmJ0WQ7Bx5TsWAHopPI+hqPwt4nkg1eCAykQTMIXZhllBPHJ98Vy+rShpto9ai06MtcxEAkiQNgdeDmvNw91JSPcxSUqcovY99ltYovmJMkn99+TT1uI4owHPJPyqBkn6CsXT72bUIwZHEajn5eW7d//rVqRokaYUc4wWzkn619Anc+QatuS5lmdQP3a/gW/wAB+tbMFrbWNqHkIUHuxyzNjv3J4rEtbmMXIiGZJCOI05J/zmrviW4fT9H81wDOwxxyFHoKZAngm1nn0+CC0XfLJy7n7qfU/wBK9Ls9As7XaZk+1T9d8vIH0HQVi+Fo49G8L2lxsV7i4jDKo4AB7V1NnFMIxJcSbpX5IAwF9q8epuz3cPBadX+RO7MoARNzH8AKZNbRXK7Zl3rnpUrEhchdx9KrlLl5VJmWKP8AuKMk/iayR2S7NXGR2ssD5jl/d5+4RXFeKPDt5Pr7akpC2zBRgkEg4wSBXf4I4GAvqaa6hwQFBz3PSjd6kSp2g4wdrmNoIZIFVlYuBgu/WrmoTDzoYRKEO7LdM1YjtUSTeXLY7dAKzoVmn1JpfKAGeCzD+laqzdzjkpwpqk92zD8U6XZrLHNPIy/aW2tJIeM44Ge2fyrlvEWo3Vr4fu7G4WdpZo/LglJIVkB5yOzAfz713fjO1S60UJIHY7xjbnrWVqNpanSoxqMK+RLsjJkbhD2Oe31/PinHVHPXiqdZ29T5k8T6Z9lvbWZTtS7JJXsGBwT+RH611fhnQbrXGVEc29lEMNMRk49hW38UfDlva6t4dtbVg4vJ5QCw+6Rsz/MVrGcQPB4d0cFQv/HxcMOSe/FHJornVKpzRTNfQtE0SyuvMsbUhoh893O25vwrZkuZdQtp/KskNn91Z7gA72/2QaTTdJzGsCElB9+RzgD1pNWW6urpLXTLU7IV2pLIdqj3qlFLYybMO58JRyzebYTeVOMMwkOAfp6Vna9pmp6h4Vv9OkXzbo7fIdWABIPqeOnFdNBbTrDuvb1L27yREEXai4/n+NOmklWJkupEYkACNBz9PWhxTViVJxakjxbw/p9zpl6Ip9wIOHVf6mvZtMuk0/RrvUDsjWCIhB6seAPzrLuNIjnkMr7YSTxgc1D4ujFnpmn6TAjFmBnlJ6sTwuc+1EY8qM5zcpXZjf2WdZ8OXHnTyMEJm2oBhiM9R361xVjNJpzedavJLaPzOkRIKgencEent3r13QrFxozRSkIhQ5CcsfxrzHSLEm6vxCjBTLuXn0NTPdPqELJannuqStqWt3VyoY+bKWXJySM8V9AaJpOlWsoXTbZd2BmQ/wCcmvOxoOnaoJLq22xXAZi0S9Aw68dvcfiK9NsEls7DbChV2HLNyx/CtMPB3dzbEVVKKS6GldahZWEqQzuGlbhUxkn8Kxb7So9XlkEMIsz/AHwdzE/TpWlbafBpls9/cQ/aLyXJBc8L+NRw3VtKhMs6QsclhnaPoTXWkchxstjfaPcjaJHK/wAQ5J/wrdsL+TVbO4tmPlMYWDD6jANbMF8J0eFIRJGOkg4Q/j3qJ9MgDNISikjLBeF/H1o5e41OzueByyzTag4dTuViCB6iu88NtNMqq8hjAA4Tr+JqbWfDMETCawthGvOc5/QUzS7T7JKrSN8uO/A/KuelS9m7I6cTiHW1Z6NoEaNOrRgYHJfsMe/eubutQjn8T3jwKXHmbcqOOPeuigvo9J8My38q4LLtgVhy7euPQVx+gCW5vZH2j5jklj/QV031OK2ga94+eNri3t9J2xhiC07ckdOFrm9S8SR3sUc8KmBjkSID34rU8dkWWowzTDfC42sMYI9xVTw5pVve/bJGjVgyoY+/rzWaclOxs1Hk5rFO3126AGxSo4OW+tbdpNbXiD7QzTPnqx/z61m6ro01qCFXEYPWs6OSWDbhGODgs3yj/wCvWylYztfY9CsZIbZyEX5AOPQVxHja4R9W8xGDIsS4I6HrWnpt8128EF0d2T93seeOO/41m/E6CSOK1u0GU2+XIR+n9a58ZBzpNI6svmqddX6nm1zL5kzMe5rT0MhZixHOOKxFzI4GM81rWUUglwTtU+lcVCNmj08XU5otHe2WpLbIoB3N/dHJrfhmuL1BvJhU9AOpFcxo0cagfLk+prq4JI0ZcnrwAOSfoBXrR2Pnqlr6G9oNqkD7lA9Sx61n+PLiZraOMEIjtxjlmHHPtW3pEMjDMihE6hQck/X26cVy/wAQb1Y72CJjkgcAdatmUUz07wzu1WaOeWQC2tlCRovc9h+HtXbL06YrzP4WTi2FzZ3DDzNgkDE+n3vp2/Ku1uNaWV/IsQJXPHmfwj6etedi6TVZpHs4StCNDmk9TT85fNZOu0ZOKbCzOxcoRnuwxxUOn2nkIZJGLzP95j/LHarOcRsznK46AVyuy0R1wcpJSloKwRzgjdjmnH36UxSxC7QFXHfrTtygE56dSaRon1Ip9zWr7DsJHGRVW0CJIsZlLv1IB/wpb+5SC3GVMrueBjNLpzSSNI7ptHQcitErRZxzalXiluVdfQzC3hEoQF8kYFEkEYtFURi5kOFG8Aj/AAqS5/f6qiiBm8tfvEDH5155e6vq0/jm/wBMGt3VpCryCFYlDchNwUccDg80c3KkL2Xtakn8jD+LqyaLqGgTGRDIomaLH/LM5TOPbpik8E6a8VoLiQNPe3OG2jnap6Z/nzXn/jzU9S1uTT3vb2Wfyg5HmHoDjOPyFd94R8V6fpngy2kkkAnAKMg+8SP8eK6rc1KMn0M5wUJWTO9u72LRrBmkdWmx0H3V/wATXNXWp3d5ZwBPMHn5LBRnAz37CudN5e+J70M5aK1DcjPOPeuxvYXt47K1gQRAqFUY6L6n0qEZtksKrbWCSTOsWEIjjXk/n/hVa2j2o8ipiRzks3Wlu1X7esUeZJFh6n7oH1/wpqowiUzuXY9EUcH8O/41SRnJkyGNrjjLKv35Ow9s+vbArnNVzJrlzfXNwGUHCqOo4wBiuhnlgS5W2dyUt0Msyo3G7HTj0FcSl7PqV+VjiEcck2AoAHH4UpWI1O4ic2vhK5ux+63REB3HJ+ma4Tw3ZJteSZ2dWyxUdD+Vdr4zn+yeG4rOONndsKTwAPbmuZv4bvTfCXnQN9ncOgLA88np6VEtXctK9kZuo6ZcjSr3WozHbJACY1AwZAD3/pXf6dah8TXLbYwAcA/z/wDrV514ouHXwmLm11m/uYnm+y4uY1RJsKCzRgchVOAc+o+g9Nmni061Tzm3SFRgKOnHYf1rSi7t2Kq03BK5la3cX19dCGytxHCo2gv6fSs1vC1ms8cuq3DSyuRiInC/l3q9LrIW2aeLaDkj5eT+dZun3W68e8uCWlbhAcsx9vWupGDNm6Anj+y2arEEwMkYwPYVCsEdsxeabdJjOX/oKmkSeG2kl2+SWIyxGW+mO1UbW2RS9xM5Z3PBbkn2H/1qdiLkcyTXa/IDGh/jZeT9BTbfSLUXSM43SHgFucn2FaOJJUJHyLnuMnH9Kk0zyYL3zHYKEG9mY84+poS6kyZkeP7wK9pp0GWEK5ZV7E+tUPDVpc/e3LED14yaqajfNrGuSzIpKFuOwCjpXR6DA0nVsIOyjH61Edy3scx8RrO3jtYTjdKzcluWNVfDJmS2IjAjOE3Mw7c5wPX607VpbXWPiA2h6hqVzb2fnFIXilijSHoSWMnGMZ9ycDvUegM1pe6vY30s0X2ebyo1utokUAt97HGcAZxkVlGd6tjedKUaPMdZDa2s4DyIJXA+/Kdx9foPwFV7zR7aUFig56ZrJttQnScpZR+cCQNx6c1rrBLOyG5kcjA+QHAz7/5/lXakjidzAGmR298Jbf8AeyR8hVPA5/8A11neL7LU9V0wFAGIkTfCOuOfz5xXdmKKICOIKv07Vn6l5MOzLhWPbqW7dBUyimrFQm4yUkeLNpMtvMQ0OwjrVhECkE9q6/V9PluWLohiXGcsPm+mO1ZFtYeTIcqc+p71yezs9DrlXcleRY0syuQB+7X1PU/h2rstJiTeTjLHgk8k/jXM2sSwvvJAHXmuo0AT3115VsmE6NIw4HH/AOv8q6oI46kr7HbWqyJbhYsbyMknoo9frXlHiKVZNdkxIZNjbdzc5xXoHjm9m8P+Dne0uHjmMqAyKeTnrXlviHw/rGh6PpOpXtxcrcX7SGWJoyPIxsKBjj7zBs47fUHGVSsouzNqOHlOPMmem6Sqy3FhMQFe6jHm7eNx9f0r1OysILWaOOMH5kyWJ5oop5j8S9CsAk3qa+0Bdo4HtTJAEhIHSiivJR7k/hYJ867j+XaiYAqFIBBNFFC3Cfws5/XbqSG8t0ULtDcAitTSpGfT/NbG45PTiiit5fw0edRf+1P5lbSrqS6urlpAuQSOBXkPiW9l0/x3qV1Bt8yO4bbuGRym0/oTRRWU9zsw3wfeeZeJZGjv7EL0GVwe4OOtbXgzSrbUL28ScNthGVCnHr1oorvh/uxy1/jR6dodlBH5BVABngdhW+LeKbUGuJV8yREyu7kD6CiisVsZGGs8k2tXiseqjkdcVoWoWJJpFUbooi65554HPr1ooqjJ7nI6xqFxbaVcyRkb5BhiR1HXFUvAyfbtStVmJwCW+XjJzRRQtzN7HReMZnn8U2OnEhbdACAo5p3jiFIfBzlQSRNFyT7miisu50Q+JHlnirxNLrEMFvJpthb+UEjjkt0dWVB/CAWIA5z06813XiO7mUNGHOCBk9z9TRRVYfdmuL6ELZOm2NsrFEYBmK9STnvW/odrDBKuxOf7x5P50UV2ROJiapdSvcx2u7COSSR14qe3jVIjtGDnG7PP50UU0S9iC/neBY0jwoc4J7irMdtFbaauxctKCzu3LE9OvpRRVPYy6nKNGsCXEiD5ueTXQ+DF+3WxediwGfkHAooqFsW9jzfxRrbaV4y1WI6dp97DLOGMd5BvCsg+UgggjqcjOD3BqjZPJr/iA3GoSNJLcOZZWHG4nrx0x7UUVy0/4p6NT+B8j06C0htrREiXCqoIrNFzIL2VM8L0oor0WeSVftk7alDCH2h+pHWtMW8canavO7BY8se/J60UUimZ16qnPHfFY9xDGq5CjqP50UVMgRn6bGt5MWm5AP3e1epeE7aKO2yqAUUVS+EmfxI4n4qTzSWNozyuQ5B25+UYPYV59ceItV1LT7bTLy9mnt7eR5UEkjMSz4zkk8428emT60UVw1/jPTwv8Nn/2Q==", "info": {"video_id": "68380", "label": "approaching dreidel with your camera", "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": "68380", "label": "approaching dreidel with your camera", "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": "f2435070f437465c5a76f40e44a5491688fb998910d6e4b83f99a9b9e89c931f"} +{"episode": 20105, "episode_seed": 2972677801, "split": "train", "timestamp": "2025-10-13T03:01:32.026587", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2972677801, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "104823", "label": "opening drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "104823", "label": "opening drawer", "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": "f11bc4350e006aff1424d2e13c191d3438190ad126d14d4fd2d31075d3d70f49"} +{"episode": 20106, "episode_seed": 1486183295, "split": "train", "timestamp": "2025-10-13T03:01:34.519034", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1486183295, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from a washbasin 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', [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": "68389", "label": "moving away from a washbasin with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "68389", "label": "moving away from a washbasin with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "68e0e863436c7f6cd1cdfe9b044ace5fb5dd6f2121ebf2bab6a8c7603c9e9bc9"} +{"episode": 20107, "episode_seed": 2398732229, "split": "train", "timestamp": "2025-10-13T03:01:36.047600", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2398732229, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'a can colliding with a ball and both are being deflected'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "46127", "label": "a can colliding with a ball and both are being deflected", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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Mo6lNJbTWMOHi3FRN0Drngge4qBYhGvXLU5l8ohSMUB+w6VpYU6sqluYkjToT1ParkcQKFW53cGq8Yye4Iq/Goz15xUtjgiusG0YVmbHrV62RnYLilSMDGQQfWrtvDkbsAc4x61EmbomiiHGOfYVdhgPYEeppbW2YkAKCM81ZCLGWAVnY9c8CsGWmPjgDD5MAH1HNPksVFupC857VZhaNiPkTd7dRV5YAygbDt9j0rPUHJI8HsBG7AhRjHf8AnWrbPzjqPasa1cDb16960knEXUjHeu+SOCLLdxdC2gZ5Hwu3gf0rzrVNSa9v/vYUE9a0/EOsF8xIcDPbvXKE5Oe9b0adtWZ1al9EdXY6zcaNZSW8loJZWZdspb5SCOvvXfasXtbXwbAqbz5bzyKBnOdo/wAa8r0i1n1XUbCzy7b5ljAycBc8/wBa9ykhtbvXtLsxChECSW6MXOQqnqPxrblSd0aUm3qzrdV2jQbAMAMt0H0rJtpQmCNypnp6VqauD/wjloxBRkcBgexwQf5Vz6TDeVGQ2On+Ncdb4zePwnS2vy72VhnGT/PNXjclgVABAHT+6KxNPdpcpGvQAbRS3Tulw4JZHAGQTjikpGTied/GudNmjBX/AOeowBn+5WF4ZVYNODgEFzzmrXxYka5utHH3iDL+XyVX05NtpGrPtGP4etddNe4jJfGzsvD6pcXw3chOcUzxRdSBlS3fazHB+lXvCmneXFJPyd3c1n+IkVL2PgE8nmom7I7IuyKNrbeVEp+UMTnitFJPMTDHAX7wxTdLtmvpREvQHkDtWlqB020ja1FuwnA++p6GuRwe5alchj+Zct/qwM8j8BTo23ASsME9RVYMF2A4zsGc9DSC4kZ/lKgA5APGDjpUAa8D7F27evXHb/69a9lckbAxBPYD0965iO4HmAk8AZIU9fXitG1uSrhumegAq1oZyVzeuLtolDjnkkjtivC9R1STUvJaVAJI12kj+L3r2F7neo3Njjn2rwwOCCc85rek73OSrHVEuSeKeoPfmokbJzVlPmq2JIdFGrOMqv41pQcDFUdyoMmmtqkUWMmpd2aKyNuJC7VaSOsex1aGckL2HJ9PetvR7qLUFe0YqtwhyjE/fFQ4M1Uky1CuGHHI5qxtDtyMU+CIqckcjrVj7OSNwHNYN6mtiBYMHIqprDSJ9lIOPvf0ret4WZcYrI8UxeStn7h/6U4fEjOppFnNSuS/qc05CCOnTvTVwWA6nsasogVQAOSa3ZhEmtuTgcZ9a0Yo/l6jdVKECIZbg5pZdZsrJQZpRuPVR1rJpvY6E0tzZt4zIMfr6VpxxDKjYAO+e9c5a+J7OaB/sQaW4J2RoRgbiOp9h1Nbuj6rFdg2V3Isd6pHzkbVfPQH09j0qHCRrFprQ14cE5JLY7AYAqZCrnlcE92FOhXk4Pscc1MIGZd2wFiRntWFyhiRsoDgqDnqq1owq5ALknHemxQs3DDGOntV0Q57n8KEZykkfOEB5GByBmnXlyY43A4zzUMbEE4OCaju3VomUc1321OK+hyt+5ebJNVQCSAKt3i/OarxKck46V1o53udB4ceZNZtzbIDJCrPz3wCa6Sz1nVr68fVYQRPbjYq9izNz+lcv4fmMF3NMvLiIqoz1JrutDZIEgUWsarMxlOXJPtVM3p3sekJqE2seEXeeHbKmHdR7HmsCKUuGYHaDwpxjP510+j3lowEIXKTIQR7dDmn2vhNIL1pjL5kKY8tCOn1965KlNyldHSpJLUt3dulh4ZuHtyTNHEXIHUkDNchaaneyWEb3e7zZMZH91c5AP0ra8S6x9k/0aIjdKhBbPTH+RXmtpPc6n4yuNNk1i5tUIk8ry03ZZULBfYcHk+nvTkub3UQ58quyp4/YPd6e7ypIVMvQ8j7vWs3S70TXCRhuB2rn9Y1C7ulgNxcPKMEqGPTOM1U067e3uVcZJBropq0Ujnc/eufSOhpjTV2dxXK+J7O4F2srZK9AFq14I1S5vLZRIhVB0967lre2kwJFB781lOPMdsWrHLeHLdtKs2uZ1+ZuTmsXUrw3t+ZUxy3etzxjqi2kIt4AAzd64qOcqFOeR04rnqdiuY0JZXWX5W4x0pBJIoLOM8jbn+dUHuQzqSMY6+tTxzr5ZyScnOPSs7Bc1LaQR/KzEtjLNnp+NXI5l+UqeAQMZ/WsWOUhsDjPGc1Q1/UZ7PSme2laNy6jKf401G7sQ5WVzqpLpVjIEuSQRwen+NeQqvzEZ711WrOYNCg1DTtav5lNybbNxEqLOQm5niHXapIU7vUe4HJoTu5rpp03G9zlqTUrWLSLjirMfHFV1NWE7U5IUSC+dliOK5yaVi+CTXVXEXmx4rnL22MUrccCnCwp3HaRqL6ZqkVyBvVW+ZG6MvQg+xFdNNcwCdZ7GQ+UCQvqBnIB9xXE5IbPSrFvdyRHcpyCfmWtJRUlYmE3GVz2nwldNrcs9s5XzQglQ+uOCP610IgaCR1deh5FeV+E9bbTtVtriI5GcMPY17pf2kT2sN1EcwyKGUn0P8A9escRQSjzo3o1258r2ZlRIu5SO/Fc148jO3TwmefMBP/AHzVWO+nl8b3Ol3GrXlpbNNsjaKWNFj6EklxjGM8dScVi6jfahJqc9pe3FzL9mleNEucb0wcc44zwM44rCFJq0ip1U/dKiBwjFUzIBx6Gr9sCNpcDdjOPeoF+7wCSfSrECkvg54HarkKKKGq3Lxw7UJHuK4+Z2kkLMc/Wu9v7ITbl/jrjtRs2t5G44zzWlJoiqncn8Oas+kaolwIo5U5SSKQZDqeCP8A69dbNeWUqw3enynyiuwxSY3x4Y/KfUc8HvXnLEqQQcGrlpdSJMs0P31YM6dmHQ1c4KW5NOo4SUke5+CriO6guYJJI4oYl3xseCGPUZ+g6flXShWjdAPmX1XofevJvBeoDUNZtolwFdx5qY/h717ZdvG8gKbRGg2AD2rLGUYRipRVjSlVm5NN3uVoQM7uMGrikADiuV8aXtzp3huS5srh4J/NjAdPQnkVyep3nirSNK0+7udXvVluS5eMgARY2lQTj7xDZx/9euWlRclcVWok7Hl+Tgiql1Kyxkg84oorqW4jFlJkf5quiCNdIlkA+YFRn8aKK3MepY8Pxq9ydwz2r0CCBPtQXkBFGMGiirZrT2Oo8Muwudu4kBiRn3xXZ29zL/pCZ43Y+lFFZvc1POdbYjXZsfwMMVwE+qXOmeKZ76AqZo5G2lxkfMhU/oxoorOPxsipscte8CNey5Aq1pMatOhYZ5oorpj8Jz9T2PwzO6LFCuAhA6Cun1K7ltwFjIA6dKKKykd0djgtduZZr87znGMVlZPmDn7x5oorlnuUOYnD+qtwakjci1V8DLHmiipEWWc+W30zVDXDnRJAeQJEooqo/EiZfCzH1rxI+uR28Uul6fbGBFjjktkdSiAHCAFyoHOTgcnms/8AiFFFdZxosrVkdBRRWci0Wto2isrUo1IJIooqI7ls5ydQrcUxeJQBRRXScxu+Hl/4qKGAE+WSOK+jUkZNPW2B/dxEqoPpRRSxH8FmtD40eWavqzad4m1VDZWV3HJcbil1FvAKjgg5BHXpnB7g1nG6mv8AUpLu5ffNOxkkbGMk0UVjH4EU/jZZLEKMe9WFJ88HPOBRRWUjaJfkGG+rVkavbROjsV5xmiis6e5U9jibtQs2AOKihZkcMpIYEEEdqKK7jke56n8MbGCXxP55XDNErEDoCXwcfXFerznM83GAGOAKKK5cW3yo2ofEznPHxP8AwiD8/wDLeL+decXGr315Yw2Vxcyywwu0i73ZiS2OuTzjHHpk+tFFGH+Ayr/Ef//Z", 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Mo6lNJbTWMOHi3FRN0Drngge4qBYhGvXLU5l8ohSMUB+w6VpYU6sqluYkjToT1ParkcQKFW53cGq8Yye4Iq/Goz15xUtjgiusG0YVmbHrV62RnYLilSMDGQQfWrtvDkbsAc4x61EmbomiiHGOfYVdhgPYEeppbW2YkAKCM81ZCLGWAVnY9c8CsGWmPjgDD5MAH1HNPksVFupC857VZhaNiPkTd7dRV5YAygbDt9j0rPUHJI8HsBG7AhRjHf8AnWrbPzjqPasa1cDb16960knEXUjHeu+SOCLLdxdC2gZ5Hwu3gf0rzrVNSa9v/vYUE9a0/EOsF8xIcDPbvXKE5Oe9b0adtWZ1al9EdXY6zcaNZSW8loJZWZdspb5SCOvvXfasXtbXwbAqbz5bzyKBnOdo/wAa8r0i1n1XUbCzy7b5ljAycBc8/wBa9ykhtbvXtLsxChECSW6MXOQqnqPxrblSd0aUm3qzrdV2jQbAMAMt0H0rJtpQmCNypnp6VqauD/wjloxBRkcBgexwQf5Vz6TDeVGQ2On+Ncdb4zePwnS2vy72VhnGT/PNXjclgVABAHT+6KxNPdpcpGvQAbRS3Tulw4JZHAGQTjikpGTied/GudNmjBX/AOeowBn+5WF4ZVYNODgEFzzmrXxYka5utHH3iDL+XyVX05NtpGrPtGP4etddNe4jJfGzsvD6pcXw3chOcUzxRdSBlS3fazHB+lXvCmneXFJPyd3c1n+IkVL2PgE8nmom7I7IuyKNrbeVEp+UMTnitFJPMTDHAX7wxTdLtmvpREvQHkDtWlqB020ja1FuwnA++p6GuRwe5alchj+Zct/qwM8j8BTo23ASsME9RVYMF2A4zsGc9DSC4kZ/lKgA5APGDjpUAa8D7F27evXHb/69a9lckbAxBPYD0965iO4HmAk8AZIU9fXitG1uSrhumegAq1oZyVzeuLtolDjnkkjtivC9R1STUvJaVAJI12kj+L3r2F7neo3Njjn2rwwOCCc85rek73OSrHVEuSeKeoPfmokbJzVlPmq2JIdFGrOMqv41pQcDFUdyoMmmtqkUWMmpd2aKyNuJC7VaSOsex1aGckL2HJ9PetvR7qLUFe0YqtwhyjE/fFQ4M1Uky1CuGHHI5qxtDtyMU+CIqckcjrVj7OSNwHNYN6mtiBYMHIqprDSJ9lIOPvf0ret4WZcYrI8UxeStn7h/6U4fEjOppFnNSuS/qc05CCOnTvTVwWA6nsasogVQAOSa3ZhEmtuTgcZ9a0Yo/l6jdVKECIZbg5pZdZsrJQZpRuPVR1rJpvY6E0tzZt4zIMfr6VpxxDKjYAO+e9c5a+J7OaB/sQaW4J2RoRgbiOp9h1Nbuj6rFdg2V3Isd6pHzkbVfPQH09j0qHCRrFprQ14cE5JLY7AYAqZCrnlcE92FOhXk4Pscc1MIGZd2wFiRntWFyhiRsoDgqDnqq1owq5ALknHemxQs3DDGOntV0Q57n8KEZykkfOEB5GByBmnXlyY43A4zzUMbEE4OCaju3VomUc1321OK+hyt+5ebJNVQCSAKt3i/OarxKck46V1o53udB4ceZNZtzbIDJCrPz3wCa6Sz1nVr68fVYQRPbjYq9izNz+lcv4fmMF3NMvLiIqoz1JrutDZIEgUWsarMxlOXJPtVM3p3sekJqE2seEXeeHbKmHdR7HmsCKUuGYHaDwpxjP510+j3lowEIXKTIQR7dDmn2vhNIL1pjL5kKY8tCOn1965KlNyldHSpJLUt3dulh4ZuHtyTNHEXIHUkDNchaaneyWEb3e7zZMZH91c5AP0ra8S6x9k/0aIjdKhBbPTH+RXmtpPc6n4yuNNk1i5tUIk8ry03ZZULBfYcHk+nvTkub3UQ58quyp4/YPd6e7ypIVMvQ8j7vWs3S70TXCRhuB2rn9Y1C7ulgNxcPKMEqGPTOM1U067e3uVcZJBropq0Ujnc/eufSOhpjTV2dxXK+J7O4F2srZK9AFq14I1S5vLZRIhVB0967lre2kwJFB781lOPMdsWrHLeHLdtKs2uZ1+ZuTmsXUrw3t+ZUxy3etzxjqi2kIt4AAzd64qOcqFOeR04rnqdiuY0JZXWX5W4x0pBJIoLOM8jbn+dUHuQzqSMY6+tTxzr5ZyScnOPSs7Bc1LaQR/KzEtjLNnp+NXI5l+UqeAQMZ/WsWOUhsDjPGc1Q1/UZ7PSme2laNy6jKf401G7sQ5WVzqpLpVjIEuSQRwen+NeQqvzEZ711WrOYNCg1DTtav5lNybbNxEqLOQm5niHXapIU7vUe4HJoTu5rpp03G9zlqTUrWLSLjirMfHFV1NWE7U5IUSC+dliOK5yaVi+CTXVXEXmx4rnL22MUrccCnCwp3HaRqL6ZqkVyBvVW+ZG6MvQg+xFdNNcwCdZ7GQ+UCQvqBnIB9xXE5IbPSrFvdyRHcpyCfmWtJRUlYmE3GVz2nwldNrcs9s5XzQglQ+uOCP610IgaCR1deh5FeV+E9bbTtVtriI5GcMPY17pf2kT2sN1EcwyKGUn0P8A9escRQSjzo3o1258r2ZlRIu5SO/Fc148jO3TwmefMBP/AHzVWO+nl8b3Ol3GrXlpbNNsjaKWNFj6EklxjGM8dScVi6jfahJqc9pe3FzL9mleNEucb0wcc44zwM44rCFJq0ip1U/dKiBwjFUzIBx6Gr9sCNpcDdjOPeoF+7wCSfSrECkvg54HarkKKKGq3Lxw7UJHuK4+Z2kkLMc/Wu9v7ITbl/jrjtRs2t5G44zzWlJoiqncn8Oas+kaolwIo5U5SSKQZDqeCP8A69dbNeWUqw3enynyiuwxSY3x4Y/KfUc8HvXnLEqQQcGrlpdSJMs0P31YM6dmHQ1c4KW5NOo4SUke5+CriO6guYJJI4oYl3xseCGPUZ+g6flXShWjdAPmX1XofevJvBeoDUNZtolwFdx5qY/h717ZdvG8gKbRGg2AD2rLGUYRipRVjSlVm5NN3uVoQM7uMGrikADiuV8aXtzp3huS5srh4J/NjAdPQnkVyep3nirSNK0+7udXvVluS5eMgARY2lQTj7xDZx/9euWlRclcVWok7Hl+Tgiql1Kyxkg84oorqW4jFlJkf5quiCNdIlkA+YFRn8aKK3MepY8Pxq9ydwz2r0CCBPtQXkBFGMGiirZrT2Oo8Muwudu4kBiRn3xXZ29zL/pCZ43Y+lFFZvc1POdbYjXZsfwMMVwE+qXOmeKZ76AqZo5G2lxkfMhU/oxoorOPxsipscte8CNey5Aq1pMatOhYZ5oorpj8Jz9T2PwzO6LFCuAhA6Cun1K7ltwFjIA6dKKKykd0djgtduZZr87znGMVlZPmDn7x5oorlnuUOYnD+qtwakjci1V8DLHmiipEWWc+W30zVDXDnRJAeQJEooqo/EiZfCzH1rxI+uR28Uul6fbGBFjjktkdSiAHCAFyoHOTgcnms/8AiFFFdZxosrVkdBRRWci0Wto2isrUo1IJIooqI7ls5ydQrcUxeJQBRRXScxu+Hl/4qKGAE+WSOK+jUkZNPW2B/dxEqoPpRRSxH8FmtD40eWavqzad4m1VDZWV3HJcbil1FvAKjgg5BHXpnB7g1nG6mv8AUpLu5ffNOxkkbGMk0UVjH4EU/jZZLEKMe9WFJ88HPOBRRWUjaJfkGG+rVkavbROjsV5xmiis6e5U9jibtQs2AOKihZkcMpIYEEEdqKK7jke56n8MbGCXxP55XDNErEDoCXwcfXFerznM83GAGOAKKK5cW3yo2ofEznPHxP8AwiD8/wDLeL+decXGr315Yw2Vxcyywwu0i73ZiS2OuTzjHHpk+tFFGH+Ayr/Ef//Z", "info": {"video_id": "46127", "label": "a can colliding with a ball and both are being deflected", "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": "fec683f63db7cb772fc1903f21560d932cac839b2b9abebb9cf1173781e4127c"} +{"episode": 20108, "episode_seed": 1736369332, "split": "train", "timestamp": "2025-10-13T03:01:36.578491", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1736369332, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen behind 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, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "131233", "label": "holding pen behind remote", "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": "131233", "label": "holding pen behind remote", "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": "e92b33b7a067a8c36dbe8febb7e4f9e836e869866217763e9259878d0437c994"} +{"episode": 20109, "episode_seed": 530832646, "split": "train", "timestamp": "2025-10-13T03:01:38.275360", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 530832646, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) handle of alamara'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "96828", "label": "touching (without moving) handle of alamara", "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": "96828", "label": "touching (without moving) handle of alamara", "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": "d5db0384ee1b418612bb0b9c832e196dd9b5cc53b7c007d72f14cd6b9fc3c52c"} +{"episode": 20110, "episode_seed": 1914964180, "split": "train", "timestamp": "2025-10-13T03:01:39.538087", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1914964180, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting pen roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "5055", "label": "letting pen roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "5055", "label": "letting pen roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "23c4a2be1fb426e0c40ec2240157e2ad6db67158738645ed2bf534cfb55e809e"} +{"episode": 20111, "episode_seed": 258961561, "split": "train", "timestamp": "2025-10-13T03:01:40.783700", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 258961561, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 onion'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "132713", "label": "taking onion", "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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eQKDsLdcVeYrPG8Tjg9vSqYt2dQJjsUjB2nk1oWslvbOVQbmJ47n86SpqMbIbm27sjubITwKtzNIUToFGPzqtHBCrl2jLydFZ+qj0FbLzSSxsPkXB9KzZkcy8su0dvenTgo7IKlSUt2RSklCNpOO1YmoG5LAomVHrWpNMw3bjjB6AVkz3JdnBY/QL1rY5zW8E6JFrHiOK9nQFrRSFzzgt/wDs17OMIvoAK8s+E0cn9pa2zuWQeUUB7fezXqTnCE0kV2RyWq37vfeem7ZASGUjqO9cJP4ht01ee3tYJJYWP7ryRuZj3wvp716KkCzGeRhw7kc1QsNC03S7Z3treNHZiXfqWPuT2oqUlNWZ6UXZJRKOmWssjwy3kflxnBEbnJ/H/CsTxPFay+Irl7dVCYXccZ5xzxWvqWrSXkgstIieeZWw0qLlE/HpmuLdbmO7miMTySBiHy2MEep780KEYRtFGeJmmkiey/4lWoefGSIpvvEfwt/gRUx8RXsVxcLAsghcYaQLnd7e45qa3tyIw0sgHHTsKiuwpOBMcDkYrjlh4SlzMhYmUYcpRgjm25njSNiSSAc1DcIm5i9Th1ZSd/yjoSap3TQurEscHjnvXbHY4mZ0skcjZCjhgOTXuUsDefHIrjeF4yODxXgF3Jb2UiyfNsLAdPWvoa8PltC/QZANPpqb4d6sRYhcwGCbaQyEEjoR1rD0goIJpVbd5LlR/tDsa6CxwLrB6bsVUt9IdLq4REC20gBBHVSD0rlxNN1IrlWp18/LdXM+e7LfMc+Y4x/9am2D3FrOb58qCPL5H3f881o6foyR6xOZHdxwyKx4QegrN8Yaq+j2bW9nbvcXtwfLggQZLse/sB1J7U6OHUJcz3KVRL3TzHxVMNW8Q31w5G13C5PcAY/pWfpWonSrK4tXkxsHy/7S9q6HWfBOqaRoNtqVzLG8srgSopyELZPXvWF5Coo3yruPYjNVXpqejOWFRwk2U7rXp9S06O0+zkKGyFC/N7tmoDGPLPAGadKzJIX8wenAxTHcBfmfGRTpU4wVomNWbnK7KkwRB97k8VzWuack4jaH/j4MgQL/AHgf8OPzrevI0c/605HpUegLDe+L9ItmYOVmLMPTaM1sZJXZ774Ts10rw1a2qj5YYlT8hXJ3rOnjMzSfKtxFgfVW/wADXoUcax6VjG0bevrXAayA8ENyquJrO4O9e5jbgn+X5VhiIuVJo9Sg1GSPR/D95GumHJA25Iz3qnrlyJIOfvNxntXM2OsCC1YAggE4P+fpTNU1kGKJS4wEJbHc9a8tylKCj2NJU4qo5LqeaeJGRdal8oDyo9qY+grOUm53KF3qfbiuh8WaG+mSW94Myi8UyL/skdRWCs8gHzkJkcgcmvVhDlgkzgrJqo7kF1aABXdZHcDCkt0pIgkYwkYQ9TipTNG4PysSpJzmq0jokZ2kg9TzVRVjGbb3EuDIA2xeT71mNI+0h15HXmrE1x2U8d+ayr07nDh2GByAetWQa2kWTNI0kkKrt+6W966aERxoHIUEdxXEi8u7W8+ySPJ5isBwRtPvVxLm6kIUtOyEHIUHn8qx5kacrZ32hafCUMsiEo2DjOM/WulnltYo0dZMbQBgHlf8815fZQ6gRvxcHjgMSMfrWl5GoTOHeIrx224/HNDqx7lKnI7+SS3mUb7tQP8AeApFvbSLKJcQqB7iuMjt72RQmGz7Faq+ReNMxaTKjgEt1+go9tForkZ3Y1SEOXM28E5AQE1DdarDbxCRm2Ix6sDmuTFteSY3z4HbMh4/KmPpEzj95KrZH+0cVHtkthunc1b3XbdHbaxOeuBWNceIIm+6p575A/rVK50hQTmUk+yZNZuj6HFqnihtMub+a2XZIYikQYs6oWC+w4PJ9PenGpzPQiUEj2b4K3y3suulQRt8kckHrvr1DULhbezkctjCk14j+zrcMw8SO5LZ+zH/ANGV6XrV79onS25+c/N9BXTDa4oRuzRslzbKp+994/jVa5t97yQv/qSckeufX2p1tMyiKTsx2muY8YeMrbQbaQZ3XMjAIg9u59qu6tdnanyu5sX2q2miFVQIGUfJGo6/QV5/c3F1PePMIwvmMWYt0yTnpXFXHie/vbo3E0rOckhiQCKe/iK9VM+Y23HOCPz4FZOqnoc9Scp9DshMEjJdmf5T1p7XRkhzsUYwMVwSeI7twcysVzyFIGfqcU069MDuC5z0zIaz5433M+VtHXXVwnlEArxyMdqybq6Djh8d8dq5q41a+kd2V9quPuKTgViaheXgizuce4zzT9om9CXTZ1l5Okq7XO8ZFfR+pYNsfUAV8ra3plhbeHrXVtN1S+nDXf2XN1CI1uCF3O8Qzu2qcKd3qPcD6lvmzD9VH8q1jsy6O5JYEOhc9ttaa4VQuOcnOKydOObcnscD8q0lfFzgnh+PxoWxpNXILtjY3SXGCyuDHgevasz7JuWe9nAe4DAZ/uj0FdDPGJPLz0Vwa4bxn4vt/ClrLvXzJZsrFFn7x/woWzZdKd15lD4la/FJo1tpsTESSOHkx2Uf/Xry83IiC4Uk56muY1LXr66uZLieVmMjE5BOPoKpf2pNj5iWz/eJrOU0zGSu9EdfNcKQC23GM596zri5UPkHGRXPNqc+1kAQbuCQDmqMt3cEAFycdzmjnRm4M35J/mJLda0fAsCzeO7aYDmOJ2J/IVzvhO00/WvEkWnavd3FtDOdqzJNHGsZ7ljJxjGeOpOB3rqvh3YvY+PdWtXjnj+ys0Oy4AEi4cjDYJGeOcEincUVqfQyR7rJSRnFcrfxKusIrKGST5Sp6NnIwf0rsbMg6aPSuT1nH9p2x/2/6ZraS906abOasrW4A8oIWkVypTHAq7/ZCxadJe3LmR2ztiXn2/E+1dTZ2cPnSyqg3yffOeo7Vny2xgklaQ5iikVlX0z1rkhQUddzqSvqzyrxvrGsy2NiZ7B7e1iZkjmLcOfTj2rhW1ectnzP1r0T4heKLBdPi0Byshgl80snzDocdO/PSvMzc2W/LfxdTsOa0m2noclZqU73uStqjg52n/vs1BLqczMxGFVh90Gni90vpxj/AK5mo5LzTcfJgn/rmai8jK0So97MerfrULzySELkndxjNTTTWrofLK7sjACVu+IfBt74b0HRdSvBKs96ZPNhMRAt8BCgY/3mDZx26dQcWrkOxFrBI1CCUcPtJz9DxW9BcSpHkOefeiiuSeyN47EkmpXEUe4EEgd81Xi8SXxkCbYcZ/un/GiiiCTCTZdvfEN9BbKY/KG4gH5O2apSazemFZN6hkztwgoordRXYi7Kk+v6r8xF7IMOVGABgZ+lZGqa5qwl2jUroA5BAkI/lRRVRiuwpN2I7bULyZD5l1M3yE5MhqOx1i70jVV1K2ZWuIt20yDcPmUqcj6MaKKpLUjoeu/s9uVj8R49Lf8AlJXohkaTXSGPCqMfiaKK1Xwm9I2JSUsJCvBUgivEdana91i6luFSR97YLLnAB6UUVjX+EtldIoiyjyoxu64UU66iijt02xrmRsE47UUVydRdClAiM7KUXah4AUVfiRd+AAB1wAKKKGIgulEca7cjNYerxg6e8hLE7hwTx1ooohuTLYzvEXip9fjtIJdJ0y1NuEjiktUkUpGvRAC5UDnJwOTzX1TeO2xFzwQP5UUV3x2YqW5Z07/jzP1q+/MGe+M5oooRtLckup3SJSD1jz+NfOPivULnVPEt7JdSFzHKY0HZVB6AUUVNb4UZx+E5q7AMjDAAReMCooEV4g7AFiOTiiiuZiRMYlZRkdTVGZf3hUcfSiikDKcGttok9xF/Z2nX8Uzq5jvoPMCsmcEEEEdTkZwe4Ndh8ML+51fxPq+oXsplurhlkkfGMsSc8DoPaiiumPwoyW59C2jsunNg9FzXK6wc3tsT/f8A6Giiuh/CaU9zVspGSW3x/GgBz9M1g+NdSuNO0LVLqDb5iQFhuGRkZxRRUR2Z1y+E+XyzSyM7sWdjksTyTSGVxxuOPfmiipPOGp+8cZA5444qM9aKKADocitm98T6vqmk22mXt9NPbW0ryoJJGYlmCjkk8428emT60UUMR//Z", 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", "info": {"video_id": "132713", "label": "taking onion", "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": "6f5219dfe018f4b34449e8227389b8070a2f985803a822e40f5eaa706fe28102"} +{"episode": 20112, "episode_seed": 3146767515, "split": "train", "timestamp": "2025-10-13T03:01:42.465497", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3146767515, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 alarm clock up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "170369", "label": "lifting alarm clock up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "170369", "label": "lifting alarm clock up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d01bfe19f872ccc775217a6f82efc579b05f180e71fee627f6668f0c711757fd"} +{"episode": 20113, "episode_seed": 1604213325, "split": "train", "timestamp": "2025-10-13T03:01:43.677019", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1604213325, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a set of pencil colours'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "50030", "label": "taking a set of pencil colours", "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": "50030", "label": "taking a set of pencil colours", "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": "740442e868e157a88108966461b3450c7a58b40ac4691a3941d6a74daf5c4a5d"} +{"episode": 20114, "episode_seed": 1364182796, "split": "train", "timestamp": "2025-10-13T03:01:45.789509", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1364182796, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 vinager recipient so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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JcQyLIGKpcuRtZBx8vr1rrrG18mSZ/MZt7dwAPwrDE1ISVkrHVhadVTcpO4y6ti2GQHGMEism509huJAx0ORniupZVMe3HBFVplATcB8w56ZrhtY9HnujhLrwwl5IJGs0JXAVmBz9PpXpxLtguck9TnFci9zIz4kfYM8c11rsCgwQPTiuik29zgxSSsRTJvR8nDHgY5rCubdF3ZBHpjqfqK2GZlVkfg84x1zWdcbslsKQvUE9e1dEWcjMW9gh8lnkiVhjgbep/rVWz8PafFcwP9kj86I7twGME/5NaUzF5oYliyFO8kdwP/r1ajIM6RlTtkKjIJ71dybHAWkN28lpcSRwvE00e1wE+Qbu3GQeMZHqa2vEnha11vUVunmmicxhAI2IXAJ5x2NQ6d9qs72CGS0Z4UDAoZAPJwdqkjqfXjiunujJJKphCoka/MxON3rg9+orR1Iz1jGwOnOm7SlzLucK3w6B8wpq11HsXdzg5rPT4fzy5zqrllYjmFSMdsn8a9G3xNIRI/zqo+62QPTHY1RjlVLiUEqqsqkdc56HP5CpsBxn/CtZXI8rVd+VzkwjHNdf4I8LTeHGvxJdifzthwE27duc5/Or6SGa2LOcKOGc8nHce9X9N2g3BUgAnnAyRUz2GmXCu4KBtG73rPv7cMSw+b+7u6VblaQSK68pnqenNVbh8jIJIOMA4/Ws0Mx54ImZlwHHAAcdKwbzw9pt9cqHtoyFG52C49gP5n8K6VmWNh5iMGQEEbu9VbXy5Y5ZOT5jZzjkjoOPz/OtCTltT0LT9J0GaHbP5N1MFYKwDYxnAJBwOB+Bp/gjS7K0ubnyZncBQ6rKAdjEFeo4OR+VbevMFt7KZSDGtzyuMFm2cAfnT/DkNvJObyMQkSgL5alRjaerY9ea1U4cvLd3/AThUVm1o+vX+rnKaD4dv7PxNFNNDCIizcxnpnpUvjzw/KbgXcVo0/8AfEWN31x3rr4ZozMwUgHce+OcZHFaxXzrJJGALEc964q14SUkd+GaqQdOR89vp8yE7rW6Ujs0JqBoNpO8MuP7ykf0r3WeNUbco2t3B5Bqqq2xJ823DvyecVcKsZEVcPOCutTrX1GNVxPHLGSu354io/MDrUC6jazcG5jJPH3hnP480r3ssmHlYli/OOCOeg9QKJbaOUuJIUbB5JUHH40HOVrlUZycEEDIKisyxTzJJ53C4ZtqueAAMj9efzp2q21rBEXhj2t9zajFefw4PNQrA0arHDdSJgDAzleP6VohExR2kRQXBxjfv6HtxmrjQC4lWWUgKUxIqvjOQRnnO0+uMVmMl9HhBJDIQ2MFOcYyOhoF/eRQmKS0VuAQ4kO4DPUZ9TVIkuxJcwyyeXll4HlO+cAe55rUtdQhkUndtK8FfQ1grrawQOJLeYTMw3OyZGPUYqm1/aTgM1wY2PGVOGUD1zweayqUVJ3R00cQ4Llex1zX8IwXYA9RzVG+dbiEtEylh15rkrywkld2W+k2/N5eQMnHTJ6VhaTcXl/4lk00a7dWsRR2iCrv3ME3BfboeT6e9ZfV5G7xUEel6JcQ28ky3DKGJXbubGcZ/wDrVsefG21kdXwOSuCM+oNed/DXW7y6TU/tzm4ciHZ5vKrndk12j29nN5gNvGDgHG3af0q4x5VZnLUkpyckWpyGTOexH+ePesO/keC3LIwZjwgzyD0H86umwRXZoZ54iR2lJBP0ORWPPHOb1YDcb/Ly+HQY46Zx9a0RmaFu89vawCOWQIoC5YD5cDnr6dfxpLaaWaQiV5ZFb5d235lIPBwevvVN5r4Zfy4ZUUAEj5ePfrnrTf7RlgmO+2mChuQCHz+oNUhE6WL20IlXbHKpYBViyrZxyc5x3oS+n08RAxNtI+fLZyfb0+lMfWrbhVaSNWQK/nLjB71NPqNmVWKCVJFUAZByGPbiiUFJalxqSg7ojvfFX2dT8pEnZWBBqha+KLuaUl7eTaOScYwKvxm3VJVkOSucx92OQMe2OTXJ+K5pbKyE9q7o7uEyp6c5Az+BrNYeJs8XLsdMdZgnP3ijZ6NxXeb0kUENuxkgkg8/hXhups0OhxX+n6zfTo9yLf8A0iJUWchdzPFjnCkhTu9R7geyOtlKu5baNQoGGAxnpk8dKXs+QznV9pa5YbaRtwoODyfX1rNul+clSOn8WOR1xUsunwktsedOcjZKwqjqUUttCZReSMAMYZVY59OmapGZVsZJXup3Quo4jUDHIXOf1JP4VK11dtJGomJIG4Ls+QEe4H0NV1iuoIRFHJETwSrpyT1OT60x5b6IgNbpuBIJVyP0x71aEXpbBbqdnxJGjqCPlUupznAPp9RUYE6LLK0C3GSCCw+YAew/z7VANVlSHY9lKJAQQ4IP5innXLeK22NHMszH52eMjH0NUhD0ljkIMcBjk3hk3ENz24xx+NULyVXlhAZEB3jAHGSM9T7r+tWINUsWmQySBlcDIBwcZ4HPQ8VW1KZXjM52B0Kvx0xn+fNADY3TnH7xNuSrRgHA9x1Na2iSqyXA5D8KUXofc/h/KuBgv5LnxvNpt1rV7aW5mMUTxTRxrHwMlt/GMDp1JwK2PCDSyanrdlqj3UrW8qpF55CtEAWBzt4yfl6VMnoUkds4jU7MKwAwoHP1/pVG6T5GCjAPQc9DUUltIwUxXU68kYchxj3zUDR6hHbtloZgOASCh/qKzQFHUJDGhXG2aT5V69T3/AA1cMsUalPscbZQqFVyF47H26Gs2WWSa8Blt2KxD7isH5P9MA/nUj6hbSN5Tt5Y5UCUbePQn8+a0QmTyJBe2sv7jY0L+cq5ywOCMr6/SqlpZw6Vbs0cBWCSPO+OPartk9RwfXoKt2c1u21ECNgEKd2R6D8frVmcI0pg8sGRX2hF5BH4U0gu7WKd3ILaJCHj2FcK0aZC55GW7YP6VpabMr2RjJY7Tjc3eo5THFIbZ9uGwQw5Ge9aEVuqxgKqge1cdacn7rR6WHpwilNMzL6NTGSBXP3G9OcnjoR1rZ8ZSTaf4cea2laKTzUG5euCeRXFa7Z6/o+jadd3V/dCW7MnmRFcCEDaVBOPvENnH/16iFOTV0aVK0YvlZ6PIRGW2KqlZcKQORnqR71OP3dguOSxbk9aKK6TyzPveLywgGBGX3kepCE1FboplHyj5XUD8aKKuIMS7AsrSQwgArK2D378ZqvcoDaQSHO44X8NoOKKKtElaSQ+SowOpUHHIFUpebYyf3VJC9uoHSiiqAzWIjtJyqjcoBDd+eK5GS+n0rxHNfWzDzoZnVN4yMFSvI+hNFFJCZ13wpTzP7XjLNhBDgjr/F/hXokzG3lREJxMRuJJ6Z6fSiispblLYnuRuliiJO1+v4VjSRIb27YKAQ6qMdht/wDr0UUkMCu2GTaSv7wLkHHBByKkcKl4Ygo2qS3PJPy0UVoiTKQkEdwAeD6Z6Ul7YWwlkXyl+UMQSBnjH+NFFUIyn/dr5kRMbbh9wkD16fhWP4zZodNZN5dRcgAN7fT60UUwOf1PxTLrUdvFJpmnWxgVY4ntkdSqDogBcqBzk8cnmvoUwqIWbLHC7sZ9B0+lFFRMIj7SRpbeSVj8xNZuoBd1kjKGEsoZi3U4yaKKzRQlvbo8kec43gY/KqkoFvZl4wN/nOm48kjH/wBeiitEIju0BhhlJOXG0jPGABioJnJjUYGdp5xzRRTQFWeMPbM5znAAHYZyazJ1UQKgUDDYyBgkUUVQjjrnU/sGs3iPY2V7HcOJHS7i3gMoyCDkEdTkZwe4NdB4F1G6v7/WLu6k82eUiV3IxluT0HGPaiis57FR6nc2jb44QVX5yXJx+n0qS4dkl2odo7478UUVmhmBaE7JT3dzk9+Dj+gq3tQw5KKSrD8c560UVohMoT2Ft9nMnljKpuHbndjtVd0e03SQTzI0ZBX5s9veiirRJSg1a6kvtsjKwJJPGM8Z7fSuw0S7lmtkZyCSKKK5sR0OzCPcz/Hbk+GZB6Tx/wAzXnN1rN/fWMNhdXUssEDtIoeRmJLY65POMcemT60UVNL4S6/xn//Z", 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", "info": {"video_id": "62902", "label": "poking vinager recipient so lightly that it doesn't or almost doesn't move", "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": "62902", "label": "poking vinager recipient so lightly that it doesn't or almost doesn't move", "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": "5761ec8809f18b0fac68cac18a80a643df3babc8a9362e09ba4d11b41b8d731c"} +{"episode": 20115, "episode_seed": 1000628498, "split": "train", "timestamp": "2025-10-13T03:01:47.145025", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1000628498, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 filter basket onto egg carton'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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"image_prev": 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"info": {"video_id": "116960", "label": "dropping filter basket onto egg carton", "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": "116960", "label": "dropping filter basket onto egg carton", "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": "0ff5b97c3bcd94061d930515a34b0b5ad1957f600c712aff2030cf57df78bbce"} +{"episode": 20116, "episode_seed": 577210672, "split": "train", "timestamp": "2025-10-13T03:01:49.623976", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 577210672, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of roor nodule to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "123674", "label": "showing a photo of roor nodule to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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JPIXb5jb25zk+tZXiW4eCCJ4lDN0wRnqaciJbHl/hVv8Aio7T6t/6Ca9PDV5d4U/5GG2/4F/I16cnNI3rr3kVdShmvL2ztMEWrHzZmA67SMLn3OKbNbi6nlu3TJlZIIg39wNuJA9yCfoBWqgGd/crt/CkMee+OOMduMUmrmNzn7pp7nV5Z1EMkKoIbbcM/vDnLenAB/Cq0tzNBDpt2sWFiRUZcnu2CR9AD+dXr1Z2vkhIMUSzBxIpA/drGQfzJI/Cqmb25ntnwqwvEZIQFPyYxjPvgfrWcy4s09Plng1m4spp4zbsm+1QDqM5J/Wp9Ohnju0Zj8jNPvyOeSGX+tRvZ7pobmH5WiC7Wx2Ixj6dOK2161pFaCbJlqYdBUKipBWgkzzv4nZE+nNjjEg/VazvAZ/068/65L/OrnxLLtc2JJGweYFH5ZP+fSqPgM4vbw/9M1/nUvc6l/CO/VuaqrZGO4vbiNv39w4VXZclFAx+Pc/lVhSNwPvVjqKRxtmdJC8LHyQNywiGMk465JP6VjwWMUMlrDFKV+yFJOXPy7gzMT9eldNJEJoHjJIDqVyOoz6Vz4sit7FbfvGjmfLO/eKIYCfyqWhpkNpbJJNfQl2lt7iLaQTzkbju/PI/KtLSoTcaRFassSSWkoAReRhTlT71XsIrfTmG7ABuHgDEcjcflH58Vu21skDFgMEqFx6Y60oLQqT6E9nbpbQeUgIAZiAfck/1q4lRKeBUiitkhBOQIHLHC7TmvDNMfGrWmOvnp/6EK9sv4/Mtwm0OCeQTgHAyBXiGmcavan/psn/oVTI6KOzPYg2Diqmo2817LZ26/wDHt5he47ZAGQPzqcHKip1ORSOW5nzW2+eS6KDzJnSNCeSEU7unbkE1l3KTS6le3HnbFmXyIlK8ooUsWHuR/OukKhjhs49qwNUgMF2bmcq8UbGZRjGCV2KPp/jUyWhUXqRSmeDVbGabAXy1SZF7IFOf1P5Cr2lvKTqGmSSPIyElHbhdp4wPpVEWVzb3heeRnfyBM4Y9CD8w+nP6VuQ2iPeJco2F5IIPBBA6fWlHcpsm0y0e13Bs4aOPAPbaMf0rSWmLTxntWyRJKDXmPj+Lyp7PD7lZpOf++a9Jl3LCxBAOOprzf4gq0UOlod42tMAHHOPl/OkzSl8aNvwu2fDlmfZv/QjWvcT+RaTTbS3loX2jvgZrE8L/APIu2X+6f/QjW6oDZDdDxUkVPiZkw2kk2nRWs7OJb2Xz5yowVBIYj27D86hnzDp8FpZKE+0XDMwDbdsZYk4x7eldC4L5Pc1l6mhtkWSGBpQMliGAKAKQMfif50rEpmVmSSyuhHbrHErxyRhTyIwMjPvgf+PVYt9Qnhm026UpFa3WI7hWySHHGPr0qtLLdRacIYm80Qxwi5cj5mYgDA/DrWlHY+fZiJ9vmqxBx0yBwcdjwKzWkjRsuNBM2rSSBiAkkRAP90Ahv/QhW0OKqwBvJjLnL7Rk461aFbpGdyVTWdqtuZxHtIzuxj+8e2KvqM1TmVmv42LYUKQAB9OabQ7HkPhT/kYbf6N/6Ca9MjzivPPDyJH4otkR1fZGQWXOCdnJFeiLWZtW3LMfSn96jiNS0znM/WbdJrC5Z08wmEoig4O48Dn6mqs9xJ5mkExANKQroTwoK8jPetaaLzTFkZCuHIz1xnH64rKWHzdS8tyBbwAiEY5yuMnPrk/pUTQ0W9FZZNOUpP58YkkCP6qGOPy6fhWqtZukQyxWztLtG9yyoq7doz/+qtEVogJ1/pUqnIxmoFJ/SuNF7f3njS80z+2bq0hBk8lY1DZKpuC+w4PJqikVviPb72sgm3K+Y2cdQQD/AEP51l+CYzHfXyMfmVAp9MhjVKbXL27jDXdx9pbKACZA4VTkE9vWrvgp3fVNQLYyR82B33Goe50f8uzuYxg/jVlelVl6irKHig5GOHSs66jL6nbyZIitjlsHgFgw59sY/OtKoLmHdbyqg+aXCk+x4/lSlsCMAExPPcx+W0E93G5dzwVB5x79MV1KjBxnisu1s45IRAyqVhnJXjjIOR/OtVR0HpRDYbJENTKahAxWP4svLmw0B57SZ4pRIgDIecE8itExo3bsM1nKI/8AWFDt6dfxrwrTlYata7gR/pC9R/tCu21XUbyDQ47+w1/UZQ05twZ41RZiEyzxgc7VJwc+o+g5Xz4ptU07yRJs80Hc+Mn5gOMf7v61MjopbM9PQHd7VYj6VXQnABqeM/zqUczJcc1R1dC+nTRpgSyjYrFc475/Sr9G0MVJxlTkZGR6U2JGHdtK2p20gO+M27iRB/GSpwD6ZNamlLt0y1GwptiUbCfu47VSt7cx3s52n99GWXJ4HOMY+mK0rG1Wzs4rdPuooHXrSiVctqalU1CKkU8VogLAwwwcYPrXlvxCmu5ZdPW4jRUUyhHUEZ5A59+hz71tJqdxceN7jTLnV7y0tmm2RtFLGix9CSS4xjGeOpNcnrV9e3F3f2upzzlrN3jhS6xvGTjnHGeBnHHpRLY1pL3kdV4XJPh2z9lP/oRreTOR9awvCp/4py0+jf8AoRrdU8is0Z1PiZYprxrKm0jqR/OnA8Uo6GqMznwXXTtY8uELGZWkiwfvAgHP6VZ0qRZNRmk8wmZ7aFpUA+UMRnINGoQtFFBFGSkYUGUjncqkYz+Z/KrVtaMmpSy7iIgu1UxgZyST/KoS1LuaYqVTUQp69a0ETpVC/wBTTTZQPIaQOCTtYDGPY1Q8WXtzYaA89rM8MolRd6dcE81y/iCXxDoWkaZfXt/eeddeZvjMYxAAFKhjjqQ2cf4GqLRh+HufFcRPUxAn8YxXoa9RRRWRpW3LMfephRRTOcVeDVGRFTUbRFAwS+T36E0UUpDRogY4FP7UUVQDl6V5jq9/NpnjO9vLfb5sczbdwyOV2nj6E0UVSKRR0eyjuLwkvIhjQBSjY7/rVzwMNuo3w9FHX/eNFFRLc6P+XZ3aVYTpRRSRysWnYzxk8+lFFN7CK2nosaSIqgfvXJPqd1aCUUUR2GPrn/G/HhmT/rtH/M0UVRSOK1bX21eGGOTTrGAwoqRvbq6lUHRQCxAHOenXmspGB1nTAEVQTG5C+rMCaKKUjensz1Mfe/Gp4/60UVKOZk4ooopiKoXOrliTxBgDPH3qvjpRRSiMkpRRRVjPNNY1Y6b4l1VDZWV3HLPuKXUO8BlHBBBBHXkZwe4NYF/eT39xe3dzJvnmXzJGx1JYflRRQ9jan8SO48K/8i7afRv/AEI1vL2ooqDOp8TLC/dpwoopmZR1mQw6XcOoG4qq5PoWA/rWkveiipW4yVaUUUVoMwPG3/Isyf8AXaP+def3usX1/p8Nhd3Ek8EDs6iR2YktjOcnnGOPTJ9aKKZSP//Z", 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", 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", "info": {"video_id": "123674", "label": "showing a photo of roor nodule to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bdd040899c252072241fe99bf73b0fee360af8a9b816636486d01bf3e1a6b8ec"} +{"episode": 20117, "episode_seed": 951403250, "split": "train", "timestamp": "2025-10-13T03:01:53.535822", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 951403250, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting ashtray with phonecell on it slightly so it doesn't fall 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, 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": "101863", "label": "tilting ashtray with phonecell on it slightly so it doesn't fall down", "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": "101863", "label": "tilting ashtray with phonecell on it slightly so it doesn't fall down", "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": "5607ee8cbd9c3e02682da449207bbc1186c92c876b09a533e71e5062300b43f9"} +{"episode": 20118, "episode_seed": 3503409227, "split": "train", "timestamp": "2025-10-13T03:01:54.876491", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3503409227, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hair combs until it breaks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62734", "label": "bending hair combs until it breaks", "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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ztorSySKJAiL0AGMVTlfRE2OT8USrFq9ox4OdtaVlcgJtYY3cVm+LbY3SpMOJYX3L7j0pkc7pYR3BXPHNOcHFJ9xwle6M7xnYeZa+cEyy8ZrH8FEodQfoFjDfjgj+tdlcvFrOl4t2G/H3W4rhmW40DStYE8ZieYxxxnsck5we/FPDO1VP1/IjEK9Nr+tymNVEN6zRnKtlWHr71Pb3/wDpUUyn51b8xXLLKCWY9qs20zF4XwR8/wCY6Gia1uXFnsllNJc2KrnOME15lrujW93rt8wkaOTzmIK/3vWvQ/Ct4ktuUOMlcc1w+sE23iC/Un/lqWH4806FnL3hVm+XQ0PBXiFrG5On6oGRy4VJW+63410fijwYur6npuqRuriGeMTRn+KHdkn8D+hrglkSUMHGQQcg1seHfF95AF0y4DyuT5cT9dw7Zqp0uX3kKFTmXKz1duVJI7Vga5YLPbNKAA6Atk9xW7HvFvGsuPM2jdj1xzSyRKVOQCMYwa5pFpHhZvI47G73IN73Cyo+OQBlSM+hDA/hXWaDcGfTc5yUwKdrWk6XZ+LLa2W3VIJ7d2cdVUk7QQO1ZXh9JrC6utPkfe0T7CR3x3/GtlTfslMSl77iedBuetdLoMc1yj3RP71cKnbOPWuWU8gDrXe6TD9msYo+4UE/WlJiHacupW9xLNa2chTfwG469Rz2rZPh+61a4FzfOlvIgOwxHc3Tv7Vo2C77eMnmtWEYAFZXbKuY+k+G76O8jubu5iKxH5UjyS359K7K0tirqSO9Vo8Lg+nWta1dWlVaajd6ibZeWEsoUDOTVu7sfs0QK8gAk+taGlWaTMC3arGsWh+yTOnQADH+frW9kZ3ZwF7MsaO7Hgc8Vnw3M2C8jblb9KfftvuGiRgdhw3se36VXUsuPp1NdWFwsJU25rc87GYqcKqjDoec/ErUkudRt4FtXjaEMpmJ4lHHAHsc/nXEwhnlVV+8SMV2/wATcmXTGJ/hkAH4j/Gua8N2v2rV4sj5Y/nP4Vz1YeyfL2O+jP2kFPua17aSWQVJGJKgMj+o7irYuxNppG754yp+ozzWpdQpeloJRlWP5e9YWr6e2lXBhRmMUkeUZup9f1rnvc3TNxr+OfR33H95GyOPwPNOmn86FznhlrmpFnjEkLAiQrtK+hrbMc9tILCRCbrIjCKM5b2qbFJmXbapCrsZeTjAPpWp4e1CN9as4OFVpevpXSxfB+yup1dNUuI0J+ddoY++DXS6d8DbG1vI76PV7tUjBPllVJJx69q7oVLNNnJKGmhIZrCJB511CrEZ253N+IFedeKpdPl1mB7OYOdxRsDHSvYdasI7ARwxxKgRAOBz+deceIreI6fcXEcCK24HcFAPWt3WdVSilpYyaVFxberdiHXYWl8GBlPKsvSsO3uDHXUQPHN4UmV/m+TIFcFDc5OM15yO86OG/dDuJpsviBwTk8CsSW6IXANZ0tyWfHpU21Hc73SdTM6cjvXRQkS9s4Ga4HRbgJGq55JzXa2MuVX3IzUOOonqatnB+9XitqbbBbbmOB0yelQWkalk961JtJbVrCe0Q4Z0IDelbUorqZyZx2ssv2GaZ1zGPlLelVNPCXWk7EPuDXdWvhx7HRfsl9Gs37krIW53jpzXnlvp0+hXUtsrl7Z2PlEnlV9PwrprtVGowMqf7tOUizpsUcLsoHHTI6GuP+KEoRNMiV/vGRiv02gH+ddnEdqbcEfWvPviXGi3FhMM73Dqc9MDbj+Zp1sJ7O04v1OfD432s3CS9DigxICjkk128OimfRFhiA8+Jd6e7dx+Ncpolt9q1KPI+VPmNekaawyU7muOcjvSMXTdUms33KSPUehrC1nUHudcnkPWQKf0x/Suk1XSr86k5tbR5UmO4MuMKe+fSoYvAOoagZXuZ4YJEQ+TtbdubsD6CiErO45K6OZWYkkgmuk8K6VFfyyT3GCqAhQ3QmuWmiudOvJLS9heKVThkYfqPUe9dNBKbPSQwyNse7juTXoYe0nd9DkqXS0PW/DMranp4x832djCWHcDGD+VaN0NiY9T/Wq3wk02W38Bx3cqndcSSSknqef/AK1XNaHkyhVGMDmuStFXbRvTbsrnJ3kEF5rK3QVTJboYt/XqckVzt1FDZeK1ZSo8+Plc9x/9b+VVbG/ew8XXkMjExTzspGehJyprntUuL+28XS3OoI6Ayny+Pl2dsHvxiuyrGMMMopGMJXrXuczpFm13qUSAZAO4/QV28cb79oByTXP+EwEkmmYdRtFdvaqrOCAOK8yb1sdJoWUZhiVT2FaluQWFYV/qkeneSGGWc9PatmIgRlgc56GnYRoFh5fHUmrdmzxyhj06Vkifnk9Kv2dwGUhuvaiLVw6Hd6PeLHKMngip/EGs21h4fu7uZwERSxz354H48Vylre7Y855WuM+IOr3MyW2nqCLYfM754Zx0X8Ac/jW+j1I1M2x1lrm6k1ERneTi8iU5DITw6/TgfXHrXQ7Ll7l4ba3WUxZ8x5HKIrY+7kDOeefSvPtFmlt9atXjYhvNUcdwTgjFdJpFzfXmuvpjazdWsbLI6BE3Fn2l8c9M88n0raFaUY2QqlOnUtKcbtaf16HI/EiKT7baTNuUEOnlMctGwxke4Ocg981U8JxrFa3E5+8x2qap+KL25vpbWa5meVypGWP0/wAa3dJtY49Ojjz8wXJ+prmrSuzXSysXbdi8hP410lvDFPBF58SOV5XeoOD7VmaZZgfM4rStLqG4lkihYFoz82DWS2AlPh6wudSW+kV/MyCVB+UkdyK2NifavOWNPMH8e3n86qrIEOO2KljnCke5oYHS6TNgYbqK7e0uke0QZGSQvNedwThHVgetay6kYEB34VcsSegwK3WqsQ9yr8StVt7VI7dp/Jkuf3ayf3f9o+g6c+9cVA66pYy2t0n79PknQd/9oex/z1rmPFWvP4g1qW8yTCPkhB7IO/49aVdSmPhyTZlbkPHbGZTgtFy20/8AfIGfTjtW1KpyPQmdONWHJL1T7DrOa4sNUksov39ny0T44cf1GeK4q3lLOqg8k16HrqodCt7+11a9mCTm2QzxLGsmE3M0WOQqnAOe5H0HnOjJ51wxJztBNYSSvdGqa2LMjkEjPtVVzhhz1NaNzCFO7tWXKcy1K3G3ob2my7JF5rutNl3RDmvN7WTaV5rttHn+VcmiS6iTO+srnDx57Cuz0WZFnXJ61wGnTrMp9q6KwvNoU5wVqoEyO3vGQ2lwTyAuP0/+vXimpavE+tOwkR7EObdmXrFIM8n2P8hXSeL/ABc2maDKkUmLm5LJFjqM9W/Af0rx/T737PdN5imSGRdkqk8sPUe4PI960g+VpoSUZaTV0z0GUxw5aWSOMBtu52wM+leefExlMmmbSGUrI6upBVhkDgj6V0umvHeeMzYXepXcFvFJ5FrIJI1EIAGWJcY55984FcR40W5j1drSZ7j91PKojnADKcgcheASAM444retiXOLic1HB06Uua7bDw5a+Tp7XBHzStgfQV1GnFnuQR0HU1n2loyWEMY6IgGPeuh0y3EUPI5PWvMbuzsuakR4x3rRtxhayIJUlLCNslWwfatJJNvHPTrVWC5U8Q6Fa+ILCS2lCrOgzBPjlG/wPcVy1p4O166u47CW1IjYj9+rZjA7nP8ATrXdwSLuAb+I1tWcohfbng9K3oVJQvYicVI7zSrO3sNEtLG3AEMUaxKPUCuK8fT/AGQyfZwGuHGI4+7HGTj14zWxBqxiRF3dMn/P514x438TSa14jM8MpENs22Aqf4geWz9R+lNrqwTs0bUNvYXbRajFChdxw5HzKR2PuKoeKdHGoaPukyhgbersDj0I/H+dZ82oMvh+W6s7h7e4nmjRkQcRsAS7D2Ixj0z9KNc0TVtA0KwvJLi6We9EgnhYHCr8pVXJ/iYNn2+oNdcsTeHK0cywUI1udSdr6f5focfoyhbCLHfk11mkSMV5oorzOp1vYz/ERzqsIPIWMY/M11OkSM+kWxY5O3H5UUVo9kInyS9T27spAB4oormW5XQ1IZGSKTB6DIzXLT28dxrd/aS5aKeAztk8q4TcCD25/Q4oorup/COn9r0f6HI20zxXkMin5kdWH1BrSa9m0nxDdXNtt8y3uZVTeMjByv8AJjRRQtiOjOV1VFN7YRkfLkj+Vbts5Vxg96KKwqbjWx1MBIts9wtc/wCFpHXVFAY/vFO734zRRTjswOzkPymmK7Bk570UVjLcaNGN2XaAeM0niG8ntdEmlhfa/wAq5xnAJ5ooroplQV5q/c4DXIUivtyDb50KTMo6BmGTj2zUMLY0O44HF3CPzDiiitOpn1Lms+IG1mCCOTTbC3MKKkb26upVADhQCxAHOeByea5HQ1AtnYdS+DRRWU9gRfvf9Sawm+/RRRAqWxei/hrqNPkZYxg0UVUhI7DSJGFurA85rdtJXw5zRRUR3BnJeK5PtU97HKqn7IkTRMB8w3dRn0Of0FcdjMgoorZhI2rjVjpmr6nEbGyu4pLpiUu4t4BUnBByCOpyM4PcGua1q6m1PXbe7u38yeeV5JGxjLHBooqZ7MXU39PkZhgnPNbsjGOzlZeCsbEflRRXNHcpmL4Qnka4mUtkMgY/Uf8A666yRjgn3xRRV1BdRYpGLgE+9akMzkoSaKKVMbLN/IzWjoScSbYzg4OGYA4/A15BcxrHLNGv3UdlGfQGiiuh7EGjCM+HHOTxdD/0EUy71zUb6wh0+5upZYIHaRd8jMSWxnOTzjHHpk+tFFNjey/rqf/Z", 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", "info": {"video_id": "62734", "label": "bending hair combs until it breaks", "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": "a31de1decaf1c159f950db8f2a877d0596554b4699d19bfd64ae59219b6397c5"} +{"episode": 20119, "episode_seed": 2044589927, "split": "train", "timestamp": "2025-10-13T03:01:56.017803", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2044589927, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming turning camera downwards'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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", "info": {"video_id": "193750", "label": "turning the camera downwards while filming turning camera downwards", "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": "193750", "label": "turning the camera downwards while filming turning camera downwards", "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": "7d673147e721c8c4fe812566ffa5857acecab1fb2687825cb951c3cc0b644cc6"} +{"episode": 20120, "episode_seed": 4221568593, "split": "train", "timestamp": "2025-10-13T03:01:57.069241", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4221568593, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of a phone without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "209402", "label": "lifting up one end of a phone without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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PCPklyhBIBXn3/UVja4knlxl2LbZGAyPUZNXjPJcN80pHUADAAGM1u+FdBsvEOuJZXvmzQFGZtr7Sp2jDDHoTWc5KMXJlxTk7HnXeitLXtKbRdevtNZ95tpmj34xuA6H8sVm0J3V0D0PXvhJqV5f297bXM7yw2aRRwK3SNSXJAr0yQqoJUDeeM15X8GUYJrL4O0mEZxxn569RfrmvPr2U2kerhv4aKd1ZwTpiZN4PVT0NZWuapBpelTTuQqRrwB/KtW5kIyc4xXk/xI1OScwabFlnlbJReSfQfnUQjzOxvUnyRcjA8NJdeIPGLXzxh8q8mCcYAwP/AGYV7Fap5GhLbSEeYsBVuc84NeVeAoJ7S9uUmUxyIrKVPBHIzn8q7/zmKMNx5BHWvUppJaHhzbk7s42+sfJu5EWb94CGB28dPr1xk1l/vRgrJyNuMD3Ip9zqdxNO5ZwGOFyF5A4GBUKhiMtM+PbvhsUyTmplKTyr6OR+tNrv/EHgy2g8B2niK2Mgn8zbcqxyHDMQrD07ce9cARWcJqd2i5Rcdy3pmp3mj6hFfWE7Q3MedrgA4yMHr7GvV9AvY/FmqmG7SeYsqS3BlIZVWM5AU9cE8Yx3PJrx0DJr6D8C6DFpGiC7WZJpr9EkLKOFXHC/nnNZ1uVK73NaCcpWOj8lJ7cCQYUksR0qneQm6hKo2xei8dKuyE7SPWoJpNqYUVwtnrxMIpZ6Dozqp2QwoWd26n1J96808MXMmsanquqSozGRwq/Ju2jnA/LFbHxR1cxaULONsG5bDAH+Ecn9cUzwNKIdEeWH5RPKXPHoAP6GuvDR+0cGNqfYRt6zYtL4YtCsC/aMbpNqAH7priWSa3wQgZdw5VsjI7cd+a7XWNSkt9PMp+YK2MfUEVwct/viCRx8DDEuc9MAD6V2M89FPUmd9NkRkUAKrA5P8JxXP5J6muqS2kvCLZ3jVZMxkqMkDcM/zqDxl4Tm8J6uto8onglj8yGYDG5c4OR2INZykuZR6lWdrnOV6r8GXbZrMeTjMJA/76/wryqvVfgwOdaP/XH/ANnqKvwM1w/8RHqwPOPSiRsAnNIxwKz7y5ManmuBs9RIq6ld7ImG7nFfPWv3xvtavLgtndKQD7Dgfyr228m84gZ6sBXg+pxNDqV1EwIZJnB/76NdGH3ZzYy9kiOUxtZPyAxRGHuQxB/Q1VsU33JTuyMB+VBjLq2OxFTR25idXzyK6DgLLW0XkZjYh1I6dwRz+RFNiDKCGJJz3qvtDM2ScZ9a6TTPDhvfDOqarBNlrB0MkRwco3BIPqDjj0p8yWrE1fYx+1PjkeKRJEZkdGDKynBBHQimYOadirINq68WapL4fXQHuEaxibjC8kA5Az6Z/pWDnPNM6muu07SrfSdAl1LWbPzoNStZI7BkbJSYHgn06dfTPrWV4wWhrrJ6nLA816Z8N9GtfEGkajbalfOtrbOJI7fzNiq7A/vT7jGPSvNNp7da6PxH/ZUlzpyaECytZRLMqKfmm6HjuTxn3pVU5LlWnmOGjuM1fWr/AE7U7mwsNRFxaQOY4pl4DgdxisefV9TuR+9ud31GcfnUMisjlWUqynBBGCDTK1V7EvcGnumYnz2H0xW34X8Qap4f1ZLuxbzpnHlGKQFhICeBgc5zjGKw+9bnhiz1C51u2k0yze7uLd1nESDOQpB/z9amaTi7hHR6DvFdvq6a1Nc61aSW13dkzlWXAOT29u1YFepfFHxBpOt6dpq2rE3kcjmSN0KvCCMFGz0O4dPavLjU0ZOUE2rDqK0tD1f4MyMYdZjLHYGhYL2yQwJ/QV6bK+BXl/wZOBrX/bH/ANnr0a6cgGuLEfxGerhf4SM/ULjgqK8d8QXFw3jqFreYwyh0WOQDOwk4zj8a9TujuJBrN8m1hmEzRJ5o/j281NOfK7mlan7SPLc5XXdKuPDNu1/pVw8pZtsgYF2JPLMT26ZrlH8Va3J/y8EfRjXoOoeNNL0y8MU0ZugFO6FOQTjgE9K8vvbhLq9nuI4EgSRyyxR/dQegrrw85WszzcTThGXusZJfXkhJZ0BPotNFxdE83DAegAFMpyjJroOY7dfE+va74KbQI9PNxbWoRpbmKNmYIvIDY4HTr7VxTda9a+FmqxaNZz2+pqbSC8cS29zMpWOUgYZdx46c/nXmOs/ZjrF6bPH2Xz5PKx02bjjH4VhSklOUErI0mvdUmykn3h9a+p4oY7e3ighUJHGgRFHYAV8rrw4+or6o3/KPoKnEvRHTglqxshHrzWZfXAjjbnmrc8mMmsDUZSwIzXEz0kjz3xJHJqniM2qWf2h2tikbv9yIkkljxzxV2yttU0DQ8GxWYR5YrHJlgMf3cc/hWxPe2+moZ5mVAOWdq4+++IV+t5M+lYhQqUWRlywz3A7V00pzXwI4sRTp6ub1KmoeNmvLd7c2pCkjOBzx9TXPtqkox5cOOMctUDMXdnYlmYkknqSepptdtzzbGpY69d2+owXTxRuIpRIYyThuckH8q6Lx94utvFk9hJa28sKW0LKwlIyWJyenbiuNjGWr2Wys9G1f4PuixQrJbWzM7hRujmXJyT15/UGsKrjCSm15GkE5JxR4wa9U+DTY/tn/ALY/+z15Ww5r1D4PHb/bP/bH/wBnqq/8NlYb+Kj1KWXCmufv5yzEZrRuXJ6Gs2VMtk15tz10U44WllQAd81y/iz4d3epao19ppjDTEGWNzgZ/vA/0ruItqYb0qVtVjjABYZFbQnykVKamrM840v4Sz/aBJql0ohAyUgzk+2T2qj468MeHtA09JLOW5F7I+yOEyBlIGCzHPOO31Nei6r4ssbG2aSadFwOhPJ+grw3VtQm1bUp7ydiWkYkAn7o7Ct4OU3c5K8adOFktTMVGY9a7jSvE4tfBdz4et9LHn3ClZLmM8suQSWGMk4GM9K5CNeelemfCa/tLTWbq2nKpNcxKIHbuykkrn3B/StK1lDmavY4oXcrHnRzmjIBro/Hdra2njLUYrNVWLeH2r0VmALD8ya5k1pCXNFMhqzsbngnSrbWPFVnaXab4Dud0/vbVJwfaul8RaZrN203h/TrCS407SZ3eNokJKhxuCk98AkY61y/hC6urHxHaXdray3LxscxRgkspGCP1r3TwXenUdKurt4jDNJezGSNuqHIAB9wAK4685U5c3Q6qUVKNjz2Hwfpw+FE2sSR/wDExXMwkycqFfbsx06frT9a8KW/hrwroviHTJ5v7QWSJ2cncpLLuGFx2PFaXiPSvEOpatruj6MM6aZEuZoiQoMjKG2gnuTzimfD+91jVr2y06/SSXS9OLujNF92RRhFZv8AZySBUqcrc1/O3l2Hyq9rHnmrR6pqLvrt7bMqXcpHnLHtRnA5Ax3/APr1vah8PLiLwlZ+INOnF3C9us1xFjDR+pHqB37jFd3eXOm63rNz4MePCf2j52+PAAQL5jgejbtw/E+lRahrf/CE6pdeHbSzNzZXcAe0h35MMj5Urz1UnnHvV+2k7KKs/wBBezWrf9M8T2HPSu4+HGqL4d1salfxyx6dOjWxuPLJRX4YDI+lbPh74eR2viJ7LxNEoga0Z4XWXCO3GcN6qCTj+lamtDTrb4MQQwssibhHGw/ikEhy35Amqq1oy9xa3/UiEGvefQ5vVI7HxZ8UIdsUosL6dBnaUaRQuCw+uOtch4k02PR/EWoafCxeK3nZEZuuO2ffmvcvEGmR6j4f0a8tbhbS6tJLf7PcIBlFYqpA9eoOPavI9Q8Mvc/Em/0jUdXmBkM0kdwsWWmcKXwR0Xocn246ilQq8zt5bBVhY6T4QPtXWf8Atj/7PXfXU3XJry74PXLmLWWdiciA8/8AA67q7uyzbRySeAO9Y19ajPSwulFf11G3E4BJzWA0b+ItTu9KjuJbVbdV814wNxLdAPb1qbxE97penRahDgypcIPJIyHByMH9OlchBrOueHPEk9/d2ZWa7G+SGZcBwTxjHp/9aphByTcSK9dJ8plTz3gsm8PfZo5jFdOyOsZMu4EggY65xVjwt4Wm8U6jPZQ3McEscDSr5gOGIIG3269a9NtE07Q9D0fxDcQIJ2nWWeZU+YmcNv8AfAyMD/ZqCPRIbK1vvHGmSssvmyXUEHSN4M4ZSOvzDJ9uK2VfR2Vv8zjdK71f/DHk+raTeaLqEljfQNDPGeVPcdiD3B9aqIpLDA78V6R4xuT44eLUtH064eOxtsXT7eVJOQvvjnp61ueHPA+m6ZqPhfUzOZXuYnkZHwVMvl71K+w5/IVr7flheW5n7O8tNiGfxDo9z8HU06a4iN9HAsAtj99ZFbg47cc5rh4/C8c/gK78Qid1mt7sQ+Vj5Shxz65ywr0zSbTT3+K+vKYIpf8ARlLI6ggOdu/g/wCeTXM+M9C1bSPD2u2Gm3MS6RHexTJb4/eHeu4AH0GOnfArCnUSdlpez+80nHS79DzED5h9RX0+z4QH2r501nSdOtfD9tqumanezhrv7Lm5gEa3BCbneIddqnCnd6jvkD6AuZtqDnsK0xTvY2wK+L5EN1cYHWsG9uMkjqfan3l2zy+XGCzHgAViarqg8O30T3yeZFNCxjKDkSA9D7HI5rltfRHbOooK7OR1hdU8S2dzf2sGNNs2bO5sMxHU474rG1U6VItodLiniIgAuFl5HmDqQfQ10/hjxJaweHtQ0i4jc3FyXEG0ZVmkGMH0wea6WPwLoelm7tLxxI89gXjklPMbp99l/NT9M10qp7N2kvQ82SdTVM8xg0PULjSpdThtZJLSJ/LklUZCnGefb3qgVwa9m8Hw3Pgm1gi1too7LUyCrZ4hl2/dfPZl/DIrgvEGkW83jO6s9ICmCW6EcO37uWIyAfQEmtYVuaTXTuZSp2imYGmmNNStXmUGJZULg9Cu4Z/SvVvi1YafbWVjdWKpBNcMUdYPlWWMDIJUcHB6H3o8MfDa3tNZ1O11lYrsRQoIWXIUh8/MB6jaR7VD4U8HWPiDw/qcdxJI93FcPb205kP7vb046YJPNZVK0HNSvov1KjTko2tuef6x4butI0vS9RmkjeHUYjJHtzlD/dPvgg12PwmfYusf9sf/AGasSHztc1bT9A8RXF1Z2Nu5t4ZI5okSFhwSxk4Awp46k9Otafw9jk03VfEtlIs6fZ50iCXAAkXBcfNjjPrjj0q6km6Tv/WpWHSVZW/rQ9GlnVgcmqE10obg8CqU92dxx39KpXkw0+W0bUj5FrcMyeaW+42Mjd6A8/lXGj05TjHcuT6jIwdLeJ5pFXd5ceCcV5/rPiRNQ0jMVzcW175xDwAcMnb5uxrY8NeItNg8T6sZ5vJt7lwYJH6ALng+mRzSWXgq1vLiz1a6lJsr27f9z935GLeWc+5x+YraNoP3ziqVpTVonBWtnd6lO0dvDLcShS5VQWbA6moGQqSCMEdq9G0jRbzwv4nvtTt4Wm0qykMUzg/P5ZAJwO5XIz9KX4l2OmO2n6nYvCZLsNv8ojEgGMP9ecf/AKq3jWTmorZnK4O12edIOa9p8F22laj8LLiG7ih2xGYzOQAyMOVbPUHpiuH0XwLe3ttpOozFBY3t0sLAHDqpbG76HBFdbqfhbSrX4h6ZYRQ+Xp93C0ktqjkKxQHHfvx+tRXqRl7qfn9wU4ta2OD0bw1deIYtTlgmVXs7fzyr5JkPoD2PBrnyBivS/E+n3/gu41GPQY3FrqMClHD/ADRANhlyeo+bp15FcL4h8Lan4c0DSL+8edZ70yebAYyBbgBCgY/3mVs47dOoNa0qnNd9OhEo206no/wlt4hpF9cbB5rThC3faFBA/Mmut0JjD4u1+0TiEiC42+jsuGP44FFFedX/AIk/67HdT+CJJ4RupLnVfE7SYJTUdowOwUAfoBWBq+qXWnaH4qjsnEBttVTynj4Zd5DNz9f50UURS5/u/Ql/D95cm022tPh1b6xbp5epWtut7HdL/rDKcFix/iBycg1Q0gjWdL0fXb6NJNRuNbjV5tuDtXICj0XjpRRVRfut+ZPX5HZ6xYWmp6lpkF7Ak8StNKEcZBYKAM/99GvMfidZQ6Zq1va2YMNrJD5/2dT+7WQkqWVegyAKKKMK37RIK3wsf4LFx4k06806/vrr7Np0SzWyxuFKsM45xk4xwDXIeJvEN9b+ILfW08r7Z87klMqSybDx9CfxoorqStVMX8Jc+FzGK31gKeghH/oVdheFoW0q6RmEjagsbc8FWBBBFFFY1vjf9dDsp/wF/XU0ddYi80GPqsmoJuHrhSR+tXdUtYH1bQpnhRpEunRSwzgGNj/MA0UVyrZfMH1+RixufEPj2+0XU/3+nWLPLDB90biFHOOTjJxSW1xIl7L4OznS/wC0Ragn/WeU2XKbvTPHTOKKK2XRehn5nVeCbKDTrXUoLZNkaapOijOcBSAB+VZR0K0g8KXGuxPcJqFn59xbSCUlYisjfKqngLxyMUUVN3zv5A17p5dp3iLUtO8QHVYZg11Mx80yDIk3HnIrfk1q91CLUvtMgcXghuHUjhWV9oC+gxxRRXZWSv8A13MIN8pw3iTxO2uNFbyaTptsbYiKKS1SRSkak4QAuVA5ycDk817nqUzrEcHt/SiipxHQ6cF9r5HPaVcSnxIIi2Ua1LkHsQ+Kv6lZ2974k0iG5iWWNI55QrDI3ALj+dFFcstJadjWpqUIPDGkzeP7lWttscdpHcrGh2qJN2M4H0ziqPxBmkudVTc5UW1mssYXj5mbnP5CiitKbbqRv2OaatF2Nn4kTvP4Y0oPj984kbA7iPP9a0LXTrRfhdbSLAglhs/tcUgHzJKBu3A+uRRRUp2pR9Sn8b9DmtN8WavLPd6nJOrz3GnyZBXCps5XaB05J/OpvhXfzpHqcAIKKVmGf7xyD/IUUVpVSUJW8iIN8y+Zyia9KLPU5rqxsL4TzSTPHdwb13qSwIwQRyemcHvmjwLqV3qV7rd/dymS5upI5ZXxjLHceg6D2oorV/w2Kj/FR1Wj3csni4WrbTEtszgY53ZHNXvGtrHd6fYW0mRHLfxIdvBAOc4oorm/5eRNqvU5DxX4c07Ttf0y1tEeKK6GJAHzj5sZGa6TxXnT/h/ZwwMQFeFAx6gDJB+vAoorWTbjC/cwWjlY0vDUzzfDiaaU75DDclmbksfm5PqaxPhjptnex6lLdW8c5VUiAkXcArAk8e+KKKm9o1Ldy95RIdZ1y80aVtBsmRLKx1DMORlgFIcKT3AJp+vapc/8LatX3L+5eKJBjjaw5/8AQjRRTSV/k/0JZf8AiDqFx/allZ7h5P2ctjHOd/8A9iK8w8U69qV6U0q5u5pbW3czoryMxLOFznJ5xt49Mn1ooq8NsiK25//Z", "info": {"video_id": "209402", "label": "lifting up one end of a phone without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "50d8e2f24cc3ca47332ae1c37565cd8752ce80d61313544070506df8b1558a6c"} +{"episode": 20121, "episode_seed": 3519847448, "split": "train", "timestamp": "2025-10-13T03:01:59.950202", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3519847448, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 washing brush next to water tap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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YHa6HjB719LrB5Mv2iHg/xr6+9cd8QfDJuIDr+mR/vVGbhFH3h/ex6jvWtOTXuSPSUlNe0j1PFLk7RgnoBmsWUqZS/Xd3rZ1AZDKeGb+VZQTdwRg+lOoxxRGV43d6a4yOlWGSoXBHFc27Nnseh/CQ7DrGeP8AU/8As9ehXcv7r6GvN/hexT+1vfyv/Zq7q6lzCa9Gg/cRxVfiJNOImuJY+pADgfof6VuafMbSXDZELHkf3T6/SuLj1E6fexXnJWI5kA7oeG/Tn8K664eCaWICdRCyB8h8Bgehz6YrDET5NTj+qzrYhQj9o2rmJ1xNFllBy8Y7+4rn/Fnhj+19PfU9PUNdoCZY1/5aL6j/AGsVraLdkQpDK+5dxWNz7dj+HSttALaQzRj5Ty6j+dZKX/L2HzOqhNpuhU3Wi/yPmOXS1tJ5LoKQHyB6e9Zd4wLbMZJ5r2T4l+EGgc6zYJ/osp/fovSNj/F9D3968auULyllHU8itpSVtDoSd9SooLHB6UFcE4xip1VcHFNZK5Zas2WhVZfmH1FfShmwg57CvmxgSwye4r6EMvyDntXXhtLnNW6Fe5lHnc9Nwz+damn3D2EhycwufmH90+v+Nc5eyfO4zj3rotPlS+0uK96HbiT/AGWHDVdY83FJqzOhTFsTcRZ2t8zKOR9a5nX9AGq2j6hYKPtHLtGo/wBYvqPcfrWrpWobJVtZEKRvkwlj+n+FascDWc/nxAGJmy6/3c9xXIp2/eU/mduHlOL9hXVn0/yPnbWtLbUpF8oESg44HNULgCKPYeiKB+Qr174jeFfJibXdMTET/wDHzGn8JP8AEPb1ryC9YSAqep6munmTXMjezvYyZDlt4HXmgp8ue/WpQhBw/wCB9aVlFcs30NoorMvFek/CFth1n38n/wBnrzl1I6V6B8KW2HVznr5X/s1XRXvozq/CeoTz4ibB7VjKxe5DIxV0+ZWHUGrU8uUP0rLtblE1KHzDhXbyyfTdwP1xXdP4Thqxbg7HYWtwmpW3lS/u7hOcjsexHtU9/BDqFg1tepmRfuuvUe4rK2NaSCbcFZOhPT6GtdfI1a0WSJsOD8rd1YdjXBJXej1McJiHT0kvcf4Hl3iPSZtNnNvcrujYZjcdHHqK87NpcQaxnJMK5I546V9J3Wkwa9p0um3yFJh8ySd1b1HtXimv2N1o97Lpt5EqyRtndj7wPQg+lbQqc613R6co8r02OWu24POCeBWauB8q9auXo/eAjlVGPpUIj53flUVJFRREV2nHWoXHerTKfWq8mecCsEaM90afPesm8mxIwB5NOSYlFz6VDb28t9dSOihkU9+hxXXUrKnDmkYUqTqT5UR2t3eRO1vC8iRSuJSo9cYyPTPf6V2fh4GWZg7bw0RznnPI61zaWskUrPNjce4GKk0/XZ7DWljjt/ORoz5gBwwGc5HavF9tz1lJnp18M/qk6VNas9N02YrItrKSTjMbH+Ieh9x/KrVxcrZI52Brf+MdcevHesGw1fT9Zti1tc/Mp5AO2SNvcHkGrdxf/Z7VjfECPHM4HyY9T/dP6V6cZRkrX9D5ylVnR91rXqjw74g6XZaV4lK2E4eGeMS+XnJiJPQ1x07fMAO3pWr4i1NNT1u7u4wPL37Y8DGVHANY3WlK/U9WLvqOVyThvwNEicUhHGDVvQNOTXNfOnXGoy2qtHIYtibyzqhYL6AcHk+nqaUY3HJnS/DyXym1Eeoj/wDZq7O4nHkvz2rzH4f36peXMc8pEkyp5YPfGSRXe3Ev7lwT2/yK6qb5Y6nPNXloQFpJ5AiDLN+gqbS45AV3EmOIbEGeij0HpV3TtJmks2kaQqZOTj09Kc0QtI9pIyOhrx8XilUbitj2MLh/ZpSe52eiok2nOh+YGQ/05rotOuW+eGfBlQZB/vr6/wCP/wBevLfD/iK/tIp7nYLmxEpxGuA4Hcqe/Toa7S11zSdWtYp4rsKT8yMTsdD+P/6q6cPVioJdjwMZh61LEyqtaSbZralcRpbvBdxrNZTZR1IztB9fUV8zautrb6nex2UjPbLKyws3UrnivbvGXiiDR9DlE8sb3EqFbYxOD5jeuO3XNfP8sjSylmOWJyT6k9a6GorWOxthqk5x99fPuM5zwcVKp3gjuB0qPFR3DyRwFoyQ2RyOtQlc6WxZF2sO1e3faMqOe1eRa3pdhb+H7fVNN1S9nVrr7Lm5hWNbghNzvEBztU4U7vUe4HpQmIQE9MV0UlZmFTUZfz/vSO2Mmm6Xrk2mtdxBfMiuFB25+7JkDP0I6/QVTu2L3SxdzjJHOKs+RE8scaKwSPn5x941ji66guXqbYfDKrrLY6zTL6TULm3WWNQuSMKPY967HT7lmJt5jmRRwx/jX1+vrXnFlqttpd7bm5cpGX2nAztJB/Su8ieK6hjmgkUsCHjkU5Gf6g1y4Ofutt9Tnzm8cTGSWll+bNhkhhjeC52tbzDGGGRz2NfP3xB8MP4d1kGFB9gnJMDA5x3Kn3Ga90W9W6R4pU8uUD54zz+IPce9eI/E3U5TqUOmee7JaqTsboGbp+lddrfDsKjiFUfK9/zOEnbc3BzimK5XO48dj6UgHFGOlRuzq2HSpxmu1+G0gjOpgnr5WP8Ax6uW8O21lqviOPTdUvbi0gmbYkscsUax9yWMnGMZ46k4Fbng5JtO17XLCRZ1EMvl7bgASLtZgAwHGcdccelaRXK0zOWqseiyTZU81z1zMG3LkgdMj1/+tV55yRx16VkIhurjylYKo6sT0HrXTOajG72MoQcpWR1dr4ngvLCz+17vtSErKqr1YcbvoetbukXf724uYUbaWBaP1BH8xiuAtraNbt3TPlg4Uj+ddr4buInM8e5A4C5APsecV4yqc1dW2OrF4eNDAOMejv8AidiuLmKOWFgWxuRx3FYPjfwvF4m0Tzo1xqVspKYHLY6p+PatKC4GnSF2J+zMckgZ8tvX/dPf06+tJqkjRRfaoHAkGCTnh1/z3rv1b5o7nm4fExUFGb0/I+Zp0aK4ljkQoyMQysOQR2NUS5DEgfhW14q1M6n4jvrrbGvmyn/V9CBxn8cVi4qJO56KHjDqCKgkXB5/GmXTtHCXRirZAyK1PEXhfVPD+gaTf3kk6z3xk82ExkCAAIUDH+8wbOO31BpqGgnI6vSbueXQ98khZ0LIGPUgHAz712uhRJHYRlRywyaKK5czfuo68u3ZDqzERSFfl2jPFYugqGinvGyZ2x8x7e1FFebS+FnqL4i1pBD6hqMrKrOJAoJHTgf41wfiPV9Ra7uLM31wbVmbMJkJU4PHH4UUV6WE1k79jhx6XJF+bMNvuIPxpVGaKK6nueetiQKKvRzf2RajWLSNBeQTOFZhkEMpQ5H0Y0UVcCJHP6Tdy2cx8ojjaeRnp0r1KCRp5rVXPD4ZgO9FFKu37FlUV+9R3kYEVnlBjC8VyPiKRmtmOcEuq5HHBoor5+n8Z7j+EsXaLY+HIxbjYBCQAP8AdqrdStB4Ck8vAxa+lFFdUOnqW9n6HlsZLEZJOKB2PqM0UV6sj5+JIPoKmglMc8JCqf3qjBHvRRRHcGO8YeIzq862z6Vp1sbbEcUtsjqyRrnCAFyoGTk4HJ5rvLKd5rK3kcgs0YY/XFFFdEeplIuaLGs2oyO4yRwK3L2JFViFAIGRRRXz+Mb9sz3MKl7JHMqxn8RW6PyqRtIPrkD+taFtfXWl6/LHZzNFC8XmNF1Qtu64PQ/Siiqp6bdh14xlTtJXL174tv8A7NdxtFbN5KFkYocg4PPWvHbq8uNQunurqQyTSne7nuaKK9Gk24u54NGKU3ZDFqTpRRWhuy8ut/2fo03maZpt8hufuXkG8AqMgggg9+mcHuDUPhrW7+78UzXNxN5kt/JvuGIHzE5ORjp7YoorddDNnoTu21jnoKdoFtFcLI0i5OSKKK5swbVI6MCv3hdliS3dhGMD0rK08M1/f3KyPHPCqiORDgrxmiivHpPU9eSTVmdv4R1281bREuLooZQ5QlVxkA4yRTPG17Po3h2WayfZ5iMuwjKrkHlR2/lRRXq03ofHSSVey2ueAEkvyc08dKKK1e564k0SuiKc8yIOD71L4m1jUZFXRpr24mtLSR5YxNKzks4XOSTzjbx6ZPrRRWsdjN7n/9k=", "info": {"video_id": "28917", "label": "holding washing brush next to water tap", "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": "28917", "label": "holding washing brush next to water tap", "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": "336f2cd56f9418c9c6d4f86f817cbf628fc1936bf48231d748fad886a7010f5e"} +{"episode": 20122, "episode_seed": 1042744764, "split": "train", "timestamp": "2025-10-13T03:02:02.325931", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1042744764, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scale ruler 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', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "51926", "label": "pushing scale ruler so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "51926", "label": "pushing scale ruler so that it almost falls off but doesn't", "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": "effa676e538a19e80126bf7ca180ce10de9794631d7437fb97972476c86511c9"} +{"episode": 20123, "episode_seed": 560394511, "split": "train", "timestamp": "2025-10-13T03:02:03.286773", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 560394511, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 slice of bread from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "51024", "label": "pulling slice of bread from left to right", "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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"info": {"video_id": "51024", "label": "pulling slice of bread from left to right", "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": "1013f887ddfc6542b2df03f37c5d5d1e9df879d681bb98a458583ad15de1e48d"} +{"episode": 20124, "episode_seed": 1816786953, "split": "train", "timestamp": "2025-10-13T03:02:04.274235", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1816786953, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 necklace'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "29869", "label": "throwing a necklace", "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": "29869", "label": "throwing a necklace", "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": "d7aa733f98942a90bd12f50ddb02fccacd126c634ed9da000c87b455fe470a9e"} +{"episode": 20125, "episode_seed": 2185141309, "split": "train", "timestamp": "2025-10-13T03:02:07.812209", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2185141309, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'piling chair up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "14605", "label": "piling chair up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "14605", "label": "piling chair up", "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": "4d9e8ae997fcf91b4ca86a243135d4b76addc24af1359aa651eb1fb8d79698fc"} +{"episode": 20126, "episode_seed": 1970154390, "split": "train", "timestamp": "2025-10-13T03:02:10.507967", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1970154390, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cardboard box 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, 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": "75208", "label": "throwing cardboard box onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "75208", "label": "throwing cardboard box onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "be5b703ba3c7ea4f9e49429f4a3a483d3edd6f2c9b761a7cf748469cfc02b8d4"} +{"episode": 20127, "episode_seed": 817077902, "split": "train", "timestamp": "2025-10-13T03:02:12.116269", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 817077902, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take key from tabe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "55238", "label": "pretending to take key from tabe", "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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iBZ0IKsOv8657XvEy21m7abLHJIr7C3VQfb1PT868z0e/u49tvJcTrbO37yMSHDjPPFdfrNtd2vh+a4t3hJwQjeWB8hJwV9DyPyrsVOz1OV2WpyU1095OS0jPNIeSxyST61v25NoqI2BhcCuEsrqXT7xWkjaRV7Z5rtNGH9t38ERZoo5TgMRkjjNaSfKS0nsdl4U1OGZZrNpAJg29UPdccketSeKLWdoIprdM7G3Fh95fcVk6x4VGlWb6tY3c/wBqtAJFBAwQDz+ma6jTdRi1Wx8wYDYAdfTI/lXPfXmHZ20Obs5VlhNwkhlukVisR4RQf4vw7968x8EfEayls/J1O6SCWPg+YpKnHcEfyNem6toklpNcT20zRKYyVReMnv8AhivleyXyrcLj5nbcfp6fnUvSTknubUKjirH0rN4ps9RiEGmXkcwcfvGhbOPRfbNb2iackEI+UEkfMa8v8E2K2ltEMZkc5Yn1/wA8V7FpafulJrlnVc52OmT925XffaXyEAiNhkH3Hb8a57xpqss4WK2kL2m0M+wZBI9/Su1vrbz7SSJWK71K5Hoa5nWvL0zwzexJEpJiMQUDg5G3P4f0rppSUXY5pe+rnntptvL5FAwobJP0reMgRyqnK9q4yxnurG4JRVk4xh85xXb+FxFdatb/AGxEdJf4DyAccV1ybirs52k9jR0TxFLpV0Le4Bayc8n/AJ5k9x7eoruri2hvYNkqh0PIP9RUGoabDd6XcWaxookQhQABg9v1xWVoOpFYIY5m+Vxtyf4HHGPxxWKTldoeiVmReTf6feNHGpljCErIR/COx968Q+PVzDcR+H2ikDuPtHmZPz7v3ec+g9Pxr6PugTCxUZI7etfNnx0torbVtGnkG+KQyllX5SQCmRn8etTfmVxLR2Oa+Hnij7DeLpt0wNrM3y5PRq+g9LEJjUoSc9j2r5CjYeZkAhQc10uneIdZjTyotVu4426qspFOErHp0cT7lpH19axF49yjK9M1YsVd3aQqBGDhD3PvXiHws8evo1ydK1i5LWFw5KSyMT5Tn1/2T3r1nU/FthaW8S6e8d40ucGFwUQDrkjv7DnntVSm3oc9Sbba7lD4h6rpkOhPZXEcdzczcxRk/cIP38jpj9enrXkdnp1vdzFnztzgYNRa9qMh12SCScTTyEE/Nu256DI44HbtV+zxEoVTyKErGXLZaHYeEPBtrdaglyZn8q3IZozj5ic4H0rvrrUI9JEVqID5ZO2Nt3APoc5rz3w/4kOgaijXMTmymAWWQKf3fPDZ9PUV6Brukpqtss8JBmRcoeoYen/16hSUna+hD01ZTvbxb+QNE0OyBcu7v8iE9z6njp+dZWoagLWBZdpMLZ8sSN88jf3iPSo4dS326QTWyvLCdkcbjZGCByX9x/nmql01taxb7rE88i4WIjG5ewA/hTv6muOpSnUnaSskaKSiro+a7VGZC6qSxOFras7Wa2jDtGwUHPNdVp2kpHCv2mJW2jg4wat65Zf8S1Ut9m84wjEAt7Ckqy5rGnsna5zNmwXB5zv3EE112mv5iqhYbhyc9q4oiS0d4rmCSGQnO11KnH41q6df7WIU4AAPNdsWZM7aOBckGRQA2cdzWnE8b2DxOrF4zhGPJC8/y/rXLw6iH2BiN39K6C1ukFvkgHd371pYm4SOgIZgQCQvXgcdSewr0rwlKZfDkAJGULLkfX/69eWzOqnIyyHtjNaVh4kvdMg+zWtwQhJbG0Hk/hUzhd3DodN4gZrHxP5kZx58KSbh1VlJGf5V0VtdxajpgnzjeMMPRh1ryK+8V6kNQlu2aGeTyxGfPiDAKDngduaveGPHc8msJY3sdtDbXR2Bok24f+E9fwrGs/cS6oIxd/IwPi7p/n6zoyBeX83d7gba3/C2lnyIVK4RB0FHju3+0axpBYcx+cCf++a6HQIwqKFGAK4qtXmR0QhY62yiEduAB2rz/wAalf7TiVQcEHJ9a9Ht1/d/hXGeMNLluZE+zxl5ScKAOSfStMO7NNilrdHGJAZGTaCeduAK6OCDVLXT/JvYX+wOWz5n3l3d/wADXWeGPDMelQLPdBJL0jkjlY/Zf6mq/i7WbYQtpkbBpWx5mP4RXoxqczsjnascbeaXb2ty6fI3y9T1yeadpcq2WpWzoR+7kUkDtS3Q+QMG3HHJrPVz53mpwxPTsT71tKN42M09T2iaJbiB4n5SRSrD1BGK890XU20qcJNn9wTbzr6qDjP1HWrr/EFY4RtsQWUYO6X/AOtXDyeLoEe4kutPM8s0zyl1mKYyc4xjtWMPdupdRyu9j1jU0ElkSHyQp2kHqMf4V8n6Hp02r67a2dqodnmVQCcADPc9hXuvhnxjFrdvPphhaCa3jMkIaTdvTuM+38vpXnnw/wBOuraKWQ2+LhpCIwVAI9OfrXKr/CzRae91O30C2eGaOKSJldMgjHcHB/WvT9ORliG7isXQEMFnmNEkdESFCRndjOT/AN9H9K6VWVYtzYHqfWslQs7pmkq/MrD3I281w3iS6gvtT/swllO0bZB90PnOD+FdLrWrQ6bYvK7DIHA9TXmJuDeTvKWYPI24+5NdOHjzSv2M5vlj6lufTUsLmWFtvC8N1OaLOTybxWjbMsRVyo7D/Iqa7ErjzXyZG+8T1zVDKySeZ0ZDwwJHPQZHf8a7pRurGCep7BG4liSQdGAI/GuKvLaSPWtSht1aSPcHZVGdu8Z/DnJrNfxPfpbLarcbRGoUbAAenr1ridVu5p5J3eVyTyx3H5vr61hBSpu5clzqx7JpurC4t2tZZU+2RLkrvBZl/vYB/OvB/wBoIq0+hsvfz8j3+Sq1lrFxo2pwajaNieFtwB6MO6n2I4qL416na6zZ+HNSsmzBOs52k8o3yblPuDXLK6qXWzNFG0bM8lHA2jqa07IbJUU9jWbEdrA1oWrgNnvuyaopPQ62ytlYByx9eK7vwpq1jaslvfxnYGZ45OAI228k/XA/HB7VwmlXCMFUtjFb9uYVOTyew7Vqhtk2taCs+pTz2oSOCSTdGUPGD0xVvQrd9Ouo3mkMoSRThjngHmrcNxKNMMOBsD7gfQelVmmYkEcrjDjOD9f/AK1OSurEpnvGuWSal4dvbQDImgYKAO+Mj9QKxvBmrG402G1kbc3lho8+g+8v4daktPGuhx6XbmW9zIIl3qI2JBwMjpXBaX4g0vTtk/8AaUdu6zNIImjclfmOBkAjGD+tRTirPm0Iba2PQfEuntPZsIEAkU+ZGRwd3sfXgV51DcXY1aRZoXvFcbjJjDkjqDnuD2r02LU7TXdJhvLOUSW84OxwOhBwQe/UYrh/EEUtjcPf2ykuvFxF/wA9FHce4/lUJ8ytHdFX5X72zOaKeZMI1xtLcVyXxRc2+m2UCtzJJuIHoBWhHqrNeJtJwATWRr9ldeK/EdraxBvKgTDv6ZrzKWkk2d0vhsjndH8b6vp9qLW5SLU9PHy/Z71N4Uf7LfeX8DXaaG3hjxdI8GnLfaTqIjaRrd0NzCwA5KsvzDHuDWh4r8Laf4a8AvI0aiR1wuRz7V518O9WbR/Hmk3W7CGcRP8A7rjaf513QldXRzSjZ2PRpfD+oWVok5iFxbdRcWreYuPfHI/GmwXShAm7oevpXpep2yrLaXCSywvFAy+ZA2xjhiFB9evQ5Fc3qjadaSwnVdNS7M65eW1h8mRB/e4O1jkHgAVvCo2Q4mJb6jGkjeYSFx0AySfSp3mWQHy1UIBkbT1qFtHgvHkbQ71b5Nu7yXXyplHuh649RWVcSy2q7JVaJxkFSMGtFJPYVmiW/YbC2MgjmuenmMb/ACkjHII7VZe9MoK5JHSs7S7RdZ8VSabNqM1ojJKYvLTeWZULBfQDg8n096xlqO9j0CLXR4isdLmkYG6h3xTj1I24b8RXf6EmEWvC/htLJc3N2ZHLcRkZ7ZzXvGijCLXm11aVjog7o6u3+5TjEvmb8fN6+lMgPyU9pAqkk1pTdkYu99DO8Qa3FoukyXDn5sbUHq3avGRqsst7JLPy7NuY16Ffpp/jBl2y+bDBPJFlG6OorkLjwnIYi+n3Ky9cRyfK3XtXo0JJbmc10RCdQYuR0HakQCdRIrBWHU9qo3WnalZ25mntXWMsRv6jIqkt3KqACQhQSdvbNdaaexjaxozOoVgjZB71z19gApu75FXbi+CoUwPUYrnNevW+xs8LFX3jBFZTLiOttVuNK1GC9tW2zwPuXPQ+oPsRxXoOmXtrbR2v9jzStOyEXM0oDgvjBKZHTOcHFeaa7p9lb6BBqmn6rfTh7r7Lm5hWNbghNzvEBztU4U7vUe4HpnhzTgqR5HYVw1pcqNoR5md1otxfxxxr9qYhVACuoIwOPStvUNSSWEwjMUgG9mY4UKOpzWVabYEB4wKytZuornZFNLBGHf5WnJCDHPOOccY4rClWfNZmk6Stc5XxH4gnu72Au6iJ03rGCTgEkAnPciqdheqTncME1zus3zXXiG4k6Q79iDbgYHAx/OrVttz8r4A7eletTsloccm3udi2oANsVskflUQCXBJHDA4X+dZEU4ZQCeccZ9acLqVPMEZUFhgkjOB7elbXJNCdlRiokDSAZYg1g6g+AWAz6+9W5L0om9gDnrx1rDvb4lSOnWs5suJj38gJyp69q4/X5pG8mIu3lqzMEzwCcAn9B+VdVosNlq3ikabqV9cWsE0mxJY5oo1j7ksZOMYzwOScDvXI+I4JbPWbqylFwptp5IgtwAJFwcfNjjPrjiuV7mjZmxoHIAdQfRuKu/Y7y1jMj2z+W3R1GV/MVm1e0/WNQ0t91ndPGD1Xqp+oPFTr0BSL9jelDzkACugttTOELE49fWpPDur6f4p1OHStT0WzW6uAwS7t2MJLAEjcBkc4rau/BUdtHAbe9WEyruSK74B5II3jjPHej2iWjKtdaE0Gqr5KKCeRU8bmQlojznpWK+iaxZ28k0tk5hjxudCGAB78dveq8F/MgwGwpOTx1rZSTWhNmdG0smGUtknrjtWTfNgKQc7etA1FVQqR0NU5p/tDHaQOKTKR33ww8VrbX8mgXDgRXZMlsT/DMByv/AgPzHvXb6wRLbmVQcjIIr5rvLqW12zW8rRzxyBldTypB4Ir0XXdX8RaJ4e0rUNW1G/iuL8O00RTiFgEKhjj7zBs47dOoNczjJT5ojlZrlZSsY188nHSuv8ABVpC85lZcvI+WNFFef0OwyfjpNI62VpuIhG59o7kcD+deKabI8Op20kbFXSVWUjsQaKK7aPwnNPc+uooRdaHZ3szM0zRZ7AL9BXP+KtSuNN0/SXtmALytGwIyCGyDRRRHZ+hUfiRTNlaS2kMTW0WxVDJgYKE8kqeo/Csq+Ytr1vo9z/pdtLHkNcfNIn+6/B/PNFFKL0Q2chrtlFp2qTQQFtinjccmuSGq3Oj64dQtdnnws23euR8ylTkfRjRRW62MJHX/CSJGutRBGQqRkfhur27SjjFFFcGJ+I2pbHSRsQg5rmPHWqXWm+E9RubZ9kqQsVbHSiipj0KW55z8ELyeWPUYXclFuEkGf7xU5P6Cu7t0V72JSAQHVAPYnmiivRhuc8jNv7ibw9aD7FKzJLefZnjn/eKU+h7+9ZWpaTZzae1yIvLkz/AcD8qKKu/vsqaXKvQ4LUmaNmVScDgVz2pOTYknn5gaKK1lsYoZr/il9ehtoZdJ022MCJHFJapIpSNc4QAuVC85OByea9z0kAImB2FFFefitkb0epuvI3knntXjPxR1zUbTU7aG2uXhHlE7ozhuvr+FFFc+H+M2n8J1Xws1m/8QeHJ21a4e8kt7rYkk53tggHBJ611N9p+nm/mhawtioldAdm0gAA9Rj1ooruT1OVoltPC2ku7L5DjKjBEhyp9R/8AXzXLalYRWN1JFG7soLAFyM/oKKK64N3Mmjn7pmSNiDnnvXN3EjmXliaKKqQ4mMuvPpN3dxtp2nX8Mzh2jvYPMAZAdpBBBHU5GcHuDWBrGoXOq6jNf3kplubl2llfGMsfYdPpRRXOyihRRRSEXdInktdYsp4m2yRzoyn/AIEK+hNQAa3snI5Vpse3AoorCrujakcvqeqXuipZy6ZObWUo8rPEACxzjB7EYPSodAMXiq1u5NRtoBNGwxLCvlscnuBx+lFFXLRKxcVozmdYiFtdSRIzbVbAyapxyMoGD1OKKK36GZlaox29e4puoeJtX1PSrbS72+mntraV5UEkjMSzBepJ5xt49Mn1ooqGS9z/2Q==", 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", "info": {"video_id": "55238", "label": "pretending to take key from tabe", "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": "939824f4ddd886d664107579172e263c57331716509079dd2e153e36194a8bbe"} +{"episode": 20128, "episode_seed": 2799408706, "split": "train", "timestamp": "2025-10-13T03:02:13.246989", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2799408706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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, 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": "162469", "label": "putting remote", "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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Kkt3MpyRGCTtC9yT0Paui8ZaCmiWAu7SSd9P1N0VI55tzxSJyef41I6EdPyrE0O5uvDmuLNZ3SxeRcT5GSd4VBlHHQqcfnW9rlze+I53mu3AaZ7ZI4wDtiB5KoOwBIznrXdHuZN6nHpGAOlSLFz0rrB4JmA4mb8Y//r04eC7odJT+MRo9vAfIzqfhxCf7NjZcZBYYP1NXoLSe617UrW3u7mzW21KSQvFhiXlXChVPtuyTxWh4D0GbT7BfMcEBm/hI70y6kfTPE2szRQzTb54JXjRwoZdnXPXIYVzU5KTdu5clYhhs5ob42FzPPKRaGOKSRVUFI3woAHORuOc9eDXkfxA00w36TZHzEqTjr3/xr2SGaW68Q2DzwT2m9XWCOTD+Yrgs7Mw75VcCuT+I/hW4eB5Y2U7HDc56f5NKpNQabFFXPKvCWnmbxLHMwyttE7/icAfzNdrqcix2jN04NO8A6FLG+pG4RSSIwpHPHzZrZ13TIhbMNgwB6VlXqrWxpCJ4gkUl/wCK44ItnmSTCNWkPyr2yfpXoF14L0+20qY26eVdaYPOa8lJHnN1KuMYGf4duf6VwuoWX2W8mZDtZ4Hc8E5yw6ehrqJtW1LVobK0ubhngtJ8KSpzJtXO9+PmI6f07100tYoznucXH8+XIwWJJHpmuw+GCqPiTpjsFIQE4ZgMnHbPf2qpp3hg3VjFOXceYN3GPWuh8G+Eg/iCczpcG3EBWO5jODDN1U8deRj8aPaxvZlqDa0PWtNuYg+mPuUA6jcYLMRyc/KeOD7GvPbgvazwTxxO8g1yRI1EpiIZwyj5hyMEg/hXpF3Z21xpYY27TzSxx3M8GSpl2YBkTHR8Hkd64m70qBPDIuVknltIdYjbevyyFS+Op6Nz1NXJq1yIolufCc+m6MZYbzV7nEE0E8bzIkcqIGZghOSBvXIGOeelc14qskvNNWYHiWMP+Y/+vXVHW9SurK5t00y4MsJkaa+F0HKRu2HcRn5SxUkccelVJ9HW/wDC9s9s8hhWMpGZFwxVSVGcd+BXPVfu3KjvY+fXj2uR3BxVzXZMzqmc4rS1TQLq11C4jAUhXJ6Ee9ZOqRu2o7ZAVGQpP1pKSlaw2rGrpmj6nqfmT2UcbRwweQGkbAkOPupzyay75zJHaRsArxRlGXupB7jsa7/RNV0mfQ4Li4doPsCbTaxoCZsdDHx37kdO/FcZr10+qaxJfiFUa4VZDEg4XsB7nGOe5ro2IQnhy1+0+ItOiFy1sTMCJUxuQjnIzxmvQPFOiyaXpkqfa7lYzE6Hy2LttIz5e30aTDMeo7cVf+H3g+CfyJL+zQxx5DZ5Ej/X0H869VXQ7D7HNatbq0MoIZW5yPrXn1MW1U93Y9CGFTh7254z4Gj/ANAjLZxj/GteGe6Uvplrps18y61c3Gy0utk2zysMCByo+cfN0PIqTw9pTaVfXOnAMUglZFJ7rk4/TFaGhxR2/inW0ntWZZ9QttkjMsaEhSxRnPTKkkDuRjvXTQmpK6OSrFxdjPD3c6W0Fzp81nNbaetnKk7Dc0kTdlzkDa68nrmvLfFts0d+HKkZyOlezazFCnie0ENp5c3+kCcoA+xJMNEHccFiVbg9MY6V5v48tZEBcqQFf0/z61c3ZpkRV0eemvQvBFo15PbX0i5S3idAf9okD+Wa4FhzXqHwit/ttrq0DD5Y3jcc/wB4MD/6DRKVolQk0nHv/wAOautMqWbepFeaaXbXGp6/JDZoXuJQ4T+6o7lj2AFer+KdLWOzkIyCqk9a8v0w3eiaustq6rPHNGodiDjIJII7gjg1lSlzSYSVkbmq+HpdC05bqG7ku7SO3a2mPl4MbN0I/wBgnoa5AIFTOO1drr/iCTXLEw29stpYCAymBSPnk3Y3se/OcDt+tYT6BepCzEJjaT1PpXVdLczSudn4asrdvDkSAus8sarEftIcRyb/AC93UErvYMFX7pG7tUfhKI/2tfFfPKG5c/vnDOehyxHBJ65Fa2i3zx6TbW0dtAUS1M1x5Z8oPGIjIqjOcNgYJHLdPeo/BtjcHVL8i1jiX7UwKQjCIRjIUdhWddpQuVT+I1hNcx6tqVhYW63Nxc3VhOkKz+VINiksQegHy43ZGCR1pz/bALPT7uw+yTWsE0DJJOshYM4lQgA5I2t17mrVw0ek+MNQlvTBHBPY2yMZnIxmUfMFHLAbOQO1T6teWmqa9bSaY1rcrDPI88tqwKxrMgRU5wWYsmTjgcVSd0J6M8V8YWfkagH2bc5U8VzJGK9K+IFjMoLmNsK4Ocf59a86dcVnTkrWHJH3jFEkEKRRjCIoVR6ADArmfE6iTyo+Pmfv6D/9dR3FrqywP5cU+70EuCfpzXlniTUfEcGqKscurxqi5P7ssASc9/bFZN804oForlOzvLRPOYyiSZ5rpmQIcoWbCjOcciunzY3NzZwWrSOHvrfAeLblVABJ5654HtWV4JtLSW3Rb3TkmnZyzSyMwYHPQrkCu38WQW2g+H7fUrOC3gulnTysKWXrnJGeeld97Ixa1N+PToGHMK/lU66bBjiKvL4/iNrajmfTfxgYVYT4l6vj5hpbe+1x/WseVF8x65ZQrDbhVGBk1zmqQlfE1wVQtvtoXOIFk+65Hfp+HWovCXiq61m1DXCWgO8rmJiOmPX61kfEc3Mep20kGVP2Yjd2+/8AhUxteyG+5reWYXim+zkNDKDu+wlThZOfmBwOCcmt/XLJbzTZUKknacAf59q8XudRmh3pBeXz5PJkXYuMZJ4c/wAQHGOQfavW9R1+S206KdLdHEsav80mOoH+NTXS5dQg9TmdLtVt3uNgPzBf0zWZ4hc/ZZe3GB/KsWLWb3XXm8uzELW3H7qbOc56+nSuK8VXWt2xCK2oxMXGQMsOB+Vck1eSRsnoVdVktodauVmnKsLaJETYTuyxY/TitizvdKaBXL3PneZKzAQjbjGEwc5ye9czoLi41WWbVrV752VVHnu0ZHvx19K9d0fR9Iu7MhdOtYAELGXLblA5J5JHQV6EdEYS1ZgaM8VtpOlQvEvmzxA4x+f867TwFaT2Oo6rZXMP7qSQXFtJjgqw5X6g/oa4/wAC6fceJLWz1F2VltpGSPauAEzjH5CvdobWKJV2oAQOtedUbq1HGPQ7U1Tgr7sy7qxaMxMh2RJvHAzgMMH8O9cnqdm0Xwz1HzNpkhuFcsFBDbZV5x34r0cqCpUjIPBFcD4nZ9P8K65pQiUp5TvGxbB2nn9P6V0xTglGRzX5jGnsZRJKslpL1lXD6MOpAcfcPHT8BW5o9qs+g3MKRgLDcOABA0IwwDjCtyB8x+teMw3jjc1zrF7bESbQsUTyfKRgtkMPpj0rtfh74puU07VoZRJcuZEkVpXIIXbtA5zj7o47VVSKcLCjuZviHSo1v5CyEFgP8K8o1a3DXsRG0+ZOTz6AV6V4w8YvFeKTpwbIIJ87Hce3vXmupalBHd2kkAhucK/yk5AJwPzrKgtmaTY2z0+XyVJCkCGTA29ya0I9O3Xs1uoDMYoYoj0+ZjgE/Q8/hTtHuNTMMkMFnG6TQCBibXcdoOSQcZBPcjmtQC5SXUNTuEVZ4PInVFUKMITkY+ma65/AzGHxK57B4etxaWNrark7ABn19T+PWur21haGUnsYLkEEFQQRW95q4FfPrc9uWyscnbRKvjGaylTabgeZC2fvEdR/Wuc8WaXat4v1W2uJraNXFq4E7uM5XbkbQRxjnNdxqMcY1zS7vHzxXCcj0Jx/WuZ+IGrQaL41naWe8iFzY27L9lZACySNy24dh0969DBao4MVo/UwNPsrO21LSmspbKCLzYxcxQ3jMbht5TcUYdfm6Vs+MtAWa0nTb1Q/mP8A9Vc/N4z0xoJRFqGqkjzCqyRQNn5wygkc8kHJHTtXqHiOK2nRjuXDjI5HQ/8A666MRHRHPT0Pne50AKwHl5/Ku9+FdkLRNVOMFvKz+G6s2+MMQP7xOuPvCnaBLdrHfGxMrH5dwhb64qWvduPqdP4ow8DLgfOcf1ry10tBqlzJNLbr/pu3aT8yhExkjHQmpvEXiTWILxUF3MAMkrNEDjt6e1V/Ddvp+pSTT6lDcS3E0pYSRSBFGfUYJ61dBaXJmzQuLawTSGWG6t5Ge2hARM7gzNyvIHK9+1dleaXFHpt03zZSGQ9fRTVTWNA03T/DU2qWtrIpttjHzJtwf5gABwMc1kXHjqS7sriAaXhpo2QMtwDgsMdMe9dElczjoTxXlv8A2PHELqMP9kVTi6wQRabe6+pxj8K9A+H9nFdzanMJBIG1GbDhlfcMjncAAfwrzuTwlrkMJMmlXa44/wBXn+Vdp8NdZh0K3uNOvLW6Eyzl+I+gZQazxCXsy6b941vG9jCnitQ6/K+ljpJHHkrL/t9eG6Csw6dGtzp84gnVdPnJXEcJG0SgHc6NkgBuuKd8T/ERt9U067sVG57SaGQTQq3yll6buM+9cfe+J9Qt4ZnurDRXLk4aJI9wZhkEBG7bOOwPWnGOgm23qd9410KOW1uIwBjaR19P/wBVeS3fh1QeEB/Gvc/EGv6NcWayNcKBIgbJU9x9PevIbzxDoxACX8RzweDx+lcsI+80aN6H0Je6gokUA8AfrXIyXn2nUZZA5Kljj6Dis3VdeEFvK7tJ8qk8ewrmtO8QfL96UE+2cDtmopVPfbZMlobN1b6hZazNc2lpJcQzt5n7ojcrHqCCR35z711GjXF/dsJdRgMUcabYYnYM2T95jjIHQAD61yqa8XbAfIH+xWta64cjLqAB3U11+3Rk4nX+XbPw0EJ+san+lA0+wPzGxtc+vkL/AIVzw11c43xn86spr42YLw/maftEFjrNPtLWGD9zbwx8n7kYHP4VNd2dtfQmK5hWRD2YdKytB1RbyKRdyZDdj7VuVMZqV7FWOX0nwvoVtdu0VgrHb0lYuOD6Hit66sbS5iKzQRuMYwy1i2+pLH4h+ybQuZHjzn2yK4y/1nVp/HOo6auuXVpAryeUsahuQm4L04HB5ND95MFoJqNrY6PfXS2lvHD5r5fYMZ7/ANTXM6pf+deoiMcKOceprEi8SXl7JcSX17LK2F2ljnGc1jxa4sl9I/ncFjgletcafv69Da2hr65bTvNBeWsTysgKOq8tjqD796s2eqaiYGia1uIbcjEryrtBX+6O5J6fjVNNbUAASRnNSnVDdanpNnuG24ugrY9OtdLrWiKNO7R6t8LNLGneF9siYd5Wk+m4k16Cv3RWJpcS2sSRIMKBitpPuiuPBzcpu5eIVpDq57XjGt1G0sSSKBlkYZDL0I/KuhrE16EnypQMgZBroxTahddxYeznZnCeL/Bnh5dRhmjtXjWSLftilKqcH0/Gu0tvCXh/T7FltNNhjVgGYjOW+p71zfiedYdL012BJHmQ5/DIqTxR4huk+HFtqNhcSQTv5Q3oefQj9KFUU16kyi4s4/xn4b0iQB2s4zhvU/414VFbX2k3cN1nyW3Hy3RgSDj/AAr1bxVfTnw+moW2uajOpuDb/wCkRqizkLuZ48c7VPynd6j3A4O6h+3WQhVgsikMhPTPvV0ly3QpO50fh/xFeFlaW+lDk/Mwcgt9e1UvFFnea/rDT2Ni8tssSwK6uBuIzuPX1JrFstK1Peqgwx/7ZfOPwFdr9sj0XQpJB8wtoflz1Zu35k1u5XRKR1Pw6v7/AFLw7bWpXZ9mJilY+qnGB78V6NbxHHzc4rjPh3Ytp/hu0hYYkK75CerO3LH8zXdJ8q14lS3O7HrxbUEczra3FxqkNpAhd3YELnGccmuS8ceB9dvZIr+PTpJIkgCOqkORhienPHNdyG8zxRDIP4FJP8v613MbCW3I9RiuzCOyucWKep8uWui+JPEsj2lpp0j4IkKC1SIDgr97AwOemcV3+s+GdWXS4Y57UGZIVVz5gxuAGcfiK6LwPdMmvvFI33oHXn1VhXQeIXDKRW9Wd0c8VZnyzf8AhjVUvJ0+xoAHP/LUetdX8OrS50k6iblUQSGPG189N3+NTbob/wCIE+l6hqV1aW80uxJIpYo1j9Sxk4xjPA5JwKyob6XS77WLS5kuU+zTFAtwo8xQpYfMF4z0zjj0pS/hgviOmurpbrUnJIZQcc88CsC+Emm609xHbu0E2GDRoSAcYIOOnSs/T9bXkmQZP94Vsprg3AKU47qa1hJJEtam5YX0mu2gtLu1b7AvzsJkIEjdhg9QOT+VTSeFNAmDKdNhGRjKEqR+RqjbayCRnaffdWkuqIe35EVftETZnGSfD3W47wpa3sT2+flleUoQPdfX6V6j4J8G2FtCEmmuJp85kl8wjccdh2FZkeqRlfuPmui8M6pFvf7ww3p7VlWmnGxcVqdFrnw90vXLZEkmnjljBEcm7dtzjPHfoK818P8AwsttT1SWC91QlFQuPJhCtw2DySa9wtrqOeMFTXBeHryGz8ZSWhf5maaHGO4O7+lPnVhWYniDwZDFp6QxX0qpGgVQUBwAOPr0rxS/8FNHPOF1EfKx4MP/ANevb/iZqk9n4feW0neGUSou9OuCTkV474ssNa0PSdN1G9vLoT3zSGWJkwIcBCgY4+8Q2cdvwNZQTcrlN6Hsep6fZGBwbK3IPrGK5COytFuJMWsI+Y/wCiiopJc7FLY1LSxtMKfs0WTyeK3otMsPLB+yRZ+hoorqSRmy2mk6eSP9Di/Wp00TTT/y5x/mf8aKKqyEaWk6daW0z+TAqd+M9a2qKKlJJuxRzOoafaR66t2sAE4kjk35P3s4zjOOleW+J7uWw8dandQ7fMjnbbuGRym0/oTRRQuoHMaJptrci9WWMkIE24Yjsf8ACs59IsortljiKhcYAY0UVyf8vWbr4TSg0e0Jztfr/eqPW7SLTrjQru23LKuoRgEnPWiiraVhw+JH0TZnMcZPtWun3aKK5cF/EYYjcdVTUVDWjZFFFd2I/hMypfGjjfEWkW994YDytKGiuAy7Wx14/rWBrWnww/CsIrSERXQRdzdg56/nRRXNQ2RtW+JnmvifWBrNvFFLptlAYUVI3t1dSqAHCAFiAOc8Dk81xkN1Ko4b9KKK6upialndzbgd3OKsXEz3V5pVnKcwy3QLr645AoopPZlR3R71oaKlooUY4rcP+r/CiivHPVeyOShuJF1icg8jArs9PvJiqgsOvpRRXfh/gOGv8bPM9HvZ4/H0caPhPtc8eAP4fmrrdclco2WPSiitJGKPBPEGvPo+v6ih0/T7+Kafe0d7B5gDIMggggjqcjOD3Bpvh4/8JFJrd/qv+kXMzpI7HjLNuzwOg6ce1FFVL+ESviHQ6baC4cCLA3EAAmtW10i0JX5W5P8AeoorRbA9zcj8PWRQNmUH2eph4dsweHm/76H+FFFSwFOg2oGRLP8A99D/AArW8N6fHBdsiSy4ODyw/wAKKKip8I0em2KFLdcSP09a8xuZpYPisAkrYN9kg+680UUugdS78TJ5G8NSZb/lsn868R1/xFqt/Y2+m3V7NLbW8kkqh5GYlmx1yecbePTJ9aKKqAmf/9k=", 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", "info": {"video_id": "162469", "label": "putting remote", "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": "a23acc4284e24e51f525a234ab15bbe2617b3b92e022bd83c96f43e4e96fdaca"} +{"episode": 20129, "episode_seed": 139327437, "split": "train", "timestamp": "2025-10-13T03:02:14.941387", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 139327437, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 duct tape 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', [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": "114330", "label": "spinning duct tape that quickly stops spinning", "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": "114330", "label": "spinning duct tape that quickly stops spinning", "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": "24535a287961b3bcfb2657894d39e17d3ec3bf4d7bb477f8f41edf90b914154a"} +{"episode": 20130, "episode_seed": 3506579777, "split": "train", "timestamp": "2025-10-13T03:02:18.117781", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3506579777, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book behind hat'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199103", "label": "holding book behind hat", "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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wwyKeD35JrxO3uraacRPcwx5ON0m7b+YFel+GbT+y7R42lVzI2/5Og44xVYjERlGyIw+FnCXMzt5psp1qukmB1qAy7o+DTVfjrXmymd6iaMc/7wVyvju1gIiu5lJgnT7NNtHOeqH69R+VbJm24PvVxJFkADKDg5GRnmt6VZxs0ZThc47wz4UuiIbrVpHRVIZIejSY6F/T/d/P0rt47dIxhVA+lRvLVnPFayrSqy5pO7MHTjTSUVYSZisDDuBXnF1cQ2ltLIFVEXLttGK9GmcCMk9MYNeOeJ7gpaTQA8tJs/DP/wBas59DfDq8rHGXrXGo30tzKSWkbP0HYU6Cw5BarcaYWh72G2kKSEggAjjrQtdEeuqNKn70z0LwrfNLZJA7ZeH5c+q9v8K6xZMpXj+g6t/xOYGZcQkhR1POeDx716tE/wC6BrmqrlZy1nBzvDYvb/lqFpCrKffFIHyv4VBcPhAfQisE9TKxrRS5A5rO1iRswJHzI5Kr+lTW8uVq1FZR3c6yuMmIED2z/wDqrog+Z2Mpe6rl/S4ttvEmeEA/SsHWrm3tdcKzhPnQMCQOBnnFdPAvlLgdK4TxhZwXWtRzTFj5ceAmcKeSefWuq9kc8NWec6hP5V3dNEswjkdiuEJymeD9DzVO0ubiWYeTFJHnjzGcpx+HNbWq3fn3Hkg/InX61XiwMcVca8+WyZ6dDKqVT36nU7PwvbPpsUhllV2mIPyEkDA9T1612Ky7o+vavPdBvmWT7M54PKZ7e1drbyfJg+lcdWUm9Sa2HVCXKti6jcUx5MKeelRK/FNkbIIrHmszK1zRglJGc1I78de1ZtpKSg+lWy+RW/OZ8paVQq8DFPPCjFNHSkd8IfYV0HIcD4klMWp3IbgDH5Yrz+ac3Vw8p6E8D2rrPG9wUvZ8Hl0X/CuOjGBWdtWz2sBHTmLCY4rb0a7EEpjdwqMM5PYiubmu47Rk8zOGzyB0qBdTkmuI/JBCqwI4ySfpVON0dlavTUXTe/Y9htJQYwQcqRwato/HWsTRbkXNjDMAF3oCB6Vqq2T1rhloeSTMeaSzkwuPQ4pjN1qvBJiVwOzUouwrG2lutxIjtyUBx+P/AOqtKL5Ex7VR09twk/Crx+7XdS+FM5KnxHn2t21q+vXF46b5hgAseFwOw6Vwfia+mvbj7JE37lPv/wC03/1q7XxNOLfUb054B3D8hXnsYLkseSTk0byud+EpKpuUYdOZj8xrv/Cl4yQCzkYtsGYyfT0rlQyowDEDPTPenwauttdx+S5yG+ZlOMDvyelOUXJHbKnRhBrqewQyZT8KkV+KzLCYS2yOG3KVGD61dRs8VxNnniyv8pPpzVu3lygrPlOY2+hp9pNlAPaiEiWjSZz61pgArWLuz+NbKEAc100ne5zVlsVb5ikJrxLxJPv1IoDwZmNezavMEtXPoDXgut3Be6WUdd5atJbo0wztJMlBCioprZLiEhxyeQfShGEu3aeDzUxOWwOgpHv2UlZ6oztM82DWLaBy21pV6HHevZYpQYgcdRmvJZ1Et3a28eBI0q5b0r0+zctApYgnHJxWFd3szyqlNU5uCehqo/HHeq14+ICc9x/OnRPgDjiquoSbbb6uBXKSaFpJlRz2rf0ps+b+H9a5Wyf5V5rptEO7zv8AgP8AWt6HxoxrfCzV42kVwPjWUQXokzwYs/ka75xtBPavL/iPNtSI55ww/lXZLY56WskcLE7SMXY5LHJqfzljK72CgnAz61DHgKD2plxCl0PKcZUc/jSR9PdqFobj31dYZU8g7mBB3A4A/GvUNEukutOgljJKFBjvmvEnSTT5s9V7HFeteEps6BasSSzLuyfck/1rOulZNHk1as6krVN0dKr9qHPJqFHyT0pXbg5rjZmNs5ecZ6HFaSvx9KwbST9449GP8610k4qkyZI2xzUN0AsJIqVTjmqt/KFgavROFHkHjS53asVz3VaxAdoFS+KbnzdRmcHpLx+FVFk3opU53Vmj2sFK0Wh7Is6sHGVPFY8sctjLlSSvY1uH5QqCobzYlq5YAkqcZqk7G+IoxqR5tmup6B4cdV0e1C/dCDnOa3I3ycZ5rmPC0b2+k28TEcIDx2zzXQoxBrhn8TPNWxZY/wAqowyYupR/tGrRbOPeuX0nzNW8X3Onvqk9ojGUxeWm7cyqWC+w4PJ9PelCDk7IHJRR6JpLb0kP0q9IxWNj7Vxvw7v7q+S++0zvJgRld3bO6uwuziFq7qatFI45u8zybxxcbdQnA6Mqj+lcwgAWtHxrceZqNxg/dYD8qykk3RBxzkcUj1cE7JizwJdqUboOhHY1kgvYzYdQQD1IzW2vyIB/Eahvoojau8gyQDt+tWpW0N69FTXOtJI9L0F9uj2oLZYRKCfwrVjkzyK5zwzJKdGtlmyXCDOeprcjbDGuCe7PPWxNK52t9KgsJcovNOnb5HPYKTXPX95PbaOZbeRo5AygMp5qYq7sPodmr/Lwa2y2FrzrUpWttDg1HT9b1CVWufs2biJUWchdzPEBztU4U7vUe4HeNJ8v4V20oON7nJVd7GN4luvK0q4bPRDXiGptux7V6v4zudmkSqOrsF/WvJbw7mNOT94unohlrdmGMx44Perf22NEyDlvQDvWTyp6cU9MuQAKbR3U8S4qxr6Spnv0mbqrZH1r0nT3zDn26VwWjxeW6j0rtNPfK47VyVXdmTlzO7NeN+lc14y1p9JtLXy1VpJJCQG6YA/+vW+jHpXnPxBvBNrUVqpyLeLn/ebn+WKmjDmnZkVJWjdEX/CfayoAiFvHj0jz/OvRPhTr2o64+rG/nEnleTsAUKBnfnp9BXmXg3S9I1rxBDp2r3E1tDOdqzpNHGsZ6ksZOMYzx1JwO9ej/CuyOma14osTFPF9nnSLZcACRQGkGGwSM+uCRXoKnFbI5JSbWrPUJGCr14xXj3xLnzMkY7IT+terXMu1DzXi/j+bzdXkTP3UA/nUy2HS0Zhwy74VcdMVMo2x5PVqx7CcK/lyNiM8/jWmJxI2eQB2xSPoKNTnimOmjiMLNKAVA6Gut8D+ZHosKSdDllBOeM1w9zP50iwIfY/Wu68OYgtYYgeFUAH2rGq/dscuLkpTVuh1Ssd/TmnM2SKgD/N0pt1OIbWWZuFjRnP4AmuVnKU7GXfIx6ksf51sGeOCLfNKkSjqzsFH614VJ4g1aUbRfTIp7I23+VbHifwfqWgeHtH1PUXuGub4yebDIh/0cAIUVif4mVs47dOoOOqOGfVmEqy6I+gegrJ1RiLaT6Giiuk50eFaySzyE9S5P61Dpv3HPXb09qKKzWx6WF+MtodzEmq1z+8uFRvunAxRRQehV/hs77RBiCNewGK21PzfpRRXE9zyyU84rx+38R6jpevNqNvInno8mN65X5gVPH0Joorowy1ZlW2R33wblklGs73Ztohxk5x9+vRtQY+Q/wBKKK6mc3U8I8RsXvLok8mRv51Q0wl22tyoyQKKKzR6OG+NF4Es5J9Kq35LMIyflIxRRSPRq/w5HoeiE/Z4vdBW0vDfUUUVxvc8tEV8xW0nI/55n+Vcjrt28GjMFVT+8Xrn/GiinT+IUtjG1zx5e6zHbwvpel2pgVY4pLaJ1KIvRAGcqBzngcnmva3J2j6Ciiu842cH43dhbIuePM/pXnFx940UVlL4jaHwlY1YtlBbp3FFFEti0dDpwG411Wn8DAoorkluamhH97HbdXjmszyXOtXsspy7TNn8DgUUVvhviZjX2RY0bXm0ZJozpum38UrK5jvbfzArLnBBBBHU5GcHuDXpvwm1G61bUfEeoXsplubmSKWR8YyxLk8DoPaiiuxnMz0G9+6a8S8YMW127z/eA/Siisp7GlPc5HuakDtjG449M0UUM7KbLengG4yewr0DSuBGBRRXNV3CXxHRxknFZviiRovDGosh58kr+BIB/nRRWEfiRMtmeLdDxWvqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiivVOI//2Q==", 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wwyKeD35JrxO3uraacRPcwx5ON0m7b+YFel+GbT+y7R42lVzI2/5Og44xVYjERlGyIw+FnCXMzt5psp1qukmB1qAy7o+DTVfjrXmymd6iaMc/7wVyvju1gIiu5lJgnT7NNtHOeqH69R+VbJm24PvVxJFkADKDg5GRnmt6VZxs0ZThc47wz4UuiIbrVpHRVIZIejSY6F/T/d/P0rt47dIxhVA+lRvLVnPFayrSqy5pO7MHTjTSUVYSZisDDuBXnF1cQ2ltLIFVEXLttGK9GmcCMk9MYNeOeJ7gpaTQA8tJs/DP/wBas59DfDq8rHGXrXGo30tzKSWkbP0HYU6Cw5BarcaYWh72G2kKSEggAjjrQtdEeuqNKn70z0LwrfNLZJA7ZeH5c+q9v8K6xZMpXj+g6t/xOYGZcQkhR1POeDx716tE/wC6BrmqrlZy1nBzvDYvb/lqFpCrKffFIHyv4VBcPhAfQisE9TKxrRS5A5rO1iRswJHzI5Kr+lTW8uVq1FZR3c6yuMmIED2z/wDqrog+Z2Mpe6rl/S4ttvEmeEA/SsHWrm3tdcKzhPnQMCQOBnnFdPAvlLgdK4TxhZwXWtRzTFj5ceAmcKeSefWuq9kc8NWec6hP5V3dNEswjkdiuEJymeD9DzVO0ubiWYeTFJHnjzGcpx+HNbWq3fn3Hkg/InX61XiwMcVca8+WyZ6dDKqVT36nU7PwvbPpsUhllV2mIPyEkDA9T1612Ky7o+vavPdBvmWT7M54PKZ7e1drbyfJg+lcdWUm9Sa2HVCXKti6jcUx5MKeelRK/FNkbIIrHmszK1zRglJGc1I78de1ZtpKSg+lWy+RW/OZ8paVQq8DFPPCjFNHSkd8IfYV0HIcD4klMWp3IbgDH5Yrz+ac3Vw8p6E8D2rrPG9wUvZ8Hl0X/CuOjGBWdtWz2sBHTmLCY4rb0a7EEpjdwqMM5PYiubmu47Rk8zOGzyB0qBdTkmuI/JBCqwI4ySfpVON0dlavTUXTe/Y9htJQYwQcqRwato/HWsTRbkXNjDMAF3oCB6Vqq2T1rhloeSTMeaSzkwuPQ4pjN1qvBJiVwOzUouwrG2lutxIjtyUBx+P/AOqtKL5Ex7VR09twk/Crx+7XdS+FM5KnxHn2t21q+vXF46b5hgAseFwOw6Vwfia+mvbj7JE37lPv/wC03/1q7XxNOLfUb054B3D8hXnsYLkseSTk0byud+EpKpuUYdOZj8xrv/Cl4yQCzkYtsGYyfT0rlQyowDEDPTPenwauttdx+S5yG+ZlOMDvyelOUXJHbKnRhBrqewQyZT8KkV+KzLCYS2yOG3KVGD61dRs8VxNnniyv8pPpzVu3lygrPlOY2+hp9pNlAPaiEiWjSZz61pgArWLuz+NbKEAc100ne5zVlsVb5ikJrxLxJPv1IoDwZmNezavMEtXPoDXgut3Be6WUdd5atJbo0wztJMlBCioprZLiEhxyeQfShGEu3aeDzUxOWwOgpHv2UlZ6oztM82DWLaBy21pV6HHevZYpQYgcdRmvJZ1Et3a28eBI0q5b0r0+zctApYgnHJxWFd3szyqlNU5uCehqo/HHeq14+ICc9x/OnRPgDjiquoSbbb6uBXKSaFpJlRz2rf0ps+b+H9a5Wyf5V5rptEO7zv8AgP8AWt6HxoxrfCzV42kVwPjWUQXokzwYs/ka75xtBPavL/iPNtSI55ww/lXZLY56WskcLE7SMXY5LHJqfzljK72CgnAz61DHgKD2plxCl0PKcZUc/jSR9PdqFobj31dYZU8g7mBB3A4A/GvUNEukutOgljJKFBjvmvEnSTT5s9V7HFeteEps6BasSSzLuyfck/1rOulZNHk1as6krVN0dKr9qHPJqFHyT0pXbg5rjZmNs5ecZ6HFaSvx9KwbST9449GP8610k4qkyZI2xzUN0AsJIqVTjmqt/KFgavROFHkHjS53asVz3VaxAdoFS+KbnzdRmcHpLx+FVFk3opU53Vmj2sFK0Wh7Is6sHGVPFY8sctjLlSSvY1uH5QqCobzYlq5YAkqcZqk7G+IoxqR5tmup6B4cdV0e1C/dCDnOa3I3ycZ5rmPC0b2+k28TEcIDx2zzXQoxBrhn8TPNWxZY/wAqowyYupR/tGrRbOPeuX0nzNW8X3Onvqk9ojGUxeWm7cyqWC+w4PJ9PelCDk7IHJRR6JpLb0kP0q9IxWNj7Vxvw7v7q+S++0zvJgRld3bO6uwuziFq7qatFI45u8zybxxcbdQnA6Mqj+lcwgAWtHxrceZqNxg/dYD8qykk3RBxzkcUj1cE7JizwJdqUboOhHY1kgvYzYdQQD1IzW2vyIB/Eahvoojau8gyQDt+tWpW0N69FTXOtJI9L0F9uj2oLZYRKCfwrVjkzyK5zwzJKdGtlmyXCDOeprcjbDGuCe7PPWxNK52t9KgsJcovNOnb5HPYKTXPX95PbaOZbeRo5AygMp5qYq7sPodmr/Lwa2y2FrzrUpWttDg1HT9b1CVWufs2biJUWchdzPEBztU4U7vUe4HeNJ8v4V20oON7nJVd7GN4luvK0q4bPRDXiGptux7V6v4zudmkSqOrsF/WvJbw7mNOT94unohlrdmGMx44Perf22NEyDlvQDvWTyp6cU9MuQAKbR3U8S4qxr6Spnv0mbqrZH1r0nT3zDn26VwWjxeW6j0rtNPfK47VyVXdmTlzO7NeN+lc14y1p9JtLXy1VpJJCQG6YA/+vW+jHpXnPxBvBNrUVqpyLeLn/ebn+WKmjDmnZkVJWjdEX/CfayoAiFvHj0jz/OvRPhTr2o64+rG/nEnleTsAUKBnfnp9BXmXg3S9I1rxBDp2r3E1tDOdqzpNHGsZ6ksZOMYzx1JwO9ej/CuyOma14osTFPF9nnSLZcACRQGkGGwSM+uCRXoKnFbI5JSbWrPUJGCr14xXj3xLnzMkY7IT+terXMu1DzXi/j+bzdXkTP3UA/nUy2HS0Zhwy74VcdMVMo2x5PVqx7CcK/lyNiM8/jWmJxI2eQB2xSPoKNTnimOmjiMLNKAVA6Gut8D+ZHosKSdDllBOeM1w9zP50iwIfY/Wu68OYgtYYgeFUAH2rGq/dscuLkpTVuh1Ssd/TmnM2SKgD/N0pt1OIbWWZuFjRnP4AmuVnKU7GXfIx6ksf51sGeOCLfNKkSjqzsFH614VJ4g1aUbRfTIp7I23+VbHifwfqWgeHtH1PUXuGub4yebDIh/0cAIUVif4mVs47dOoOOqOGfVmEqy6I+gegrJ1RiLaT6Giiuk50eFaySzyE9S5P61Dpv3HPXb09qKKzWx6WF+MtodzEmq1z+8uFRvunAxRRQehV/hs77RBiCNewGK21PzfpRRXE9zyyU84rx+38R6jpevNqNvInno8mN65X5gVPH0Joorowy1ZlW2R33wblklGs73Ztohxk5x9+vRtQY+Q/wBKKK6mc3U8I8RsXvLok8mRv51Q0wl22tyoyQKKKzR6OG+NF4Es5J9Kq35LMIyflIxRRSPRq/w5HoeiE/Z4vdBW0vDfUUUVxvc8tEV8xW0nI/55n+Vcjrt28GjMFVT+8Xrn/GiinT+IUtjG1zx5e6zHbwvpel2pgVY4pLaJ1KIvRAGcqBzngcnmva3J2j6Ciiu842cH43dhbIuePM/pXnFx940UVlL4jaHwlY1YtlBbp3FFFEti0dDpwG411Wn8DAoorkluamhH97HbdXjmszyXOtXsspy7TNn8DgUUVvhviZjX2RY0bXm0ZJozpum38UrK5jvbfzArLnBBBBHU5GcHuDXpvwm1G61bUfEeoXsplubmSKWR8YyxLk8DoPaiiuxnMz0G9+6a8S8YMW127z/eA/Siisp7GlPc5HuakDtjG449M0UUM7KbLengG4yewr0DSuBGBRRXNV3CXxHRxknFZviiRovDGosh58kr+BIB/nRRWEfiRMtmeLdDxWvqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiivVOI//2Q==", "info": {"video_id": "199103", "label": "holding book behind hat", "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": "b86257780467251bc24d7af0765d432254a81d4577d62b0daa3db6571b89ab14"} +{"episode": 20131, "episode_seed": 533151374, "split": "train", "timestamp": "2025-10-13T03:02:19.409661", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 533151374, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 phone off of vas'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "3645", "label": "pushing phone off of vas", "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": "3645", "label": "pushing phone off of vas", "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": "2808ecbbeca0881f2dcd522df55f14edf04e994fe7759b75cf461ae0f3616064"} +{"episode": 20132, "episode_seed": 1397203276, "split": "train", "timestamp": "2025-10-13T03:02:21.903160", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1397203276, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail cutter in sponge ball'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "84483", "label": "burying nail cutter in sponge ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "84483", "label": "burying nail cutter in sponge ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "71750d81888772cb5eb27044f63a378ecdc4459e62221ab96f36a68a3d5bc0ad"} +{"episode": 20133, "episode_seed": 2192439547, "split": "train", "timestamp": "2025-10-13T03:02:23.380417", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2192439547, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a book from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 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": "71589", "label": "pulling a book from left to right", "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": "71589", "label": "pulling a book from left to right", "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": "fc7fd7b184850c133f0147ea6e92dd013e8f938d6de595dcf893a8860ba3c17d"} +{"episode": 20134, "episode_seed": 2518405069, "split": "train", "timestamp": "2025-10-13T03:02:25.011635", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2518405069, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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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bVRzjr9aVwRQi0tLdt8ZeEnrscjNWlRVXH6k809rcegNRPDgfcXH+7Q5NqzY0le42Vo1X+GuXmlycDH4Gt2fI6AD6CuZYk962odQmPz7/AK05fXJ/OoMOT/8AWqxHGxHf8q3bM7Eijcep/OrCHoBUSxyE4BP5VoWllIzfe/8AHahyQWLdhbMT5jHitFoC3RyPoafDDLGgAxx/s1MFlPQKP+A1jKRSRRSOeOQDiVOwJwVPse1aEUblCZCAzHOB0FKqyjqR/wB8Up39ST/3yKJVqkocknoChFPmW4eSvrUbYUkAk0SFupd/0qm0oUOWJP1NZpGnQS8udi4BrGMokkx95uw71V1uS4lspjan97j5ea5fRrnVoNQMskDKCuCS3XnvXqYbC0ZUpTqVFFrpbVnLWqzjJRjG52z2ty8fmLDiPu7MFC/Uk8VSZrKIZk1G2d/+ecGZG/QYqpdSXd7Fsdwo9OvFU4tLG4b5XYegbaPyFCeHj0bM37aXVI0ZdRSNf3dvK4/vSERj9f8ACqv9p3DEiMQoe3lo0p/M4FSCzhj+4gB9c1NFCc8Mfpmj6zGPwRSH7C/xSbLdpeXU0Kxsbp8DBLMsY/SrAgumkIykUfGFG5v5061hdVyHI+hFTfvP77fmKiePxD0UrDjhaS1sWUiJIaWRpGHAGAAB7CpyqAZzVSPd6uf+B0SHaOS3/fdcM25SvJ3Z1xSSsjx7w74fk1C6Eku7HVmxXqum2SWsKxplQB/dqlo+mLawIiYAHt1roYVwvBWnOTm7kpKKsIAOAZD+K0hVu0wx7qalJbHb86Tcx9PzpWC5Aysv/LRPyNNJfH+sQn0wanYt7fnUeT6j86mwDDvx99P++TUZzg/On5Gp/wDgQP40xmYdsj60Aiq2cE+ao/A1nXRzn96n61pySEKchh71w8c1zqnjG60yTVri1iPmeUI4w2WVCwX2HB5Pp71dODk7IUpKKuyXUlZni5U9eh+lNghdsDZx9RWL4furrU3kM8jzbQpGe2c129lYfd3R8AelFS8XylRd1cNPsWYgmM4+tdDBEyKNsTfgf/r1FBAiAL5Z/KtCBEAHB/HNZK7Y2KiNjPlyCpADn/VSf5/GpQFxjn9aTaueh/WnYm41Q3P7p/z/APr0vz9PLYf5+tPC+i/nQwXqV/SiwELh8f6s/iarzB9n3P5Vacx46AfWuZ8Z3k1joLzWsphmEqAMjYOCelOMbuw27akt1uH/ACzY/TFc8ME/erO1i5lh0WLUbHXNRlVrn7Pm4jVFnIXczx99qnCnd6j3A1IX+Ucj8q6OR09yVNT2HoFHcVYiwx4K1EimQ/KR+Va9nZtgH5T9VrJzL5R1rAGI5XNbdvCI15K5pLa1AAZlQn3Wrnlr2SP/AL5qdyWC9fvLn61YUKB95fzpI4gB91B9FqZVB4wv/fIpWERZUc/LTGdM8kGrGzjHy/8AfIpkgIHDD/vmlYZQuJFGQGH6Vh38xPyqQ2fQisWTVLm48c3WlXWs3dratNsjaKSONY+hJJcYxjPHUnFU9Nur99V1S2vJp5DbS+Wq3G0OvJHOOM8DOOK6I0WlzE+0TfKark7TlRz7iqpPzcLinSSEnhajyOpWrAcGb+4fzpC5J+64/CkLLjoRQHXHf8zUiaHK+TyH/KrtspYjIf8AKqcQy/U/nWzaqFXOWP40mCJwQi4+fp/dqMPz0P8A3zT3cAdT+dEO1ud7f99VDRRNC554YfgahuZMAkkj86o+Krq5sPDz3FpPLFJ5qAOjc4J5rmNd/wCEl0XRtNvLrVL0S3ZfzIiuBDgKVBOPvENnH/16cKUpK6E6ii7Ms6Z4rvJgA9tafgjD/wBmrrrC8a5UFo41J/u5/wAaKK2srmLbL5jBj3ZOfrVZ2KvgE0UUSSKi2JKSAKrtIy9PSiisGbCp84yetNeRlzjHSiipAglJeHJ7ivLtS1G40nxZc31tt86KVtu8ZHzLtPH0Y0UVth/iM6uxe8BIrS3ikZCiMD9a9FjAUDFFFY1/4jNaXwIvxHhTjtVxWwucUUUojkTA8UwuR3ooqmQG4nin8gDk0UUhoa/TNcd46bPhyTIH+uj/AJmiinT+JCl8LOC1rxC2sxQRS6ZYW5hVY43t0dSqDogBYgDnPA5PNdXHwF4H5UUV0YjoZ4fqatgiNJyi9a3raNOflFFFcT3OkvxgAjirSKoPQUUVojNkowB0FPU5OMCiigQMi9cVFKuBwSPxoopDR4/4g1VtM8UauhsrK8jkuNxS7i3gMo4IIII68jOD3Bpmg39xe3ep3ly/mTzuskjEdSc/lRRXcvgRzr4zZ3FgSf0pisaKKzZqg3E8UqMS2KKKzKLkBJYc1qxsQnWiigCF5G38mr1qQUHA60UUnsBkeN8Dw04AxiaPp9TXnV/reo32nw6fc3c0sEDtIu+RmJLY65POMcemT60UVrR+FmNT4j//2Q==", "info": {"video_id": "167033", "label": "lifting up one end of pen, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "167033", "label": "lifting up one end of pen, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c2fdee830a2d49a7750ab2f7ac15c24a3b2844b2f3eebbf7cf6348d1a3f13ccf"} +{"episode": 20135, "episode_seed": 1306818258, "split": "train", "timestamp": "2025-10-13T03:02:25.429627", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1306818258, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 small 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', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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Ge7MZOMYzx1JwO9XNMsm07W9XsjFPH9nuPL2XAAkUBmADAEjPrgkU47ky2LU52LgD5ulZ0q/dOPata7MYPIyxIHHas+5AII6Yq2QmUJTnnvjmqhYHPPXmpblztOO9UfNCsAT2qGy0SHtmonPy4pHl+Yj1oxhiSeMUihjjOfaowMlamC5ye/SkxjHHNADlU5B7Upb5cehpHJWLg810HiLwdf8Ahvw7o+oXnnLPfmTzYWjIFvgIUDH+8ytnHbp1zgA17n9yWiQfLjvWLN95vYUUVtIxhsYl47EEZ4qgCVYMDgg5FFFYmqJPMeeQGRi2SOtS3KLHcIFGBgGiil1NFsLdqEkQrxkc0Ekrk9c9aKKEKW41fug1Z0zVrnRNTj1C02efFuC713D5lKnj6MaKKZJq+FEDtdA9tpH4ZrW1FifmPWiitV8Jk/jMO5O1Mj2NY1yxLmiis2WiAHBpc9TRRSKJlUfZS3fNEDnJXtRRSRUhzkhuPWkb5UHGehoopkm1r3i2TxFb20M2kaZam3VI4pLVJFKRrnCAFyoHJJwMk8+tdHGq+TIcDJPXv0ooq4GVToYtwSWwScdaybs/IT70UUmUjLckmjPy4ooqSyZP4V7U5WO4CiigCSQ4bjsaZ3X3PNFFAF/S9ffRxOh03Tb+KZlYx31v5gVlzggggjqcjOD3Brb0C+udX1HVNRvpDLdXEiyyPjGWJJPHYe1FFVHcifwstzOftEg4xWbeudpHaiiqZETIuSdh9qzSx3UUVmaoVjjFToxLDPeiigZKAMmkIG7NFFADJfuZ9DV3UPE2r6ppNtpd7fTT21tK8qCSRmJZgOpJ5xt49Mn1oooA/9k=", "info": {"video_id": "156089", "label": "letting small bottle roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "156089", "label": "letting small bottle roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "870910c48ac647cb301d266b3aee4caf0a07da77ef098fd5c899a63ea531bce1"} +{"episode": 20136, "episode_seed": 455147046, "split": "train", "timestamp": "2025-10-13T03:02:26.049068", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 455147046, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 voucher 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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"info": {"video_id": "7883", "label": "pushing voucher 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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"info": {"video_id": "7883", "label": "pushing voucher 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": "35077dbb54822000d548f14674750b6745fe9c41ae8e574cef68f9198c1db7ff"} +{"episode": 20137, "episode_seed": 3801203026, "split": "train", "timestamp": "2025-10-13T03:02:28.075094", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3801203026, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a pouch out of a backpack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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U4Z7VWBBauDLO5JZ2Yn1NJbXc1nLujbGDyPWtUhUazhuep2BWa5UN93q30qDVLV4kBgbK5yBWNoHiG3kEiSnZIyYGa3VzJAr5ypGRWNR6ndGopPQrwp5SSXC8AqCfY964XX743d2ik/6sEH6k130+YXMQGUuBx7HvXm2qwNb6rcxOPmVz/jVwlzbnNXjyR02ZVzmkLbTRSFS3QEkc8elaHKdLD4x1mCwhtIJYkjiQIp8oFsD3rHtbZ727itoh+8lYKKuaboN/qNotxBGpiL7NxcDmvYW8HWunwreWlnCj8M2xPmAx2qZOyCKTdija20Wm6ZHawgBI02iuW1i4HmnngV019MFh4NcRqDSTC6aPkxQvJn0wK5IK7O2TSRDYq9yFllACFtyj19K7nw7b+TOtztGIyCue5rlrKFXsoQjAkAA49a6yyuFSNY+mBiuyKsdFOOh6DJcwywJPBGS0hHmY/gHc/wCfWrrxRuqXKMACMMDxkiuW8Nan5E063TKI2baobsAP65qzc60kNzNpyn5X+dZCepPYf57VnUd2ZcjeiLGo6utlA23pXkHiXxSwmlSMkySEsBnhfrXReL9aa00uaQEK+NiA+p6V5GzPIxd2LMTkk96mEebVmVWp7Ncq3NGy0i61K6tGEke69eQKWPQryc13XhnwnFp8l2+qw21yqAFcrnb+frmuY8EW0s/iOCZQWS2DOyjqAQRkD64r2TR7GHUBeLcQuowgGTg5GeRWsvI4766mAiR21uVjjSJTk7EXAH0FcrqjvcXkcMYy7sEUe5OK6zXYJNNcxudyHlXHcf41zOhQ/wBo+LLRGGURzI30UZ/wrlim5ana5JRujKFjJa6hcRTHPkzOi8ehxn8q7nQlNjGJQdshw2R2rCurcHWbyEoyvHOzEMc8ZyD/ACrRivvJX5vuqK61odFJXgj0i0lbVIhexP8ANDkbVHU9/wAasXuqI1skoKbyMOe4PvXAWHiP+xZBDGT5b/MW7HPP51NLqMdu7ztKz2dz8+QMjJ/rnFZT1dyIwUny9jB8fa+tsgCsWmf7g/rXlLO0jl2OWJyT61reK9UOp67KQf3cJ8tPfHU1kDpVwjZHFWnzSt0R0Pgy1S68TWu9GYxkyJtYD5l559uDXql200ZErwoqqCCTJ69O3r/OuN+GFshuL+5aMFlVURyOR64/SvQL20+2W7Q5wTyPrTkzBnksk6xBpZG+Va5q8l8+4aUjAck16VpOkRJbiS4iSSR+cOoO0dutYvjuxRILGWKNVYuY9qKBnv0FKJozhgccGndqaaTJBqyQ/iqZF2/MaiBy1SMSepoEL945oKgCkQ8U5ulA0M6VGQc5qSt3wlpkGu6rJpFzePbRzRvIhSPeXkRGZR7d+T2oA1fDelR3Phq4aUANNJmOTuu3I/qaZY+ErvVvMJnjgWJtp3Akk1L4duZF0vyWLeWqKUBPAzkmum0K8CSyRSEBW+YH3rN7lJ6WMmD4eRKQZtRfjk7IwP5muAuyhvJvKOY97bT6jNe6GWF42UFiSCOFNeH3pVRBB5QjkgQxyH+8dxOT+GKtElTJByDg+1dRoHiF1SOxuGJGSFc+/auWpVJVgQcEdDSlFNFQm4u6PZTD5zWMaLuc4IArz/x1ALfxbdIBj5IyfrtrqPBXiWGYp9rIE8C7Vyetcz49l87xhdSAggpH0/3ayppqVmdNWalTOaqzp939gvorny1lCZyjdGBBBB/Oq1IxO3jitzlPSvCDwjwrEjyKrNI/1+9xXs0hAhxx0rx+eK3sPC9pfaPq168LXH2cedAsSXBC7nkiHUKGODu9R7gerTSfL17VLRLOF8X2L20TXcI/ck/OB/Cf8K5vw3prapHrBHX7KY1z0Jb1/AV6TerHPayxSqGjdSrKe4rH8IaSNNsbsHky3B2n1UDA/mazULSujR1G4WZ5T4d1UW9w9rNgkEqme/t9a7Gz3XkwRG25B59OOtcB4iMD+ItSks0aOFJyADwQc4P6g1veGtcSaCW1lIF2QNjH+MD+taS0R04fEWXKzcubyZJYoy2yaJdu3+9ir0eqHUdN8x8LNB7H5h7e9Z06G5kWR1xLF8wPfjsaz9VvBpdijRNgMNyD1z2/pURaacXubyk4yU1t1MHxVrkmr6gE4WOLggd27msNeRimli7s7HLE5J9TTl61olZHnTm5ycj0P4aWIY3d+X+5+5VPrgk/oK9V0ZtguPfb/WvJ/h15c13HYXOoXNlDcycSRSxxqh/vMX4xj05JwK7nwtPdpqOt2l3Jct9mmEarcYDrgsOccZ4GccUmupDNnV7CHVLKW3kOCeVf+63Y1xXgXT5Ydf1F51w9snlH/eJ/wFdrdXKxxMScVn6FJE896yIBI7KzsO/GBU21uPmai0cl8QNUew8Q2ESW6hXgLPMM7iN2MH2GP1qHSbiO4DXDgSRKuTzwc8Cut8Y2AvvC2pBI1M6wFkbHzfKQ2M/hXi+l6zPpOUI8y2k+/Ge3uPeqktNDahiHBcr2O3urcicJHIGt3G3J6oe2fxqDU9QXT9KMEq8KhYKT/H/+utCPyLhSkModJE4P16c1ynivzZ7SG6eLb8+xm55IBrOEvss66m3tI72OTyWJJ5JPNSxq7thFLH0AzUQ6V0vg2BpNSlkx8qR8n3JrVux5x33w+06Wx0JmmTa0z7+eo9v5V1jHBrD1WSfTvCySW8jRS70+ZevJNUNbtfEGh6Npl7dX92s14X8yIpgQ4ClATj7xDZx2/OptfUTLSAcVy3j5jFaadIvDLcHH/fNFFJbmh5yeKbRRWhDHL1pzdaKKBIcvWnGiigobV3QtRn0rXYLy22eahZRvGR8ylTx9CaKKBM6PTVEcTov3VCqPoK2LR2jKOpw24c/jRRWb3Kjsd6AHTB6Ec14Tr8aw+Ir6JM7UkwM0UVSJZnMOKaKKKoRLFK8MgeNirDuKkubmW7nM0zbnIAJ+lFFLqUtiAUvcZGeRxRRTEeg6v4jbWobaGTS9OtjAixxPbI6lEXogBcqBzngcnmvW5mO0fSiipYjJ1ORktsqetQ+HJGeG5DHIEgx+VFFJbi6HnHxH0qz0q+gNpFsN0JJpTnO5i/8A9euFUlBvU4ZTkH0NFFWCPT7O4e5kieXBLKGPHqOa5nXyW0tlLEiObCgmiiuaHxHqf8un6HKitHSbKK9nKSlgBj7pxRRXSzzDs4tSXRJ7i2TT7C7t2ZT5d3DvClBwQQQR1ORnB7g103hC+uL+51i9uZC9xcOkkj4xknd+VFFT0A0NVmcJjPGKi8NSML6Zc8OvP4dP50UVPUOh00iLJGyMMqw2keoPFfNl4gjnmjXO1JWUZ9AcUUVoiUdh4Anc/aYicogJUHtkc/yqx4vUf8Ikj9WN7jP4GiisP+Xh3x/gv0PPx0r0v4ZafBdW9w8oJIdeh69aKK2lscZ1/jAbfD7AcYljxj61xV5rmo32nwafdXc00EDtIvmSMxJbGc5POMcemT60UUlsSf/Z", "info": {"video_id": "5711", "label": "taking a pouch out of a backpack", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "5711", "label": "taking a pouch out of a backpack", "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": "23a1cb6fcc202d70647581287024477b5e1a08db3916642b35f47c0ff7cbd9ad"} +{"episode": 20138, "episode_seed": 4067561956, "split": "train", "timestamp": "2025-10-13T03:02:30.696878", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4067561956, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tv remote onto the tv'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "39877", "label": "putting tv remote onto the tv", "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": "39877", "label": "putting tv remote onto the tv", "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": "7cddf5b93e31c712157d07372c87b5c5b7b99b3ae899b9d5be1189e4f965a3a3"} +{"episode": 20139, "episode_seed": 363104743, "split": "train", "timestamp": "2025-10-13T03:02:33.939839", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 363104743, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the black tape down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "62063", "label": "moving the black tape down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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qYLx7ik68UhkITFVdQG1UA75rQxVHUV/1f40AUYkyaseXx0oiXnpVjbxQMqCP2qVY+Km2ZqRUoJZCIsdqljT5TxUwj4p8ac0A0MCCnbBin7Qre1A9ccUgRFsANG2pitN20DR44kWMcdKkSL5gAMnPSnqAAfQVq6LYPcN52DhuF+nrXBThzM75T5SCHS5JmXcNx7KOgrtdC0QWke5h85/SrOn6akKg4Ga3YIsAcV1xgonLObkOgi2gVZEfFPjTipglaGIxUAWmyKMdRUm0gn0qORCRQCKoLFznpTwecUPGV6UmDQUeW/GWLzW0X287/wBkrzVIVU4HQV6j8XV3nRvbzv8A2SvN44snIrkqy95o66UfdRCItrZHH0qQxhWBxx396tRwZPNX4LCW8lSGGLezEDIHT3rJXbsbO0Vdi6NpjarqMFsgyGPzkfwqOtez2tqkEKRooVVGAB2FZHhrw/FpNt0Bmf7zf0rpVjrrpw5UcVSfOyEIQRjHvSsTjpVjy6aUrUyKEkZZfeogpFX5FxVZ15pDI16Yqg4+U1fYelUX+7VIaOe8Ta+PD+mrIqB7iZtkSn1x1PsK8ts995eu8h3cl2Y9z/8AXNa3jzUxf+ITCr/ubNfLGO7nlv6D8Kp6ZAY0VcfMwy1ctefQ6qETYuI44bYydeBgVStdQls7iKS1l2XKnepHOPr9auP+8lijYgR4LtnoAPWsldObUdVEunJ5XJYBm4Yew7VhSjpzNm9Sd5ctrnqZvLiy0+DU0vJriJ0WSSKUg5U9cYHB/wAK6yJQ0asDkEZBrxu+8bRyaDb6LaWzrPGnku7DknOD+pr2eFSkMac/KoHPsK7oXtqebO19CGVcZpvBAxwRU7ISTnvUBjKmrJFAqjqTKnlZ75q8vHBri/iDeXNp/Z/kSbA3mbvf7tTKSirsqEXJ2RupMmQM1bQZFeTW2q3xnV3uGYA9M9K9E8O3z30OW6KMVMakZOyNJUpRV2bKpUypTlSpgFRCzEBQMkk4AFaGJGE4p6L83Q1nR+I9HlmEa3qfMdocqwQn/eIxWyBjtSuNpkEiZ7U0AD5atZHpUDrg5FAiPbj6UmKkByMGkoA8nsbFr6ULyI88+/tXf6Zp6wRKoUDA/Ks7RtPWJFbbXUQR4AqYwUUazk2yWCGr8aYqKJeKuRrTJJETipAopyLxUgWgRCUpjJxVkr82ajYUxFN1qDHNW5BgmvPJL7ULzxte6Z/bN1aQhpPJWNQ3KpuC+w4PJpDMv4sg7tIwM/63/wBlrz5Ac47mtbWtVv8AUxbNe3Uk+wErvOducZxVCFDJIqICWY4ArjqK82dlJ2grlqxs3upwka5Ofyr0nQNFjs41YrlyOtUfD2jLbxIzL83Umuxgi2gVtCHKYVJuTJoUwBVpUpsaVYRea1RmRlM0xlxVrZkVG6YpiKMi96rutXpF4rmfF91cWOgvPazPFKJUAZTzgnkUAaTCub8Q6oulaTPdEgMqnYD3btWbql7cQaNDqFjr2oyhrj7PmeNUWYhcs8eOdqn5Tu9R9Bx3xH1oXN3FpsLZWMB5MHue1NOyKSOUiYz3JllJY5LuT3J/+vW/YsB1POM1zdtu2YHrzXQxMAmOMhQK4KurO6nsO1GST/Vx/dYAP7r1x+ldP4P0qe/v1aIARRr87+mR/Oubg2yTA5zxXsnhDT1stBtxtAeRfMb6n/62KujHm0fQmtPkV1uzC0b4X6bpmrLqNxczXkiP5iJIoVQ2c5OOtd3s4qVVBFG3iu088gZcCoHWrjrxVVxwaBogPSvPfibP5Q0zP/TT/wBlrTS+lufG1xpd1q13aWzTbI2iljRY+hJYuMYxnjqTgVwvjGbUZNSNtctdzfZZZI1WcDenOOdvGeB04rOprFo0p6STM6wkmvLtYYxyxxzXsfh7S103T0UyCSVuWYDA+gryTRtKvmv7cfZ5VZ2GBt7V7fZw+VbRxnkqMGopRW5pVk7WuWUXisjWiLu/03SGP7m5kZpxnG5EGdv0Jxn6VuKvSuC8a6w+g6xo+pgZWKZww9sCtXdrQ5zu7uyQWRhe3BhZdu0r8uPpVDw7Iz2Etu7FvsszQqSeSowV/IHH4Vn3nxI0ifShPE48xugZwQD+HJ/KpPAM5v8Aw9JespHn3UjDPpwB/KogtbopvTU6IrxULDNWyKhdec1oSVWGKTj1rJ8X3VxY6A89rM8MolQb064J5rmdZHiTRdH028utSvFmuy/mRFcCHG0qCcfeIbOP/r0rhY6q2QLgAcCtaEdKKKYy9GBVuOiikBYXrUi0UUADUxulFFMRWmHFePa7fTaZ42v7y32+bHO23cMjldp/Qmiikyjkb4YEYHQAitXwpBHLqDM4yUX5faiisF/ENn/DPULJFCjA6VqRDpRRWyMS2lTpRRTEPFRy0UUCKz9q5Tx3x4bf/rtH/M0UUFHCax4gbWIYY5NOsbcwoqRvbq6lUHRQCxAHOenXmvMZJHmnkkkYs5JJYnmiiolsXHcu2Kgo2a0lY+eBng4FFFcktzrhsaWmxK88aHOHYA/ia97to1ihSNBhUUKB7Ciiuih1MMT0LqD5RRgUUV0dTkImqu/U0UUFI8u1nVjpviPVUNjZXcck+4pdQ7wGUcEEEEdeRnB7g0mjXUuoaleXt2VluJmEjsyj7xz27UUVBSOjec2rgxKgZhycc10NkxaBSTkmiiqEaK9q4X4oWcMvheaZlO+CRXQjsScH9DRRQtyWeLx8AGvpfwrZw2PhXS4IAQn2dHOepZhuJ/M0UVpLYmO5qOMVEw4oorM0OW8df8i0/wD12j/nXnl3rWoX2nw2FzdSywQO0i75GYktjrk84xx6ZPrRRSYz/9k=", 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", "info": {"video_id": "62063", "label": "moving the black tape down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a05cf20ca143be81521b8907aadfe4ccd5be055ef9c42367961566d0cb7c7cae"} +{"episode": 20140, "episode_seed": 4052436698, "split": "train", "timestamp": "2025-10-13T03:02:35.228134", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4052436698, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 measurement meeter with soap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "165264", "label": "pushing measurement meeter with soap", "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": "165264", "label": "pushing measurement meeter with soap", "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": "9f07b639386d6f3871ef6538c8bd86fcac0d3e8df57af6fea590b877774db1df"} +{"episode": 20141, "episode_seed": 520076163, "split": "train", "timestamp": "2025-10-13T03:02:36.442803", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 520076163, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a refrigerator 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, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "181942", "label": "pretending to open a refrigerator without actually opening it", "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": "181942", "label": "pretending to open a refrigerator without actually opening it", "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": "1614de822430b33edb1e05115e55d646786f16146537439a1db7d10ebcb445ec"} +{"episode": 20142, "episode_seed": 3967466789, "split": "train", "timestamp": "2025-10-13T03:02:38.395014", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3967466789, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soy milk onto mug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "150625", "label": "putting soy milk onto mug", "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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LkA47kZx0rVnuoDoM728qyK5OCCOQTgfpXWoxgnyhGNtEc3I2ck964/xACupZ/vJxXXhS54rmfFcXl3Nu3qhH61inqbNaHubvxUWc0wsSaUGkMdSOmVpwp4xTuB554w0iyeHBdopmLXELD7pVhgq3PGGBrP1+9tLzQLO3htLeG6kj+QxRqdzdCBjpn1PSut8ReGv7RlFxby7XxhkY4BHsex/DFcUfCF+9+DOLRIU+7/Ew9+MD861pzWvN8iqvK4RUFbucna+Erq+y5lWLDFGVhkgjg12/h7w9FpcBjiyzuQXc9T/9ate102O2iWJM4Hc9T71r21sI1yaiUmzNJIgitQgG6nSEBcVNM4XpVGWTNZ2KbKXw8TZqGuJ6PH/Nq78VxHgdNms68P8AaiP/AKFXbiqYlsOqpcSfwipZZdowOtVG5PNAzPv4zLZzoTjdGwz6cV4ZrGmol3MD+4kTlhglW9x3H6179NGrRsG+6Rg/SvNPEWguL2zE5RbZiIZpFXLREMQSRnngA1pG1ncum581oq55xGqxcm4Uj+6ikk/nWnYaJ/a6tO84hQHYihd3Stvxb4NtPDkSSW+oPdhwMfJwD65HABHSubs9R1CwBjt4t6k5XKE9fSm4taoU68prllsdJ4Xkmsry90yRwyw4ZcHgH29M5FdOHJFc14b0+5hWe8u9wmuDnDdcdea6eKJm7VlJ6kR2GSKZInH+ya7mMfKPpXKJb4U5HautUYUD2qLlIcBSOwVaUsFGTVSSQufagZWnJck1yXjG1Fxpilk3orEsucHGO3vXYMu6svVrMzwqBj5XUnPTBODn860ha6uJtrY8OuLLYQyTIynoGO0j+n5Vc0zVb/SJPMt71kI/hjbIP17Yro7bwjPq+s3WnySx2U0OW+dThwDj5fw5+lc5rGlNpF5JaNOk0iEhinStrXFKXJ0O20TxHfwWjPcRQS7yXOwlW5H5V1Ok+IdM1t47i2kZGVShWUbTu9P1NeOJrF2YPs8aDew27lBJ/AV1GiWb2lgkbjDsdzD0JqXOUVqZcqex0eozedqE75yN5A/Diuh8GjH2wnvs/rXNQwEjJrqfC4Ea3X/Af61zt3ZskdFI4AxVZ8tTmfNIBmgbKzoa4jxnYLMPMz5bxpvD5xnBwR+tegeXmsjXPIgspZZ0V8KVCN0cMNrLntwc/hVwkou7BQc2kjxV7PU7ktJDFPMq53NGhYDHviqqvJZXccsytvVwzA9a7/T9aTRba/t4JCkDHzI0cEjcfQ/T+Vc5HpkOp3yTqS0U25miJJKYx1bvye1b2tG76k1b87je9ireawdThjsbZHJkcZLDH4Cu9sLYiJE7KoX8hWfpuh2tnIGhgVXPG7GTXTwwCKPpXPKS2QRT3ZGsaovvXK+MVBjt2HYkV1Ur9hXM+KkLacr/AN16UdxvY9bFOBplKDTESg0pbAqLNQ3E4RcA80AJdXAwVBrMkpzyEnJqInJqhNj4U3PVqVgkdMgAVMmq1zNk4FILkEsmSarsacWrnLRrjU/F1xpj6rcWkZ8zyhGm7LKhYL7Dg8n096aVyW7HVeD026zrJ/vLCf8A0Kuqll28DrXnXw1vri5m1aW4maRikGC3b79dwXJOTSasyovQeWJOTRTc0A0hjnUMpB6GuB8TWd+uoSzSMTFJgiXHYADB7ZwK7wtUUpG056UJtO5cJuN7dTySS4udb1F8qLiEKFMTRsFJHQ8Hbx6579K1bTTfstvHCOdgAz611l2VJIUAD0Aqgye1azm5u7MUuVWKMMOSBitOK3CqOKSCH5s4qr4luJ7PRmmt5WjkEigMvXmsra2KvoXSmK39wC5rz3Vpmt9Dh1Gw1vUJla5+zZuIlRZyF3M8QHO1ThTu9R7gdvJKSAB6USjyjjK4+SQscDpUdM3U4NUjHCoL2ORraTyNvm7GADdDkEY/Wp1OTTXoGnZnmbXlzp90J5lCmFShEmcg/XqKyEifWGV5h5kisNsgkyFTJOCB/XmvT9Rt7adP30EUhHTegOKx2t40G1I1VewUYFbKo+TlsKq3OfPJmBDZCI5CgH6Vp2tvlskVOYgTjFW4YggrNoSEWMBa2NC+X7QPXb/WuU06VL7xg+mX2pXVpbySbEkiljjWPuSxfjGM8dScCtfwo91Hqut2dy9wTbTCNVuMB1wWHzY4zwM44ocGlcSkr2OszTgaZmlBqCyZTUN7bw3ds8E6B42GCDUiN1zVa6nAGFPNNAcXqPhCCSTbDeSxpnJCqMn6n/61WbXSYbKPam52ONzucsfxrYdtxJqLbk1d3awnq7jba1Gc4qSdto2irK/u4uaoStuY1IFd+TWL4kTdo8p/ukGrPiC4lttLaWCRo3DqNy9cVl+KdI1rR/DGn3d9dXPmXvmebAyYEIGwoGOPvENnHb86qMW9SJSsetZozzRRSKBidprMndi5yaKKpCZCTSD7woopsRZkYrGMVnOSSc0UUgImrg73UZ9J8U3F9bbfOikbbvGR8y7Tx9GNFFVHciWx0Pw1G1tTA7LEP/Qq76iipluXHYM0uTRRUlCE1Vu3YDAoopoTMqUksc1CetFFMktwgCOsTxecaA3/AF1T+dFFStxvY5TWfEj63HbxS6Zp9uYFWON7dHUqi9EALkAc5OByea9KB4H0ooq6vQVPqGaXPFFFZGgKxBpXY7aKKAMm4clzmqL96KKsljIxlxVwD5aKKTGji7zWm0rV7+M6fYXsUsoYx3kG8BlHBBBBHU5GcHuDXR+Bb641K+1m+u5PMuLh0kkfGMsd3bt9KKK0l8BnH4jtAaXJoorA2GyMVQ4rMd2LHJoopoTGE5pYxlxRRTESXJO2qJoooQGL4n40Zv8Aron865bUte1LUNHj067u5pre3Z5EEkjMSWxnJJ5xt49Mn1oorWGxnLc//9k=", "info": {"video_id": "150625", "label": "putting soy milk onto mug", "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": "8c65b7c7b680a251255450cce6bcab99efe363cdfd1a7679140a9017e9fd0aa7"} +{"episode": 20143, "episode_seed": 2836602889, "split": "train", "timestamp": "2025-10-13T03:02:40.266896", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2836602889, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'digging a container out of blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "30254", "label": "digging a container out of blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "30254", "label": "digging a container out of blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f63d3651759ff0d8a08b78623f1ef4ce3db836f1ed042aa21d8268efe14d8411"} +{"episode": 20144, "episode_seed": 715885443, "split": "train", "timestamp": "2025-10-13T03:02:42.111872", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 715885443, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 printer so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "16303", "label": "pushing printer so that it slightly moves", "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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TskdylpIn3oyuPWsbxraz3ejRQWsYlK7SQJFHck9T9KksfDXgqa5EL3VzKScBprmQIx9A2AD+ddfb/DrwrGBnRYHPfzGZv5mvOniEmr/l/wAE6vZ6Hgd1Zy2O37TCULcDEqMf0JqJZ4x/BJ+Y/wAK9F+Lmk6XocGkRabp9taGRpS5hjC7gAuM469a8wE7ev612Upe0hzHLNcrserM6+c6g/xHil89UbDg49a5ebxGkGp3CMpZVkI4+tXF8SWEvDEqf9oVwOlU3se1CrBq1zqIpEePKEHFPSdUB38Eda52y1iFnZY5ePStQ3EM6FJDuVwVOD2NZyTWhvBp6o5q91GS98Vyr5hNutmrRp2GW61Ytjm5UgZ54qtc6TdWuv3V55ZNk1vHHFLnPTHB9DVzTwDdrk17EFF4ZWPEquSxL5js0UWT2mq3A326o0Nw2M+UjYIf6AjB9jntXQC1W1tl1a0TM1sP3gj/AOW8A5Kn1IHKn1GOhpNLVTaRqQCCuCD3qIRt4Yge7sbiBLEMS+n3MoRf+2LH7p/2TlT7V4rd3Y6ZaI63Cz2bNEwZZIyVYdCCODXyKYmdmVQQy8FT1/Cverb4k6bp1hLa2FpPdCJ8wh/3YjjYbgrZyflOV44IA5rnbX4b2esaZb3yi4gluIxIXifg5OehrfDyVC/P1OWSdTY8+0RpV0fVVjyZN0OPzNSW+rXVtJtcHitrxj4Yn8HWUaG5ZzeygjdHsbCA9SOv3hXItazzRGWKORsDJUgnH0PcfrXdCEay5lsxxqukrHX2nitNmyeMjtuFaVrr1u0y+XJgmvK45ZLecsrfIx+ZT0IrYkuBYOJC527iBxmoqYOK2OiljpP4j1cTpcx48wjcMZB6VxVnaS2NgtpMCJImdDnv8x5/HrVC38QyxGJ8gRtzzXRT6lBqljDIg/fIdrH296MJGVGpytaMrGShWp8yesTR8OW32ibyWYrHICp29cGuz0OK3uII9Ou4IjcWy/Z7mBlGGXHysB3VgAQfqOormvCiZmU+9dreaZb3phuTK1rcwH93dxsFaMdwSeCvqp4rjxTXtGiIfCmaej77WebSpnZzAA8Ducs8J4GT3KkFSfoe9eb/AB2TauhybSV/fLkdvuGtq/8AHVtplzC120V3eWb4W5seYp4m4dWz9xuA3cZUYNZ13qX/AAsHV0stQ06GO0t45JETeSedoyW4qKcXCaqNaGMnze6jxOWFo035Oz+8K6LS/A4kKyXc0ip18sDBI9z2r0Z/hPZXAd7Ke4ibqdkiyqPwPaqqBV49K9COKjJe6KnQu9SC1sobOFYokCoowAKtqBTGOelIpIasKlTQ9ClBKxV1zXH0awaSONpGHZa5DTvGd9qmrxQMoRHz0OegzXUXbmb7QskOYlQ5Zq838NoT4jj4IADkfTBqsHShO/MtTPHVqlO3I9Dv1LPOGPLE111ki6ebbVJxutihguXPPlKSCr+y5GD6Ag9q5O2A+0ID616ZoiA2SqQCDwQRnIqswfK0cmGu4snNr9mto9WtUzNbD96E/wCW8A6qfUgfMp9Rjoa6Zdk1sGjYMkiZVh0II4NcRNdQeD42ls763WDcSdKmfr/1yIyUP+yRt+lY6/EprO0mstHsMxwuTE91wYozyF2Drg7gDnoBXneylNaFzlZnikkJeeRMbXViMdjye9Fnpf8AaN79lMpikAz82MY79a9ht/Aui6pp9vNdxww3M0au5E4ick88jPv6Vx/xB8GJ4XbT2ilmkW53lBKQ2Nu3oR1BzXq0cVCc1E5pUmlc5a+toNFk8mORpJZAD5iuDjnpx06VmX1zHJYQQhmMgkZ3U9F7DnvmtE6bcPF5sdrIpxnayEf98k9fp1rEmjO8n36Gu+3YwaS06lc0qk0EDPSl2+hqRHoXhznQLX6N/wChGut0G2F1N5L58twVYD0Ncr4dXboNnnuhP6mu38MKDOp75rPGaUjbDfGdHoXlSBNLvI4zdWyeRPCygrJHjCuB3RgB9DkdRXRaOGs7iXSpHZhCoktmc5LQk4wT3Kn5fptrMv7Czu44Z7mX7NJA2YrtJBG8Prhjxj1ByD3Fc9f+PYdOmiaRk1G4spMx3tqNiSxtw6OD904wcrkZAPFeHyupsdk3ymZ8dUKx6JIFyuZlPt9w141NA0cZkGSgGcjqK9rm1STx1qwg1e0tI7G3jd0T+EFsDlz3/KnD4X6LqBc6fPsk6n7LdK+P+AkniuujXVGKhIwlBy94ryaNbwOSlvEpPJIQc1zuseHIpEZ448dztHI9x6/SvSZ4FYH1rJmtWJIC19PyQlHlZ4zlKMuZM8f+z3lnc+WEZlPIdQdpH17fjT31yeyuRG7fdweOQe9ehah4YnusyW0RDnqB3rL/AOEN1a6Ux7AR02yLuH615NejCErSPVoYqo46GOPGka6dcIw+ZoyFVucnHH61jweL5bObc9mrn2cgfyreuvhjNbOZ7yZIU67FbYB+LVz13oljDdhZNYsBGDzmQsw/BQc1MKUKcHbZlVcROrJc26Ort/Hut3lmq2wjtIgPvRjc/wCZ/wAKo282p6lcLLJbzymWQRxySh3Z2PQDGa2/D+pfD7SVja+vbq/lToqWrCMfgev411lh8R/ANhdtc22n35nZixmMIyCeOMtxxxxXA7pvkgU5X3ZVg+FGty6Q99d3UUd8EDR2UMeQRkEozE8kjPA4B712Oi2Ph26hgS5sIIrh0zEZP3iTgcHYW5yOhQ4ZT1Heq8fxm8Lngx6iB6mAH/2avP7vxHZ+LPFepadaa1eWlpetJKkHkZEjrHkEA/cb5T8w54q40XUXvGfO0dlr2m213FFPaxD7B5j/AGRW+YDAAdkz0UnoB6Z71zF1piSrskXgdD3H0p3gTxHfeIre6ivb17pLVYxEWIO0MDxwB6DsK6O6tQ33RzXt4NKNJRZ5+ITc7o8j17wwGZnACOekoHyt/vDsfesG+sb6a1SI2krMpBZlGQcDHGK9mm0x5gyGPcD2IrFuvA12zeZCg2HseoqMTTUVzJmmHqyfus8kv3YhIBG6BeSHGD7CpNO1a9tA0UUuYh/A4yP/AK1epP8ADa+ubcia5CQkc+YMgfTPSuav/Cnh7SEaOXXLUTdyJt7D8FzXNSkmt7HTU5m7sztK8cavbXCRW8UAcnAJUnH4ZrXvdT17V5VSR5rtz/CTiNPwHArN0Y+FbC882/1K6uVB4W1tSpP/AAJiK9Bt/iP4FtrJLSLw/eyQK4fYyphmHQn5ufxzXFW+K8Y3ZrGT5dWV/C/gXVvE5YvctZWUTFJpfIGXI42pnr7noPeuusfCcPhPWZbWazXU7C5Aa3WX5pRtHzKufldhy20gEg8E4Iqta/GvQ4YhHFot5Ei8KiFAAPpms/xf8XNJ1Tw49tb21/BOZUYNheMHPBByD6EVEKcpu09CXJ9DuZoNDnW2XRYrcXszgwTQIEaLacuWIAIAHBB7nHevJvOKuxJwMniob/xJLp1j/wAJHpPiPVJZp7j7G0l1CkQuwi7iyADLBSQpLYOSOeorCu9UuDz5Mij1xV+w5NDow9Ra3OoW6U9xSm7Ve9ccmqt681bshqGrTNFZRNIy8ueyj3NZOlJs7lWjFXOshuIJkIkAKnqPWuX8axWdtYpd2mIbhWARkOCKuaFpeqa5d3FpbYX7OcO59farur+B7OCJG1zXLdAvIjkmCDP0zk06NGSqJ3sRicTB0nG12efp4n1S3SN90UhA+8yc/pXSWPi7xBf2BU3JghzjbANhb8etZl9Y+GIph5OufKOqw27Sj8M4/nXVeH/F/gjQBGy6bqV9cJ0lkRFA+gzgV14ldldnl0pNLexn6ZpusXl0itbSq08gjREQPIxIzk5IwMc816NF8IZ49Ia6k1KWbWAA6IuBEuDkxgd8jjJ7+lZ9n8YfDlpM81t4ZnWaRizy7kDsT6nrWtH8cdMJ+bRr0D2kQ1x8tRvVWKcuxv6TLobWyJfadZ28r5CSiIbJSOq/NyrjujHIwcEjmsfWrCG5gjurWFYrOSV2towMAKAoLgfwhiM49ge9cM/jGw8W+MLywm1DUdNs9TcRt+8hSPaAOZN/HAHBHzZwM9K3fCWqajqWo6zpd/c3cyaZKIYUu8GSMZYbWx3wo9fqa7cLRUKymjCrLmg0yndaasqlZVyPftXF674YRyXIwT0mA/Rh/Xr9a9eutPLglVrLl0iWUlPLyD2xXszUai13OCLlB6HhEvh2/UnbDv8A9x1Of1rPmsp7d9s0Txn/AG1Ir2+58AXMrGSIBUP8J7VBL8NXFsxub8W8JHzCRgF/8e4rzJy5Zcp6EFzRueSadql9Zs0cE5EYH3G5X8q2tN8Z65FdJFbtCrk4yIs4rXvtA8H6WjRHXLdpB1MTNK//AI7xVPSbrwnpt55t1PqV8oPCRQLFn6knNKtbk7jp3UuxfuZ9c1aVWZ5Lp8/NJK3yR8/kPpXX+Fvh/qHiUGS6u7izso2KO6ooMpHGEPPHX5vyz2S3+KvhWC0jtYfCszQRtuWN3TbuHfHPNbMHxysEQKnh6ZFHACzqAB+Vee1Uf2bG0pLoatr4Wi8H6y0aWkd/p90VMEU4DOrAfMiOeN38QVvvAkAgjncuH0fUjbW+lxRfbJJAVkWMI9ttILFuMqR0wcZJx61594r+MVnqnh6Wzi028t3kdNzb0YYByff8awdcv/Enhe00/wAQSarqSX+oI0ciSp80SKFMaSNjDMQ+eeR0zkGtFh01cz531O/LEnmpYlU8kA0UV78tjzomjCo4wK8b8ceP9fh1a5020uUs4I2xm3Xa7fVjk/lRRXBV3O2Gx5vd393eyF7q5mnY95XLfzqNOaKKzQ3uXYVBFXogAKKKzkUiyPu1n2+p3Gj61/aFrs8+Jm271yPmUqePoxooohuOR3nwfYiLVcekI/8AQ69RHPWiivRpfw0cc/iLMAAPQVynxE8Wal4ZsYP7N8lXm4LyJuK/TnH6UUVhVNaZ4lqmuarq0rSX+oXE5bkh5Dj8ulZi8dKKKyNWTwgE1fiUelFFZyGi4gxUGonFr6/MKKKhbj6E2ueKn15LOGXSdMtTCqxRyWqSKUjXOEALlQMnJwMk817BcaVaNHzF2oorqh1M2Gn+HdMd2drZSwBPQVsaVp1ppHhq+ubWBRJJ5kjlu5HT8KKKmSKuzwrUvFGrSvcwRXJtYXfLx2/yBj7nqfzrnWZpHLOSzepOTRRUxQpPUVRk1dhUelFFKQIuRgCrI6UUVizRFW311tIuLmNtO06/hmcOY72DzAGTO0gggjqcjOD3Br0v4PX9zq974i1C9k825uJIpJXxjLEv2HT6UUV1Ut0Yz2Z6uqL6VMiKOigUUVtMiJ5r8TvGmseHZ4rLTHhhEq5Muzc4+hPA/KvFNQ1K91Gdpr27muJG5LSuW/nRRXP1NCmOlTRAZFFFEgRoRqMdKtR9KKKxZoiDUP8Aj2P+8KjvvEmrajp1ppl5ezT21vK8iiSRmJLgZySecbePTJ9aKKuGxMtz/9k=", 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TskdylpIn3oyuPWsbxraz3ejRQWsYlK7SQJFHck9T9KksfDXgqa5EL3VzKScBprmQIx9A2AD+ddfb/DrwrGBnRYHPfzGZv5mvOniEmr/l/wAE6vZ6Hgd1Zy2O37TCULcDEqMf0JqJZ4x/BJ+Y/wAK9F+Lmk6XocGkRabp9taGRpS5hjC7gAuM469a8wE7ev612Upe0hzHLNcrserM6+c6g/xHil89UbDg49a5ebxGkGp3CMpZVkI4+tXF8SWEvDEqf9oVwOlU3se1CrBq1zqIpEePKEHFPSdUB38Eda52y1iFnZY5ePStQ3EM6FJDuVwVOD2NZyTWhvBp6o5q91GS98Vyr5hNutmrRp2GW61Ytjm5UgZ54qtc6TdWuv3V55ZNk1vHHFLnPTHB9DVzTwDdrk17EFF4ZWPEquSxL5js0UWT2mq3A326o0Nw2M+UjYIf6AjB9jntXQC1W1tl1a0TM1sP3gj/AOW8A5Kn1IHKn1GOhpNLVTaRqQCCuCD3qIRt4Yge7sbiBLEMS+n3MoRf+2LH7p/2TlT7V4rd3Y6ZaI63Cz2bNEwZZIyVYdCCODXyKYmdmVQQy8FT1/Cverb4k6bp1hLa2FpPdCJ8wh/3YjjYbgrZyflOV44IA5rnbX4b2esaZb3yi4gluIxIXifg5OehrfDyVC/P1OWSdTY8+0RpV0fVVjyZN0OPzNSW+rXVtJtcHitrxj4Yn8HWUaG5ZzeygjdHsbCA9SOv3hXItazzRGWKORsDJUgnH0PcfrXdCEay5lsxxqukrHX2nitNmyeMjtuFaVrr1u0y+XJgmvK45ZLecsrfIx+ZT0IrYkuBYOJC527iBxmoqYOK2OiljpP4j1cTpcx48wjcMZB6VxVnaS2NgtpMCJImdDnv8x5/HrVC38QyxGJ8gRtzzXRT6lBqljDIg/fIdrH296MJGVGpytaMrGShWp8yesTR8OW32ibyWYrHICp29cGuz0OK3uII9Ou4IjcWy/Z7mBlGGXHysB3VgAQfqOormvCiZmU+9dreaZb3phuTK1rcwH93dxsFaMdwSeCvqp4rjxTXtGiIfCmaej77WebSpnZzAA8Ducs8J4GT3KkFSfoe9eb/AB2TauhybSV/fLkdvuGtq/8AHVtplzC120V3eWb4W5seYp4m4dWz9xuA3cZUYNZ13qX/AAsHV0stQ06GO0t45JETeSedoyW4qKcXCaqNaGMnze6jxOWFo035Oz+8K6LS/A4kKyXc0ip18sDBI9z2r0Z/hPZXAd7Ke4ibqdkiyqPwPaqqBV49K9COKjJe6KnQu9SC1sobOFYokCoowAKtqBTGOelIpIasKlTQ9ClBKxV1zXH0awaSONpGHZa5DTvGd9qmrxQMoRHz0OegzXUXbmb7QskOYlQ5Zq838NoT4jj4IADkfTBqsHShO/MtTPHVqlO3I9Dv1LPOGPLE111ki6ebbVJxutihguXPPlKSCr+y5GD6Ag9q5O2A+0ID616ZoiA2SqQCDwQRnIqswfK0cmGu4snNr9mto9WtUzNbD96E/wCW8A6qfUgfMp9Rjoa6Zdk1sGjYMkiZVh0II4NcRNdQeD42ls763WDcSdKmfr/1yIyUP+yRt+lY6/EprO0mstHsMxwuTE91wYozyF2Drg7gDnoBXneylNaFzlZnikkJeeRMbXViMdjye9Fnpf8AaN79lMpikAz82MY79a9ht/Aui6pp9vNdxww3M0au5E4ick88jPv6Vx/xB8GJ4XbT2ilmkW53lBKQ2Nu3oR1BzXq0cVCc1E5pUmlc5a+toNFk8mORpJZAD5iuDjnpx06VmX1zHJYQQhmMgkZ3U9F7DnvmtE6bcPF5sdrIpxnayEf98k9fp1rEmjO8n36Gu+3YwaS06lc0qk0EDPSl2+hqRHoXhznQLX6N/wChGut0G2F1N5L58twVYD0Ncr4dXboNnnuhP6mu38MKDOp75rPGaUjbDfGdHoXlSBNLvI4zdWyeRPCygrJHjCuB3RgB9DkdRXRaOGs7iXSpHZhCoktmc5LQk4wT3Kn5fptrMv7Czu44Z7mX7NJA2YrtJBG8Prhjxj1ByD3Fc9f+PYdOmiaRk1G4spMx3tqNiSxtw6OD904wcrkZAPFeHyupsdk3ymZ8dUKx6JIFyuZlPt9w141NA0cZkGSgGcjqK9rm1STx1qwg1e0tI7G3jd0T+EFsDlz3/KnD4X6LqBc6fPsk6n7LdK+P+AkniuujXVGKhIwlBy94ryaNbwOSlvEpPJIQc1zuseHIpEZ448dztHI9x6/SvSZ4FYH1rJmtWJIC19PyQlHlZ4zlKMuZM8f+z3lnc+WEZlPIdQdpH17fjT31yeyuRG7fdweOQe9ehah4YnusyW0RDnqB3rL/AOEN1a6Ux7AR02yLuH615NejCErSPVoYqo46GOPGka6dcIw+ZoyFVucnHH61jweL5bObc9mrn2cgfyreuvhjNbOZ7yZIU67FbYB+LVz13oljDdhZNYsBGDzmQsw/BQc1MKUKcHbZlVcROrJc26Ort/Hut3lmq2wjtIgPvRjc/wCZ/wAKo282p6lcLLJbzymWQRxySh3Z2PQDGa2/D+pfD7SVja+vbq/lToqWrCMfgev411lh8R/ANhdtc22n35nZixmMIyCeOMtxxxxXA7pvkgU5X3ZVg+FGty6Q99d3UUd8EDR2UMeQRkEozE8kjPA4B712Oi2Ph26hgS5sIIrh0zEZP3iTgcHYW5yOhQ4ZT1Heq8fxm8Lngx6iB6mAH/2avP7vxHZ+LPFepadaa1eWlpetJKkHkZEjrHkEA/cb5T8w54q40XUXvGfO0dlr2m213FFPaxD7B5j/AGRW+YDAAdkz0UnoB6Z71zF1piSrskXgdD3H0p3gTxHfeIre6ivb17pLVYxEWIO0MDxwB6DsK6O6tQ33RzXt4NKNJRZ5+ITc7o8j17wwGZnACOekoHyt/vDsfesG+sb6a1SI2krMpBZlGQcDHGK9mm0x5gyGPcD2IrFuvA12zeZCg2HseoqMTTUVzJmmHqyfus8kv3YhIBG6BeSHGD7CpNO1a9tA0UUuYh/A4yP/AK1epP8ADa+ubcia5CQkc+YMgfTPSuav/Cnh7SEaOXXLUTdyJt7D8FzXNSkmt7HTU5m7sztK8cavbXCRW8UAcnAJUnH4ZrXvdT17V5VSR5rtz/CTiNPwHArN0Y+FbC882/1K6uVB4W1tSpP/AAJiK9Bt/iP4FtrJLSLw/eyQK4fYyphmHQn5ufxzXFW+K8Y3ZrGT5dWV/C/gXVvE5YvctZWUTFJpfIGXI42pnr7noPeuusfCcPhPWZbWazXU7C5Aa3WX5pRtHzKufldhy20gEg8E4Iqta/GvQ4YhHFot5Ei8KiFAAPpms/xf8XNJ1Tw49tb21/BOZUYNheMHPBByD6EVEKcpu09CXJ9DuZoNDnW2XRYrcXszgwTQIEaLacuWIAIAHBB7nHevJvOKuxJwMniob/xJLp1j/wAJHpPiPVJZp7j7G0l1CkQuwi7iyADLBSQpLYOSOeorCu9UuDz5Mij1xV+w5NDow9Ra3OoW6U9xSm7Ve9ccmqt681bshqGrTNFZRNIy8ueyj3NZOlJs7lWjFXOshuIJkIkAKnqPWuX8axWdtYpd2mIbhWARkOCKuaFpeqa5d3FpbYX7OcO59farur+B7OCJG1zXLdAvIjkmCDP0zk06NGSqJ3sRicTB0nG12efp4n1S3SN90UhA+8yc/pXSWPi7xBf2BU3JghzjbANhb8etZl9Y+GIph5OufKOqw27Sj8M4/nXVeH/F/gjQBGy6bqV9cJ0lkRFA+gzgV14ldldnl0pNLexn6ZpusXl0itbSq08gjREQPIxIzk5IwMc816NF8IZ49Ia6k1KWbWAA6IuBEuDkxgd8jjJ7+lZ9n8YfDlpM81t4ZnWaRizy7kDsT6nrWtH8cdMJ+bRr0D2kQ1x8tRvVWKcuxv6TLobWyJfadZ28r5CSiIbJSOq/NyrjujHIwcEjmsfWrCG5gjurWFYrOSV2towMAKAoLgfwhiM49ge9cM/jGw8W+MLywm1DUdNs9TcRt+8hSPaAOZN/HAHBHzZwM9K3fCWqajqWo6zpd/c3cyaZKIYUu8GSMZYbWx3wo9fqa7cLRUKymjCrLmg0yndaasqlZVyPftXF674YRyXIwT0mA/Rh/Xr9a9eutPLglVrLl0iWUlPLyD2xXszUai13OCLlB6HhEvh2/UnbDv8A9x1Of1rPmsp7d9s0Txn/AG1Ir2+58AXMrGSIBUP8J7VBL8NXFsxub8W8JHzCRgF/8e4rzJy5Zcp6EFzRueSadql9Zs0cE5EYH3G5X8q2tN8Z65FdJFbtCrk4yIs4rXvtA8H6WjRHXLdpB1MTNK//AI7xVPSbrwnpt55t1PqV8oPCRQLFn6knNKtbk7jp3UuxfuZ9c1aVWZ5Lp8/NJK3yR8/kPpXX+Fvh/qHiUGS6u7izso2KO6ooMpHGEPPHX5vyz2S3+KvhWC0jtYfCszQRtuWN3TbuHfHPNbMHxysEQKnh6ZFHACzqAB+Vee1Uf2bG0pLoatr4Wi8H6y0aWkd/p90VMEU4DOrAfMiOeN38QVvvAkAgjncuH0fUjbW+lxRfbJJAVkWMI9ttILFuMqR0wcZJx61594r+MVnqnh6Wzi028t3kdNzb0YYByff8awdcv/Enhe00/wAQSarqSX+oI0ciSp80SKFMaSNjDMQ+eeR0zkGtFh01cz531O/LEnmpYlU8kA0UV78tjzomjCo4wK8b8ceP9fh1a5020uUs4I2xm3Xa7fVjk/lRRXBV3O2Gx5vd393eyF7q5mnY95XLfzqNOaKKzQ3uXYVBFXogAKKKzkUiyPu1n2+p3Gj61/aFrs8+Jm271yPmUqePoxooohuOR3nwfYiLVcekI/8AQ69RHPWiivRpfw0cc/iLMAAPQVynxE8Wal4ZsYP7N8lXm4LyJuK/TnH6UUVhVNaZ4lqmuarq0rSX+oXE5bkh5Dj8ulZi8dKKKyNWTwgE1fiUelFFZyGi4gxUGonFr6/MKKKhbj6E2ueKn15LOGXSdMtTCqxRyWqSKUjXOEALlQMnJwMk817BcaVaNHzF2oorqh1M2Gn+HdMd2drZSwBPQVsaVp1ppHhq+ubWBRJJ5kjlu5HT8KKKmSKuzwrUvFGrSvcwRXJtYXfLx2/yBj7nqfzrnWZpHLOSzepOTRRUxQpPUVRk1dhUelFFKQIuRgCrI6UUVizRFW311tIuLmNtO06/hmcOY72DzAGTO0gggjqcjOD3Br0v4PX9zq974i1C9k825uJIpJXxjLEv2HT6UUV1Ut0Yz2Z6uqL6VMiKOigUUVtMiJ5r8TvGmseHZ4rLTHhhEq5Muzc4+hPA/KvFNQ1K91Gdpr27muJG5LSuW/nRRXP1NCmOlTRAZFFFEgRoRqMdKtR9KKKxZoiDUP8Aj2P+8KjvvEmrajp1ppl5ezT21vK8iiSRmJLgZySecbePTJ9aKKuGxMtz/9k=", "info": {"video_id": "16303", "label": "pushing printer so that it slightly moves", "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": "cbdeb601bb900b30863c8e159d3ea7cd590609995b15fcbb3145c34da978fcd9"} +{"episode": 20145, "episode_seed": 728305208, "split": "train", "timestamp": "2025-10-13T03:02:45.780121", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 728305208, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing pendrive to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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SQOBk1u3cG1cbgrHOQR3+tZc4CZDAjI5ArjvZHbuY16vy4J9j+VY17IH3Bj0HGa2Zh53mKPmdeMe3esS5UF5P7qknNEFrqTI+ppiGiKsAQRggjINeWeOPC1raxDUtPVoSH/eKh4XPQj05r0ySTINY2qxx3VtNbyjMciFT9DXvuKasfPxm4yujxq21s20gjvOgP+sUdfqP610kF1HMiOkisrdGByPzrh9atns7ya3k4eNip9/esq08RXej3DfZ5jGr/eXAKsPcHivNrYZXuj16OKbVpHrKQFSJMY/2gMipySgRWc8Djd6+ntXH6N41t7g7J/3EjcHHMbfh2/Wuzt5oZo0bIZSOADn8Qe/86w9m1udDkmUbmACMykszg/eK8fTH+FZN8rlBlCsancBu+8fXnpXTSwER7oZR8vIVuRWHexzxRFPIOG6HdkCsS0c3MMSMqng9fpXN69diwtXlBG/7kf8AvHv+ArrZrcxIzNjd6+9eWeJNS/tDVHEZzBESqY7+prSjHmmY158sT2T9msnf4k9/s3/tSva9WsrXUrZre7hWSM9j1HuD2rxH9m5tp8SH2t//AGpXt88ma9emjxaj948g8SaHP4Zuw1pIZbSUkhH7Edvr71FpuqwXbbUYrJjmM/eFd74ktF1LTZoDjfjdGfRh0/w/GvDr8mGbcMpIp6g4INYYjDKWqOzDYuUdJanpKqsvRQ3PXHSrUCMm0qV4PBbsPpXn2leOfJZYr2MMV489OJMe46N/Ou+07VLfU4VkiljkA6uoxx/tDqK4lSlF2O/2qkrosyl5o8bEfJyobkD8+lZs4aORt8hII+8AMD8K2/sobcR8r55U9D/jWbfKUfdJFtbjawGVA+lRNWdmETmL/E0zOAoyPlHTPvWPNGpTAX5gOTW9qTo7DyuWPUDoKxbpVgt2Z3IXaSW9B3NYs0OS8QXotLYID+9lOxMdh3P9K+udRsBqWlPbFihZQVYdiOlfD+qagdR1QzDIjBCxr6KOlfdaH90v0FenShyxPMrT5pHk99HcaTd/Z9QiMeT8sn8LU9VSXIJyOxr0bU7O11C1aC6iWSM9j29wexryPU0ufDmoy26kyW4bKoT27EVNXDXXNA0oYxX5Zm6LeWNMRkEehqUWlvdxpDdW4JVt2c45xj8ap6Xq0GoRkwks6jLxgfMo9celbsUHmqHT5x14PNckE4vXc7ZuMlboZl74QsNSiW4DPBcbFQS27+STgc5HKnP0FVPD+izaNb6jFcFsvchkkfbkqFAyccdc106rsXO5gCeTmoZ4BIjM2WPUccCuirOU48rOWFKMJXRhXULLC7KRkDPrx6+1czekSLgDrwRXU3fmPbsFTAYHLjj8MVzt0ApBHBHGDXE1qdaehhXbPIqxgbVH513XwiYfadaAPaHA9vnrir/CqzuwXIJZvQdya2fgTqR1LV/FE/SMfZljX0UeZj/GurCq7uceKlaLR2ni/wAKS31xJqOmsBcsMyRHo+O4968/S6Kzm2uYzBcK2Cjcfzr2q4fNef8AjvSo76z+2KgMkP3iByV/+tXdUw6mr9TkoYqVN2exjRxRS5yMH2qSOGWKTzI5ST6GuQtNcm0+bZPumg9j8w/xrsdOvLa8g86OeOaMjJaNssn+8vUV5sqU4PU9eNaE1oXbYRGTfJ8pICswO3odwzjrz61T1Hw9YT31vfxpBHNBOsrMIVBfHbcuP1Fa0cagI6MrqejY70GPoHQYz1PT8a2U5qNlsc8qcHK9jJnCSOzANweTj71YWoL5dw6IQy9xmulvY2Eu9WAHQuvv6VgX8RiYljuz94+vHWuVqxvFnPTpIIsg4B9OtYeozJZ2kkzD5Yxk+57CujlGUZiDjHArzzxZf+ZdCyQ/LGd0mO7Ht+AqqMeaViK0+WNz60MgK9azbx+Cc9qkM3y9e1Z11P8AKwz2r34nzzZ5r49tR5yXij742P8AUdD+X8q8t1FyG/SvZfE6C6tJIfUcH0I6V4vqmQzAjBHWsq0L6nTQn0H6S+9pcnoBiul03xRc6NKqtJvjJ+6x5rjNPuZITIIwuWA+YjOPpTpiQS7sSTySTXI4pnfGbWx7Vp3i7T75QrS+Q5/vZK//AFv1Fak9xIY+hZD0YfMCK+fI7+aB90bYx2rYt/GWoW0BjimkUf3N2VrnnQb2NY4iPU7DxxrqWFh9lhf/AEqcEDB5Re59ia8rqa6upr24eedy8jHJJrX8I6JaeIdcGn3d49sGhleMpHvLuqFgvsOOvtW1Gl7ONupzVqntJX6Hq37Oz7R4j9xb/wDtSva55OM14Z+z++w6/wC4t/8A2pXs083y1209jhq/EUr+TMZNePeM7UQ6g8qjCS/N9G7/AONeqXU/ykE9K8+8VRfaraQfxDlfrWrV0ZxlaR5LfSFJsg1vaLqV1p9tFewTtGRnLE4B56VzupffPrmi0Jkt03MSq5CgngfSuKcdT0acz2XQfHttexLFdN5UvZgOPy/w/Kup+2CSMTKVePs4OV/P+lfN8t4Y3/dNyO4rZ0bxreaZJxKVB4YHlXHuK56lNy2OiFRLc9iu/Jcs6IBnqR0rzHx/rAhH9mQuPMcAy7f4V7LVnUPiOj2zGC2jW4/hKnIz615xc3Et3cSTzOXkkYszHuawo0Hz80tkVWrLl5YvcZH/AKxfqK+9lb92v0FfGes+HtGtPDtrq2l395MGu/submARrckKGd4hnO1ThTuH8Q9wPsRZf3S/7o/lXoxVzzKjsNuJOMVwXjW0+0Wn2hR+8h6+612NzLg5rnNYcNA/Gc9q6ox0sc3NZ3PGLi/nsLgTwSvHKhyro2CPxrp/DnxIDTLHqOSwwBOnDfiOh/nXJ+JIPs1zKn8PVT7Vytjci21RHePzVBPybtuePWuSpBX1O+lUaR9Uafc21/bLPbSxyITn5Twf8D7Gn3EAZW8ttmedp6V4Bo/inUNHufPhkEak/cUnAHpz/WvS9G+IOnaqii4lWCY8En7p/Dt/L6VhUjodMJXZr33mxbneJiD1xyDXMTwM8hd1wOSM9hXV3N5hPvBkPIYcg/iK5fX9UttM0ua9uGHloOAD95uyivOqXTsjqi9Dzrx/rH2W2FhCQJZhmTHVU9Pxrp/2dXx/wkZ7n7P/AO1K840JNP8AFnjHydeuprdLx8LMk0caxe7GTjAUHA6k4HevTPgpaHStb8XWJjni+zzxR7LgASKFaQYbBIz64JFerhqfIkjzMRPnuz2aeTjrWFqLBomBGVYEEetaNxN8tYt5MDGRXejgbPHPEVsbK+lh/hU5U+o7VzCazc6bdiSCVkcHhlOCK77xhB5qGZR8yfqK8s1E4kzWFaB10KjPW/DHj5Jii6kuzf0mReG/3l/wr0OK6t5rVZYXV4W7hsgH0z/Q8181217K+nxwIiIqjDOOWbn9Pwra0jxle6HMAk7bOhUnOR7+o+tcsoaWO2M7u7PbLm2jkbMTmPPXuPyrn7+xmZ8SuCq/dx3qnpfjjT9TjCysLeY9GzlCf5j9R9Kt319HBE0s80YiHJcPxiuCqnE6oM5XxNfppGmyTZHmY2xj+8x/oOteQu7SSM7kszHJJ7mt7xZr513VS0WRbRErEvqPX6mrPiPwTe+GvDuj6jeCVZ74yebCYyBbgBCgY/3mVs47dOucdeGpckbvdnFXqc8tNkfSe47evasq6kbPWiivWieQzltWYlXzXkfiNQt7JjvzRRU1NjWj8RkWHMzD2qO4kZpWBPAOBRRXEdy2IDRRRTICr2karc6JqcWoWmzz4gwXeu4fMpU8fQmiigD1f4Dk5176Qf8As9evXDHZ1ooropbHLV3OfupGy3PauT1gkxvmiit0Yo8l1tQt5IB0zms1JpPIMQbCZyQO9FFcdT4jvp7IibpUJoorNGkgpQcEHGaKKZB0Wu+LZPEUNrDNpGmWpt1SOKS1SRSka5wgBcqByScDJPPrX2CrHyV5/hH8qKK1pGNboZ167AdawNQclDk9qKK6UcrPLvGKDy93cHFedx86hH7uKKK56u510fhLWpTOs7Qg4QeneqUd1NbsGicqfaiisTY7PRfFer2cCpFcfu2xlGGRXPeL9bvtUvNlzLmNOVRRgAnvRRXOor2t7G8m/ZmRo+vPo4njOm6bfxSsrmO+t/MCsucEEEEdTkZwe4Nes/BbUbrVdT8T6heymW5uZIZZXIxliZD0HQe1FFdUPiOSfwnq1w7bTzWDdyNhhmiiutHGzkNb+aJs88V5FqwCzOo6BqKKirsbUNxsLGLSjKv3txHNUGYsSSck96KK5GdqGx3MsLZjcip59Tu5oTE8zbD1UHiiik0gu9Shkg571rah4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1ooqjM/9k=", 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", "info": {"video_id": "28893", "label": "showing pendrive to the camera", "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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kJjUH6t2rA1WdbS0d/wCIfKg9W/8ArVrTV9EZVHbVn2FqtgNS06W2LFCwyrDsRyDXmF9HcaTd/Z9QiMeT8sn8LV60TxWdqdna6hatBdRLJGex7e4PY13umpqzPLjXdJ3R5yqpLkE5HY1OLeWNMRkEehrC1NLnw5qMtupMluGyqE9uxFa2l6tBqEZMJLOoy8YHzKPXHpXDVozhLU9OlXhUjdFwWlvdxpDdW4JVt2c45xj8abe+ELDUoluAzwXGxUEtu/kk4HORypz9BWnFB5qh0+cdeDzVlV2LncwBPJzWtKcoqyMa1OE3dnMeH9Fm0a31GK4LZe5DJI+3JUKBk4465qS6hZYXZSMgZ9ePX2rdngEiMzZY9RxwKxbvzHt2CpgMDlxx+GK56t23I0pJRSSOWvSJFwB14IrJu2eRVjA2qPzrdugFII4I4wax7/CqzuwXIJZvQdyahblz2O1+ETD7TrQB7Q4Ht89bHi/wpLfXEmo6awFywzJEej47j3ri/gTqR1LV/FE/SMfZljX0UeZj/GvXrh8169KF4JSPIq1GqnNE8VS6Kzm2uYzBcK2CjcfzrRjiilzkYPtWz470qO+s/tioDJD94gclf/rV53aa5Np82yfdNB7H5h/jXLXwrWsTvw2MUtJnXxwyxSeZHKSfQ1fthEZN8nykgKzA7eh3DOOvPrVLTry2vIPOjnjmjIyWjbLJ/vL1Fa8cagI6MrqejY71jDmi/M6KnLJGTqPh6wnvre/jSCOaCdZWYQqC+O25cfqKJwkjswDcHk4+9WsY+gdBjPU9PxqjexsJd6sAOhdff0oquUn7xnTjGGkTmtQXy7h0Qhl7jNYk6SCLIOAfTrXQ38RiYljuz94+vHWsWUZRmIOMcCuZm5zt9MlpbtKw+VME+5zwK+r1b9wp9h/KvjHxTf8AmXqWSH5Y2DSY7se34CvsjzP3KD/ZH8q9TCw92/c8rGTvK3Y47xT4QtNTR7q1H2e9GWBTgOff0PvXm0WqvaSmK+GDn/W//FDtXtNzJ8pxXknjrTxb35uEX91Pkkejd/z6/nXRVoxmtTKhiJU3boaUM6TRKysGVvunsasRw4YMo2HP0rzC112fRpi0e14jw0Ugyjfh2PuK7XQ/GVnfMsZZIXPBilOUP0Y/1/OvMdCUGetGuqmx1EbOihAVHPABII/Gq1xE7K7LtjDHPygAt/8AXq7GiTR8g7c856r9f8aLi3dI22AOpHX+LFKcWtxJpvQ5y9kBgZByzDoR90eua56eNVbcRuTB6V1Fy8KqykBFycDGCPaucljMsm7kKM4z396welzVGLdpszjAz056D/61dl8B74XmoeJ3j/1K/Z1j+g8zn8etebeMNSFpbfZ42PnTrj/dTv8An0rtf2dn2L4j9/s//tSu7Bwv7zODGT05Uev69o1hrUBjvIgxA+WReGX6H+leLahBdeH9Smt1O9Y3IKN0I7EenFe53D/K1eZ/EKxDpHfoOR+7kx6dj/T8q9CpTUlqcFGtKEtGZGmazb3fyK+2XujHB/D1rYhX7QMLhsHp3H4V5TdTGEllPTmtbTfHdypVL1jcoONx4kA/3u/45ry54ezvE9mnieZWZ6VCjRdGdSueOhpGUSqF3nb3CryT6cVS0nXLXVApjn3HGOfvgfTuPpWwEikVSrbWH8SnrWcotRuXfUw5UaJ3SOMsU5AHBH41hXce3eGPIOSc9ea6q7t584UCQLkqVOCK5+7ilnlLGMoo/h9TWVy0YN0CybjyegFee6/eC4vvJRsxQ5UEd27n/PpXbeK9QGmaewRh5snyR47HufwrzPrXThY3XMceKn9lH30W4qncScYp/m/LVC5lwc16cI6njylc47xrafaLT7Qo/eQ9fda8muL+ewuBPBK8cqHKujYI/GvZ9YcNA/Gc9q8T8SQfZrmVP4eqn2qqsbq5dGdnY6zw58SA0yx6jksMATpw34jof516lp9zbX9ss9tLHIhOflPB/wAD7GvlexuRbaojvH5qgn5N23PHrXWaP4p1DR7nz4ZBGpP3FJwB6c/1rk5UtjvVS+jPf7iAMreW2zPO09Kwr7zYtzvExB645BrI0b4g6dqqKLiVYJjwSfun8O38vpW3c3mE+8GQ8hhyD+IrjqxsdMGcpPAzyF3XA5Iz2Fee+P8AWPstsLCEgSzDMmOqp6fjXouv6pbaZpc17cMPLQcAH7zdlFeMaNaR+M/Fs0Wo30lu08cskZSPfuZUJVPQDjr6D3rPDQc58z2QYipyxsup6T+zq+P+EjPc/Z//AGpXtc8nHWvDf2fX2HxB7i3/APalezXE3y17VP4Tx6vxGdqLBomBGVYEEeteJ+IrY2V9LD/Cpyp9R2r2O8mBjIrzPxhB5qGZR8yfqK0lG8SIStI4FNZudNuxJBKyODwynBFejeGPHyTFF1Jdm/pMi8N/vL/hXkmonEmatW17K+nxwIiIqjDOOWbn9PwrilHU9KnU0sfSkV1bzWqywurwt3DZAPpn+h5qjc20cjZicx569x+VeJ6R4yvdDmASdtnQqTnI9/UfWvQNL8cafqcYWVhbzHo2coT/ADH6j6VzVYdTopyRcv7GZnxK4Kr93HeuU8TX6aRpsk2R5mNsY/vMf6DrXVX19HBE0s80YiHJcPxivFfFmvnXdULR5FrFlYl9vX6muWnTdSduhpVqckfMw97ST73JZmbJJ7nNfbwkzGv+6P5V8k614e0a08OWuraXf3kwa6+y5uYBGtyQu53iGc7VOFO4fxD3A+qEm/dL9B/KvZpHkVeglzJ1FcZ4qtxe2E0WPmHzJ/vD/OK6W6nwa5vV5d0ZA610pHNfU8R1XI3DpWVpkrtfpEC3OeB9K6HxTB5V3Iyj5ZMn6HvXHwuyXi7GZTkjIODXJVjZndSndHpWjeNLnR5ktbmTzYl6KTkp/h/nivQtP8QWmqRhraYFm/5Zk8/h6/z9q8AkZIUyTgn9ajttauLSTKsSvpmuacLqyOuNSz1Poe6likQxyopI7HrXN6vPBZWc1zKwjijXLE9celcfYfEhlt/LvAtwABgyH5x+Peua8UeK5tbYQRjy7RTuCD+I+prkeHlKVuhs60YxvcxdU1CTU9RlupOC54X+6Owr2H9n1tp8QfS3/wDaleZeDdL0jWvEEOnavcTW0M52rOk0caxnqSxk4xjPHUnA716n8HbT+ytb8WWJjni8ieOIJcACRQrSDDYJGfXBIr06SSaSPMqu8W2evzvwea5nXYkurOW3f7sikH2962bib5etYOpzAqx9q7EcVzw7VkaGWSNxhlJUiuXklKucGu68YQ7LszqOJBz9RXn1wcSmuWrCzO+jPQ6uC4ltSssEhRgAc9q6zRvHiMBFejdg43Kefz/xzXnMtxLcou7CoB9xBgf/AF6pvMYz8p+b19K55QTOuNVo+gbXVYb6PzLOcSnun3WH1H9RkVUvbpI0eSdvLRQSzOMYHfmvFLLxBd2bKVdsqchlOCKk1XxPqGqwCCad2j75PJ+tc0sNJvQ0WJikR+I9XOsaq8y5ECfLEvoPX6msigDJrqfEfgm98NeHdH1G8Eqz3xk82ExkC3ACFAx/vMrZx26dc464xUVZHDKTk7s+vdx29azL12A60UV3I4JGBqDkocntXl3jFB5e7uDiiinP4Qp/Eedx86hH7uKtalM6ztCDhB6d6KK42dyKUd1NbsGicqfauz0XxXq9nAqRXH7tsZRhkUUVjVScdTWk3c57xfrd9ql5suZcxpyqKMAE96wNK1a50TVI9QtNnnxBgu9dw+ZSp4+hNFFOkkoKxNR3mz1f4Ckg699IP/Z69guHbaeaKK7aexxVdzBu5GwwzXIa380TZ54oorUxW55FqwCzOo6BqbCxi0oyr97cRzRRXHPc9CGxQZixJJyT3psdzLC2Y3IooqFuaPYnn1O7mhMTzNsPVQeKoA4OcZoopRVhTbbOi13xbJ4ihtYZtI0y1NuqRxSWqSKUjXOEALlQOSTgZJ59a+pEY+WvPYUUVvS3Oat0Mu/dhnmue1F2K9aKK6Ucp5x4sAMLE9RyK8+LmOcOuMg5GRmiisK251UdhZXaRyzsWY9zVdzzRRXP1Ol7DKKKKZBraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3Br1P4P6ld6rqfiXULyUy3Ny8UsrkYyxLnoOg9qKKuHxEVPhZ6ZdOwXr2rAv5G8s80UV2I4Wee+KwGtZM9hkV5jc/6yiisKx1UNi3M5S0QrwTgfpVAmiiuY6mNooopkADg5Fa+oeJ9Y1TR7bS72+mntreV5UEkjMSzBRySecbePTJ9aKKAP/9k=", 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", "info": {"video_id": "28893", "label": "showing pendrive to the camera", "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": "e315f8f596a5dbf7836dddd3b1105e8f9c527aa88c2d8c2ce7d9a870a9ce4286"} +{"episode": 20146, "episode_seed": 3887718590, "split": "train", "timestamp": "2025-10-13T03:02:47.327068", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3887718590, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put grapes next to a 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', [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": "113846", "label": "pretending to put grapes next to a dish", "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": "113846", "label": "pretending to put grapes next to a dish", "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": "b2fc6bbd3083e8c6c0b2cd99f2581b355f7fbd973dd4ce457587b5ec4405a924"} +{"episode": 20147, "episode_seed": 1020119447, "split": "train", "timestamp": "2025-10-13T03:02:49.053375", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1020119447, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a water into an empty glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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GjLbGHdTXT2txDf2rK+HjkUqfoawScHc2bU1Y8zvJzLK5AOM1TFrLcq8YUncMjjuOldPPp9vb372ojkkkU44HUdjRd32naSgjlkXzz0ij5b8fSuxPQ4mtbHFXukOEWV8pknIx19KypLRhnYwcjqOhrrbrVBdWsjvCnJKIp5wOMn61znksGfB59adwijNjZoZAy1cuJPMsPMJBaaQAk9QBUd0gD8rgnr9arR7fMXeCyA5Iz1o6jZMYES48oPuX+8K67wjILe21C3eHzoJjHvxwy4z0965ezhSR3LMyjOFIXIrfs9QfQRKkKxzPMFYM3RcZ7d+tGlrBfXQ9Aj2XGnRm4YRpHj94524x71i61ruifZ5IrdXu5jj94hwAR3z3rjbrVLzUXY3U7yei/wAI+g6VXjYCM5PPalYLmvqOu3NzZLFDK6qTg44+X0Nc8+9j8zE+1WVcBNrfnUblN2Qw/CmtFZCd5O5r+HCY7qNgpYqHwPqrCpLjTUuUiMU8K+awAV2x0HJzjpkmq2mqTZzOp6MBkfjWraRgw24P8LnPvnH+FFxpGRf6T9ihJLCViT8yfd49PWsCQYYcYruNdjMa2qFRypfBHXmucWxeWZo40aQ5yNg3ZpXG9rlKJjK8MZxtTp9OvNbEstkli7GNVnPC7SSKavhm/wD9ZJH9nX1c84+gq1beH0e7RHkaQDlu1F7knqi3ODip0KSDI4NcmNaUru2nI7VNFryx7WdGCNwCema4uRnfzol8Qxy2Ya5hXKS/LJ/st6/jXFNBLM54Oa9Ej1O0voWilKsjjaQe9c3eEafNMJFiigjP+tbuO2PU10UpN6M5q0UtUZltoZeItMcK3Qd6z9WW2iia3QbnA4YHvS33iOa6f7Pa5jhPBc/ef/Ae1RWkA86SG6iYjymMbA45AJH4VrqYmOkbbGx908EetU7iPa3A+WtyztJbiMRwRF26kjoB6nsKqX9mYXeLALxtzg8/Si5b8jIiYxvu2g4zwRVyyWIqfMXIJ67sEUxotwAQFiewGatRaRc4zLmJcZwep/CncgdKYQ8qwMSgUD8a1vDMK3Gv28bcjqB6kVizW5tkUKSQ5OT64/8A11a0uea1vI7mLIeJgwNID06/sQ7M6tlDyPUe1YOoRxQANDJJDMBkBeAT9a17LVo7xQ+4Avzt9/b/AAqWe0jvDkrz/KlazKbMubUkt9EN1cgvPglWzyT0Fefy3MksjOwGSck1veJ7jM62iN+7i5P1rLsdG1LUm/0OxnmA6sqHaPqelMk6Dwdpkd9HNLOTtB27Rxk11Mvh3T5n/d26xMRhMZPNQeGNKm0bSCbsxq5mJIBztyBjJ+orZScJAZSATnpmkK5yXiO1a1gtrQqWeRi+1TyQK56Hw5qcwYLZOi9Q0vyj9a9p0828Nm13dLGhK7i7AZCnpg9cVRmVL0t5MDJFnKPIcEj6dfzpal3ujyhvCUsID3My+uIhn9TXUJFPZaptuyjpMvysOh/+vXQXGhO8RAkPt8tcteyNAzfarvCKRjdyePSizYJlm/tgXlt4VJWQZ9R14IosLufRJkt5yCjLuAzyo965++8UzbTFZL5fbzWHzfh6Vzsl5K0hkaV3kPVt3J/GhxvGw4zadzrPEviKae8kjs28tNoDOv3m/GuRGfNDMcknJJNRtNKzEliM9TTYhmdMnOWHWqSsrESd3c6SGCN5ooTIVPIII4yf8irSaLE8txuukUJJs2KCXb8Og6UT2brfhVRiccADPQV01tokzXVxcTArDv3D1c//AK6LjWh59q9osVxNHEDiNvXPHFZUkChcjAzXp6+Abi4eW6vbhRubcEhHOPcnilPhux0wAR26sRyGf5ifzpXsNnmlta3br+6jO3qWPFTfZpYjulOWbj8q7TUrVh86I59gpxXPz/N5SMjKylzhhjjimmSZjbVX1OO1Vy7/AMKge5q+0XB4ArR03wnq+qrvtNPmaPvIw2oPxNMRzxVm+8SaNuOK9NtPhPfvFvur23QjrFCCzfmcClg8Iafp16VlgMjKeTPzg/TpSuPUwvB2nC+tJ43JRfNXnHUY5xXaWHhywRI/Md5EjdmG7APGDg46itRtLt7SKCa1njlikXICkApjqCvbmqbxvKTCCQZH2k+3elcVyzb+HdM1S4F/exNIxUbFZ8IF7fKOtLLaWQLw2CLsHRo1Cr9M1b1JTNdLaROUtrdPLkC8b/Rfw7/XFQTTRWUQJxnoqDj/ACKErlN20MmfRppEK7h7cViPol5YXYnBEkYHzIBg49q9K0vw9qF/Ct1eXH2K3cZRNvzsPXHYfWtF/DVrtwl5Ox/21FO1gR4VZTbriWORGUsdyhv5UtzE5P2dckMc4HrUtxmV90qxxtGPvlsYHuayr7XXCmGxJBxgzt1P+76CpSHctsz6fdLF5yNJtDFQ3K/WsnxFqsl7eqNwIjjC9eAe9ZhBZixJLHkk1E6nNNRSdwcm1YfaZa8iBOcsBXUQrLFfSRq7BSr4HUZwe1Y+i6RfX11HNbwMYo3BaVuFHPrXqttpml7jdeRi4A3BixxyOwptiRzej2F5Pbkzb1tYm3ncMKTjsO/SpI/A1xdyzXt9IoV3LiKLlse7dB9Bk1116YyY7aJgfNdUH0z/AIVFdalIZDY2Z2zLxLJjiMf4ntUjuc42i2+lKFtoUTPRupb8etZOoWUr/NHC5PUfLXbW9rHEuQMnvI5yx/GuctmOreL7nTG1We3iPmeT5SbtzKhYL7Dg8+3vTUWJnEXsUsTRRzxFMFiM/hT7OOWWURQQvKzcBUUsf0rc0mJNWZpb9WnMYBQSHgZ69PoK63SnSznzCixqMAhRihuwrGDpfgzxDIwYRx2qseRcN/7KMmu80/wl5Fq/2u/kldRkiJNij25ya14bmN44mBALvn9DVsM5sbllGThsZ+lTcuxjx+DNCK/uLCJJef3r/Ox+uc1Wt5rjQXQyRh4lY9eUOOK6KEkQ5VwGYZxjtVdII5GMLLvQOcB/Q8n+dLmE0ZdzfaXqE7NZxlFm5dGUBVfuoPestPDkLXUYcuiFxiMNkHmptU0ttBu5kdGaxuCGRsZCn0PpUUB2W8klucyDCodxOCTj+tUtSS7cxJeah5xJMEI8qFD0O0/eI9ugpbm6jslBb5pG6Ln9TVlYliQY+4i4H0FcpqT3EsUl3G7L5bq7EemcAfniqQHa6ZoWqalb/a551s7ZhlC4wWHqF649zXz7PJNPIZZHLsxJy1ev6rrmpJpEd/aeItTlDTmDM6KizYXLNGBztB4OfUfSvKLO0utSZYbW3kmkHGEGaGBnvHubLEmgIB2ruNO+Hl/dbZL2ZLVO6r87/wCArsNP8EaFpsil7b7TJgENcHcBz6dKLjszxuHT7m7ci2t5Je52rkD8a3dP8GXcjI904iGQfLT5mP8AQV7FcaRbmAPAqQ5IGxRhTk+lc68T6ZcOZ0JKHG3sfxpXCxbtJWgtUyqEKcEYGfzqRriK4vILSP8AjYu3+ynWorqErEHHyswzwcj/AOvVLSGNr9rmzuuGURx59SeP8+1SmI0JNQmuGe2tiY1iYpLMB3HZff3pYreGGPLYAA5Zzk/mafHElvCAOFQEknv6motLspvEWq+VuMdrEN0j/wB1f8TVpBca32SY7VV3b2FZl54Ys9S1C2NxJNCi7uFUAtnHc9K0ob42/jW60aHUrvT7IzeXG8Uka7OBkszjkYz754rNbUNSm1S8t765upWtZSiLc43pyeuOM8DOKHsCOj07w1o+nmN4LKItuwGcb2PB7mt5WXyZmPAVSPXAxWHY3bTRQZbG0tkDntW2ojSJk4Z3z1qCws5SqiTkjA6fQVTvLaO+aRJ0Utv3Bl67SBxVi1bECDP3UHAPXilhVTenewUGPdz7EjP61Nx2OZewbRL64gn5t5wGilI547Zqu04hzImXKDd9cc11+r3NveWM0MYjmMaqxXjpnn+RrIuNNtorV/JjVQ7qOPQsKpEOJDAjLEPMOXPzOfVjyaPDdkuseIxJcDdbwAzMp6EL90ficVJMuLWRgedpz7Vd8BgLNqRP3vJj/Lca0Edc8hkcs3U038a5/wAa3t1p3ht7izneCYTRqHTrgk5rj9Wu/FOj6Tp93c6terLdF98ZGBFjaVBOPvENnH/16B7HlOqXs93cP5jfKGICjgCs7vRRUoGA6122g+HdOlsIryaIzSMAcOflHI7f40UUMFudIjlFa3XAjVflAAGKUSMEnTsjZB780UVLGyLQna51tFlJcRRsVz61cskUxGXHzzO0jn1OSP5CiinEXQh1WZ1ZYgfk2FiPU+9YEsp0PWmv7VVa4BJDyDd95MH9GNFFWBHpbFUl9to/nWrYksJGJ53n+lFFZvcaOi0uVlGBj5dxH/fNdVIxNvt6Bsg4oooZSGQ8WpI4wB/SpLGNWuJWOc7VP8/8KKKgGGsuSsCnGGnUEEZBHTH61k3sEccUIVAP3wPA9s0UVaB7ENz8lnLj+5/SsKcD/hFtWbHIkth+G5qKK0M2Yuqa62rRQxyafZQGJVSN4FdSqD+EAsQBznp1rR0JVhuI4o1VEJGVUYooqZAdYh+Vf97+tPnb/SgMDhM/rRRUvYsdLmSEgk/KNwx2IPFJc2kN5azxTJlWjJ46gjvRRUobOZjdjaxgngDFQWwzqEA7bXbHuMf4miirRDNLUWK2D474Brf8GxrHoE8qj55bgqx9lUY/nRRViOD1zVTp3ijVkNlZXcclxuKXUW8AqOCDkEdemcHuDVayu5769u7u4ffPM3mO2MZJzRRRLYEbenSul/CAeDnj8q6y3Y/O+eRxRRWZYllIzW1twBvjBPFZfiO5khnsYEOFuG2SHuQSPyooqGM4+21G4tzJPEwWTYiE+obg5/T8hVG01K8j1a1l+0SMWdVZWYkEfSiirQj0dwPs8w7bT/Kn+DCV1idB917PLD3BGKKK1ZBa+IX/ACKUn/XeL+Zry++1m/vNMSyuLqWSGAvIu+RiSWA6knnGOPTJ9aKKQM/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", "info": {"video_id": "94506", "label": "pouring a water into an empty glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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+IrcajJJZQSQI+PvHOfw7GuYdy8iuxJJ6k96V2HmBlOcUmr7jUmtULf3l1d3LyyyuxJ4yeg9KrQLi4Q5PXrU7sjA5IX6mmR7TKgB6nFO7Fa50xiS50+yt3xGQrhWPrvyT9AKoR6E1xvl+0QlTIRhGyzc+lWo1MepoWztR84rU063xC2BnywxJ9gKVxrQ4a+hEcpAUgdqqwSGKQOuMjI5rYuovMUN8uQc47miLQ727GYLWRl/vEYH5mi4SViPTBCsY85EZWOTkkECra3cUd5ObQkRYC49fWhfDssQInnCkfwrzj8aLzT006zhZc7pdzEn0GMUMSI2zJ86nDfz9q6/wVYAo0sh2Bm+5nIHuK4qF5HMca/eYgV6DYgWMaoPl2xgnPfFJvSxSOmv9QX7J9mhh2qhI3dd1c3FdS6XdKI93kOfu/wB0+3tV201OO7BjWOQybT8q9/XFV4pIZWdWGdnGGGD+NZ8rasy1Lld0Gt63bQW7PL88qIXBB6f7J+tcDpbi51Rbm73MJJhvK9cdwKv+Kb0SXr28W3kDzSB94is7So85OSMHII7GtILlViJy5pXINRkL3TMmcFic96p3CCUEsv7wDhv7w962GsZHnGxRIvqhz+nWl1LRrm1heSVPLKD7ucnkdT6U0x20MG0uvsspLLvG0gD0pAzpaiN48B23hscmo3iYnIGRUsJzMgZjhOR6imTe2x7qtzg4qdCkgyODXJjWlK7tpyO1TRa8se1nRgjcAnpmuHkZ3c6JfEMctmGuYVykvyyf7Lev41xTQSzOeDmvRI9TtL6FopSrI42kHvXN3hGnzTCRYooIz/rW7jtj1NdFKTejOatFLVGZbaGXiLTHCt0Hes/Vltoomt0G5wOGB70t94jmun+z2uY4TwXP3n/wHtUVpAPOkhuomI8pjGwOOQCR+Fa6mJjpG2xsfdPBHrVO4j2twPlrcs7SW4jEcERdupI6Aep7Cql/ZmF3iwC8bc4PP0ouW/IyImMb7toOM8EVcsliKnzFyCeu7BFMaLcAEBYnsBmrUWkXOMy5iXGcHqfwp3IOi8P2z3Kaktg6ssaxlkb+L73Suni8m50wSEfvEHO3rXM+G7SW2t7x4ZmTJUMQeo5q5NrMGnmTD/aJT/CnQH3NS0UnZFs2dy9wb6L5WVckk4BwKvXHiZBokhZQ0hT5VbofSuG1HXLy/P76XbF2iThfy71nNcysu0FivoTxSlHmaY4zcU0XNRvrrUJd1xKWHZeij6Cn6Yq4ZiSAnORzg9qymZ2HzMTW5oduZbC7YD7pUVRmXF0+ObTlkEy/fEZLAgZ56/hT9Q0mG1tJXEwnYOFDrwp57Z6/WtDTNNuLqwkSGJmJdGHGBnJB/Stq88K3N9ClnBLErBt0zvnA9AAOtIs8ukt/3rKRjPIz6VCIXMgEaliDnAGa9T/4QO0tW3TF53X5gGO1T+HpUUlhDFG0UMKoAONi9fyouJ7nnv2G9ZQsg2A8YzTlUAfN0roJ0eC5QtFIUDdSp6VjmPMUeBnincRSkfDAKpP1qPMjcZwPatGKwnvJxFBDJNIeixqWP6V0+nfDXXbxh50UVmhxzO/zc/7IyaYanDbOcnNTWiE3kICknevAGe9ekXPwzTTofMup5LgesQ2of61taD4e00gwRGC1m25TPG8+hY+2aVwKFt4et5LmKeSdg5k4AAKkehrWj0azjtvsMe8C5UtMyt823vg9hmnyxFEVR0DVb0zFvBe38g3MQIkX1B7D6nFSC1GnQNC0q2UxwIsp6bvnd/xNU59PeZt0eVHYN1q3b2zr89xJ5lwR88h6Aeg9BUtmLrVbz7Hpke8gZaQ9FHqT2FVy9wuctqHh24mBZHVW7ZWuQ8TQT2lpawTr86BwGHRhxivfYvCsUaAXOpyySdxEuFH515Z8ZNOXTTo6xSs6y+dncoB42f40WGcZ4ZhW41+3jbkdQPUiu+v7EOzOrZQ8j1HtXmOlzzWt5HcxZDxMGBr0ey1aO8UPuAL87ff2/wAKTQ0zI1COKABoZJIZgMgLwCfrVibUkt9EN1cgvPglWzyT0Fak9pHeHJXn+VcT4nuMzraI37uLk/WhEswZbmSWRnYDJOSa6rwdpkd9HNLOTtB27Rxk1z9jo2pak3+h2M8wHVlQ7R9T0r0LwxpU2jaQTdmNXMxJAOduQMZP1FNhcnl8O6fM/wC7t1iYjCYyeaxPEdq1rBbWhUs8jF9qnkgV1qThIDKQCc9M1t6ebeGza7uljQldxdgMhT0weuKQ4s8Wh8OanMGC2TovUNL8o/Wnv4SlhXfczL64iGf1NesTKl6W8mBkizlHkOCR9Ov51QuNCeSIgSH2+WlqBw1lNuuJY5EZSx3KG/lS3MTk/Z1yQxzgetS3GZX3SrHG0Y++Wxge5rKvtdcKYbEkHGDO3U/7voKEh3LbM+n3SxecjSbQxUNyv1rJ8RarJe3qjcCI4wvXgHvWYQWYsSSx5JNROpzTUUncHJtWH2mWvIgTnLAV1EKyxX0kauwUq+B1GcHtWPoukX19dRzW8DGKNwWlbhRz616rbaZpe43XkYuANwYsccjsKbYkc3o9heT25M29bWJt53DCk47Dv0qSPwNcXcs17fSKFdy4ii5bHu3QfQZNddemMmO2iYHzXVB9M/4VFdalIZDY2Z2zLxLJjiMf4ntUjuc42i2+lKFtoUTPRupb8etZOoWUr/NHC5PUfLXbW9rHEuQMnvI5yx/GuctmOreL7nTG1We3iPmeT5SbtzKhYL7Dg8+3vTUWJnHTm7t4hbMrxhiWI6ZqiysQRnA9qvXN7PM0LzO8mQcBu2cdK0dP8KavqW1orUxxt0klO0f40xbnNiJR25p3l7vlAyewHWvUNM+Gtoil9QupJnAzsi+Rfz6muu0/QdIt4hDa2EEQPO4Ll/z60XHY8QtPDWp3jDFuYkIzvl+UY/nXdeFtDbRHYmXzGkIyxX5R9K6bVNJkjBkiO9EbaT3AwKhsyJw1uE/1QyWJ5Ofapb0FYtfbI0DecFUockjpjB/xqKK+W1sUvnVj58hVEUcn+7+eKyNSidnVd52E4NbPyzzxhR+6tkEaD/axyf6fnQtQRGEmu5BLdsWbtED8qD096fK1rENrkZ/urUV/dG1j8uM/vGHX0FS6ppb6H4RGpuzDUpJIzGAeI1J756k1dkFyvJZQXKHZFIQe+3iq2h+CNHSGNpt93IT/AMtThR/wEf1NSaprOoxaNFfWXiLUpUM/2f8AfRqizYXLNGBztU/Kc+o+gn0m8aG5TJ+UkdamQ0dLZ21tZQeVawRxKXIxGoXPPtVi4YC7VFPOzpj3qtY4kiUu5ODk+h5PeppmU3aSKABsIBH1FS2WT3MrfZ1XaNqMGcP3Gelc9qnh37Vayz2anzUO8Rj7rDvj3rcuPmhZevyHkn2qzBdW9pa+ZJMg3IG5P41NwscbLcxzKrg7XwNyDjB78U61keWcR4/dRjzPqx4H5YP51sXVjbXWoztJBHklXRvUEe3uP1qsLdUvJwOAWA+mFH+NWjNqxR1OUxwLGpwXPJ9hXbeHbFdL0C3QLia6UTTHvz90fQCuD1hT5wB7R16e2DHEF6CNcfTaKsEhvWvI/jcAZNBz/wBN/wD2StubV7yXx3d6XPrN5aWpnKRmKWNFj4ByS4xjGfcmuW1gT6pqksGsPcXRsZXSJbojcmTzkLxngeopMZwNnHLLKIoIXlZuAqKWP6V1el+DPEMjBhHHaqx5Fw3/ALKMmt7SnSznzCixqMAhRiu1huY3jiYEAu+f0NTzDSMjT/CXkWr/AGu/kldRkiJNij25yatR+DNCK/uLCJJef3r/ADsfrnNbAZzY3LKMnDYz9KWEkQ5VwGYZxjtScrDsc7bzXGguhkjDxKx68occVNc32l6hOzWcZRZuXRlAVX7qD3rUSCORjCy70DnAf0PJ/nXO6ppbaDdzI6M1jcEMjYyFPofSi5LRCnhyFrqMOXRC4xGGyDzV65iS81DziSYIR5UKHodp+8R7dBVKA7LeSS3OZBhUO4nBJx/WtdYliQY+4i4H0FUhFa5uo7JQW+aRui5/U1p6XoOqanCt3POtnbNyhcYLD1C9ce5ri9Se4ljku0dkEbq7EdlzgD88VpazfeK9K0vT7y61e+Et0X3xEYEIG0qCcdSGzj/69UB5Pql7Pd3D+Y3yhiAo4ArO70UVKGwHWu20Hw7p0thFeTRGaRgDhz8o5Hb/ABoooYLc6RHKK1uuBGq/KAAMUokYJOnZGyD35ooqWNkWhO1zraLKS4ijYrn1q5ZIpiMuPnmdpHPqckfyFFFOIuhDqszqyxA/JsLEep96wJZToetNf2qq1wCSHkG77yYP6MaKKsCHSo0aRmZFZkA2kjOK9B0ty9pEzcksefwooqHuC3NJGIhmbrgH+VNt2KoCOu0fyooqZFIcqASSDqGAc59cf/WrJ1e3jttUimiG15ojvx0POP60UUIGZU/zOueeauaT/wAg+Akkll3EnuSaKKtEMjhjW68T20MvKNcRoR7ZFb/xDYt4bmJ/5+I/5miiqA881XXm1eKGOTT7GAwqqRvArqVQfwgFiAOc9OvNasbEYINFFTIaOj0iV30+IFuvGa03ci9hiwNvluf/AEGiioLLCsXhLN/d6dBXnF/fzzwCaQgsS8eO2F24/nRRUoCrqWpXjAWvnusUQMahTg7eCOf0re8H3c11psgmcuY5Nqs3Jxj1/CiitYiexf1dQZuR/wAsT/OvQLB2k0mxkY5ZraMk/wDAaKKtkI8m8Qao2n+LNYQ2dndRyXG4pdRbwCo4IOQR16Zwe4NZKXk97fXd3cPvmmIkdj3JJ7dqKKl7AW7ElhIxPO8/0rotLlZRgY+XcR/3zRRUFo6qRibfb0DZBxTIeLUkcYA/pRRUvcoksY1a4lY5ztU/z/wo1lyVgU4w06ggjII6Y/WiigRk3sEccUIVAP3wPA9s1Dc/JZy4/uf0oorSJLMOcD/hFtWbuJLYA/8AAmrnbnWL+9sYbG5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"info": {"video_id": "94506", "label": "pouring a water into an empty glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e4aa556884db21c5028e7b115f2cf08805b651518818a858fe954b663dc3da70"} +{"episode": 20148, "episode_seed": 2718854045, "split": "train", "timestamp": "2025-10-13T03:02:50.099533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2718854045, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 biscuit into glass jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "189090", "label": "dropping biscuit into glass jar", "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": "189090", "label": "dropping biscuit into glass jar", "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": "af71658f26177316926ffb15f317e95ac4913d9d5a1a9b28e42b29c22c55556d"} +{"episode": 20149, "episode_seed": 2452168047, "split": "train", "timestamp": "2025-10-13T03:02:51.817368", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2452168047, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding kerchief'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "202862", "label": "unfolding kerchief", "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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es9lJ5Jxk1qX8JjCgchjVJkJC5/WtTMgkA5B4+lMMYdQCoJzzkVYmjG4EL1PAqRIwqjPXFJOwWuMXEbKY2KsvIIPeotVkutXSK3url2hjYMF7EipWQ5yKaoPmqWHWqlN2sEYq9y/a26pCqgdBiql/EMHNasAwvtWZqbcGuST1PQhHQ4rVYGgcyxnI7im2FwJMAnip7+UNujNZNuzQz8dM1cCKiVj2y+gH2xhnA4FVXhwwIx3rWaPzZSzd+QaiCiWMgD7nU1ocZjbVd93IHYGrto6293ubAUKf5VD5ZQ5PQc1SvroLE7dEA60nsVBXkjj/AB3qjSEQq3U8ivOov393vPIXgVt+Ib57vUpAnOAcCsjT4iEJwa5/M7py0UTXtT83zCuo08qsQGM1z9pExVdy8HkV01nGuxcKeBRDcxnsXoXXBG3nrUyyBV+tEcCFQ2cECuctXuNT8XXGmyarcWsR8wxCNA25lQsF9hweT6e9bJXMWzsdOUSW9069RtH86mMDFScdelc38Pr+6vrfURczPLjyiobtndXaeQsZAcnBBxWlrGb3Mph+7AJwcfKDUbyfZYHweo5q7dQbXT5fb6VzfiK8+y2EhBwW4FTN2RpSjeSOOuJ21LX1A5Af9BVHUoQNRkz36VqeFrUyy3V0ew2g0usWeJQ56n0qFH3DSpO9W3YwQNmBzWpaFeD3FUAjCTaFOfSr1sq/exWSKZt28q4Hy/WtJZAzDHArLtI1JHX8aNdlksdJ320rJJvXBU84rZGLNcyhiBjFej31v/pW0HA2ivG9TC2+iQalp+s6hMpuvs264iWNZyFDM8WOdqnCnd6j3A9udPtEu5hkHBrWKsZyMmWIphlPI44rA1/WDBZKoxvJIB+lddJtMTgDlMkn1rzTxbOPtCRr0Uf/AK6yrNJHRhrt2OSmnZ79iT1FXo5MDOaii0uWaFbnaSGzj86VoGjOCeKys0i5STkzobN1ZY2B4xzW1BPgfN0xxmuVsJMpgZ4rorYs0K7l+U9KqmzOojQaZQo7g1AJASw2jPan7FKgbTSiFCoJ4I55rRmaIxJtXp1rS0Z8+eR32j+dcRaXX23xnLpl7ql1aW0kuyN4pY0WPuSxfjGM8dScCt3wdJeDUdctLqW4P2aZUVbjAdMFh82OM8DOOKpLqTN6HQagBJKqDjbVdoMocnnOMVZxmQkjqc02NN1zI5+6BVkIyyrCZsnv+VPkwoH0p87KpLHr1xVUsXBdj9BSGOLgU+JlfBI6VBn5Qdv50sbEDripkXBXZqpMqx5rD1WcFSc02+vfKXANYdzfeepGa5XuelFWRlXcuZc5qPjYHx3qrrDPFZNJGxVg4GRUmu6Hq/h3QdKvry4uElvTIZYSmBABsKBjj7xDZx2+oNb01octWSvY9/BI3fSmRKBZSkcEtzRRVs5TIvWPQcCuc8RSPBpjFDglc/iaKKip8JtQ+M4DQreO5m1B5V3MsQAz7nn+VVdixysFGBRRWcvgRr/y8ZrQ9If9010GnEnANFFTDcmoacnMeK8+uL+fS/FVxfW+3zoZG27xkcqVPH0JoorphuYHU/C7j+1B1wIgM/8AAq9AukHnQjsTRRTYiDUP9ZL/ALIwK818aSMrpGD8oHSiisqux0Yfdh4TRf7KB9WYmrWpxJ5RYjJxmiitPsI55fxWc4qgXRpbY/JRRXMtzpextWR4FU/Eg/4lbH/povH40UVtHcxZm6z4kfW7e1ik0vT7Ywqkcb2yOpRF6IAXIA5zwOTzX0REeB/u0UVt0M2UJztsLhh1Lgfhya8j8Ruz37ZPfFFFc1fodeF2Z0Onwp/YNmMfeiGay7+2iQ4Aooq5fCjBfEzOtzslOK6aJj9lgOfWiisobmk9i/CxOM06cZXFFFbsxR53d6sdM13UYjY2N5FLNuKXcO8BlHBBBBHU5GcHuDXV/D+8n1GfxBe3UnmXE7RySPjGWO78qKK06CZ1jf6wUDiGQj0oooRDMhvndi3NNRQetFFNAxJBwaiJwDRRWVQ6aBz2qyNg81kxk7+vWiiuVbndL4SprvGmnH99f51zmp+I9V1HTrfS7u9mmtreR5UEkjMSz4zkk8428emT60UV1Q2OCpuf/9k=", 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"info": {"video_id": "202862", "label": "unfolding kerchief", "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": "86a46f21f62acb850f6cdf721c84f23c165975936338d1e7575974512ad40a8d"} +{"episode": 20150, "episode_seed": 3019833538, "split": "train", "timestamp": "2025-10-13T03:02:53.734039", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3019833538, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 usb cord into the laptop 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', [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": "14586", "label": "plugging usb cord into the laptop but pulling it right out as you remove your hand", "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": "14586", "label": "plugging usb cord into the laptop but pulling it right out as you remove your hand", "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": "2e788252c447c6a7ff23a4993e362b46776b936f2d007965276543ece1a8664c"} +{"episode": 20151, "episode_seed": 769291028, "split": "train", "timestamp": "2025-10-13T03:02:56.250706", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 769291028, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling the pen from behind of the calculator'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "209218", "label": "pulling the pen from behind of the calculator", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "209218", "label": "pulling the pen from behind of the calculator", "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": "158337c5076c9fe000ebff28730f79e4e301834a64ce295f603168eef9623e44"} +{"episode": 20152, "episode_seed": 1965726516, "split": "train", "timestamp": "2025-10-13T03:02:58.219524", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1965726516, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put paper into envelope'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "211013", "label": "pretending to put paper into envelope", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "211013", "label": "pretending to put paper into envelope", "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": "4f151bdcf6bc2b61f8386cd6b6a1fded4072e6408ef2c08e592bafed827d3b1f"} +{"episode": 20153, "episode_seed": 1057581649, "split": "train", "timestamp": "2025-10-13T03:02:59.493338", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1057581649, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dermi cool powder towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "164933", "label": "moving dermi cool powder towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "164933", "label": "moving dermi cool powder towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f8b7260ea194af0781e3317e85f3cc7a93bff40e65f86a19b38b5df4bd00370e"} +{"episode": 20154, "episode_seed": 1987063247, "split": "train", "timestamp": "2025-10-13T03:03:00.237677", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1987063247, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of tourist place to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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/Stxr1YzshROOhPFZFtPDHrt9KygCZl2ZHOAMVox3MMkxRE+cHr0FaxR52If7xlmKOW4nTzXK57Jnn8K7bTtMTcQXJyihR3z3Nc1bSjA3qR/tL0+grptBV7i8xEsgOwkA8n/OK2ijBbjdR077PvLbyqEjcBxWLqEiwIgfIBGRuBA/IV6ne6Qo0R2lyWADFT2rA17S9PRoZDbxfLCvLdjj3pNo6FSbPPLe3l1K6FvCCGIOGkwiAD6Gnah4Q0y5XGoakXboyWibj9MngflXSzPGltIBEQjqRnGBxzWHNdoC23kf7P0rNyOinRSJdB8KaRHbfaNNtwoVype4laSQEewwBW82nRAAyu8p9GOF/IVwvhPxH9h8VyaZcPi2vmIXP8MmOPz6flXfXd1bwXdvaSMfNuCwiXBO7aMn9Kz3R016fs5uBVk2RqUjVQuMbQOK83jilncCT+fAr0p5YWjLJIjg5GVIOcfT3rzW3eU/65t3PyhG/wAKIrU4cR0NO0thC4LgbfXGTW3Yw26fOnyjPO48GsiKSVcASAZ/iI+77VraXZNey7WfPzgEjkEn0roicqNdNPnlCiNFfdjGFz1qhqOm6hHd+R9nJXHJYYA/xr1zS9FgsbRExl/lJJHpXOeLmSO7DoByQrHsDwP60nLsdcaXc4Kz0eONGk1NGlXIEaQnbz3z7VJPcW9rG81np9pAyrkO6eY/5npVrUJ5Iosgll3ADAwM81zmoXRSzlLuoUjkVlKR2UaUbpHZ6Y9lq2l2+oLul8xfm8xt21h1GOnWrM3yjCrgDoB0FeZfDzxKun67Po13IBDeMPJzztl6Y/4EP1Fdtf661jcaq08Ae3tIo2j8s/NKxyCB264AqehVaHLUlFbInlViDnoe39K4S90yPQruV7dD5Vyd685KkHlfpzxXYXusWiR7jKoOOBnLH8K43VdYN1MCIGZVJxnkn/CklZnNW+BkYe5uCRvOO4xxWlp9jH5bcGMn+JuKpWkrHawVVz0TH9a1InZvuwbmHUg9PpW8Tz2b1nZbocZaToFwetK1kyyuiwsCFLHnitPwvplxf3dsSf3IGSc9gea79NItrd3bYCPJKlmHWqbSNqdNy1PDZJHkeSOGJ2IPITgfn3q7baHbPbLJqFy0G8c2yR5cD3PvXTXYiS5aOJQ2OyjAx9elYmoXahwu0biuAF54BqJSOmFFdTLOi+Gbe+hZ9LWQyyBPtF424LngHYOK65dIgg+Qn5R/AiiNfyWvO/EtyzaftIwQc8Hmuv8ABWvjxB4diaZt17bHyZsnk46N+I/XNZXudk6ShTjJdbmk0cUAKxoqeyisfWbAanYPA58t+TG+MlG9au2+tWV1bW0zEwm4lkiiSQcsULZ6eyk1Df30Nuhd3VV9WOM/hU2MNmeardtgLuQJnr2/Kr0EbO6EPvUEYVBxVfwto0Oowzzy3SQCEgAvzk4yfyroftOl2ji2tN+oXTI5VVGFyPfj/JrWLscXs29jtfC179k8OyRmLdKZwyBevGCK65NbkcxzXHlRJGW3B3HGR0PvXmQ1HU49J0WWSe2sBcPGHWJcsFOCxJPT6Uniq7ttJ0gvZsJxqEgbzpTuK4K5APp3/GreqNoQ5Q1WW1fU9TujbGZBcRqtzO+E3ynrt6nBPp0GaRNAhtbi5uPEUou7U7TaCBtqy/Ll8gc8HjrWD4hvL7VLWKVpYYTcTSPIrAk4BCj5evY4PvV0+Irefw1YWcc4kktUO9Xj5XggHPTkE8Csl72rOx0+RLl6kVlqITwrfWVrbQW8TecsALBmkZnPykYySARgc8Yrhxf3VhOLITPLI48uVcgRkjBHHfkj0qrqGoTPcq7zM8scuVIY5UZUjkdPwot9PvL1kum+UEthmzkn3/I1aikHO+VpFvQdXmbUPJkVVR2bccYO4gDn1+4K6S6uEQL8wxtrL0LQhef8TKQkJIwYBHHLD72R79fxraurZYm4UYx6VMo66EqRnwwO9xFJhQASSW9K0p/N+3TLGAY1bA+XH61nz3X2cwEkgHOQOvaoptaWaT7p2g8Ad/rVI82um6jOmtpQqwj5MA8qGyfzrt/CusQx67bRj51MbLwBlSRmvLrCY3DIwj4BwQ54H0rstNtplaK4gBXb1KdB+NaqzRjG6eh6d4n1kWekSqgV5Gj3YzXCX2pwTLLczyHYIwuQMkDHGKfqJga5WzvtQSHenyxo26R+OgFZ1lqdrHa6WIdKkRr5/Jhe9cEAqCc4HJGB1wOal2SsjtpuTd2Zx1Wa8AEdk/2fyyJJ5SeOOMduTisK/wBSYRyraxSXDIrMwiUtgAc5x06VoPfwWZ0+HVppryGWWWSeFnCooZiY8AHJHXqenFa2rI3hbSJtJ0oBIJVkl81scb2OQe2BnjPas7c2x02lTdpbnnt54W1L+xINau5RbncrkRuC3lsOHBB4OSOPxrpZfFiXFjY3ask17ZDbJGThuVwWB/mawrvV7O70iPRrq8kfeFdpJJPkUKv3QwHOcccAfzrkzI8120CMsUbIVGBjucZPftSUe5rOpzK737+R3MOqTeVDFpztBahpPMEnLudzAsp9zz+NU4USDjJZxydnH61zOgXEsV4RIxwwZChPf/8AXVlLicnbvwM8mnazOHEK9rHVw3W+TMSMcY6cg/nW5oN7JDduXO0Eqdqn0PrWZpPhzULiCG6ZMpKuVYvgY+graik03TdRtreaZpppJDGY4BuYEAnnv2rVS0OaNNt6Hp+teJYraRfJnb5guVHXrXL63cXs+lXc8eEIZnklkHCqPmJ/TtVCG61LUrjU7PT7MWlxCi7J52BbJyQAOxwPwzWLq2uR3GqXOlXFxPdRm1CBSu0eczY6D2z1zUyaSO2lBt2b3KlzJJDbXF6tzNqT+T5sggBZIkA3Z56cfyqlq/h+5k0e3vtS1CG2tp5IcwIcybHIzz0BAPTBq7o+t3DeOAkcci2R22smUARlTcFAGOTz09Sap+M9RiiuJpsTny5wyRltpQjHcc8EcVFr6m9vZvlM/wAT2+laVcaVNpMUjyuhUS/eLANuVycfeznn0x6VQ1LxdPOv2gSfZrwI0TiJ9wLYOD14xkcetZl94iuLpLqC5EZXHlxbV2iNcnIAHGD781jxRCaCePYcyMTGxH8Q5A/HkfjTUUip1G4pPzO1sbm31CWe9hJaSV8Ox4LY5yR0HU9KWXcQwi3bsgfL6VneHrG7itS+zZG6qwOevHp2qS7u5bFsLy0nU46YqbWZz1tYM1bZjHIPNlUn3GSKvQXyKp+bd6Fc5/KuVhv3mYIsQIPbPWup0uyupRtKMR3xGRgfWtYs85xZ6X4B1UN9njlZUwkgOepwc1qax4nkSaa1Vk2mNgCvU9v5VxGmLBphnM95DC8Kb2UvlgD04H40+C8humsruwsTdxTNIkl1ckxouB2z2yOuPam7bnVTUtEN1e+nFzCtnZvPIUK7z05wQPTt0rnr2/mgeK3vXjfUHbasMIySScqoA71oXerw6usE91OnkWN5Kxt7c7crEp+bcPm5z7Uzwnf6fqljcpNHbLLpsxuILkcfOS4Uk9TgHHPast9Edag4r2j2MCbw/rOpazb216g0+AwtNmbksoIBGB0PPGapWk9p4H8VXscMrzRsCGAOW8tsMoI9VP51Z1zWANViu72UzSJCSkSMRjGG4boOR6HIrmNY1aK+33sKGG6nLGYqMYAyAA2ckd+1ChqbKo2rPVWZ0c/iJFvkhBhkh8xjBJIdjRhlYlvY5xjP9aIvMeANLcPOzAt5j8HB5/8ArVwckXmQW8ilmOQknOevI/qPwrrdMeb+y0GxsAbckYocbLQy5r6smv7rQtG0vVNNhlnnvQgjyW2ozH0x6DJ5rO0/XrxNY0+MSl4I1WFY2UNmMkFhjvn+lYBIHmLc5M+9uT1HarU13LbziCAmJCCjELtYkAdT169qSjbVkKyi0js/EVy7ao0c10yRJgCPdvbcfT0H1P51Xu/ETT6Ra6dDC0TWwZhKxDNjPQccH/Iqpb2NzeaA98hea4klWMqcsSo29M9+atReG7u1vla52NEF2sFPO7hsfr1q3PSwkrmK99cmOEsS67jnqcZIzk/jWhpujXV1dGIlljMS7gOuOfy611Vro8eGPl7FYZAX3robSBbeCOLaAQoB+tZpm85tpJ9DkrHwRaQ7zKCxYcHJz+f5Vr/2RbW9otvHHiMLgf8A6622YCqcz5buAQcUyOYw9NEOl2D6ekWQ8hIY/wAPT/P50yeM3DBAQO+as3MP7wOuMisa1gn1TxW+nS6ncWce2Qw+WgbLBNwX0A46n0p30I6lXxHFDDHZxwt84DF+ee3X8qwjjeMDI+nSr/hrSrjXfMknuXYRIpxjcxzk4FbVncWOg6jALzRJlU25leW5Xc27cANoPGOfTPNJM56kW5OxpaFqMejeGJrubTTMwkGZDGSADgDnHA/GrMt3ceIbq6059St0Qwptits8nqeoycDrj174xXF6t4s1XWYXhaT/AENrnzYwoxtAOFX+tGjXSadryXV3cJGgYhkX5pMNxyBnH4/lVrV2NI01GN2dlf8AiHStJ8UW11Y26P8AZ4WRnYksWbuWPJ4FU/HrPL4htLgSxwW4i8xfnxhiuDtA59OK5m8vS93NdwBVEsr5mY7pGPXIz0/AfjVGWa+1aaTzZZbiSMhE3HJVcdBVycbWHG9zZ1aaye5juI497xQxhTI2QOByF/EnnNN1TxN/atvNPNHHC6nySEYtuxxu57mqEekXUkiNwsbgKwJ56V0Gk+EvK857iMfvHJGSDx9O1ZLRHTWkpNNdEeeESyorxKwRBt3E49R1rW/4R97eya5n3lvLJz6Ec16TBotrbR7REG/3hmszxRvt9IkeFtrblGR6GncxMvR9JhGmx3+3e03zMzJ91sc4P4GqGm+GNS1A+YIfJh6mSU7AB/OtDUitj4at7nS9Zv5IDdfZgJ4VjSchdzPEBztUnad3qPcCvrkGt6NpF3dC8Nza6hJkvjnDKMZHboRx7Um7mUo3djR1fUlsF0iBdSW8hMTPJHESFdFGAN2c+vpUvhPV7eSC5kS3ihmtpGuIySSMtn8RgcDrnofUcJDDGLgHzSVVCSP7oC9Bn/PNXdL1l7MzQ2MCxearRMSSzt6c8fpVJNPU0slFWOr0/X7tNfXUbuX7LDNMHlDNgsOnA61n6nq9oniOe9skEwlmDiVjkHDZ+Ucd+5rPu7G4t9Se18t5J0QNKRls4Jy30Ap+l6O11ZxySlo2XO1SOTzVTncILUiu9Tku5HkLyeYrk5ycjg4Oe1RvFqWq6ZCY1P3cM7k5Jx1/+vXU2PhqEXSMY8LICGO7+n4munttOt7SFY4l+VRjk5P51mrJHRVqc8rnnNn4KunuIpJirKTucsfxGB3q/q2iSRJC1uqkLMrkN7V3bqoH0rNu4xLERjincxILuGKEL5TIcryFAGD9K4/XgBLGAcj5sEfhWhpBjv8Axe+l3+o3VrBNKVSSKWONYz1JYycYx2HJOBUdtZag+rarB9ha8bT3dFjvWVXRskLkA4LcDIGR6UmzKa90q+HbG9uNTt5re0eZYpA5wvHB9eldNrXim9judStJrg2hhQLGYlVy7sOhPbH6Vz2qeKNUNhYaU6PaXS7HlKjZuwMgYGMc1zzGac3U95cKrvIHlkPOWxzgDr/KjUKdNdT0uzvNN0nTZdbjV7lriFY0mkGSrAEZO7kEnPscDHcU7w1rdxe6Bfaa21II7ZjG5XAzknOfYnNcfa6pFLpEGmWsLzOkpYPIoIKnnO3OOPxrJvJ5GifdcNIwO3eCRuAb09PatU0lYaNiwvLOyhuonYXDPE6sXXavLAn3J688VGuv3OmMRaukcMwWN0EYxtY84HY+9Rx6NcTMZDhUkyAepFaWn+EzcqY5HB8twSWU4xycY79ayW90dPMvZcjOc1SS4vrseRbu52kBscYIx/On6b4YnubpxcRN5aDJyuAc+/evTI9Ht4tv7tSV+6SOlSyRqqnoBTuZXOBstGRPEVvaywN5TR8lflG4HIP6V0V1bGEtCwG5TjrVbxLJNZ2YuraRopVZQGXrzVPX9K13RdC0u/vru6E975hliZMeRgKUDHH3iGzjt06g0XJZiC0hn1CW4kBaSO/m5Jzv2gsA2evIFXrGzi1PXrq1vC0qm4Rt7H5+OOvpg4/AUUVjHdmjXuno3hTSbSLRLVQpIa7YHJ7EDj9BW7c2cBVh5Y4kkI/BRRRVsz6lV7aJbUOFwVA/pVRjRRQMSNQ74bkYP8jVe7AVYAABmPJ9ySaKKY0Z0vLY9a5vVbuTR/GNzdWoXzIJGCbxkcps/kTRRQDK3hieWzvIhA5UGREI7EYP+FegzQpe6PqcdwokVg/3u3yZ49OlFFNHPU3PFUmeERquNqkEA9OuahZ2e6Zz1ZNxx65ooraeyNF1PQJdMtbhPDUTodkrmN8HqM5/rUsOmW2nzM9uGBnAZsnOOSMD2oorKQ4mzbW8ZXBUfeznv1rW7kegooqEVIhckAmuY8VMTpEmecSJ/OiiqEc1rniRtbjtopdL062MCrHHJbI6lEXOEALlQOcnA5PNb99fS3Xw5Z5gjMY0HK9PnIyPcCiikTLocdbwQwJrBMayeUREnmc7QxPP14GDUn2SK11hFjzgiCTBOeXQE/zNFFNbmj2PXPsNubq7YxguQY9+OdoPTNRvYwLqEhCn/WNwTmiilImJLGiqxwMUrEheKKKEMgkOWAPrVNvutRRTA4mbWDpet30ZsLC9iml3lLyDeAyAkEEEEdTkZwe4Nanh+9nvr/Ub65fzLi4nhlkbGMsWJ6D+VFFImWw74m26L9gvhxOxeIn2AyP51xBTdoqyl2O+Z1K544UYP15oorRfCTDZGz4HUNqy7gD+5PX3VhXXJoOnR6Zk26yGSSR2L8844H0HpRRUsrqT2UEZySOmMVrwKFRmHU9T9KKKhGkiRzwPpVKcnafpRRVEnO+KedFY/wDTRf51zM+u6lqOmxabd3k81vbyNInmSMxJfGcknnG3j0yfWiikB//Z", 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", 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", "info": {"video_id": "40722", "label": "showing a photo of tourist place to the camera", "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": "40722", "label": "showing a photo of tourist place to the camera", "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": "cb77d9f0b3b4e60a32472106d7344c58d51780bc68844020f42a1f3a49070792"} +{"episode": 20155, "episode_seed": 1593158538, "split": "train", "timestamp": "2025-10-13T03:03:01.140973", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1593158538, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "145946", "label": "tearing paper into two pieces", "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": "145946", "label": "tearing paper into two pieces", "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": "96eca047c0075512eacf9c2d3fd79d5ae7ef9c04d5059d1f265a0629c665ad64"} +{"episode": 20156, "episode_seed": 2711242642, "split": "train", "timestamp": "2025-10-13T03:03:02.644111", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2711242642, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball and a cup so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "12648", "label": "moving a ball and a cup so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "12648", "label": "moving a ball and a cup so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "97a3d1c152e5b43d73fe5d3bd487728d46d4caa78f5cd82739a14c0cd1ed9c50"} +{"episode": 20157, "episode_seed": 1704606211, "split": "train", "timestamp": "2025-10-13T03:03:03.316114", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1704606211, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 longnose up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "146240", "label": "moving longnose up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "146240", "label": "moving longnose up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7a35ad03352ad9f828663424fa8bbbcd5c261d444a7933bf08b1c2656c80e076"} +{"episode": 20158, "episode_seed": 1623547369, "split": "train", "timestamp": "2025-10-13T03:03:06.534606", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1623547369, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a coin so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "157780", "label": "spinning a coin so it continues spinning", "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": "157780", "label": "spinning a coin so it continues spinning", "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": "175f8cbfb7406f8a7ac00658ec63815452d68757d7351523b18c21cf18f7ae2a"} +{"episode": 20159, "episode_seed": 2894404059, "split": "train", "timestamp": "2025-10-13T03:03:08.328420", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2894404059, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flash light and permanent marker 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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"info": {"video_id": "164049", "label": "moving flash light and permanent marker 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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"info": {"video_id": "164049", "label": "moving flash light and permanent marker 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": "cb4b961eb96eff756a4fbe8ca491ec91aac530749abe2cc9c872a55f68bb8d33"} +{"episode": 20160, "episode_seed": 2597569293, "split": "train", "timestamp": "2025-10-13T03:03:08.970730", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2597569293, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'a post-it falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "152171", "label": "a post-it falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "152171", "label": "a post-it falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "efc0740e8adbc27deca3512eb6d95eedac50d12bbd195a79605c3032f00ab888"} +{"episode": 20161, "episode_seed": 137601660, "split": "train", "timestamp": "2025-10-13T03:03:12.765874", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 137601660, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flower in front of god's frame'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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9eegrd1t/I0zfGdjqcqR2O/g/pXNhqbvZmGYVo1Ki5Hfp+JlXccds8huRhreMvI0Y6kYz+BNOgWKPQNEkv1jbTzfeUzScggkDJU9hx+VUddL6XBcpuWXErsxP8YPY+1dPpx0O88P6dp1/ZmaC9UhZJMBd7c7R3DDjmm6kJRtD5/L+mTGDhrPXa1u2pvax4St77U9O3qDEqxrIgHyskfzL/wCggfSq3jDwXYeKLGRLlCt2o/czLgMDzgE4+7k9K6XRdKn0a0itZrt7q3QKtu8vMirjox7/AFrTjiBldwu8rwv1qubWxyyk9Ndj5i8E2L2szRyD94LtlbHqpwf5V6YBxUPiOzS38dMiW0cAKCQ+WMB2IOW+uf5VPjirNFqrm74cZBDeqYvNdgNsYbaX4OQD649xW21jp97o1wkEVvHFJG6szRBhGcYO4HuO/wBK53RVcxTvGBujeNxk4yATkfiCam8YapL4c0e6u7e5NvNJhIQE3CRjxgjp0yc9sVqlaLZ00Y+7puzwW/SFTOqyLIsZKhwOGAOMj69a9E8BHyfDbMvBLTMMduR/hWZ4W8B6h4oAfabayJw1xIvX12juf0rf8MW0dvoDRqSQJZFB9R5rDP5CuChFuVzbM6sWlG+qE1ZJJ9tzergyRp5cgP3h6+xyBUOjl4tU1JLZmlItm8wxDBDLwxI9OcVE7XUlvDdTPugEUkcQzjG1+Cad4WvbfytXvnRzIB5UsaE5cttyxI6D5f1rok6cbpb7ficcKc7Xlt09exq/Ce5tdQ07U9OdttzDLIxiPV45O4/EY/Kul8M+GItE069Crl7u7lmdiOSucKD9B/M1U8L/ANneMLNNUs0Wxvbb9yJYRzHt6Icgblx612+QYip5YHGF6GoTtFE4h3m+nkeK/EfwbaQatYa9ZQeXuuCtzgkhm2/KfQdMcVc0dNumQ+4J/WvUPEcD/wDCOXapDG4WFjtcfeOK8209NljAP9gVqRB3RZ6EV3hghW4EMF15Dum/bEg+dRwMEg8AenrXBnrXYsiuZ7cBlVAs8RX5dp6Hb6cj9a0grs3oxu73OD+K/huCKKDWYoHZ3fZczvKT1HyDaenQ9OK8rsLdBrtkozlp4u/+2tenfFPWHvFsNKmii3Jm4EqSckEbQpXsf8jFctaeFL+1bS9angENrLeQwxljhny2cgenHWuKsr1rHouXLhXzHoc948Nj5Ii81ZYnygGTxyMVy13ZlY5wkuQqZJLYO7BAI9z0NdDdTzWM9jJCu+UkRKvqXUj+tcpqE4WyjS7yrzFTIwXGHVuB9OTXSowTTlp1PHhztPlWm3odHFDba9eaBZ3nUxM8QJKYkGW4PfofbitufwfDceM3uZIkMAn+3lMdZcYGfX5juqs2jWes2WnacmoSW2sWEaPbTxf8sG6jj+Ic8iu606O88vGpJELzBVnjPyuB0YemfSs4y3ZrVfJ7sXpqvx3R4/8AFH4fi8t7nxFZuRcxrunhwT5iqAMjnAwB+Ncv8PoPLtbUnuHf86+iprC3urS4jnh85JkaMx+oIwa8a03TrXTdcurOyR0trcvHErnJChsc1ondGUHfQ3gOK2dCChbh2mSHyyjBnBKhuQCR6ZPrWPjitTRpBCZJD93eiOMZyrZByPrg1cVdmkFeSRo+JfDza34eubW4nuZ2VTJHFb4j3uB8oI789ia+dby1Chg25ShwRnoQa+htY1aTw9oN+xieeCNCoxLtePdwuD3AJ+o7V4fp3h6916U2ljC80rcsQeFHcsewrnxis0up6+FfKpN7Hc+A3Nr4XSUAE/vXAPf943X8qfqu27vpbmAeXlxiMrgEkAn884o8KwsPCUIzjcrL+cj/AOFQ3WpS3QhnkgCxw26NGMffZTjr6fLVxhFxTloeLFyc3yK5JYXDW1lrNvMQxEQCeYcnGBkA98YrRg8JW0PgnTrm0jMzRSC9R3IJIeNQ2CPcDAqr4Sis5NP1WS4ugtndHyjIw+YncTtXuDiuv8L6Pf6JZ/2TLIbzRw7Naz8b4V67H9RycEUm1z3Wy/Q1UvZx0euj/A5y9+G0U/gOHQY2EV0p+0tKeA0+CTu4PGTjjnArxrTNGudK8W3NneJtmtUZWx0JJ6j2Ir6ylt/NdR03c59q8p+Ieg2Fn4jTVLd5PtF4gjkRvu4QABh+eKqLujCMtbElmu21iX0Qfyqc9KbCu1FHoMU5qpFs5DxL8Rrm9ghg0weTuWKZ5DlWimViSF9unNavwm09r7WbvVLr53gXAcnJLuSSf5/nXkpuWLriJjk9+9e2fBc79M1AkASeauRntiuRVJVJLmPVxSjTpPl6nV/EN/8AihrpR3lgU8+sq1wnia7J0++iZGYKoC7Vz1OPzy1dt8QmB8KImBmS/tlx/wBtB/hXGXMcoLGR1w9wmAPTIb+laVKkqUXNbJO/oeTSgp1FFsb4ojtb/Q/J0qCTYqGI+Z1kI2lTk9xmte30H7bAYUufsdtAglG47fs4Urhwf+A5rK1WWW8W0s8RRLHMJC5PoOp9v8Kht7m51OKWGSQS2xVHXBO0AuefyUY+prloTVRKS2ZtKHLqv61PVFfNvA9zcMDOQIz0O3Gd2PyP41nXHxD0PQRPb6pcSwvBKIyRCz79y7lIx2I/rXO6pq17O898Qnm2th5uzOUVmfO38lXP1rjvH1vDrek+HddgZcyXBtpVzz8q7sH6EMPxrrjbmOblNUamdZ8TXV7vkaI7vKEgwVTPAIrVJ4rnPDw+eZ/YCt4n3rVGm2hU1bxSvhqwOIBcSXRKeWTj5dp+bPsSK5HRLnVPGfiPTrLUbiWZSY0PPARAeSB1OM89eaPiJKIxp+QTnzOn/AasfCNll8a2+5CAsbFc+uK56k25cnQ9ClaFDnW+p9DW0UVvEkUUaoiAKqqMAAdhXjel3Qi0G2B4EzSHOO++TH869jdtkcrHjbGTnp0Ga8U0gS/2VpjBR5Qg8wnPvn+ta3lHWKuzyrKWknuT6SdPl8O3TJO0159olMUTfdQK+MH2PB/Gq3hu1NnY380TNFJJcSB1lB+ePKgKPc5q3aypY6Ht+ygyPARvUY25GT+Oeagsbq8tobaymVHV/LMpZtxyzdfY4H61w0qyrPnjs/8AM7alNpvXY7Hwr4cstGvLq2sL55ri4ImuIg3ywISdoIHAPUDvita+1m10y1l1OLfMkEmGRDnMYOCw+nX6VxOlyyaH/a1ysoihu0eaSM8EMARGq46ZyM1YtdQWy12x0W7Mf2W6tY1Td3YjBB9mGa6rJbnNK8ne9yx4n+I2m65pdzp2m/bFuEm8uSQqFUY6gHJyD7VVtxthRfRQP0rhbXTV03UrqxRg4S9kUMO43kD9AK7kHFbjSSRITzTPE3xHh8P3n2W2zPdRlopojwACgKMDjGQSOPrTWb5T9K8Wa5TzyWkyc565zUVKrgrLqdmEpqfNc9f+HemDxXrV34h1dEuGjKKo2gIZAByR6AD867H4iY+y6Enc6mh568Ixqp8JVUeCY5Ach5XbpUvxDbDeHVHe+dsY9ImqIbXfU5sVU5qjXRaHJ6rcvPPZC2mSKYXcUaM5GA2QuT7cGs/xlpsP2i3t47jeJZogZhyBubDDHsefwqSWCK8ktjNASGuDJgjBO1Tg/manv54Rd2ENijvEgZpflyTgkg8+5Nc9WupzUdnGw40mqdk9Hc3tO0/UZdQs9ShaGJbA485jnzITnIYep4/IV27PcMULTbZmUuEb0HGP1/OvN7PWpLmaCQwuY4bmOQ2ynCsQC+cdM8r16YrS1TXZba8u7253PGlxHaHBwIxtBJHqAWP1xW2nLqZz5pSOtk8a6BBpPnNq1nCxjbYskmGLA4xt6k544FeX6XdSahqV5ezbfMlIZto4yTXO+PtLNt4+sWTP2a6iN4g7KSx34+rAH8a3vDwxBK3qwH6VulbRCgupvGnf27aaFp9zNd3AgEg2xsVzlwrED9Kh3cVxHxClCrp4LYH7w8/8BpynyR5jahHnqJF6+8U3fxD1Ox0tII4InkjJUcksF+c/TqRXsOm6TY6FpD21lCkcSIxJAGWODyx7mvFvhQqT+LkIIYxQsfrXt9+/l6betu4jt3PP+6axg3L3mXjJWaprZHmehTCPwtYwg/O8W4enf/4oU23tJbjwhBeTyIUDNHFFGfnMZcgMfxqlprIdJ0tGXPlWaPyOB8mf6fpU9rDZ6Z4cbazeetvmONzuG7hs/iayr11ZUnvrbz/4YyoU5Jc8X2/Ug8LafLN4de2MQukvZX3FeDF820H8cH6V6f4ebVLTQoLG/wDKE1vF++ZeQQBxn3IArz7StWWxW0gSIwTZVvMWMDaSCx4PHQEj3res9WuH8O2doC/nXN1ieV8lpSd0jYJ5I2hQfwFVDa5E+ayizubW/hhuTb3csSziPeoLgZTPXmvPfiFq0d/r9rYQmGSOAg+YjhuT1XjpisTxtMNe8EXer2pcTWJZJdwG7y2ZVdT7Z2muY8LQeXHYR4wQAx+vWtoJJaExjrqegJ0oY0wNgUhatEUzivD3wv1nXbWO/LwWkDjMYnzucf3goHT64r0bwZ4T1Hwney754bi1nQbmiypRh6qe3uK7kKvCcHA+76DP+f0prSAyFRy3UfT+RrnjBLUqriZ1NHscj8Q2YaLpikFd+qW+QOh+Yn+lcfqiSQXVlIzjy7iRCvP3cLyK6j4kXIFroUbEZOpocd8KrnpXD+Jb0sdLAONuCF/Af4VGJv7Ca7piwqvWX9dBkECz3V2TMxRjJwD2x/8AXq54bYxaWvX5I0TH0LVg2t1sDkHlldvrzWpo8sltYtEUXcAC3Pc5zXn5c5OTUntY7MXZJ9xNY1trGyexOFj1BfJdm6g7gwwfqOa5ue3WO9hkLMBHlSueAxwM/X3qv8QLsxQ2gP323Eg+tUNG1JrmzT7Tk7sqWPfHeu+opRamjlg01yno3h8YtXb+8/8AIVsk1znhq7VrY2rH97H83+8p6H+lQ201zqXi+50x9WuLSL955QjQNllQsF9hweT6e9dMZJq6IloXNf8ACuq+K57SDS4Fk8oOZXdwqqDjGSfXBrR8N/D/AMReF9btNTMVvOkbfvVgm3MqnqcEDP0FaHwb1G51BNYe7uXlKCHZuPTIf/P4V6mWAIDE5J9cGs3FOVxvETUPZrYp6lL5elXsy5AW3kbOP9gmvHLdJk8JWM8YPlx2i+YAexjBr1rxJc+V4W1l8j5LOY9cfwNXlDXUdv4K8vOW8iNcf8AStL21Mqa5px9UULprhjZqsmF8nLLnipdNQ2/ia4Vn3bpIWJI9Ae1Ykd20nlMzfdhVeD7itCyuHOuS3DqxG9VVs+3P8xXg4CU1NU29Ff8AM9XE8vK29zb1uVGtLrcCSI2wT6njNca+rf8ACSobu5YGWOJbZ8cYKDapx9BW/rl7/wASq8ONuIiRnnmvKdGvJDqpWHIV1O5f7wHP517FSDktDz6crbnoWhgG6gj5+Q4IPtXbKcivPdOv0t7uK8X5kAxIB12nv+FdN4gvpbfQvtFpMUcum10PUGroz5o+Y5qxtsRg/SvItP0K/wBQmZrTT7idBkZihZh+grsdUnkg0WHULDXNQmVrn7Nm4jVFnIXLPHjnapO07vUe4Hv1naw2drHbW0KwwIBtiUYCj6CipHnsVSxDop2W5w/wrkntNEudJu4JYLi3kLeXKhVgD7Gl+IMg/tbw5FwcPcv+UX/167tljLByAQOBkcj2rz74iSr/AMJL4fXhQILtz/3yg/rTSsrHNOfNJt9TmZ7iYaskLqVZTLgYxxng1jy3F/dadeyl9kgif51OOM9queJNQP8Ab8GwkKsLLke/+RWPHeNFpdxk5BhGQe+TXjYupKOKlKPVI9WjCPsIp/1qzqtOlH9mvJnaTt5HUHYOazdd1XztPj0dBhmlE5bOSwAIKn6ZzT9Oulh03y23Ejg5HXgVw/jXUXstUtJo2Kyou9SD36EV6zg3HlRwXXO2XHa7m1hZLm6knigtxBbB2zsTJO0e1dpoa7bBT/eYmuCsrtb60SWNsOOVH9K7zRZkl02FkPRcMO4buKVCbfuvdFyXVGru4xXD/EC3a5fTY442kcmTAUZP8PatC0uzeeM5dMvNUu7S2eXZG8UsaLH3JYuMYxnjqTgV1vw3+0trOvxXb3DS2UqxRm4VfMjBLgg46E4GcHHTrWtT3o2Jp1PZy5jjvh3FPonim1kurWWGGcGIGWIqrE9skYr2HxHOIfDmryLyRaS57Y+Q/nWlLGkke1wpz1VuVIrD8ZSJB4G1xwMEWcnX1K4/rUwjyqxnWqurLmasedtM1p4etFC4U2aqWx0OxOKgu7y4M8FsqAxtEDnHPUd/yq1qdwsHg6SPOXKqv0wq/wCFYa3ryXqSFuixjB+v/wBavMzGbjUpyS2TO3BxXsnfv/kaukyTyaxci5YPIlySuTwB5ZwK1G1eLS51vJ1aWK3bcI+mMjBI/r7DFc9pl3nWLmZsgeaRwO+3r+tR+KLpf7Eu3HQAA9s5rtoOTpJvc561lOyMi+uNSj0i8tbe7YQ37KtymBiRAwOfb8O1bWgqDerjoqn/AAridD1f7WotJX3eUuxN3de1dn4acJdTQufnCjZn+Jf/AK1Ok3GXJIcrNcyOvB4ppIz1rG8SXc9pozS28rRSCRBuXrgmsvW7bxDoei6Ze3V/drNeGTzIimBCBtKAnH3iGzjt+ddV7GTZ7jHM731yjEbY32Lx24/xplwzLPCgPD5BPcYoorI53scD8SXO7w8OP+Pxjnv/AKpq4LxM5W/0/wBFiBA/GiioxH8N+h25f/F+T/IrKSscQH/PA/zre0x2Ky5PUgfqaKK87Lt5/L9TbGdDhPiGxae2B7M4H6VU0hR/wjiv/ErsQfxoor1JfCci3Ot0+Ro9LivFOJoWbafUY6H2qre6lcaX4luNQttnnxuxXcMj5k2nj6MaKKxw2zLqHcfBVjGmtkAHZ5BGfbfXr8xIYLwQx7iiit+pyVDnvGfPgTWt3zf6HKee2FJryLVnZfCYwcZKD/x0UUUS2NsH/Ej6ox7UksAe3lfyrYsGP2lfaQmiivFwf+8fL/I9LF/B8xvisldBu8H7yNn8q8w8Nf8AIaT/AHG/lRRXt9DzlsjrbNjFqyxr9zeOPr1rb1JzHod1aDmKGaPYD1AJPH0oorlp/wAZmsvhM/WvEj6zDbxSaZp9uYVSON7dHUqg6IAWIA5ycDk819OoD5roWJwq8n/PsKKK6Wc8+hBIxWQAHhjyDXmfxF3f8JdoxLsR9inwpPA+dOlFFMxXxHA+I5nGvsueFi4/Kkj+V9o6bY6KK8TG/wAdfL8z3ofwY+ht2PzWzk9d/wDMV5v4/YtrUWT0j/rRRXtxPK7kmmkx6dYuhwWQg/nXfaO7R3se04FxDvkHbcO9FFc21ZGv2DF1HWW0rWdRQ2FheRyzBil3DvAZRwQQQR1ORnB7g12/wlv7nUb7X726lMlxcSwySNjGSS2foOensKKK6ZGEtj1CUEorgkEnPFcl8QZHHw/1dlYrvgIbHcZFFFCMXueda/K8fh0hTjMuD9Oax7dixJPaRQKKK8nMenz/AEPZwv8AB+bNbTjumQEDB3E+/wB7/CqHjMlfDtyB/ERn8xRRXoYX+HD0Rw1P4jOB8OjMt0e6xbgfQg13GmzOLE3IOJYHVkb68EfSiiorfEmVT2Oi8VE/2Ax/6ap/OuNvtf1O+sIdOuruaW3t3aRN8jMSWxnJJ5xt49Mn1oorrZkz/9k=", 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", 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", "info": {"video_id": "120384", "label": "holding flower in front of god's frame", "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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HbuZRlj689BW7rb+Rpm+M7HU5Ujsd/B/SubDU3ezMMwrRqVFyO/T8TKu447Z5DcjDW8ZeRox1Ixn8CadAsUegaJJfrG2nm+8pmk5BBIGSp7Dj8qo66X0uC5TcsuJXZif4wex9q6fTjod54f07Tr+zM0F6pCySYC7252juGHHNN1ISjaHz+X9MmMHDWeu1rdtTe1jwlb32p6dvUGJVjWRAPlZI/mX/ANBA+lVvGHguw8UWMiXKFbtR+5mXAYHnAJx93J6V0ui6VPo1pFazXb3VugVbd5eZFXHRj3+taccQMruF3leF+tVza2OWUnprsfMXgmxe1maOQfvBdsrY9VOD/KvTAOKh8R2aW/jpkS2jgBQSHyxgOxBy31z/ACqfHFWaLVXN/wANQwyx3plC/KFbkZOBknAH0Fa9xpNtrOmSQXlzLeWs6gkBvLVv++ccfXNYGiEpBdzIuZo9jpgc8EnA+tbNxfnRorq9hRHiEZuGjkfarYGTg/wk/ka1jF2udFKL5bo+d9a0o2F/d2c0XlywOyOm7JXHuOtdp8NAI9OuHGceeeT7RpXO22k3fifVp0sLUyz3Ls+xTkJkk8k9AM9TXY+EdMk0u01GzkZfMtrqWJipyMqEXg159JXm2tjqzGS9nFPcs6vIdQKzyBomWJRvUYDEEjI+mKg0aSSw1mZSw+a1cnbllVue3bg5NJcXE9xFDbOn+hwPNFuAB3HII/8AQqd4RubZtZ1DUppfKVYys/HQsAuFHvXVJQhzW32t89zzoRlJLm2tf8NEbGk+GrK+8DyzWqLmeZboliWHnRsynjseo/KtCDwVZS+FZNLuY+L9jPcMCQS7HcORzxhRj2q14b0KbS5ZZdJuDPod64ke0kbJgY8lkbuDxkV1rxLIkYGAGGPpUp2SQqs221fS9z5V1HwpceGvHMGnzSecijzY5tu3euOuPrkfhXp+kLt02Af7Of1ra+J2jadss9UFs63kR+zxygnBQ5JB/wAay7BNllAv+wKsUXdFiu3gicyssN6gCtvkQR7my3PJPbGMcdq4noR9a6qNjgyI7CW0kKBv70Z5APqMHp7VrTTZvRV2eW/E7w6mm60l2n2p1vFLPPPJu3SdwD9McflXJeF4AviuzAJ4dmIPtG1dl8TtUOra/BaSQmJ7OPa4Eu5GZucj04x15/KsnRfD19puu6de3Vu0Ud4sxh39WCxnnHYc1wT/AIzsehVlbCe8d9ql0rWJs2QbiEKSAZKtnH9RXLTxz20TSxszLG4xtPX5gSpHf1rf1O8nsbmdYYhLJLbyRqMZxtw2f0Nc3ebJ57azDESSSB16jezLgr7dAa6lGMXzPff1PIpqU0lb3W7X7ao6aCxtdc8d2LsQz2VulxEsZGHKsmcg9etSWPgaBPFiu8Ci006SW4hUdC8h+Un6AE/gKv3Oivf65aapo2pRprFhtRo8funTGGjb3OOv0rtrJXmhaWa3aC4kG6SJiPlOT371lGyTNKk2o8qelrHzx8UvAlzpdxc6/bsJLS5kLyrn5o3YnsBjb075zV7wPb+TZRLjG23X9a9o8QaBZa34dvbC+eRYblNpMf3lAOcj8q8q8OwrEZlQ5RQEU+oFa3uZQdzoAOK3fDrIIr1Wi812A2xhtpfg5APrj3FYfatXRlcxTvGBujkjfk4yBnI/EZq4q7saQV5JHQtY6fe6NcJBFbxxSRurM0QYRnGDuB7jv9K+ab9IVM6rIsixkqHA4YA4yPr1r3rxhqkvhzR7q7t7k280mEhATcJGPGCOnTJz2xXm3hbwHqHigB9ptrInDXEi9fXaO5/SufFq7UUerhpKmpSk9DT8BHyfDbMvBLTMMduR/hVvVkkn23N6uDJGnlyA/eHr7HIFL4Yto7fQGjUkgSyKD6jzWGfyFU3a6kt4bqZ90AikjiGcY2vwTVxUVC89tvwPHXNOo+Tfcl0cvFqmpJbM0pFs3mGIYIZeGJHpzitL4T3NrqGnanpzttuYZZGMR6vHJ3H4jH5VleFr238rV750cyAeVLGhOXLbcsSOg+X9a6/wv/Z3jCzTVLNFsb22/ciWEcx7eiHIG5cetS3Fz93obtctNp9bXfZ6lvwz4Yi0TTr0KuXu7uWZ2I5K5woP0H8zXA/EfwbaQatYa9ZQeXuuCtzgkhm2/KfQdMcV7VkGIqeWBxhehqj4jgf/AIRy7VIY3Cwsdrj7xxVRlc5LtO55fo6bdMh9wT+tX8VX09NljAP9gVZNUjVnI+JfiNc3sEMGmDydyxTPIcq0UysSQvt05rV+E2ntfazd6pdfO8C4Dk5JdyST/P8AOvJTcsXXETHJ7969s+C536ZqBIAk81cjPbFcqqSqSXMerilGnSfL1Or+Ib/8UNdKO8sCnn1lWuE8TXZOn30TIzBVAXauepx+eWrtviEwPhREwMyX9suP+2g/wrjLmOUFjI64e4TAHpkN/StKlSVKLmtknf0PJpQU6ii2N8UR2t/ofk6VBJsVDEfM6yEbSpye4zWvb6D9tgMKXP2O2gQSjcdv2cKVw4P/AAHNZWqyy3i2lniKJY5hIXJ9B1Pt/hUNvc3OpxSwySCW2Ko64J2gFzz+SjH1NctCaqJSWzNpQ5dV/Wp6or5t4HubhgZyBGeh24zux+R/Gs64+Ieh6CJ7fVLiWF4JRGSIWffuXcpGOxH9a53VNWvZ3nviE821sPN2Zyisz52/kq5+tcd4+t4db0nw7rsDLmS4NtKueflXdg/Qhh+NdcbcxzcpqjUzrPia6vd8jRHd5QkGCqZ4BFapPFc54eHzzP7AVvE+9ao020NC01e10Syur29kKW6tGshAzwWx9e9cJrHju/8AFaRaLCqrC7eUWIy0x8zKN7HAANVfH8uxbAFsA+Z36/dqh8PmjuPGelx78/vt3TPQVjUrSvyI9GhCMaXtH5n0N4Z0Cz8P6XHaWsQVsAyv3du5J9PQV51a3KQy6s56S6pcAc+j/wD2NetpzIo49a8Tgbzo5EMZcS39yx44/wBa1VfkV0r2PKk3Ub5nuWtMtjc6Xqry3cflw3D+TCD8zuFUsPxzxWb4XtZUudVltQsjyTmHyZCBhNmc/UFgB9Ku6XHp1rHNczRkPLJK4x/ESWGfyqDTtWuLO0QvCwmmbcJAoBUlgqsPz/SuSNWNWbnHrf8ABnXOnKPu9v8AI9F8M2WoaTp/9lzToI42Z0C9YoiSQpPfvj2rRTWbTTri3F9dxIlyrNCznA4GSPrjn6VxsGp3CaHfW8e9TcXYVpyctIHcL1POQqnJqhrD/wBv6FrllGrR3umh5Y+ckFFOCPYgsK6UldJnK7tuTLfxC8U2Wqi3sdMv7W7g+/MYX37W7DI4qvANsKj0UD9K8z8KxY0+34x5r7vzNelqa26lpWRJ1IHvVLX/AInQ6ZcTWth5dzK8RVtwwIZlfHPqNuf0qy7YB57V4qJ089izjOSfzqatVwVl1OvCU1O7fSx7N8O/D8GqPceI9RiSaaa4ZoAwyoOeTg9cHgfStnxkVPizQhn7tvcsfX+EVpeColg8G6bjj9yDkd81h+NJfK8XaeWP+r02ZjgcjMiVEdI3OTEVHOozMklmvPEenfZXRfO83cZOgQqSx+uCKxtY03b4s0+2S4A8ucnzP4WCrvBX8OPxqxHaW81/ZvIHjEcUjhlYgruIXP5A/hUt1d20OthoYVmtreANkx5O7GCCewP9a56ldVKnmradjWNKcIJJ+f4nR6Ja6lD4hTWY7RIIfLMV0jng8Aqy46nOfrmu2lubiMGaVkAWPfKDwVTnn8MV5/petvLqNgwEz20c0rC2UdXxsUkdyGJ5J4wMVdbxCRqW+5cst5dvBGV+5iM7QPocH862sramM7tnZavr9lY+Hp7yGe3crFujXzV/eE9AOe9eU6Ed6Ty4ALyZwOg/zmuM1jS3034hXNm+TDawqYMjpGwBQfgCR+FdpoY26eD/AHmJra1tAgrK5sE8Vm6v4pXw1YnEAuJLolPLJx8u0/Nn2JFXSxxXCfEWYIun5BOfM6f8BonJwjzI3w8VKqkxNEudU8Z+I9OstRuJZlJjQ88BEB5IHU4zz15r6OtooreJIoo1REAVVUYAA7Cvnn4RssvjW33IQFjYrn1xX0K7bI5WPG2MnPToM1jT11ZWNl76gtkeOaXdCLQbYHgTNIc4775MfzpNJOny+Hbpknaa8+0SmKJvuoFfGD7Hg/jUGkCX+ytMYKPKEHmE598/1qzaypY6Ht+ygyPARvUY25GT+OeayxFfl5aUut7fcZUKd4uSfb9Sp4btTZ2N/NEzRSSXEgdZQfnjyoCj3Oa7Xwr4cstGvLq2sL55ri4ImuIg3ywISdoIHAPUDviuOsbq8tobaymVHV/LMpZtxyzdfY4H61o6XLJof9rXKyiKG7R5pIzwQwBEarjpnIzVU9VqKScU43O2vtZtdMtZdTi3zJBJhkQ5zGDgsPp1+lcz4n+I2m65pdzp2m/bFuEm8uSQqFUY6gHJyD7VXtdQWy12x0W7Mf2W6tY1Td3YjBB9mGa4O101dN1K6sUYOEvZFDDuN5A/QCtoW6Gajrqd1bjbCi+igfpTjTAcUhatUUzjPD3wv1nXbWO/LwWkDjMYnzucf3goHT64r0bwZ4T1Hwney754bi1nQbmiypRh6qe3uK7kKvCcHA+76DP+f0prSAyFRy3UfT+RrnjBLUqriZ1NHscj8Q2YaLpikFd+qW+QOh+Yn+lcfqiSQXVlIzjy7iRCvP3cLyK6j4kXIFroUbEZOpocd8KrnpXD+Jb0sdLAONuCF/Af4VGJv7Ca7piwqvWX9dBkECz3V2TMxRjJwD2x/wDXq54bYxaWvX5I0TH0LVg2t1sDkHlldvrzWpo8sltYtEUXcAC3Pc5zXn5c5OTUntY7MXZJ9xNY1trGyexOFj1BfJdm6g7gwwfqOa5ue3WO9hkLMBHlSueAxwM/X3qv8QLsxQ2gP323Eg+tUNG1JrmzT7Tk7sqWPfHeu+opRamjlg01yno3h8YtXb+8/wDIVsk1znhq7VrY2rH97H83+8p6H+lQ201zqXi+50x9WuLSL955QjQNllQsF9hweT6e9dMZJq6IloUvH0DXLackcZkc+YFVRkk/L0qLwvpOq6Hq9hqk2mXkUEMilpWt2CgHjJOK7n4PTSarPqd1eMZ57dYvJkcAmMNu3AHHGcD8q9aI9SQxPBrKULz5jX6040/ZpDVmVwsqkYKgjHTFeJ6ZPIugxTxrkGaRmIGcAySc17VmOG3cBFUKpPA4GB2rxTQ7tYPBoYHLm3Jx9S5/rWqfK7nGlzNIqSXt0tjZLF92TJYHrgUW5nXXDHM+5TDDsXOQvz81jxXbNBagsfkjbr+VX4rsvrgds/IiAkd+f/rV4ODlJVFT83+Z7OIUbN+v5nTXF8tlceeV3iL5/LJwrEHP64riNUvr66OpahY3ksMt8JACjY3Rv95T6jt+Fb2r3avZXBUfdjJyRjNeaaLrP+kfY2Y+UCWjz2z1FevVUrc0eh51NrqdloESrLaRL91AP0Fdup4BridCkSHVEVj+7cHyz/telbniO7ntNEaW2laOUSKAynnmtqc+ZXHJWNpjkH6V4/YaPd3Ts8FlPIpPBSJm/kK7PU53g0WDULDXNRmVrn7Nm4jVFnwuWeIDnapO07vUe4HukESQwxwoAsSAAKo2hR7Y4xU1I81iqWI9jeyvc5vwJeJc+D7WN+Hg/dSAjkEdiOorF8TSeb4/iXH+r0wAc5zmb/61d6I4lk37QScZYDk46Zrz3X5k/wCFkz8gLHY24P4yM39KpaI5ZO7uYK38pmnkCgSR2y/KRwDzwazp7q8fTROD5YaWIS44yuQcY9OlLrOon+2dTCEhWiUfXH+TVa4um/s3yc53TooOMkHivEq1JRxc+X7TX5HrxhH2UE/L9Dq4pDFYo0bbDvdgy9c7z+VYev6jHexWmnQgxtau7yMD97dghh6Yxj61ciu0+wRrycZwCPevO/EerNp3id3RjwvlsB0ZT1r1pxlKNonnRaUrs2ftV/f63e32pTme4fy4w5AB2KuB0ruNKXZp8I/2c/nXn8UwkhjuYjuwOQO4r0GydGtY2jYMhQbSO4xVUZ8y1LmrbFwketYHiDwpqviue0g0uBZPKDmV3cKqg4xkn1warWl2bzxnLpl5ql3aWzy7I3iljRY+5LFxjGM8dScCu1+F8t3/AGl4jtbyW5JtZkjRbjG9eXGG28Z4GcGtJ2asRGo4PmRieG/h/wCIvC+t2mpmK3nSNv3qwTbmVT1OCBn6CvV9Sl8vSr2ZcgLbyNnH+wTVwsAQGJyT64NZXiS58rwtrL5HyWcx64/gaojFLREVasqkry3PJbdJk8JWM8YPlx2i+YAexjBqndNcMbNVkwvk5Zc8Vfa6jt/BXl5y3kRrj/gCVzUd20nlMzfdhVeD7ivMzKUlKnJdLnfgY/u5X7m3pqG38TXCs+7dJCxJHoD2rQ1uVGtLrcCSI2wT6njNYllcOdcluHViN6qrZ9uf5irGuXv/ABKrw424iJGeea7MM26Sb3ZzVrKat5GA+rf8JKhu7lgZY4ltnxxgoNqnH0FW9DAN1BHz8hwQfavPdGvJDqpWHIV1O5f7wHP5122nX6W93FeL8yAYkA67T3/Cmr05+91KTUo6dD0JTkUEisPxBfS2+hfaLWcoxdMOh6g1na3beIND0XTL26v7tZrwyeZEVwIcbSgJx94hs47fnXXcxZ7jHM731yjEbY32Lx24/wAaZcMyzwoDw+QT3GKKKyOd7HA/Elzu8PDj/j8Y57/6pq4LxM5W/wBP9FiBA/GiioxH8N+h25f/ABfk/wAispKxxAf88D/Ot7THYrLk9SB+poorzsu3n8v1NsZ0OE+IbFp7YHszgfpVTSFH/COK/wDErsQfxoor1JfCci3Ot0+Ro9LivFOJoWbafUY6H2qre6lcaX4luNQttnnxuxXcMj5k2nj6MaKKxw2zLqHe/BEFbbxAVYjYLfH/AJE/wr2CZQVHJGfTtRRW/U5p7mfds0mmXR3lGMLjcvBHymvCrGRo/BAZTgi1joooewYf416oxbNi1s5P8MPH51sWzHzh3/eD+lFFeNhv96+/9D2MX8L9SfxCTHpF5t/55sP0ryjw+ofV1VuhRv5UUV7X2TzF0O30Qm4SaKQnaELAjqCOhFdBrkzz+E45ZMFmaMn35oornw/xM1nsjn9Z8Sya0tvDJpmn25gCRxvbI6lUHRAC5AHOeByea+kICXAVjwSP5A/1oord7nPIhyQ4QkkE9zyPxryzWpHf4i6kWYsRDbAZ7DD8UUU+hlHc4y/nd9ZvQSP9YF/DJq5GxVzjtIxGfXaaKK8St/vS9V+h7tT+H8v0NqFQbSP8f/QiK8m8XuzeI7kk+n8qKK9uOx5Pc6CxdoZLcIcAxoxHvgV3eiMY5ru2U/uo2DIP7u4ZI+lFFc8P4xs/hOc1HWW0rWtSQ2FjeRyzBil3DvAZRwQQQR1ORnB7g13Xwj1G5v7vxFf3T+bcSvDM7EYyx3+nQew9KKK6JGEj1eYkMF4IY9xXPeM+fAmtbvm/0OU89sKTRRQjn6nkWrOy+Exg4yUH/jorHtSSwB7eV/KiivLzH4Ue5g/4S9TYsGP2lfaQmm+KyV0G7wfvI2fyoorswn8KPojgqfxDzDw1/wAhpP8Acb+VdbZsYtWWNfubxx9etFFPEfCFM29Rdo9DurQH91DNHsz1GSePpWNf69qd9psGn3N3NLBA7SL5kjMSWxnJJ5xt49Mn1oorSl8CFLc//9k=", "info": {"video_id": "120384", "label": "holding flower in front of god's frame", "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": "5edd02d4c01ba0b6e815b949c62e3c2163c5890c9b95ffd1eb61494484f4ad8f"} +{"episode": 20162, "episode_seed": 1354877705, "split": "train", "timestamp": "2025-10-13T03:03:14.034200", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1354877705, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a book out of the shelf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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soduOOBUp3d5G/OocraGvoUfETKsNvHg/M+4j2H/666+1hWC2jjRQAqgDA9q4u8QXOpW0A+YoC55/z6V0w34A3HH1ovZGVtTX3YHJx9TTTLGOsij/AIFWaFyeRTwqL2UUuYfKQeIb+KHSJlSRTJJhFAPqef0zXZ61chIj83O3tXl3iadZLu1tV/h+ZvxOB/Ku91q4wpOe1WtiepwuqvuuD1z711K+KUOiwpkK6IEI9wK46/m82c1Gsnl/OFyfSmnYdrmzKlzLCZJ28m3Y7gn8TZqu9xHaxDyzg1TuLx5IhvfJ9zUHmI3JYE1LZa0C/mLWkrbss3BNXNGZE05AzAHJP61k30gMSoMgM3JxWrBH5UCJnoKL6EPVmkJoh/GKd9qiH8RP0FUBjuwqQMg6kVNx2LL3kaIzEPgDJ4qPwdI11qGoTnoSrfzxWfqdyqWEgU5Zvl/OtHwAjO94iDLHywAPfdRL4GzpwP8AvMf66HYkcVCxxHIx9DVqSMxllYfMpwagu7aYaYsgXHnOIkHck8f1rkW6PpqlRRjdkFsCLWM9zzTwwCnPrXRf8I5JPrTadb4VbeIF3I4GF/qa5mezmWV0f5WViKtxa1ZjTrRaSjvYJAHiPpXnOrK0OpTorHGa9Ui8N31zZ2TRyANdSlFz0AHc/rXnfirRrnR9anhuCXBc7ZMferejBrU8rM8RCXLFblDSJmiuioONwrZ86U/8tCKpDSDb6HaasJMmWfYQOijpz75FWXJDcYxWk00eRCSdyTLnrI/51i61KWnjh3sQBkgnvWoXfH3sfhXO3UnmXkz5zzjP6Uo7jlsdddeFbyz0m51GeHy16gHrycf1ql4b0BtSv2ldSY0OB9a7rW7a4vLH7KrSv5jqCCxIABzmt7wnoCW9v93ArVslK7K9lo4igRBHwo9KvPEsUByAMV0FzCkURwO1cbq2pLDHIN3NZtGiMvUYnuM7CODVR4HmsmgbcBjGRTtLvPtM0oJyAa0WZVDqByR6UWKRw+gpNBYyRuuNsrAE+lawkbj5vyFM1Mm1YKoAySazjdyeoH0FTJakrTQ1dx/vH86o6rMkGnzsW52EDJ6k1Ua5Yg5dvzo0bTYfEviD+yry/lt4zHLJFsj3lnVCQvsODz7UKIOR3HwNfyoNcJPAEBx9d9emXM+Y2dm5NeT/AAYk2xa7k9rf/wBnrttW1MRxMc9BWrZEdjlfGVyn2ZsNzmuCtoluZ0VmKBmxkDNaOtag97MVzwT0qgMRPGewIqDRI1DpMZ+/PM3/AALH8qVdOtV58vP+8xNPk1K3UkDe34VWk1Yfwwn8WqbCuZ95AkXiOz8gBPkJOB9a1lJ7uT+NYk26bUvthk2sBhVHQDFT/aJe8p/lRJCTNcYxyT+JpC0eOSOKxzNzySfqaq3l00duzo5VgeoPNCiNyKepXCT6pJJGQUjAVSP8+tdzr1xtjIz2rntb0DSLTw1b6tpeoXk4e6+zE3MAjW5ITc7xDO7apIU7v7w9wLOuXe9sZzxVvaxEdW2YczZcmmBjjHJzximZLNVi3KJOruCwXnHvSLL1rZBIg0yguexHSrG1V6KB9BVZ9SOPliH4tVd9QmPQIPwqRDNbwbeNe5fip1UADjpWfcv9qZTKxJXoBwKQNxjcx+pp2F1NTcg6kCjzowfvCsvzAPSkMw7mlyj5h2rThtkK5zncf6V2nwiRZNZvCwBCIrDPsGrmvCenaTrniaKw1e5mt4ZzsSdJo41jPcsZOMYB46k4Heu0+HNl/ZPiDxRbmOeL7GDGEuABIuGYANgkZ9cEj0qK6/dNDpz5Z83r+RrTEyTv7sT+tX7kia78OWK/eWUTP7DPFZsUqk7icVY0M+bfrq85wjzrFFnsidTWPs7Si30PexE1UjGP9bHZxStB4n12Rf4bcfoKx9S0yK90WK8sxl0TJ9W9fxqQzzNqeoLgia8QYHoDz/KmeGrtYp5oJ3AtthY7ugPQV0Oz91+ZzwjKCdWO6S/IpWep+R4b0+TJzFfLGfYE4/rWHrsdtr2oalpd2QlzEd8bdyCMhh/I1ueJNPXTvDeoyRcRpNHOvscg/wBK4L4gTS2XiyC/tm2s8COCO9dUEoxPCxM3Vqv5/wCZFY2kreD9Y02Zf31pJ5qj265Htwa5952EETA8EV6Jo9zbeIIJp7dArSWpilX0I7fzxXmE3mR20seP9TIQfzoqR0RnRk+Z3HT3TrAxz1HX0NZOePqae8rSDbXS+I/BN74a8O6PqN4JVnvjJ5sLRkC3ACFAx/vMrZx26dc4x2N27nc6HdXMlyBJcSOGJBDHNem6fEkdmm0YyKKKLlIqau7JbsQe1eR63PIZZAW70UUMpDPDLn7ZIvYjJrqjxJ0HSiimh9TkfE0jCftwa5xpXHeiik9xSKU91KCAGxRpmr3Wj6qmo2xQ3EW4L5i7h8ylTx9GNFFV0Mmd58J3ZLfW9p/54/8As9a2u3Mot5Pm9aKKTLjscMxzNk0xiTOoPSiipNOgjO3NQu7etFFBmRlyKha4kBxmiigGVZLuYsRuqFpGZQWJPPQ0UVotiGbniDxbJ4it7aGbSNMtTbqkcUlqkilI1zhAC5UDkk4GSefWo7xy0rE0UVmy4FVOtSdqKKCiNnOaiZziiikSRF2qJpX9aKKaBjDIx7mm5NFFMg1tG15tGSaM6bpt/FKyuY7238wKy5wQQQR1ORnB7g133w61C61a58UaheymW5uVWSV8YySWJ4HQe1FFZVvgYnsMup5I7aTaccV0zosFxodkgxCI4ePXcctRRSn8cfU9O79p/wBus6dVDeOr1SOFtmYexwBXGTyMqOFJAY4P50UU6nT5ndg9eb0j+Rc1TUJ5/h7qRlKsQuzJHYdK8+8cXEk13pwfHy2MRz9RRRXYvgR87V/3iXqzM8N6pd6ZqZNtJtDxsGB5B4NZLzSSpOztkyfO3uf8miipewvtMpA4ORWvqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiisiz//2Q==", "info": {"video_id": "7829", "label": "pulling a book out of the shelf", "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": "7829", "label": "pulling a book out of the shelf", "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": "34fdaae5ba1b5eb0478ca3cce668d6d9abca73f59b79617bb9b2989de6f5e1d8"} +{"episode": 20163, "episode_seed": 717335421, "split": "train", "timestamp": "2025-10-13T03:03:17.614478", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 717335421, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 newspaper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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1ZsZJPrXoOcXTUI9Dhq80puUt2fPEXhjXJbE3iaXc+QBncUxkewPJ/CqFtbSXMrIisxVSzBRk4HWvozU7dtu58k9cnmuC1u9trS5JtbeCO4lQtK2wfPj19axaLjK+hu+I9emtrCXyCA4U/N1xVHwLLcS+Hd8srOZpXldmOTwVH9DWdrcBkEsbStIg5BPAxV7SLRLfwhawEkFlJ9uWkIojNt6jkrQsd1ak7hltwGAWznNa8V2FRFUMMfxHvz0rzHQrZH1eEB33Kh43cE7favQLSwzt3SYHoWqzneg3xPdNcTaPaxW/nM1yrPIq/wCrCjucVpafOPMYEEs2SQKrTWSRxj9+c4PG7gkmqUV+FlWVWI2OQd3HTqKWzGtUa91GsoYxNnefoetZkxaNdr4P+8Oalmvo5IlMODwODxWfcXMoB39AO4zQI8/+Md0Y7TQbGMncY5bllHP3iFH/AKCa8jdnPDE/Q1638UwtzrCfuy7W9nEqheoJG4/+hV5fNbhpSIwx653KVpRu7s1a91I9K+DEyxf21uYLnyev/A69K1fXoNM0+WdiXKIW2r1OBXlnwoPlT6nEfvSGIA4/3q6HxPLJJb3NsACcFSxPUY7UnVaVkVCOtma/gvxhdazNetKsUe0IYlXqAcg8n3xXUG4YxB89epPbv/WvIPhfKYfFl1BLj57VvlI7qysP5GvTyGeZeflQkOSePQfyrRS5lcK8Uqj5djescsoEYLNkEsTU3jG3nPh0yWpUJArGYs2Bt4/OmaY0cNsXJ/h4Y+v0qrrNz9u06ayIzbsw80nocHOPfpUmNw0O5aW0mkK/MzkkeuaV5vss3mR8HdgfniqOgXSpDNzkZHT1zj88/wAqmumRQyn5snIPoKnoaLRnB/FnwdbapZv4r0pVjuUIXUYV4Dg8CYD1zgN65B9a8elb7PCEcK5r6OZ1EUtvPCs0EqbJInGVdT1GPcV4/wCMfBsejXC3VmTLYTtiENyyk/wH3H6ik1cuD3RwrSB2UCNVwe1e+63r/wBh02V4k3SJGSMngHFeCyW5im2tkE8gEYr0/U5p7iykiO0blIPGe1OU3DQVON3di+G9Uv8AVY7u4upy4BVFQDAB5J/pXWW1x5fyEAjHQjIrh/B15bW9vLpsrBbppmkAb+MYAGPyNdchZc5AyT0xUtt6mtSyk7G6Jhd3MWzC7eTiqXiCVZLGS38vDTNgY9adp7fu3k9eBVDXwwZHyfkGab2Mo7j9L169i0xYY52UBDE49j1rtbIS6n4KHlIGkgnZG29cYGK80jeOB0LsFM5UAHucV1PhnV9Q024meFxPZgDzrUYyRn749x+tTBWY6uqNqLQdTeBCLQshPBBwVPuK5n4l+HH0r4eXuoXTDzmlhUIh4ALEEH14NewaXqVpf2QlhYMHHOO3/wCqud+L1olz8K9aTZuCJHIv1EimtTCLdz49kZCBtQqe+TmvSfhLOIBq+SefJ7f79ecSQsjlTwfSu0+Htw9vDqmxCxYR9+n3qTly6lJPm1O+1ywt9bMRckMh3BgM5A6rj3Fc/G2v6ZCVskL2Mk3lorcmPn8wOa37ZmSG3Zhg7Ax+pOavT3W6BkwAW6dqSdy5aFcwzzRqkj+Ypb5cqPlH1xUNzaC2dTLCHgPDOgIZT74HIq6j7NsYbgDJFa6iNrIo/JbA5puKejIUmjnr7wnp+oIJ4557eRlzHOrnA9hjgirnhbVNS0K2v9K1ORJZOlrdeXuyoHT+fFc3oPia40GS6RwbrTkwJYGXOwHJ3L7/AM666O+t7i1bU9CuopElaN2fbkxAN8wKnp15qZ0pR+JaGiqJ6Jl02D3Nr9rkufs8jjcIRHkgep54J9KzDeXNs4jy4cHr3FbNrq1lqymS3ZWdfvoucH3XPUVDKiSb2K/MOMHjmqjZLQzbd9TNm1WXnDKwxgjt+VefeJpBbO+oOwVSpiCA4JJ54Nd3/Zb3UhSFMsT29K5j4w29ppmjaDp9vH+9kMtxLIep+6o/rTaugjJxd0W9Q017u1liAOJFKn8asm1Nn4etbJMkQRoMnr91jz/31WiVO3BPSmawJLawNwjtuWEkKgyThB+RqYdi6mxg+Gop21UzMX2hW2naRuzx+mP1r0awBVQXPT1avNPDxI1EJiYzCIlzI5bkkcV39oDgK7BT35q0YyRpzMAocucjAAAzjmnXUEVzCS2Mleo96zZrpTKI+SMZB+lTmZowCp3dsfrTYkUPKuLQv5Ew2HnawyKqy6g0kxjaMq+cEIevbpVq4u1YjcM84z9OtZdvltYt2LgxqSzcdQOakrc5LxZeGfxJfyDtJsGfRQF/pXJXrtIea29QZ5bmWVwSZHLn8TmqWg6XFrviNtNub+W1Vo5Wi8uPeWdULBfQDg5J9PeuWLcmdjtGKuavgJCH1Ag4x5f/ALNXQ6xHcGzuGgQGcr8mRkZrA+GeZP7SLknIi/XdXoHkqy4Kj3zWlrbk3vscJ4Ssby18ZQXVxtUFXRkXnGUOf1r0hZCwlmeULF9/5jgY9c/jVOG1RLuCVVAIcZx6VneIIrgwwIz4jjQArnoMFTkfUVpGWhlU3R1GnXy6kqm0kzACwMuMA46ke3vU2r3CRWIjjUCMcj3wK5vwheNLpRiXhY5SCcY4wD+VXNduMiNQSADwKsx6jdOuRBemJjhJl3A9s+/61rA+YChODngn+Vc0wLRbkI3RtuXPpWzbTrNEJ1yNq5x347VBqPYbkbefZSe1Ymrizm0vUEv4vMtTFzGTj5h90g9iDjBrYnkzCz5+fv7+9cH46v5LfSYraJyHlYSvg87RkKPxOT+VDdlcErs4Wazt4HxCp565Oa7vVbS4lsZVtzsmYfK/oa5zW9I0+38P2+q6bqd7OGuvsubmFY1uCE3O8QHO1ThTu9R7gejqm5F+UDj0qNb3kapxtZHls3h2/ad3DM82QQVBGD7Gur0aTWBpckV9AfNjTETlwWb649PWulmtgwV1HzDrUkFvkZIIqXJ3KfwpHIaXq9zo1wtuxLRAEvG/Tp1z6/zrdl1W31NDG37qbzNm0nO4gZ4/+vU+qaPbS28ksm1U2fvCew9c9qz7PSXtbtZiS6lQkRA3AZwMk/1xVq7M3Zas5bxM80t/ZxRsUeAGXI7en8jXY6A19fXelX+nIDdbjHJGfuyRsAWU+wKkiuF8RB7nXL+aKVVQYijAPQL8v+Ndz8N7yWyuNPMpUHzTHlzhcE4BPtzRK62O2rRUKCbi0zvopZtDuWvrZD9nL/6TbDnYe5H+ea2/Flzaax8ONUWGfzIZ7VyjI3PA3fnxXHeNG1nSvElvexxi2tGjAnLkMkoHVfc+mKytF8S2c73WnLI0FrfRuskDjPlOQcSIfT1HpRCTt72jPPlT6rVHjNzZQROdjvJnu/JFdH4FgwdQx/0z/wDZqqeH9O0/U/FS6Vq13Pawyv5azRzRRrGR1LGTjGAeByTgd63/AAbZtZav4gsXjnQ284iCXAAkXBcfNjIz0zgkelLWWsma3ivdSOlOWhQhfugA+2KU/PIox1ParWw7CMAAjpXL6rqFxa6h+5kKiKMEjsSeSf5VSsRJG0z4uGb/AGgBWk8+2zllJHyAkfgM1xA8RTMkTMiE5Bb3yeuPwrXu9QZ/CVxdbdvmLsUezPtH6VV0TCDcku7OOvbaVpHzKdpkyEHTBqtZ3WpaRcGWyuGTGdyfwsPQjuOamu2u7m9aMZKkcflVOZLtE8tZA3z4OGyDWkp3p8vzPb+r03U5nFvS367HoEd09osVxEwRgoIXtz2+lb8Gqf2paefGS3l4E0XV0/2h/eX2rlI902mW8jjDNEpI9DiqkV7caddCe2fbIvHsR6EdxXKpuL1PLqU1LRHplpH9m8u7SRZLZoyyyRnKt7Z9fY15d8U7gX/iWBCc+RaIMf3SxLn+Yq7J4sksoJ3tZntRcOv2iBfuk/3l9D6jvWP438PanpdnYazfy3Bn1B5N8Tof3CqE8tWP94q2cdunUGtXLmWhhBcsvePRSoGPfIqDxLuWwj2OynaRlTjstFFFPqKp0MbQABLcybRvJ+93HSuktJXZMk0UU6fwomr8TLG754+nJIp87sibQeCSKKKp7kmbcysBgAAHJOB39ap2y7ZrlgTlbeQj+VFFJ7DW5zt7ChB46CuPTU7jRddOoWmzz4WbbvXI+ZSp4+jGiiuaG51VNjqfhiMf2kPQRf8As1eh/wD1qKKtkocOCCO1ZXioZgkIYjPmjj03/wD1zRRVQ2ZFToVvCBMdl5IJ2Flbn3zUGr3k58T/AGYufKEIbb7jvRRWnQvDpNyv2ZoxdR78fpVmBihZVOASGx7iiio6kPYknYlguSBya8+8csXvbot/BKI1HYKvAH5CiipqdB0+pja74ofX4baGXSdNtjAqRxSWqSKUjXOEALlQvOTgcnmvVk6D8KKKUggSCpR3+lFFSyyhrxK+HNRYHB+zv/KuB0fW73T5FSGQMmwsEfkKQpII9KKKunuejhYqVCpdHNXGrXP2Z8CIb2+bCV3+gOU0a0lGNyjdzyOtFFKZWLb9nb0/U7LxfYJBoxQTTukMqeWsj5Chgcge3HFeaTrsfcpKkdCD0oorOZ5tD4TETXW0e7uozp2nX8U0gdo76DzAGXOCCCCOpyM4PcGup8CX9zqmo61qF5IZbm5kSWVyMZY7j0HQe1FFar4UR9pnbqMkisbWLOGQZZOWPNFFEQexzF3ZQpIxQFTgLwe1aWsAReD5kQYCzQIPpnNFFW9mOj/Fj6nJPM7CNGwVDenX61WubptiIEjGTnIHP50UUS2Ppnpex36/8eMP/XNf5Vn3EakHiiiuZngz+N+pzWsALbnH94VT1DxFqupaXb6ZeXs09tbSPKgkkZiWfGcknnG3j0yfWiitIbGFT4j/2Q==", 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1ZsZJPrXoOcXTUI9Dhq80puUt2fPEXhjXJbE3iaXc+QBncUxkewPJ/CqFtbSXMrIisxVSzBRk4HWvozU7dtu58k9cnmuC1u9trS5JtbeCO4lQtK2wfPj19axaLjK+hu+I9emtrCXyCA4U/N1xVHwLLcS+Hd8srOZpXldmOTwVH9DWdrcBkEsbStIg5BPAxV7SLRLfwhawEkFlJ9uWkIojNt6jkrQsd1ak7hltwGAWznNa8V2FRFUMMfxHvz0rzHQrZH1eEB33Kh43cE7favQLSwzt3SYHoWqzneg3xPdNcTaPaxW/nM1yrPIq/wCrCjucVpafOPMYEEs2SQKrTWSRxj9+c4PG7gkmqUV+FlWVWI2OQd3HTqKWzGtUa91GsoYxNnefoetZkxaNdr4P+8Oalmvo5IlMODwODxWfcXMoB39AO4zQI8/+Md0Y7TQbGMncY5bllHP3iFH/AKCa8jdnPDE/Q1638UwtzrCfuy7W9nEqheoJG4/+hV5fNbhpSIwx653KVpRu7s1a91I9K+DEyxf21uYLnyev/A69K1fXoNM0+WdiXKIW2r1OBXlnwoPlT6nEfvSGIA4/3q6HxPLJJb3NsACcFSxPUY7UnVaVkVCOtma/gvxhdazNetKsUe0IYlXqAcg8n3xXUG4YxB89epPbv/WvIPhfKYfFl1BLj57VvlI7qysP5GvTyGeZeflQkOSePQfyrRS5lcK8Uqj5djescsoEYLNkEsTU3jG3nPh0yWpUJArGYs2Bt4/OmaY0cNsXJ/h4Y+v0qrrNz9u06ayIzbsw80nocHOPfpUmNw0O5aW0mkK/MzkkeuaV5vss3mR8HdgfniqOgXSpDNzkZHT1zj88/wAqmumRQyn5snIPoKnoaLRnB/FnwdbapZv4r0pVjuUIXUYV4Dg8CYD1zgN65B9a8elb7PCEcK5r6OZ1EUtvPCs0EqbJInGVdT1GPcV4/wCMfBsejXC3VmTLYTtiENyyk/wH3H6ik1cuD3RwrSB2UCNVwe1e+63r/wBh02V4k3SJGSMngHFeCyW5im2tkE8gEYr0/U5p7iykiO0blIPGe1OU3DQVON3di+G9Uv8AVY7u4upy4BVFQDAB5J/pXWW1x5fyEAjHQjIrh/B15bW9vLpsrBbppmkAb+MYAGPyNdchZc5AyT0xUtt6mtSyk7G6Jhd3MWzC7eTiqXiCVZLGS38vDTNgY9adp7fu3k9eBVDXwwZHyfkGab2Mo7j9L169i0xYY52UBDE49j1rtbIS6n4KHlIGkgnZG29cYGK80jeOB0LsFM5UAHucV1PhnV9Q024meFxPZgDzrUYyRn749x+tTBWY6uqNqLQdTeBCLQshPBBwVPuK5n4l+HH0r4eXuoXTDzmlhUIh4ALEEH14NewaXqVpf2QlhYMHHOO3/wCqud+L1olz8K9aTZuCJHIv1EimtTCLdz49kZCBtQqe+TmvSfhLOIBq+SefJ7f79ecSQsjlTwfSu0+Htw9vDqmxCxYR9+n3qTly6lJPm1O+1ywt9bMRckMh3BgM5A6rj3Fc/G2v6ZCVskL2Mk3lorcmPn8wOa37ZmSG3Zhg7Ax+pOavT3W6BkwAW6dqSdy5aFcwzzRqkj+Ypb5cqPlH1xUNzaC2dTLCHgPDOgIZT74HIq6j7NsYbgDJFa6iNrIo/JbA5puKejIUmjnr7wnp+oIJ4557eRlzHOrnA9hjgirnhbVNS0K2v9K1ORJZOlrdeXuyoHT+fFc3oPia40GS6RwbrTkwJYGXOwHJ3L7/AM666O+t7i1bU9CuopElaN2fbkxAN8wKnp15qZ0pR+JaGiqJ6Jl02D3Nr9rkufs8jjcIRHkgep54J9KzDeXNs4jy4cHr3FbNrq1lqymS3ZWdfvoucH3XPUVDKiSb2K/MOMHjmqjZLQzbd9TNm1WXnDKwxgjt+VefeJpBbO+oOwVSpiCA4JJ54Nd3/Zb3UhSFMsT29K5j4w29ppmjaDp9vH+9kMtxLIep+6o/rTaugjJxd0W9Q017u1liAOJFKn8asm1Nn4etbJMkQRoMnr91jz/31WiVO3BPSmawJLawNwjtuWEkKgyThB+RqYdi6mxg+Gop21UzMX2hW2naRuzx+mP1r0awBVQXPT1avNPDxI1EJiYzCIlzI5bkkcV39oDgK7BT35q0YyRpzMAocucjAAAzjmnXUEVzCS2Mleo96zZrpTKI+SMZB+lTmZowCp3dsfrTYkUPKuLQv5Ew2HnawyKqy6g0kxjaMq+cEIevbpVq4u1YjcM84z9OtZdvltYt2LgxqSzcdQOakrc5LxZeGfxJfyDtJsGfRQF/pXJXrtIea29QZ5bmWVwSZHLn8TmqWg6XFrviNtNub+W1Vo5Wi8uPeWdULBfQDg5J9PeuWLcmdjtGKuavgJCH1Ag4x5f/ALNXQ6xHcGzuGgQGcr8mRkZrA+GeZP7SLknIi/XdXoHkqy4Kj3zWlrbk3vscJ4Ssby18ZQXVxtUFXRkXnGUOf1r0hZCwlmeULF9/5jgY9c/jVOG1RLuCVVAIcZx6VneIIrgwwIz4jjQArnoMFTkfUVpGWhlU3R1GnXy6kqm0kzACwMuMA46ke3vU2r3CRWIjjUCMcj3wK5vwheNLpRiXhY5SCcY4wD+VXNduMiNQSADwKsx6jdOuRBemJjhJl3A9s+/61rA+YChODngn+Vc0wLRbkI3RtuXPpWzbTrNEJ1yNq5x347VBqPYbkbefZSe1Ymrizm0vUEv4vMtTFzGTj5h90g9iDjBrYnkzCz5+fv7+9cH46v5LfSYraJyHlYSvg87RkKPxOT+VDdlcErs4Wazt4HxCp565Oa7vVbS4lsZVtzsmYfK/oa5zW9I0+38P2+q6bqd7OGuvsubmFY1uCE3O8QHO1ThTu9R7gejqm5F+UDj0qNb3kapxtZHls3h2/ad3DM82QQVBGD7Gur0aTWBpckV9AfNjTETlwWb649PWulmtgwV1HzDrUkFvkZIIqXJ3KfwpHIaXq9zo1wtuxLRAEvG/Tp1z6/zrdl1W31NDG37qbzNm0nO4gZ4/+vU+qaPbS28ksm1U2fvCew9c9qz7PSXtbtZiS6lQkRA3AZwMk/1xVq7M3Zas5bxM80t/ZxRsUeAGXI7en8jXY6A19fXelX+nIDdbjHJGfuyRsAWU+wKkiuF8RB7nXL+aKVVQYijAPQL8v+Ndz8N7yWyuNPMpUHzTHlzhcE4BPtzRK62O2rRUKCbi0zvopZtDuWvrZD9nL/6TbDnYe5H+ea2/Flzaax8ONUWGfzIZ7VyjI3PA3fnxXHeNG1nSvElvexxi2tGjAnLkMkoHVfc+mKytF8S2c73WnLI0FrfRuskDjPlOQcSIfT1HpRCTt72jPPlT6rVHjNzZQROdjvJnu/JFdH4FgwdQx/0z/wDZqqeH9O0/U/FS6Vq13Pawyv5azRzRRrGR1LGTjGAeByTgd63/AAbZtZav4gsXjnQ284iCXAAkXBcfNjIz0zgkelLWWsma3ivdSOlOWhQhfugA+2KU/PIox1ParWw7CMAAjpXL6rqFxa6h+5kKiKMEjsSeSf5VSsRJG0z4uGb/AGgBWk8+2zllJHyAkfgM1xA8RTMkTMiE5Bb3yeuPwrXu9QZ/CVxdbdvmLsUezPtH6VV0TCDcku7OOvbaVpHzKdpkyEHTBqtZ3WpaRcGWyuGTGdyfwsPQjuOamu2u7m9aMZKkcflVOZLtE8tZA3z4OGyDWkp3p8vzPb+r03U5nFvS367HoEd09osVxEwRgoIXtz2+lb8Gqf2paefGS3l4E0XV0/2h/eX2rlI902mW8jjDNEpI9DiqkV7caddCe2fbIvHsR6EdxXKpuL1PLqU1LRHplpH9m8u7SRZLZoyyyRnKt7Z9fY15d8U7gX/iWBCc+RaIMf3SxLn+Yq7J4sksoJ3tZntRcOv2iBfuk/3l9D6jvWP438PanpdnYazfy3Bn1B5N8Tof3CqE8tWP94q2cdunUGtXLmWhhBcsvePRSoGPfIqDxLuWwj2OynaRlTjstFFFPqKp0MbQABLcybRvJ+93HSuktJXZMk0UU6fwomr8TLG754+nJIp87sibQeCSKKKp7kmbcysBgAAHJOB39ap2y7ZrlgTlbeQj+VFFJ7DW5zt7ChB46CuPTU7jRddOoWmzz4WbbvXI+ZSp4+jGiiuaG51VNjqfhiMf2kPQRf8As1eh/wD1qKKtkocOCCO1ZXioZgkIYjPmjj03/wD1zRRVQ2ZFToVvCBMdl5IJ2Flbn3zUGr3k58T/AGYufKEIbb7jvRRWnQvDpNyv2ZoxdR78fpVmBihZVOASGx7iiio6kPYknYlguSBya8+8csXvbot/BKI1HYKvAH5CiipqdB0+pja74ofX4baGXSdNtjAqRxSWqSKUjXOEALlQvOTgcnmvVk6D8KKKUggSCpR3+lFFSyyhrxK+HNRYHB+zv/KuB0fW73T5FSGQMmwsEfkKQpII9KKKunuejhYqVCpdHNXGrXP2Z8CIb2+bCV3+gOU0a0lGNyjdzyOtFFKZWLb9nb0/U7LxfYJBoxQTTukMqeWsj5Chgcge3HFeaTrsfcpKkdCD0oorOZ5tD4TETXW0e7uozp2nX8U0gdo76DzAGXOCCCCOpyM4PcGup8CX9zqmo61qF5IZbm5kSWVyMZY7j0HQe1FFar4UR9pnbqMkisbWLOGQZZOWPNFFEQexzF3ZQpIxQFTgLwe1aWsAReD5kQYCzQIPpnNFFW9mOj/Fj6nJPM7CNGwVDenX61WubptiIEjGTnIHP50UUS2Ppnpex36/8eMP/XNf5Vn3EakHiiiuZngz+N+pzWsALbnH94VT1DxFqupaXb6ZeXs09tbSPKgkkZiWfGcknnG3j0yfWiitIbGFT4j/2Q==", "info": {"video_id": "77806", "label": "tearing newspaper into two pieces", "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": "77806", "label": "tearing newspaper into two pieces", "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": "cb3113f48cf493d15168f4f4b56f67d7e79ef8428eb0d83a3a92899a9ab77b10"} +{"episode": 20164, "episode_seed": 494708102, "split": "train", "timestamp": "2025-10-13T03:03:21.299480", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 494708102, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from ball 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', [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": "102441", "label": "moving away from ball with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "102441", "label": "moving away from ball with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "db58325fd4bacaaba022d41518fe6aed2cb65b34fdca2838c0c88b2113b680c5"} +{"episode": 20165, "episode_seed": 3113318782, "split": "train", "timestamp": "2025-10-13T03:03:23.232427", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3113318782, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 thread on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "1172", "label": "rolling a thread on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "1172", "label": "rolling a thread on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8b14f026b0d3acf038fe7baea22cf853f38143dedeaaf8f2e944fb08e80d5964"} +{"episode": 20166, "episode_seed": 3638822938, "split": "train", "timestamp": "2025-10-13T03:03:24.339021", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3638822938, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "216501", "label": "pretending to be tearing towel", "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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M0NlHAszRncERlOGP4jHsa1NGVjqHlkAFY2U/j8p/nV/w1BJe2Xi6Lflb3T2CDryqsw/lWlap7Kn5f8FGT96RjaLfO+hrbkkKpDY98V1mqxf2v4R8PRmYxF2ntmZe+AGAPt8orgdC3SCVB8qgBufStubW7qysNOsTGkkEN6bgN6nbgj6YNckqN6ikv60NXLUp3Vwf7ctbkyknykVipI6DaR+ld75iJoaMY9kAiClZHJWNAc4OemeTXmhvTc3sWYkjMbsQqf3SxYD8MmvTC7y6VCiwtJDKgLjaCpwcjIPvRKbhUVj0KdNSw1hnhRoL2S8tI/LNkyl2kX7sZXkEfQ15xq9pLpUtxa3C7ZbdijAeoHX+tel+HL9LTWLqwKCMXcBQDYAd+OBgcc9q4nxwlxceJbyeUHy72RJocqVxGQAFIPcYwfeqoNOT+ZxYuDSTOR1JNvh6EjnDJ/KvXvhBpI+wvfuDunI2eyiuP0vwZdeLLAwwSLDDFMpkcjPHTAHrXsdpp6eGPCk6wjaLe2ZF+uMD9a1qTUrRRlQjypzZ5rrGotqnjq5uFbCCQrEf9lQQv+feuB15SmsTXI+aByV+gBxj9K7u50y4S8jlt1MkphabaF6BRn+lcTGv2q0kimxu6H2PrW83yJEPVm54+0+007xfFeWcPkRXtsl0yZJHmMxD4z7jNXtF1H7BrVhfsrGOKVWYgfw961fFWk/23YaHcMSJFMtoR77gw/Lca1dP8H2klpNLLcT+XbxkjgAHA4rzYyUqUeb+uhpZ20OMv9UsJ45As0gQ3tyI1C/wPuKkn6npV/wPs/fFmw+P0qCXwTP1M0MUbHcctkjNdHoHhqPRN8zXn2hsbcHaoGf1NVW5XGyZ34Rum7yRXuLuMax9qiwGOyTarZRdrDhR271a+Isr6Lq8XiWwKG583aVxnKGNAQfzBz71U8R3Npa3NuZIyDIpXdE3Qcdff0rB8U6w2o6K0RlM2ZLe38zaV8wjcxJB7gKq/hW2FTnUfMtGc+KlGEfddmv+Aa+t6vPqHh22GySC2vYmdA7ZJXAIH5nP4VgeGbdrS0n09mVykyToR3B4P9K6G/iM3hm3SMDFlb2QHsXjYt/NaxIZUsYZL/ZxAvIJwGB4xn64rqcFRkoLY4JVHWfMzV1az+1G7cADyyHJ9RjFcvr7yzaoLW4QqPJRRn1I3f8As1dnbzQXVvPPDKJLeT+LpxleCPUVo+M/Cf8AaPhyDVIkze2cWZEjGDJH1B9yv8vpVTV46Ft6nN/C6O3S217SNSheW1v2hgfDYwpD5Of89K5a3t/7I8QXtjk4iuJYhnrhWwM/lXS+Db0x2GoAriVZYXB7g/MPyIY1PcaGureMbrUA5j85vtJCjO0sBx/30TXnKT9tO+3/AAxpHQhtdWhstA161udy/abdfJ4/5aKwIrJ1y9tbu5lMMrvIWjk+7gcphh+BHWu21PwXAdDRlmkknuHCqr4UY6k1zyeBZZbgJNexQnGRt5NOLgo6aG1GMuZO2xv6LNDB4eQgrhlKfNzgkYyPf/CsebQ9OeRJIU/fqc/MXbgAnJYnGTgDArq9N0+HSbBLZJhMCd5eRgSfwHSkuf8AjzmyYl+RuVQnHB9awUnG6TPSqKNR81iaC1tbj4czxu6mKWGeSc4yVKIWXHoQQK8WvICuhEMuDsBI+vNeleHNXt30W906+mjjtbrYGMmQCHOxgMdCQePcVy+o6UYbq7025Qlo5PKIHfaccflXXhX7tzyMYveTXUv/AAos5L+7hc5KQncPZsY/pXS+L4J73xgksGHO4W8Sjr8owf1JrT+GWhjQ9OlldWVBl8v1xjPP61Us2a51i1Ln948kjgntlgT+ma2oWlNyQVPdgonj+oWs8txNHMpW6jcsQwwTzyPrmvoXxZHp/iXQxo86yEXNubiJ0ONroCV+vzDBFcj8SPC4lU69YKGnUgXgHB44En9D+B9a2H1T7K2nyOu7yJGA91bBI/Q/nXDjk04tdLkRPH/D0pSAxd9oOB712MWt20Hh/TbSaQx3EOp+YAR/yzZCGP61FonhJFvrsidgFkMS7VBzzn+WK1vEHgiNXtobebdKq+Y7TMBgngdK1lyOd2aJN2scTPPDPqFuY52kCMyMSMYAc4I9Bg16BeGBtKS1YlQ6Ahkfa4UdgewP9K5+y8DKZzJPqSxlWwyxgH8MmuzaKOG3W2TYwjXYCxLZ9+KyqS95STPSpL917No5WaW/vdBFvaTJHDaTLJIpbGRnhs+xxWrZa8hh+0/aVmnnjaeSbO7aeAE/DGMemK4+9vptOj1Gzs5DJJ/qHwmAwyMjn2/Ws3Rhcp4gj023kYW88P2lFYdCY92frxW1KhOpD0OapiadOZ6L8VvGzx+HdO0u0O2bUlElwe6xDGR/wI/oDWBobGTw0UY7127QD25zj9f1rN8S6Pb3mqyG2Uu5RGhk3n5lZQwHP1qbQ9SjEFvpko8uV0zEQhyzBiGU/kMV1QXK7M4OZSldbFmbTLyG+me1XzJTbvMAo5Awx/p+lUPB108U8mThgyqw/P8AmCa9D8NIZdaLK+2SKFOevZv8f0rK8S+G7fTdS+0aXtWO/lRxGB/q2GS4/wB3ByKjFxTpjT1GeHdJtvKVmt48yS8b0BIUHA/kT+NanibSNOur1IXjMccMYUeUoGWPJz+FQaRqlnDqSxzu7c7QEXjnv+VLqVwJpGuHQO8rsfv+/HHbgVxczbckdVGKlJJmTaeGNE85t9pJMyv8u/ufzro2RYIxFCGSJBtQKigAfSsVZy3y4VWJ6GYA1aaWIoQ5hx6GaspSk9z0oQitjm9fu/7P8QwTJ5zyiNZS3A5B46ewrm7bWprzUL2PW2Mr3EhlinY/NGx449scY9hWzq0aPrEkigFVRVRVbcM465rltdhVZBK7KXYbeD905zXfh4JbbtHi4qs5VHHomez20Vvo0GmaZY7RIqpdXRU9f7oz6kjp6Vo+I9YhufB0W6TbJPcR20gUZw/XH0yOteXaD4hga1MU05jvGdN7SHgxoOAD+AGKi8W6neTrZRB2Fvv+0uuesjdD+A4H41nBSjLVHTNwlTTTO/8ADieZraKGxJDCDkfw8k/zxXHfEPw6mh6oNSsIv+Jfdksdv/LN+rJ/Ue30rc8D+KLX+34/tWfNvI1gaRyAA4HB/wCBHrXo+u6NHr2iT6XcCMJKp2vn5kcdCOO1dcpxmtDj2Z5rYSiSS7hkVm+zXAlj9mIIJ/Jv0rqSxh0ILlQ1yyrgngfxHP4Yri7mfyWFoMrLPG00pHbkYH6U6a8n0zTYjA481mLfMM9RXmU4ttGsH0L7yxB8PKjc5+73qzBdN8yhxgH+GP8AnXFtrV+2SZFQk5yEGacdb1AKqi7k2856Uexfc9NVo9i54nQXGpW+8u4WPgEbep/+tWJqiJ9htolTawmeXjvhNo/U1e+2T3PzvcFn+7lm6Cq+mQPqXiKCFm8xTNHH1zxnc36CvSwcbb9DxMa26kmd7caeIdK1a3lUBmjTYOnEQQZ/U/lXKSaUbvwvq+3ICLERnpneMCu+8s6rLqu1iY47KSJT1yxBJ/l+lcgup2S/DzVIUnDXcksBCjn5Q6kf1rfFK016GOGTcfmcx4d1PyLS4sppAkcmCpYE7WB/qMj8q990ue1vdOtby1jE0UkAKkgAnjp16jkYr5yuQEvHkUbVkO8D0zXpXwu13ypZtGnc7Jv3kB64YfeA+o5/CuJVeV8r2OqS6jdV8Lf8I/qepvAu2zvUEkAyPkIzlPwJGPYimaGVmEUqIfMuAqn6DOP5mum8aeb5Nim7c0hdV4xydtcNJKs1y1vbuyR28ggBB64AzXJJtzbQ4uzO21yQYht96BYY9xLc/eIxj8BWAs8WSRIpbHXbnisrVtXu7RzBbsuzaoOVyeKxzq9+zD9+UAHRABmm6Tdj0aFRRjqdylxJJECXk5H8MeP6Vk61566XNsmuNp4fd0we351zj6xfM53Xk3t81RLezy791zIR6MxIojRale5dauvZOxlaiws4YFjaQKpViM8Eg5FetWNpFqnii68QOgSw5JYnktsAJ/ma8j1oySRjLjBHbHP5V3XhzxC174Tt7CRQlraoTdSA8yH+Ff1/EkV2VLxpW7nl4aPNPV7Hofiy5XS/h/qd3bYLPb7EPu+Fz+teXeHfFMFpcabc3YZ2tB5bKBjehIGc+oGfrxXY3eq2moaDcaNePIqySjy2jAOflLbOeM8dK8y1bRJNGmidJlubK4GYLhBgNjqpHZh3H41MVONPnitCqjXtHBvU+hgUurRthgltp17klWQj+ory7V5NlgzgZ8tgQB+X9a1/htrv2rTJNFmdvMtwXgwcZQ9R+B/Q1lzMrSkSf6uIeY4+nQfnXNiJ+0cWZ2saeiIguVi+WIEmRi5x8xP+JpdZuRNdyzGTau7ao25OFAHX865rTpBdyw3kgwSnmEelZ17quoNMUS4fygxKjjjmhQbTudVCXvJ9jqIrjA3Rb9xbqI881aleSRCD54+mBXArqF3uLtczbj33EYqI3szLhp5T6/OTUOg+56Ea67FmaErqV856tK2Nx6D1NVbFo4vHN3JASYrTR5GiLDHAgJA/Atipg4ePhiAQCzHvUc8DQTPfhQq3GkTQA+pEqp+eHFethk9fkfPVfibfmdILHzIvDjhdxexiRiOpKEqf5CuZ8Y2j6d4suTG5/c3TDAP3GOG/r+ldjFqsekaX4ZvGtPtA8uWIDOOd45H51yWv3B1PxHrjKBie7aRVHVSOB/KorWUpJGtGMuVSZ1ng7xdZwa+sl0MfbQsUsjfKsbAAA8dievpmur8f+ZDpsNwnMiJIkfUhWYD/AArw63bDBT+VekP4hfW/DenW08haa0LJMCfvAABW/LIrkqVm4uLLcepm6Y6rBHct/wA8VIJ65x/+usO7V3uGYsRk5wa2NPgc2MKHGFT+fT9Ky9QkCXb7jkcY+lOEfdua0nZlNT5ZJOM96aJRjGM1G7HcenTrmmAbiAG9qLM64tGkrnygFwg2jLGsfXY4zpzMoJKMp3H8ula2wGQb2LEcYFVdfUnQLhcBNxXaB3+YV10Emzx6k1d2Mvw3CLjULNpjiNpgxz2ReSfyBra1SSa9Yh1w80Ec6p3UHcyj8jWdpiGONyg+ZV8kD69cfhn860dfuBF4qnjVvlgSO2/75QA/rmtJx9xhSd5mVasVZQDgg5FfQfhfWP7f8P2tyXb7Qg8qbBH3h/j1/Gvnwjyrn5RweR9K7TwFri6ZriwTt/ot18jZPCt2P9K8tuzsdTVxL7a2tQzIxZHeSMEjkrjj+VJf/PbtIw4x8oz054qRk8y5wP8AlmnH+83A/TNU9Wv8R+Sijpz/ACq6EdLsUdXoZMzYXg//AFqqsd3vSsXZjtB981PbRW0j4vLl4wB/CmapnbG60JrEB4CHHIJPoela/hC2SOSTUJGCCNTsHcvIdgx9AWP4Vly/Z4EYWzlohykmOfxrpvDMMV/oc8kIBEU0ZLD7wbPTHsMn8a7MIvePLxT95s9A8OWawpKrD5TncfUnj+VeF3xFvps1v0LXIT8EB/qRX0LZxeRHFFjBJy1eBeKUWHVp7bHEc0pbPqXP9AK0xS5pRY8JK0ZGdI/2iyjJOWj4OKm0+7ltZYZ4XKSwuGRgeQRVK0JaWSMAYI4p+iWP9qeJpNLn1Ka1UpIYjHHuLMqFgvsODkn0964KlJylZGzdj2qS6sNc8PwazLdMjwQORDnJMhwCOf8APNcFa5hvbte52SD6kYrG8D6hc3dlewzSu6AxuoJ4UkHP8hXQwcO8/BBf/wAdXj+ZNYRi/aOLEUtTAUqTncxJJrHnfDdf/r1d1S+8+UKq4VTjI/Ksv96wyvAB710y7HTSulcRieq1btFOx92MsQcEdvrUVqbPk3hnJPTZj+tW32BcRbmhHQn7wFKKu7CxM7U7dyveWyOPuEYHJPQVz0N9daZeP9nchGOWjblW9MjvXREhgf3hYD7q4rmL/Iujgkc9a71TvSXMeZGbjPRnZaJ4o1NdNki86N4pXzLBLEHQEdGGeh+h7VehlXUYW0+6VIUlkIO37qSt92QDsM9R/jXJ+FdUSw1qH7VEskD/ACuCMgj/ABr0Hx1pkNroa3Wm4jM5Cbk45HI/p+Vb0lFwcehlOUva3fU5Swu7nRtVimwY7i3kw6nsQcEH9a9O15tNXSy1qiG4vbkyMe6IOQPbt+ZryrxFHEdGg1201i/uHkuvskjXMIjFwyoC0kffCnCndzkjvkDt9RuA0fmKPuphc9z2/pXgYmi6c0j0FLmVzNsEf7GIgDgFx9QCQP51nX5VLlwcADA4rWmY2FucdQoUe5Hf8ya5q5kkmlZm5JrpirRNKSuyN2JY8E1Fhs/KRQyYXLPntir0V7YxxhH01H/2g5z+tT8jsT8xYE+VN/3VXhR3q3rdvIfCtlcqvJuZISAcbUJibn0+4agNxG7GS3hKbhwvXbW7CEfwHdiU5/0gGRhztDKVH/j22u3CXbZ41f42/M0dStF/4QPwzMFysV2QT7EEn/0GvM47s/bmuCSGdyzfic17LqkQ/wCFPWsqL80UayLn1JKk/wDj1eJyMNpUHnpmirH9433OijK9JIsyr5dzuUcHkVv6PmSG4RPvSFEHtnOf0zWB4fitNY8SR6fqWoXNtDKwRJY5Yo1jPcsZOMYB4HJOB3rY8OC6ttY1jTitx5sU3koLkAPGAWB3beN2AOnHpXDUoy3HzdDcvZPs8DGIgFuBjsBwP61zM29nbLc1t6gwzs+7syMfpWakHnzJGCF3MFy3QZ7nFataWNabsUGjULnJJ6Gr0GolEEX2O2YHjd5eDVxdG+QtLchcdo0LGkfTILdPOW4lLjG3chA96yTi3Y6pKcYORDukAyqBBjkn/E1R1TDadIMl3bGccgc5q08W45d2P0H+NbGlWSHStR1B7cPDZQNIATy78YGfbrXo4ZJNniTktkc/4ftJJ9Zgs5cpHHKPOJ7Hgtn6Dis3U7sXt/dXKcedM0n0BJNdHocSve6jeM+T5TnPoz4QH68muZngEEzJkYU4/CqqtaRNqC0ci2yCSFZwwOKcsmyTg4IwRVCeZ49MmETsuGU5HvwaseIfD+reHdC0m/vJ7hZ70yebCUIEAAQoGOPvMGzjt06g15s6Dk20b8yR3P8AqhvX7zyMSfoMCsC8O6V8+tFFOl/DHHcpHrTZFATd3ooprc6B9kSwlB6YrovA0jRa5tU/JKPnT+FsHIOPYiiit6Hxo8/EfGz2OFi1y4P8JwPzrwrx6ijxJekDH+kyj/x7/wCvRRXVX+yThepy0ZKOjDgjkfnVeTU7jSPEb6ha7PPid9u9cr8ylTx9GNFFcr3N5bG54A+WLUgP4Vjx+TV1kv7mAxJ91Ylx6+v86KK5Y/xn/XQEc5N1/CoOpoorRnTDYimATgCr9nza59P8aKKaMcT8ApPyuMAZ4JxzXK3/APrifxoor0YfwzzIfEQIdk6lfUGvUHu5br4flJiGEc0O38CR/Kiiil1LrfZ9Tjte8QtrscltNpmn2/2aFfKkt1dSqqxAUAuVA5JOByTmvQnRTtJGdo3AH1A4oorzMf8AFE6qexi6ixESDOcjJz61jMoLL70UVbOiBC/ykgAVGq+YcEn8KKKhbHSty5KTGgiU4UDH1+tdXp0K/wDCutZHIJRXznnIkXH4UUV24bc8fEdfU626P/FplGOBEi49t4FeGXKLFcyIvRWIGaKKqt8RtQ/hlK01o6Td3cR0/T76GZg7R3sHmAMgO0gggjqcjOD3Bro/CuoXWoT61qFzKXup5ElkfpliW9On0oorlr/D9xa3L8pLSMScmp9GUNqsOe2T+lFFRLZm9P4kdFjLHPvWdrzmO1TaByyZB+hooripfxEehiv4EvQ5yS6kDbAFAPotdPpDM3gzxCWJJFt3+ooor3KGzPnF8S9Uc5YsW0G8IOwtc2yErxwWNYdyOBkknA5NFFY1fjXodtH+G/Up3BItXwcdP51V1LxBqmpaZb6ZeXk01tbyPKgklZiWfGcknnG3j0yfWiisxS3P/9k=", 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", 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", "info": {"video_id": "216501", "label": "pretending to be tearing towel", "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": "d4dab7fead27c448779c835fc3db346291505d53ae5cef7797090c1c0ae2c46a"} +{"episode": 20167, "episode_seed": 3764992267, "split": "train", "timestamp": "2025-10-13T03:03:26.981881", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3764992267, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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KgmaTVmdjZajHdxZ+64HzLWbuKwjPVyM/nWZbyPFIGQkMDWsRviLY53ZFaN8yPPcOSWmxDL8zkVThh3amWA4ADGrRYfO1JCFQvIRgnjP0oi7CuZuuz4hEY6s/6CufJ5rT1xwb1V7BBn8ayz+NJnZRVoDgaep/zioh9akWpZqTp/jVmI81XT3/AFqwn4HoaQ2jZ0zU3tCEbJiPUenvW7O/2qzkCYZWQ8/hXIIee9b2iMximTkjjGe2c5rWMnax59emlLnRVtYFR7Z2GWfL/QAZpWfyrYgAl3YsQB+X6VoC32SJuH3F2CooU827kBHAqS3Lm1K1tB9ntFQ/fyWYe5qO7lW8WxtFJ+V5GkHoCR/RatS/IZGz2NZmjSPLLK8hDGOLaDj1NVB2uyUn8XYn1+4WawhI6+ZjB7YBrmia0tbmO+OLHAG78elZIPNTN3OnD6QJQ3NTIcmq4/Gpo6g3LiGrlvK8UgdDhgetVIhV61t2ncIgzmmlqY1LW1MrBA/xpDgHuK1hPbTXSWyRqzN146VBqNmtoylDlW4wT0qrdR06qk7Gefu54PGap3AVlwRj6VadhnB4J/Amqr89/wAaEzaWxXVMH7xI9D2qVBz070ip3I6c/Snp1GD+FEm3uTGKWxPHyAck5/WpBnj6cmmoeCD6cn+lPGBx0IHA9Kg0AcYHQ44FPXOPUY/OkGeO4xz70aFZLrXiVtOuNQmtFaOQxeWm4syoWC+gHBJJ9PenFXMK1RQV2dB4bB/0lsdlzj8a3pQj2r7uRtxg1yXgW7lmS88yQtkRkZ7ZzXYzIqWZXrk1qlZHmzkpTuYjjZbRuTtIBAHpk/4VEkHlMZuSzjAz2FW518zCAccmmSSjAUDheKzZszB1qQi8iQDO1ePqarXGnm00r7Wbgl3OGTHBzVi/2vquTk4xgfhVbWrj93DZoTj/AFhH4YH9a2pz2RUrpJIoKcipFOTUSDGKnjGTWMtztjsTxj+tXI1zioYYyeAOfbmr95aS2elG4Vyk29cY6jPrTjG5nVqKKuzS07TS+JJRheuPWpQwWLb045qvqh+y6FDqGna1qEqm5Ntm4iVFnITczxAc7VOFO71HuA/PyZHJwM1c0opHBGbqNsgX5kx7801znCg8ClaT5cDqe1QyOIoyx/hGazLsYOpZkvZWPQHaPoKpVPO+5izZySWNQevNDPQUbJIUc9xUyLz+NRqOemee9TxjBHUZOaTGiVBjHX8anXkeuR+dRp0GDn+tSoM9fTk/0oQS0JkHtnn866LQ4mCyNtJDEYPrXPeHoLfU/FQ03UL65tYJW2pLFLHGsfcli/GMdhyTgV0mh/aYNS1Oxna4xaS+WiXAAdACRzjjPAzjitoQ6nmV6yfuosS8vn3qkG8iJ2/ibj8auucSE++aozfPFGx6ls1DKRWctkjrVTRUKw3DkYy238qvBPmJ7ZqKFBBZSH3Zv1NSh82jj3Oa1OXzdQl6bVO0fhVYdO9DEs5Y8liT+dKOD6c4FDO2MbKxIoyfxqzGvH4d6ijQlgSBwa0rK0kuHCopzjnPQUkht2V2SWds88gVBk9f/rmutsbFLWL/AGj1JrFv1fTNHZ7eRklV0y46nJp+t2Ov6Foul3t3e3SzXhk8yEpgQ42lAxx94hs47fnXTCCjueZiKzl7qOa0IYZrkkmTaBk/WtXXWPkxv3zRRUfZOmH8VGC/RfcZP5VER8u7oTgcUUVmdj3HRjlx6D+tAGc579TRRUsEWAMbvReAKd/CPeiikWPwB04wmQKyotTuNH1z+0LXZ58TNt3rkfMpU8fRjRRVw3OLE/CdH4BUBb4Y4AjA/wDHq7O8AWBAO5oorV7HAvjM48uo+tUOiD3J/nRRWMtjpMh1DauQcnmqGofNqMme3H4AUUUG8Pj+RWXkjPcVZgAyPc0UUHQdNo9vF9nE5UF9xAPoKl8SKE0pwB/FH/M0UV0U9jy8U3cxtY8RtrUMEUumafbmBFjje3R1KoM4QAuQBzngcnmtGNjuA9qKKir0JodSCP75PeqmoO3k8HGTg0UVidcPjRhTkh2HoabjDH25oopnayWNRjv3NTRn5kHr1ooqWNE4H3T36VZhAOD6DgUUVSM6gRar/ZF5eRfYLG8ilkDFLyHeAyjIIIII6nIzg9wa2/D1/cXsusahcyeZczFZXYjGWO7sKKK6uh4s/jZcdj5Lnvio5AAmAOAoxRRXMdZVdiI1x3NQXTstlOB/zzP8qKKkaOWABb60qclfc4oooO8vW6Aso98V2dlbRQpHEg+XGSe5PvRRWlLc5cS/dKviUY0qXHHzx/zNc5d67qV/p0Gn3V3NNBA7yL5kjMSWxnOTzjbx6ZPrRRXS9zykf//Z", 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", 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", "info": {"video_id": "205258", "label": "poking water bottle so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "205258", "label": "poking water bottle so that it falls over", "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": "540a17ed57a7659b4f39cd7652b4922011a1223f64d136bdb06ba1d8b3aef779"} +{"episode": 20168, "episode_seed": 758226118, "split": "train", "timestamp": "2025-10-13T03:03:29.377264", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 758226118, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put selfie stick on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205854", "label": "pretending to put selfie stick on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "205854", "label": "pretending to put selfie stick on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "63b4f42b80018b4dfe883ea1dc7d6f5f381bfc6a974ea1339cee298409982eba"} +{"episode": 20169, "episode_seed": 1671845685, "split": "train", "timestamp": "2025-10-13T03:03:30.175171", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1671845685, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil 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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", "info": {"video_id": "200432", "label": "pushing color pencil 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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"info": {"video_id": "200432", "label": "pushing color pencil 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": "c0712884622f8a06186cfca0b71aa85c0a3ff7997159d737b42880989da706a4"} +{"episode": 20170, "episode_seed": 3496086852, "split": "train", "timestamp": "2025-10-13T03:03:31.168795", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3496086852, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile 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', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "140824", "label": "taking mobile from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "140824", "label": "taking mobile from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0fa7c3560d47ecf880ad5302b6aa53899e5e6fe75db8858eab122ec7b67f741f"} +{"episode": 20171, "episode_seed": 2560241784, "split": "train", "timestamp": "2025-10-13T03:03:32.935833", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2560241784, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 with remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "145596", "label": "pushing remote with remote", "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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59MVnKVy1oecTl4wV6g9qzPOmR2x09O1d9qHinTpJJJI/Mji5wDHnt3P4sfxrMvPG+jqJB5pY9gY+fyxipvoNa6GBp+oWEEkk+oyeVEkEhB27svtO3A7nPSvMX1OdfNjilcRSOGK56kdD+tdlr2sWesXtzPawlIpDkRnA7Y6CuXNpDnPkjI6irjKysTKDbua/hjxrLo0jxzRNPBLgMgPXt/KovEV1JcvA8mP4sYHOOKbY2tqHDNAoP0q1qdo980IgXO3OfxxRzamfJYwFikPIBwa1dJ0a81S4jtbO1kuLlj8kaDJI7n2A9TXfeEPh7eaxb7khZYkyZJ2X5f8AdX+8fb88V61YeG9M8Nae8Gm2wjLrmWVuZZOM4Pt/sjimpFWsec6T4Et9CiE960dxfFc5xmOE/wCz/eP+0fw9adrMl7DplzFbXO1ZgNxI3biDnvXX321lG/cEbnkYI+tUfFXhyTRo4ZlczwyrliBja3p9Khu5aRxGhW942iyyS5klluNofaFAUKQOfds/lXG+Mp5UltmVcAglSVxlSTgj2r2O30K+n8O2tzZQxeUBJIxMiq3IboCD6jpXj3je1ms7+2imt/JDQq6cg7hgDdx7596pNPQizvcx9PuplUOTznoKu634qmutEg0c2sQWCV5BPg7zux8vsOP1rMt87QB1qc2wlbdj6inezG43MRZ5EbKnFdj4f8UaiLCTSwAYnBPmHOU5zx/nvVOGw5G1VII9K2LWOOBMbBn16GjnuS4HQw6aVXcq4Hqavm6j0e0N5NKEjiIbsSW7ADua6HV7KDS7d5p5UFuse8yL90jqCD715Jr9/LruoKLVsWCruiHf0YkeuePp9a41FuVjfmXLc9O0fXo9Xtm1Ah/I+7IoxlX69OmK7Dwq7ySX12qBSkQjt1LFsFiecnkng898mvBPD2oyaFePbiXfDcgJJGW4J7H6ivdvDiJpsGnwCQyS3qtdM3baOF/Q5/GuiTsjKEbsiED+HtBvEvSqXF3NJLjP8I4UZ/M/jXFeDPGbaVqVxpExJt2ledtkZZ+gAxjjHH60/wCIupy3uq3qrKRFaRKmM8bicmvKG1S7sbhb22kKzR/KT1ypqY76m1SN4Hd/E3WdIn0BdPsHfzPtYlZJVYOuQxP3u2TXkZ6nNd5a2x1XRrzxNqv707vItY34V3A5Y+wHAHr9K4m4KNOzIMKTwO1aprZHOotRuyWHaQM9+9TlCACMMKrRD+7+INWD17j8elMTNvwwcXcxK5xtwPzr3DwVrRw1m2EZ/mixwCeMg/gK8V8LI073WMDbtyR3613WmtLBIjqSrIQQfQ1hOVplqHNE9YuNTwrEYyvLZPOawrzUPOgbI5PYnqaptq6zWO93TzN53oOq+hP15qOW0RytzIzY5VEz99jjH9TW6kmjLladjHmmbbljt9fenaVH598u7GdrnjrypA/U10+r+H7KLWNH0uKJssf9Kk7sANzH8MEVj65qWn6R4wtPOt9unkFZo4l5KYJ4xznOKzctTfkfKYestI9yJFEyuJriTzDCGPyrt4AbGMe3HrmvGL1t95Kc5+br619K6j4R0S9jtbmCzWKykibeEdlf5uRg5475FfNF3s+1zmPOzzG259M8VopN7mMUlsEWR93rV6JyV5Az3qlCRuwcZq+ox1X8qLlNEzSYHynIqTSNFnvOdpXPAGMkmqhcKM5yO4r3H4faRZwOb8kSTW5URKMY3EHnnuB0qZSatYUUtWy34F+F0VjAt3rse53wy2nQ/wDA/Qf7P5+ld3ftGIPIVmARAgYYBGBx2x+lMlv+NrdW64Jz9azL28BVwzDgckDGBTbGjF1GQNc4hfpxlv61wPjC0up4InSWVUjJBVXK4z3rp7u5ZiVQFmzgY71n3IaaFw0bMgXBZRkDPqazb1NkjGt7ea30SwhLSPKYPOkO0k4Lg5PsB69jXnXiW4Zr6NkfrGuSMc8CvXPERjhtpLPfG2y22hWlT5SzKnC9dxC+v5V5N4vcya/PmQyFSV3Hb24/h4/KtbpmbuZlrO6/NuOa1reRJzyQG/nWDHw3FXYXKsD0pNDudEsY4Gea7/4YaDZ6tf3s1+7PDa+WREox5hOeCew4+prza3uh5ZV+c969K+FMyCTVfnKj9134/i61FhPyPavtCQwRxrEI0X5Y44lwo+nasy7nJ3MWBH94VQe9IPOAOhBJJPvjtUHniaYRoF5IVQPc/wA6bYoov6fBFfW97dXCbxGPLjU9yQahupJr7wjGbxNk3zRjd6LwD+OK2bmKPTvs1nbKAJZQPrgck/WuV8b6o8ckdhbnDKC7+3FRc6IRuchP41g0SSCN7p4mW2WNPK2ll55zkdyM4+leUeKPEU3iTWTczOHEaeWhCgcAk9vrTvFaPdSiXqyEgj2rnYYZSrERsQPQVpG1jOaalYuQSbXGa14GBHXrWDGSD8wNaNqzqMdRQ1cSOgttnBUgnuKsSbW6Ng1jxzshznH0q19qVosbsN1zSsD1J/FOt3p0SDS0uzJZo3mIgOdvHKk9cDqPxrhRPIo+V2X6GpGWfPLk/jVdhtYiqskZKWljY8NabPrviKx02Jm33Mypn+6M8n8Bk/hX1U8MVjOl7twlvbmGJfbgAfpXhXwO04XfjeS6c8Wds7gepbCj+Zr2vWJJLnVktwcQxRE4Hdqznuaw0PHdfeQ299PIxZ55izH15rzydwdw9eK9M8aRrb6USOCzH+deWSMd1QtzdPQ6O51VW8H2unqxSGBWCjPLMSST+tcnGTnpkelSyMfKxnj0pI0HfkEZzW1NGFR7IkjI3BTwexqZxhBv4bHGKhTOSeCncVteF9Gt/EGvf2ddXstsjRStEUj3l3VCwX0HQ5PtVtWMbnQfDaA3DamzIDsEX67q6nWdQTQbFrmRQSSViQ/xN2/Cua+F+s2Gl2uui/LrvjjeNwM5ZQ52/jnr7VzmreJp9TvppZ/mjZgyRk8Jjpj8OK56kOaRtCVka+ia3eQ62t3dsz287j7QD/EM/wBK9V0zF1r9vHG3nW6ETI+eBEvzbvy/WvB5Ndkl+SNAi+1ezfC2G4n8GalcuDmQtBC/cgDLY9ugq5aLQUNXqeia7rKWXh2a/VFMzoQhPXJ46/jXgnirVLi8nkgmPzj7jdMYr1HxxOYodJ0pOigSS/gOBXjXiOQvqksmeSazOhWaNL/hI/7UsrWy0q3uItSkdYxslI3HptH/ANftXK61o40udrX7Ss0kZ2yMowN3fHqPetjwS0Nn4om1GRRiG3dosnpI3y8fgTWLrk8j6xN5hJ5+tbc13ZGChyxbZmohVs9R3FXopdiZByOlVlHI+br3p0h2xnHDVTM2yxlXzn5Sa9i8G6ktrKLWRtqTgKCTwjdj/SvNtb0TSrXw3b6rpmo3sytdfZc3MAjW4ITc7xDO7apwp3f3h3yB2lhbFSuGGe1Y1XaxpSje56FcXzozxv8AI6/fU9cisptSZ9xbAHc57Vlw69BfWM4juo5XjlMcgXrgAfNk9QTnmnrapdbJnMixRkSMVIAIx0J9CeAOp/CqUroXLZnV+EbTz7bUrkpG1w3+jwluQuRlj/KqGtyw+H/DK6PczRC7dWkcpyNxJx9cAD8q29Htm065srKPPzQG5nY9mOBj8BivMPGOoLqUup3YYt+9EUZ9l4zWbdzohE6XTfEei654ekg1EWtncQhYjNsDNIRglidvGTn868b+ID2D+Lrn+zVhW2CJjyfuk4ySMe5qSHxDfaXBJDbv8k3ysu3JyeOKf4p0S10SC3tX+e+MYeeQno5wdoHoBx7nmtYtIycHdnJJy4q7EeCG/CqIHzVciGACc/WqILaMVXIP4V6R8KpA/wDbKqcSqkci5OBgbs1w/hOx0zV/EkWnardz20M52JNHLFGsZ7ljJxjGeByTgd609H1Q+EtY1i28ib7RHciKOO5ADoFZgdwUkZxjoSMmplohLV2PWprxsO5ZlIP3T2P9TVrw2893rNunGEbzGz1AHNYN1fLNZ2cvmpIksSyfIc4J6qffPrXW+BLQvf3NxglEj2bscEkg8flU30KS1OuuRGs8VxLyyBioPqRivMPErFJLu7lJLNnmvSbombUGJOEjQ8V5b4+uAum7UGC2TUG8NzyW/lFxK4zjca6LW20/w/otlY2So7lAbiXGTIxHPNchM5Dkmq9/eS3EKQsxYKeM1SLnpqQFsucDv0q1auynOR9DVFWOfm6Y61ZjYjGOhFanKzR8xXQN0xUUkpUAH8Kqzu6Rgg7T7VueI/Cmo+HfDuj6hetMs18ZPNgaMgW+AhQMf7zK2cdunXOGS2c9dttlkCqAAxAArNYksSaKKDGJ638CCRr+ogd7QZ/77Fet3LEaxOe4ibH5UUVlLc6Inkfjl2OlQZPXk15fJ9+iipibLYjk6CrtrGuXGOgooreBzVtyHqV9yQak0vV7rRdTjv7TZ58W4L5i7h8ylTx9GNFFWzNE+kzvFa3sa42uFzn2zWZcALcOB0B4ooqGVHqJEBuJ9K+tPBNlBZ+B9IihQBDaLIc92YbiT+JooqJlxOX8QMZ75ZpOXMZbNeOa+SNQk/3qKKzZvHYzrCd4LvfGQDis+eRpLiV3JLE9TRRV09yamw4KAlOJ3W2W5KniiitTnZq694sk8RQW0M+kaZam3RI4pLVJFKRrnCAFyoXkk4GSefWuv8V3Mthoytbna0z+WzdwCOcUUVhV3RrS2ZgeFZHi1S3VXYJcMI5F7MpPSvTdNTztcg0+Rma2W4ChSe2aKKHuOJ6DqBMdldTrxKYyu70BNeJ68oj0g7eMsT+tFFQtjogcCHIuon6lZFYZ9Qc1peMLiS6kguJTmR8lj60UVUd0KezOVB6VbiY7gp5FFFbHKjR0/XW0V7iP+zdOvoZXVjHeweYFZc4IIII6nIzg9waks7641bV77VL5/Ou5W852IwCxPPA6ew7UUUPYnqdh4bvZbuOe2lC7FIcEDBBr3DwEd2lucDO4An14FFFYm0S/cuyrfMDyARXlvj4Ys0HsaKKTNY7njtx98/Wq6KGuVB6c0UU4lT2I5ABKQOlSwjnHtRRWyOUW64iyOuRUuoeJdX1TSrfS729mntraV5UEkjMSz7c5JPONvHpk+tFFNEvc/9k=", 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", "info": {"video_id": "145596", "label": "pushing remote with remote", "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": "fbbc2f8e9d4d24420fd8343a57bb822c824263ea39a4d32832e044212d039dbc"} +{"episode": 20172, "episode_seed": 1995677295, "split": "train", "timestamp": "2025-10-13T03:03:35.509404", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1995677295, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting cup with knife on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "111515", "label": "tilting cup with knife on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "111515", "label": "tilting cup with knife on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "81dd1bac7dc6cc00a5ebe8b27529b3dca3e8e350f9031b56a6f38155672fcc75"} +{"episode": 20173, "episode_seed": 785345662, "split": "train", "timestamp": "2025-10-13T03:03:36.743984", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 785345662, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe shocks so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "122592", "label": "poking shoe shocks so lightly that it doesn't or almost doesn't move", "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": "122592", "label": "poking shoe shocks so lightly that it doesn't or almost doesn't move", "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": "d899a748514d995578d87260b57226de0c9177bae157b411478a3674d5cbe144"} +{"episode": 20174, "episode_seed": 2267033570, "split": "train", "timestamp": "2025-10-13T03:03:39.436998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2267033570, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 page 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, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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IkzY1KYWWr297HMYY9wErgZwpPOR3xx+tbcUtqFmhvNQa8jl2xKYBzw3TIHA6c8nvmsF1F9p9xBKAs0TtFKo/vKe3setb2hquoaLHDBLJZXqKqXbQx5d1A+Ug9s5z9c1dHlvaRNf2ll7P/gl+2tro28J03RYLdSzBzdH5gMAAjvz/AEq9Ld/2J4eE+oJELgDHlx4/eSHoB7nqfxrn7nxFJpM82kaVumkjfM1xdNv2M3O1QOuOvJ4zis6/kkuCLi/mkuJgNoLfw/7oHArSU4rSJlGjJ6zdxNPgluLgzXZ8y7bl3zkEe3sOgHauqt41RBgA1zmmtllVBtUDjNdNaL8q85Nc7bbOlJJFK7t2nZuMDnFfHRJWQ49T/OvtqWNfKbI7GviYDMjfU/zral1MqvQmUbsHvUo7UyMdql281TMy7o8gXXbMFcqrF2GM8AGujKPcNvI3EkBVbpz2AH8qxPD8BN3dXBBwqCIADJJPPH5V6Ho2j/Z0SdIy1yy/NJIfuewHapk0krlxRhPpF6jIJImZiuecKg+o61NFBB56wNcMW3hCsaYVD1/pXZR2UUXMsm6UjpjpWDceKbVJHisbYzsDgyE7UJ9u5qVJMt8/2SZjb6LEZypWIZBUckk9Bz3JFcmtklxfzXJUIZn37FOQO45q7qV7c6g6yTuiqnKRoMKp9fc021ZR0HPX8acpvl5UONPXmluW4rVYVJjJQ+qnBrnvEExjv7d5GZ/M3Bixyc8c104BdD7iuT8YKYnssdDv/pURu3YqaSVxIbeQ5ki528ke1b+jzCdAJCMEVz2hX6hxG5/+vW7JCLC+Dxn9xN8ykdAe4ptEplqeJrGQgcxP90+lRFUuY2VxnI5Bq0k6XCCOQg54IrPVZoboWyKZmkOE28k+1JFNmxoGmXerQ3UdsyJ9mIZmIBOMHp69O9SrFbeWm1Lm88zcQQDtyD3446V1Hg+1GjadKLmNRcXTbpA3GB0C+nqfxqS1AiDRTKpdWbCwr/D26DrXSow5E76nG51HJqOxm2VrG1ghWEx7gSVYcgnrmub16/TXJreOFMRW7cTd3bvj2zWz4h15fs8ljaf69xh3Bz5a9+f73bHaudtAilQo2r02+lJzsrIuFNt80ya00pFQY6470+5t/LiaPcdpxx2rQhYFQBTJYN7EnmsuZm3KjzOHzbWZYLhXi5+XcMbTXpHhi5ivoDaXKqW+4Qao3EcUqBJUR1PGGGayYmuNI1PzkXNu38QP3fTNZ83MEdDp5ll0fUDA5IXOUb1FXLl1vrNo2PDCmS3cGtaaBL/rF6P6e9c5NfXFgNswym7AdTnP4U7Fp23Oh0awuX1CGwjkZhcuIwueCP6YGfyqf4jHy/FC2oDJb2ixpGjEnquSfx9fauf0rxc2kagNQW3M0kaFIlL7NpPU9PTI/Greqa8niuxa9nsUju0OC6SsScdMg9a2jy8uu5g5N1NNi7HcwqgyAoI6VUFzCbg4ZQvp6ms3Tp7nT3juLqximjGNomUvg9uM4/PNWdPtF+0RyyRqHYljxjqc/wBaztbVmyd2dXbL+5UgD1qwZPLTJ64pse2NAc8VSu7oKOoqSilrdwS8JXrg81b8Oa0kMLxOQs0bh1z3pNIEWoreRTIHT5eD+NMj0eyjv0juQzwOxVJMkMrehPr6Godm7MV2j020uY9TgDq4y4+Ws29tf+Ectr/ULKAfaJYGR2P3ieobP15rnbae48MXiRyyNLZSH9zMfX+6fQ/zro5dagvrUpIwwwwc01dMeklqc3Y3BNxHJBK09xMd1wZM4f3Pv9O1drbxNBol/qiDZKsJRE4OCO5/MVy11f6bpSCVSrS4KoPXNaCfEnRLW3i0tLG6uUf93I7bUDk8E9c81rFLqRUnayRi6BNHbvdJIwL7yWLdTzWreajbNGACgbtk45rM1BtIsdSWS30m8mllBPlC7AX8flz+tMu9Qh1e2tbJdMgsxFI0kscYJbpgZY9Tyalx13Gp9LHRaOY5jmNlYDuK6GL5e2MVj6BbRw2aqigY9O/vWrNMI06jp+NQUFzdAQyew6V8agYZvqa+qdS1BQrLnkg9DXzdcaFIpLQShxno3Bq4SS3Mpq5mxH5hVnAxUTW81s372NlHrjipA42k+1aPUyO18NLDY+HxePDummmKx7RycDH+NdxpKXl5bhnhaLJPyD5Rjtk9azdAtEtNKs4XjGYoxycdTycfia1J/E9npKkXNzErDnZnLfkOat0FJ80noNVrR5UtSn4y+06Zo8UUTqn2l2RzGDnaBnGfeuH0uSNICDgnrzXSat410nW4fsckN3MvLqygJgj0ya5BbnS7a4Ktb35XP3GlRcD6gVM4RXws0pTdryRfunidSAc85xUloME1Rv2guLqE2dv9lQRDKiUuWOTySe9aVjFsiBLFiepNYtWNk7lyOTA/CuY8YZl+yMFJC7skDp0roZnCA1QaQOxGcgUk7O4p6xscTDK0MokQ8iunt9YjnsHjmJIxkD3pLjTrOckmMK395OKxbq3Nnc+UCWQruBIrRNSOfWJ1OlW13c6NPqYkjCQyeWVbgk8f410XhXTHl1Br26coYh+6x3Lf/W9PWr/gCyjk8JQCZQRLK8mPX5sD+Vdzb/ZbQgHy4+PUCuiOGcmmnZGDxKjFxauxltaxrGZWgdlUFi8g6AdT81eaa34jutZ1GaC1mlhsE4EcZ27/AHJH8q9T1O/tZdHu7eOXdJLA6LtB6kHHNeCvM9hqUkM6PGwxlTwc4orUlTtYrDz527mwy+TDtjUDAos1ZnBJzWc99K9vvRcqX2Dnqau6Q0khyybVXjr1rnOo3om2inyTAA81XPHOapXFxtzzSAkdV9aryoroQSCD1FOduKqlzuNYEmbNeTafcvDbvtQgHntn0rPNxLPcbpXLH37Vb1dSJYpQMD7pP61SAG8e1dEdjKTexZA3qF75zVyxm/s65CEkxS4z7GqdsgDFmNXZUSWIA/eyaZKdmdifLvLFdpHBBAphUKykc7fT865W01SayxE4Lp2I6ity1v4pE3rIGz29KTOlSTNee+2xKN3QViXl+T1aqtzfbWKlhWZo9t/wkHiaTTZ9SmtY3SQxmNN5ZlQsF9AODyfT3pWuDlY7LwROtxJqO452+X/7NXRXlvFcRNGxYA9weQexriPhrO7w6gGYkYiIz77q7G5lwa55/GSnfUr/ANp3VpayWuoxJc2uMGTGQR/tL1Fc1c6m0UsiWMjCBuAGO7H0zXRT/vYXQ4O4EYPvXGRqU8xH+8jFTWkNSJya2LkMrOFkkbc3UsxzUv2Tzg8nIK5YEVVSMMoXPQ1tWnloAhbI7/lWljG73Om8NahDfqDLgzKoRs+taklmsdzcP8vzPnj0I4/pXARvLp119ptTkZ5XPUV0ll4hjvSqltrdQr8Z/wAaGdMJqSOssLgW8TAnGBVO+1XGVVhWVfaiI0BRgeME5rj/ABNrM8elu9vK0cm9RlTz9KjyNGza1TUvlOX4rzh/b1rb1WCNdGg1a01jULgG5+zj7TEqLOQm5niHXapwp3eo9wMZ5KU42sQpJla4jEsLxtnDDBrBeA27eWxzgdfWugeXisbUc/aQ3Zlp029hS7mlL4r1OW3jtYZRbxogQmP7zYGMk/4VlF22Ek5LHkk5JquvD5qaM72xitpNvczSS2JYHkt5UnAOFNdDa21tdO0+0MWA/KsgAeUVI4IwKLO+awmwT+7J/KpNIStozVgtPLDnaQST19jWjDOEhINZy36z/dI5OTiobu78vgelQzW5Yu70YPNVtPl86SfJ6Y/rUXhuCw1rxOmm6pe3FtBO21Jo5oo1jPcsZOMYzwOScDvT7a0bTtW1SyZZ0ME5j23AAkGCQA2MjOOuDinKNo3M5TvoXHA9aoagim3djzjkVYkeoJfnjZcZyMVEdyXqW9N8aXWlaRBZQwKxiyAzsQME5HA+tRXHi7WLs5N15Sn+GJdv69a50AjKt1BwakVcgCuv2krWuc/JG97FyW5u7h/Nlup3KncN0hP9a2UtoNUeKU8LjJA45rIhC42k8HrTrO7awuOT+7J/KobNYNLQ1xpyxXe1c+WuNq9gT1rTsHEZYNVb7fFKNwwTjtTHm8sb89almpoXN4FBGRWHeXvXmqWq3ri3LRuVORyKseIfC2qaFoOkahfSTrNfGTzYGjIFvgIUDH+8ytnHbp1BwJXE5WNxyapSsQ3BoornEijqHzWMhPVSCPzrNiYlsmiit47GctzQZQIiBT8ny1PeiiqIKN1M8cgZTzhh+lbVpChDHkHHY4zxRRUyNPslK4iVLsopbaQD19apRajPouum+tAglhZgm9cj5lKnI+jGiiqQnsdX8N/lTUgOwiA/8errrhzhjRRXNU+IuOxniRiSCa5zUv3eqTqvRiGP1IooqqZM9i1ZAMuSMkHFW04vCB0I6UUVoZDJ3ZUIBqtpDG5dkl5VAu38WNFFKRdPqbmowbdPaTzZSyLkZauZ1ZQ2kyO3JV0xn60UU47FXZBq3iN9bggil0zT7cwIscb2yOpRFzhAC5AHOeByeazWPFFFTV6FUyuSc1Q1FRsRu+7FFFKnuVLYqDqKmjO3pRRWzMiwHYgDPHNRuN0gB9/5UUVJS3JLZA4PJB9RTLsERodx5NFFC3LWwmn642jmaM6bp1/FOyu0d7B5gDJnaQQQR1ORnB7g1fsr+51S+v8AULyQyXNy4llfGMsc9h0+lFFOfwma3J5TxVXcc9aKKxRRm3I23MoHcg1JCM4oorczZKvE5HbFJL900UUxEdrPJGrMrEbQMDt1Nas88htgxPOM0UVLNUYt1Izx8nuKuXniLVdS0u30y8vZ57a2keVBJKzEs+M5JPONvHpk+tFFUtiZ7n//2Q==", 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", 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", "info": {"video_id": "144365", "label": "tearing a page just a little bit", "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": "144365", "label": "tearing a page just a little bit", "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": "171ed44f98950a592ebcf5246e23c828af8dbeee7bb052ccf9208418da376b0a"} +{"episode": 20175, "episode_seed": 125633957, "split": "train", "timestamp": "2025-10-13T03:03:42.221951", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 125633957, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put plastic egg holder next to bucket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "13406", "label": "pretending to put plastic egg holder next to bucket", "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": "13406", "label": "pretending to put plastic egg holder next to bucket", "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": "987b0a9c0c8d7509d26ec5114537d95b91b4a1c1d26b4a5020034cf54ef5f5d0"} +{"episode": 20176, "episode_seed": 4167862387, "split": "train", "timestamp": "2025-10-13T03:03:43.844377", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4167862387, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 correction pen upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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DVLpYViJ5Jzj9KEk9xvYhSBEO8gF/7xHNDzRHh8N9Rmsya+Ld/wAKpPec9a1BRNs3MC8BB+ApPtcSDiPH0GK58zux4zTgLh+5A+tFkNo6BL2JjyBV2CWMj5AB9BiuetoyhBY5Na9ueKVkiGLdy3MerWMsJYKrEHB9fWtiLBwxHzdzjmqHlhpEYjlauIxzUslbmhE+O1XY2U4yBn6VlI5zVuKTipNEeUrmgnCZIxTgO2eKCS3U9KEQEfI5Xmngj8PrRCeOvXpUmP50LcT2E6kf40hbHr3qQABuaRwMdu/amxRY9CMZ5qQkY6mmpjHBH+RUnBXHFIbIt46ZNPRxn71NdSOawbAT6l4tn019VuLSMiQxCNN2WVCwX2HB5Pp70AP8YLJJBaLGA2d+c/hXE23hd5pzJLKVUn7qDArpNKuLvVUY3Nw8oQKRuPTNbMVq6qTj5fpVdCru1jGttFghUBUHHcitGKyReBjj2rQSJjg7fwqQRkZBUe/FWhNFdLcAcEflW1pyhVOCPyqiFwMYGfpWlagqo4HQ0E2NFOnWp1OR1FVYmJ7CrCHnpSGSD8KlVvcVAT7VjeKby4stDea1kaKUSINynnk9Kko6iNxg89q8gW1nlbJGBnvXQahf3FvosOoWGvajKrXH2fM8aos5C5Z4x12qflO71H0ESwtwA3PrTQ1Kxlf2ag5cEmplt4ovuqAB7VflVl479/aqrB8+wpicmyN1GMA9ajWMb+T+lWCjHGR+lLGrbuRx9KLkj4F2uDnjHpW7YHBPP6VjorDBI7DtWxZghegqRmkPrTwcdxUYyQPlGKQnHakxotxuM9ay/ETsfsoXJzu6fhWJZ3z3fjObTLvVLu0t3l2I8UsaLH0JLFxjGM8dScCn2Ml7Lqeo2t5Ncv8AZJTGq3ON6ckc44zwM44oS1HewqwyuOhFSxWI3ZbJq+sZAJzxTo0YtmtBOTIlt0XtSsFA4qxIGWqrlsH/AApkDQ2c8/pWjZtnjPSs4K2PwNXbQsGIxSGaisMjmrCn3qlExLnirIb2qGMsBwD1FWYpB61yviq9uLHQ2ntpWhlEqDenXBPNY2rHxLomj6beXOpXizXe/wAyIrgQ42lQTj7xDZx/9epKuUg7byM8DFPDHpRRQiSaM4z7Cnhj5pHpRRTQnsSKSc/X+lMbsPrRRTYoksf3B9RUqjk0UVPQbGTHG7HpXDT6lcaV4mmvrbZ50Ujbd4yPmUqePoxoopgXfCiDFyOwCAfrXUqgLYPQUUU0UiQKARyemaVQOfxooq0Jj1Uce9aMIwn4GiigRZiHJ57gVOvUfSiigTHHmue8Y/8AIuvx/wAto/50UVLKRyeqeIG1mOCKTTbC3MKrHG9urqVQdFALEAc54HJ5rcPC5FFFCAjcDFQhQSB2NFFUAuAduR1FSwgE80UVLAnC9OT0FatqgAPJ6miikDLo+7TGoopMEcFqOrnTNd1JDY2N5HLOGKXcO8BlHBBBBHU5GcHuDWl4bu59Ru9Svbp/MuJ3WSRsYyTmiinHcGdEPvY7VIgG8UUVYgm9frVY9BxRRTQh4AK/gas26gFvr/SiikBbi++KtgZooqRnPeM/+Rcf/rtH/OuIuNb1C+sIbC5upZYIHaRfMkZiS2OuTzjHHpk+tFFSUf/Z", 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", "info": {"video_id": "199042", "label": "putting a correction pen upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "199042", "label": "putting a correction pen upright on the table, so it falls on its side", "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": "0422d14ddaa9111c089c834e0c25eaba3fb281e889d2f2c1ee6dc971a372cb78"} +{"episode": 20177, "episode_seed": 3801496568, "split": "train", "timestamp": "2025-10-13T03:03:44.503398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3801496568, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a cotton bud stick behind the wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "20548", "label": "dropping a cotton bud stick behind the wallet", "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": "20548", "label": "dropping a cotton bud stick behind the wallet", "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": "4be4748179adf0407136d9930928141f12181ad366055a645c5976a074d39a4b"} +{"episode": 20178, "episode_seed": 339703794, "split": "train", "timestamp": "2025-10-13T03:03:45.737186", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 339703794, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving color pencils away from color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "26087", "label": "moving color pencils away from color pencils", "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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0bXsUksrAtqMMkzmKNP3bL1bke1aeh29lBbhrZmJIBbefrWKwbdd7OpR/5qa1PDwSe2HpgA/rmtMHUk5pGmZUYKcZpa8q/wAjfPk3cqRgK3rWFq/hlnnMlvPIin7w5bH4Vumzt4pFNs7K57qapy6jNDI9mwdrh+VdE4xXpyinueekmtTkbLS0a6ltmulwsh/eY6+1T3Og6eJ3LagcnH3QPStz/hGils9zFKwkHzMrc7qwLon7S30H8hXJUnOnJcrNPq9KqveQi6Jpuf8Aj/f8h/hUw0PSv+f+T8h/hVZWIqwGO2p+s1e4vqFDsL/YulCRMX0vUfwj/CtGTRNNLN/xMH6+grIdyGB960pCcmsK2Jqaam1LA0E37pUu9OsbSa38m5aQO+Hz2HHNR3Gn6T9qv0MsxAzzn/61Nvckp7bv5VDLn7XfRMfmK7h71jGrPV3OrE4Wn7CkrbN/oeoaedphX/aFdFpx3ajdMeymvNNN8Q3kk8OfIAzniIVtaL4j1CWe/YyxgLwMRKPX2ruhg5tM4a+MhGcU1ud5AauxNgE+gNcFF4gv88TqP+2S/wCFTS+Ir+GznkN0VCRs2Qi+n0qVgZ33OiWKi1sdUJEULudVycAk4qPwwLnWLV9Vumkht5ZGFta42lY1YqGfjJZsZx0AIFV/CGm3xuLq91qTzrsbFhRsHyU25x6ZJJJ/D0rqrUAW6gDAyePxNauHK7GXO5K5l3nhu3vZHMs85jkBV03cFTwQPStK3sra1hWKGJURQFAHoKsUUrkmVcItsJcnl8/jwAPx7VRt9Kls7i2nlZcsyKUH8JCEda1riHzNTtHLgIquSmPvMMYP4Zb86zPEktxayWk0MhRS+D9e36E0cnM35mkajjseZfEth/aVnj+/L/7LXMoc2Fsv95yf1qD4ha9f/wBrRh5lfbLIBvjU46dOKwI9dvf9DjV4wOOkS+v0rGWDl7S1zOOMi6F7d/zPQZjicD0UVZiPIrjLrX9QFycTKMY/5ZJ/hUkev6gSP9IA/wC2Sf4Vm8DPudUMVG2x192w81eR9wfzNZWpPNK9np9pIy3N9cxwbk+9GjH5n9uAQD6muav/ABFqiXTZvZAoVT8qr6fSuz8KxPBor6jeHfqAuFeV25bIkwBn2XArqeEdKKbZjHEKrJpI9N03whpcGhLaJaxgFcHjn8/X3rb0jSrXRtMhsbOFIYYxwiLgD8KTT5t8YHrV+gUr7HO+J/D8OoadLJEgE8YLgAcN7V5dcabcNeGMEERxIhkY8c54z6817hKN0Lg91IrzG3iWa2v7eYZcTSK3qOeP0xTUVLcITlB3Ry97j7Bb46ea3/oRrzvTmxdIPTJrqPEt5f6SkNmJlKpKSreWpJB56kVwNlrMSTl/JkIVW6uP8K5Z4WUbWNni41Kk5M6D7cLHSbqfguzBVU9ya3vCWjfar6O81BvOkiXcoPRSfQV5/d6kLqC2hERRTOCSXz0x7V634WZXseMbyR+NaQpcjvJamUKnNHQ9b0rSYZLKOR1GCM9KnuNOWBg0eNvrjpU+iSb9MhHdVqbUQfspIBI74rpg7NIynqcvI0U7zmUqABgKTya47UNMfRtatL61XejrIrqADt3IRn6V2c1suoQSBcAr9xsdDXI6VrJ1TW72zvojBNZ4V88hs9CPrXTJJu5K2sclbRGC4kRsZCdjnuKlletzxJpaWlnPqViieYoyyPnDD147153L4kuP+feD/wAe/wAa8qvhJzleJ10sRGMbM3FA3TNkfMJRj0+VDV7ws4+yv6E/1NcrBrEzQzT+XFuJYbcHH3Pr7VpeB7+W8t51cINhGNoI6k+9PDUZRld9DTH1FJwXeP6ncLYW+/zFeTd/v1OY/s6/u4jgnqetNs4yxGelak7JDZu7kABa9C559rHOapqJtE8tW+aTjFcjcnNy/rkfyrP1PxI09482wSBWKrzgVk3Hiaf7RJi1gHPdmP8AWsZ0J1Ze6aKrGnHU6IHBqYthBiuSPiW6J4gth+DH+tKfEt5j/U23/fB/xo+o1RfXIHTMc1qStjIrgj4lvP8Anjbf98H/ABrVl8RXfP7q2/74P+Nc9fA1bLY2o4qDZuSKJJACwX5JDk+yMcfpUE7r/asnvGCfyFYkOtXFzcxxSJEq5PKKQehHr71Vu9aul1UkeSD5QHEY9KxhhpfCzpr119XjLzf5HT6RcgyQfX+ldB4dm3W1/J3Lf41xOjTHzYRnkHBro/Dd1s0++Unnfx+te5T2Z4GJV6sGdHGwpLtt1r5WcCWSKMn2aRR/Wq0Uuag1icxaRczKcNGnmD6qQR/KhnUe02MwOouB/HAGP1Bx/WtG3/1WemST+tczoN2J83gOQ4Cj6EA11SjAxXDPc3WwtFFFQBXnKJdW7vwSWRT7kZ/pWN4vcrpkWP8Anup+laepMq/ZmPO2UH9CP615Vr15qWqeM9R0p9bura2V5PKSNQ3KpuC+w4PJq42TTZMtVZHlnxBlzqUTZ6yy/wBKwrSTfe2ik8cfzqpruoXN5cRvcTPIcsfmPrjNNspCNQtvwrecr1Lo5KcHGiovu/zOlmk3XTntmnxt3zWcZ90znP8AFViOTpQjqjsNuCJdUjiY4EksSE+2Vr0jTZzJpl/Cp+9eDH04J/WvKNSmMd35mTlJI249sV6b4bIlMIzw4MrfUmnidVEWG+16nr2hXJZlBPGK6euM0RvmyK7Jfuj6VyI6Jkdy+y3dvavMbi6Nrr93GE+SVRIWHr05/KvQtUn2RFD0Irx3xxdXFpbSXltK0cu9U3KecZ6VcdCLaHK+PJC9/bNn5N2Me9eWQSYMn+6a9K8Y20UnhyHVrXVr65K3Pkg3MSos5CZZ48c7VOFO71HuB5ZE33/pVOV0jLks2+5oSvtt7Vv+mpP8q9h8GS7mgGeCBXi0km63tl77zXr3gtmCQt3AGKio/eNaKtE970f93bLz2q/PKPLIrI0e5WaxQZ+YdaszvnAyRWij1M27tozhDcC6c27IA3UMMiqDaJa2l3LqEu1rmQAMQMdOlaZYxzblOM1HcESId5zxWqd0Jnm/jfVjFp8ixEgSZSvJZTzXdfEmU22o29up+Qq0nX2rzuWUnNDWgk7stxTgWU2DyG/9lNbvw+cLFdZ9V/rWF4VtrDVvEA0vVL2e1t7hwqyxzRxrGe5YycYxnjqTgVt+EYH07WNcsXSeMW1x5YS4AEi4Zh8wGRn1wSPSueno5LzOnESU1Ta6K34s9MtbhQoya5bxv4le2szaxPh5OPwrVW6SGEuzYA5rybxHqp1HVpGDZRDgVscz3KqyE2q5P8ZqpO/+kSf7xpVf9yo/2jVeZv38n+8a2ouzJqK9iVWzTtxqur08PXQpHO4kueK1HbOD6gGsUvV9pTsUZ6KP5VjXd0a0lZli3kC3sf1qrcSbtQJ/2cVBLKysrqxDBhgitnxJ4T1Hw5omkanetMtxfmXzYTGQLcAIUDH+8ytnHbp1zjhvapfyO6bUsModea/4FrS2IvowOma3dCci3vBn/loP5miiu6GzPLr/AMSJvWrszAE9qfqoDaLfgjI+zyf+gmiig6Hsd34HleTwxYMxySqZ/wC+Vr0cciiiuGpudC+FC0UUVAGdqfJA/wBmvDPE2pXGneMdSvINvmpO+NwyOU2n9CaKK1Xwkvc8Z1XiZB6Ej+VOtyReW+PQUUVX2jFfAaUTEu31q8nUUUVRrEzdX+9N9F/kK9S8Ici3/wCvZaKKrEdAw+8j07RGO78a7iP/AFa/SiiuTobTMfWugrx/x+f+JNL/ANdk/maKKoXQ4DxT4lfWNMSKTTNPtzDGscb26OpVB/AAWIA5zwOTzXnifxfSiighkinLQj/a/rXs3g0f6PF9KKKipuXDY9d0Z2VAAe1arsTiiiupfAYP4yF/vLVe4JAbFFFOJTPAfiFdzT+LGRyCscR28etcfKxooqnsRENP11tH+1IdO06/ilZXMd7B5gDLnBBBBHU5GcHuDW94T1K71TUNX1C8lMlzcyLLK+MZY7ieB0HtRRXND4mbVPhRpeIb6eHS32PjNedByTknqc0UVsYx3OlvwB4V0shVBOcnHJrnH/1r/WiitYbhIQU/tRRWqMmMY1ekPyD6D+VFFZVdjSBTlY8c/wAQq3qfibV9T0230u9vZp7a2leVBJIzEswHUk8428emT60UVxy+I6f+XfzP/9k=", "info": {"video_id": "26087", "label": "moving color pencils away from color pencils", "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": "9feea6379dbfa10d82671fe5cb4bcb5cecf488b7c8af991441e061f5343451ec"} +{"episode": 20179, "episode_seed": 3326078330, "split": "train", "timestamp": "2025-10-13T03:03:46.374397", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3326078330, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissor next to a cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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svnv5sjM0wBLE9+35Yqg7YiIDLy5+XbyAPf09q0oLe3a0vrOdVEqxiaGU9emcfQ5pMuKPoRFqdSR3p0aMwyAalEfc/qK8ZnqELsdpGOccGvLvCXhvwvrtzdy661zp8GmJ5moSGXajndtAB68n0969Y29sCs6+8LaZeaZfW7W/lrfSRvcGI7S5XJU8e5row1Xkb03MK9PnSOg0Hw/4U0uxl1XwoyNbXwQMY5jIhCk8jOSDluau/awH4auW8G+HIvC8dzHa3NzLZySbmgkYELlSDjA6ng/8BFdLFpPnSCXzA8R+66nr+HY1vDEqpNwjujjqUnDc39Pug2AT1rzL40qIbSbWrC1Q3llCtpNdd0SVunvjGPbfXeTH+yLJp+XxhUTuzHhR+dcV8Ukmtfhnd2ccT3N9f3Ue4IpY/KwZmwOwIx+NdN7LUzjvZHzdFJCvmbwcniPDYVSTzkY5GMj8qsyWi21xNY3aqssbYV89vb+Ypr2d8n+ssp1+sTf4V01t4bl8S6Eb6e6SG5iyioYzltvTPNS5o2hTbvpqa3wnjIfV1PO3ygCO4+avUFjAHevNPhHavFJqyuc/6rof9+vVhAB6jivPr61GdtG6grlcJnrj865vxl4autf02IWMoS7t3LxktjqMEZ7dvyrrhHuGQSR9KekYU5JGfpWcW4u6LklJWZxWseJvHPhzxDajSIZptFsYIofs6qGWUKo3k98k55r0aS9lvrMXgjZXJw6N1GeVJ+oOPqKpXVmwjFwozE4zn0NXpS0MYuLVgdg2yg8jPGQR3Fb1q9SHvWulv6Pr8jj9lBrTcbZm5LBjGcdKuXty88S6dEx3SjMnsmcfqaitvEOnFds6m2YdcDcv+IqhJr+mafJeXjTG6uJZdyJEpACL91ST+ZreGKoOPMpqxhKlUvblPIfj1DbRePbeOF9rDToRIB6hnA/TFebWUEU1yI3kChgQDwMNjj9cV7P4h8J2fivU5dY1J5xeXAUsEfAUAYAA9AK5k/DnTPKnIubkPETlcr06+npR9agzdYeSscAq2z288Nwnl3KEGN89cdQa+hYVyi9cYFeT3Hg7TVuEt5dQuFZhlGdQVP417HaqPJHHassRJSsb0oOF7kewHk4/EUu32FWTgMvPB9qkKKgzkGuaxsYl94W0y80m5tXtgkdzOs03lHaS4GAeKf4N8KW/ho3k1hJM4ZlfbKwIXCsD9cg810Vi0Rm2TFfJcbWPpmtE6PNp0/318l2HP94YOQfzBrf2cqsLJ2/rQ5pyUW7oq21nZ30++N1Dd4WPzD6eo/WrGoQyWdqkNqrie5kEMYweCep/AZrD1i1kSR5YCAARwOtc9/bGu+ddwPJOkURURlZCdwI5+nPFZQxlSk3TrQu11XUydBT1izZ+ItzJa+ANQ0LTYjNfXm2IRp95YwRuY+mQP1r55fw7ryH5tLuf+/ef5V7hZREPLJM+5ycZJzmppdqgnK5rb63U3asaRw0LbngTaTqy5Dadcg/9cjXoHwutbmFtUFxA8RPlbQ6lc/e9a7VlBGeOfeptNT97LwBnH9ameIc48rRpCgoSumXlRqeAe1TiAjHSneWR0z+dc5scV49W9i0y2v7WETG0lLPGybgyMpByK1tF8feG/AZ07RrvRljnvraK41C6gRQqNIMgEdSAPyroUgLH5hlfQiqWr6Fp+oSlr6xgm3qMNJGCcY9a66Ndwp26I5qtJSmmdReXFsuJLQItsRiMR4CqBxgY4x0/MVFaXytLgNUEVvBYWUVuybbVlUrs6oQoAIH0AGO9a9pp9u0QeEpKn95f88VdCv7WTjtJbr9fmctSHJr0J7vVHtdLfyz+/kGyP2Y9/wAOtfN3xi0U6N45eNDIyXNpBNgtkBsFT+qk/jX0Bbp9p1G5uX4tLWTyI2Y4XI5ds/pXjXxQ0fV/F3jGbVNPSN7JYUhgJkwSq5ycH1JNdMqkY/EyIQlJ+6jyd5C6hfKVQECfKgBbB6n39+9X5bdW0O3v4s+bExhmU917H9cVebwb4iTP+glsHHyup/rSw6Jr9mHSTTJmhcYdcD9OaiVWLWjNo05X1R9D24ATkYqQnBXnANJFv6c5HFS7XIUFQeT2ryzvFZAoDZz9RVmxWKWby5ivlSfKT6HtU17GsVlbR7BnaXP4n/AVnTtssZG2HIGeDWn8OVyLc8bGwmmT6fM8bKphkIBfP8OD+ucVj3dxd6TcPJaswjJ57g/Ud6XQPFUmsA2E/Mtuu4OTyw6YP+NS6jI2HAiDAAEZPU5q61CFaClB2a2a39Dn5pQlaepjy+OJbxin2WFpLOcYLKQBJjg4zg9arQ3N1qMst3fS75GO1QRgKB2A7VHqDwWVvPctGSANzBRksewH41T02+MyOjMhcHLAHgH0H0rCUaq/iTubU1HeKsXUC5dDjKHHWsnWtHkvoQbWQRSqD9GHvT7md7fUF4BSVcfiKvRyLJHnaQaV2ndG6Od8AaPdaVe6pHdxMhYRFT1Dfeziu/XaWA3Y/Cs3T1GZjzxj+tayCMqGz0NW25asnYdYwtNOsKMCWOPpTCr+bjIPNX9OeC3aSVpAGCEIO+SMVWMIaYEcjqKqy5UTfUt2GrWtpcGx1AL9mm4ViOFPv7GrN15SrKkYUxFj06EdP5Vx/iDSp7whoWKsvSprDWGsdOtrXUVK4i2q6qTkg4Of0relWSXLMxq0ftRK+t6XBewTwpIUMicbGwQPUGsy4hhtQvmOWLEKq+pp7eJbSX7Q/wBmkXyFOzaM7gO3t268c1y+saw0l556qVx+7iBznbwS2O2en4Vg6NHWUUioc9+WR2j3Ax8pBH0rFlnEGsgnbsuE2kH1FSadetdWCSfKT0NZuvN+5WRVAeNgwOaixvYo634fuTItzZyeYiHIjJ+Zfp6ivRYQ+0YzmuLstUSVE4OWA4967hWaN++Dz0q3JtagxWDkJwPyq7PbCPToJCMu5Yn6DAH65qsJjuzgke9W5r77SETYFRE2qM0Ras7ku90Z8vy2MpCc49ah0DxbLf8A/EtvHAEClkaQ4bqBjPfrWkY1aDawxmsm60e3jLzhPmKlDjrz/kU4TcJXQpRUo6mhqLuNwEiLuGFB67q5fWr1bCyknbaWA+VScb27CsbXHnZIftV3IwVtqea2Ru449c9KxNSm81VunlmaZiu1XJbbtzg5PU8n8zWsa/PJ6MxlQcEne50ej3wkQxPMGmPzSHsW749u34VoyNxw61w+iSyR6hGecE8/jXYXeILd5n6IpNYSTudCatcqzaoF1K2sIwrO53SEfwrj+tbukAtNN0GNv9a4vw/aTXepz3bDpxn3P/1q7bRYPLkujk5BXr+NOrBRfKiKc+dcxuBSSMDNOtozIwj2EsTgD1oSE5BBHBrQ0mExSSTseI0YjPrjAqYq8rFSdkZ2759uCPxrY0+C21GJ7CR9k6jdG3cj/wCtWYyuJ+DWHr9xe2c8Vxa7t8ZzleCPpVQnyMmcOdWOvuLXyoZoHcuc4BP8PAHHtkZ/GuO1STU9LinlsCWlRcqFYqGPpmt7TNX/ALV02KV3Jumj3yArg5JIz+YrMnnWV223McojG2QKRw3fPpV4jD06vLNbrsc8ZSg3FmRc3OpXyBLq4maPAJDtxV07IowgJAAwKwNY1VY7vyldTFH/AKzac5fIwv4Dkj6VoQ3KT26yBzyK53TUHu2+7OmnqhDIq3hUn5XGeneiZQVPKmqGoTGHZMsgO1s81OtyHXgqQRkUGp2W5kcEZwakWdwc9PwqLeCwHoKnTHrTbJRN9okuHPmHdx37U94kaHYcimwgcnrVjau8ZprURz9xo0MDyXMfyOyFNw/MH8wK5zWdU1XfAzXJGwk/INu/+h6dPrXfXkBlgZEbaxHyt6Hsfzrz7xVcRahcoLqe1sJ4sZilXYoIOd0bdCCefXkg07NpqLswTjze8roy9Tvbi5h+0SXKyxlsxwgY5245A/PB71Q8PzTJqAV1bD5zn1oR4ri9VLN5Joo02+YSSGPt7Vv6fbNHKrEHOfSrautTNe69BurWzyRqy5DI24Gi080PhZBhvU1s6nETA2B1X0rgtKkudR8Wzaa+rXFmmJDEI03EsqFgvsODyfT3pQp82gSqcup6HojmQ3CyckYH861ETI6n864L4fand3y6i9zO8vyxFd3bO7Nd1HIcVMlyuxSfNqTiMjufyq5HHtAx1xVRXbiriOcnikimKI2YZasW/tLea4dJpTHtj81FC5MgH3gv+0Ov0+lbYkK/KRWdqlrFfWpjfcrKdyOhwyH1B7Gqi1fUTv0PMVkmbUHMcYfYc5XgYxyGzweazbhDfuLl2O53xgdB2rotW0vV5i0Umpb4j1IiVXYehYU2DRxDZKu0cYP61UOWKsgk3J3Ze0Cw8q1ePdnuOKm1W3QWxUqDxzkVpabCIx+HrWX40kkttDaa3kaOQSKu5T2NNK7Jbsjmt4gh+UbdrZ4FemFwQo9q8n1u1ig0OLUbDV7+ZXufsx+0RKizkJuZ4gOdqnCnd6j3A9PQ5K/QU6sOUVOfMXU2+tWIguSeDVNOlWYsbD61galram8Z6VHdwrNC0W4gMMZHb3pRgrUcmQnFVcRwfiu4FzIqatJLbSxqE3xwb4pQDndxypOASPUZrk4vLur9PskLLCikb2UgufXmvU9QtxcKdwBNctqcMenWV3eBBmGFnHHcDj9atTbeu5DjZWvocpP4n03SNRFs8TzyoR5hjxhPrXRa3qsE0UcVrtcL87tj5TjoPeuN1Lwc0HhltRZj9rUCWQ5+9nkg1qW8MUBgvLqVUSQgAM2AEyOT9cE/SuuEYN36o5akppWOy0Owe00uPeu2ST94w9Ceg/LFbemRnzrjP8QX+tcla3xvPGUum3GrXVraSSbYpIZo0SMYByS/GMZ6ck4rT8LXV4up61a3ctyxtpRGq3ON68sOccZ4GccVz1IO3OzeElflR1SbsYzxUqmQDHOPrUUcgxzU6uvHFcpuWIwRgtyQPSmywJPncgNTIy8jNPR1K4OMiqEc1f6U8sipaxsDF/EhI2hu5x2yOv1rg/Mh+1TQs7bJPklJJBwRngkjIxnr6mvS9Whn8pp7NgZAhjkjYkLKh6qcdPUHsa82vJEt55Gh0u9+0tkD7QVZE993f8qrkTs1uHNo4tGffRtcSYtQTArZGTyT6n3rpdBhn/s/ZIvKnv6Vnadp8nkJ5nXqeK6rS4SikcYI9aqepEXbQoX9ir2vzdSKxUiEVspDklGwc/pWr4ykns9Haa3kaN/MUblPODXJ6/pWuaDoem3l3d3QlvvM82EpgQY2lAxx94hs47fXNVCk5K6FKryuzPVx941Yj6UUVzs1LcQGw1YxlScniiiqjsDGOxCg1g6xbQ3Kfvo1f6jNFFAGFBZW8crbIwvHar9vGobpRRVx2M5blm//ANT+FeQXeoz6R4sub612edFK+3eMj5lKnj6MaKK2o7mVTY6X4afKuoqOg8of+hV6KlFFZVfiZrT+FFlDyKtITn8KKKzRoPJ4qtOPnIoopiMi8jUg5FVGjXyenaiinETLdsoCDjtWB43/AORdk/66p/Oiirh8SJnszhtc8RNrcFvFLpmn25gVY43t0dSiDogBYgDnJwOTzXr9pEsj7WzjbniiitsRujKh1LTQohwM/nSoMA0UVyPc6Sdfuj6UkhO0jsaKKpCKUneuc8VxI/hjVMj/AJd26UUU4fEiZfCzz/xhrl5J4K05fkX7YAJioOSAOnX2riJbqfUb+2F3K0q7kj2k8BcgdPpRRXo0l+Zw1dzr9I1p9Pswr2VjepIFJS8h3gFMhSCCCPcZwe4Ndn4JvbjUb3V7y6k8ye4dJJGxjJO6iisK/wADNqPxo7eMc1aQDIoorz2dhaX734UpAyDiiirWxPUrTE5I7VgX8KEkkUUUAQJEioMCr1sMdKKKt7ELcwfHP/Ivse/nJ/M15xqWvanf6fBp11dzTW9u7SoJJGYlmxnOTzjbx6ZPrRRXRQ+Exq/Ef//Z", 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", 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", "info": {"video_id": "117649", "label": "dropping scissor next to a cup", "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": "117649", "label": "dropping scissor next to a cup", "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": "c81610b70da5a685477b4a762795b03f18f0266ce142dda031dc694d23d5e353"} +{"episode": 20180, "episode_seed": 241721669, "split": "train", "timestamp": "2025-10-13T03:03:46.875043", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 241721669, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that water is inside bucket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "207556", "label": "showing that water is inside bucket", "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": "207556", "label": "showing that water is inside bucket", "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": "3c348182d3430bafbc0318387879ae940ae2c5641d66009129ca793e19c2290e"} +{"episode": 20181, "episode_seed": 1271473197, "split": "train", "timestamp": "2025-10-13T03:03:49.614447", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1271473197, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding bed sheet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "214993", "label": "unfolding bed sheet", "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": "214993", "label": "unfolding bed sheet", "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": "c47d01a095fe49f1018aca59132677feee6bc8e552e8575156e2a1ae317804b8"} +{"episode": 20182, "episode_seed": 1223854822, "split": "train", "timestamp": "2025-10-13T03:03:51.506256", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1223854822, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take a piece of paper from underneath the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "40334", "label": "pretending to take a piece of paper from underneath the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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yY93I/GsUAtwBknirjafdW3lu5EZfkYbkUitWrFt7K/8ADd/E1xbxlmHAJDBhXYxXttf2lvIgSOVWHyJwAe9cFdTTTyqjSPI/CruOTXa6No5s7KIzZDsRx6Z6mkO1jXtoVh6HcW5ZvU1ZJrJ02WSKaS0l6xjKn2rT3VrHYxluUbo/vPoK5DxGzzRwuRhNxVB3+tdbdN++b8K5XxFCY44ypAjLlvoe9TIaMaMN5Z6+nWqrgg1bRXmDPnaq8/WoJQxO4461KKIl+8PrXv8ALekwKgYqAPz4/wAOPpXgA+8PrXtZkyo+gqkKxBeiOWB1k5TGT+FefvrGoMz21uimHGW3DOF9z2rpvEmoTWkEcduwV5CdxxniuOk/dpIwJBcYIz1qJPU1jHQ2NM1x2vVtbe0Bjz+8kJ6D1NdJFOk8YkjYMp6EVxWkXccFlcKzBTJk5Pc9MVv6FMGtCmfunP51pFmM11Lty2ZPwrNndpZfIRsDq7eg9KvXB/fH2ArOUBJnhbjcd6kcZ9jQxIzry9kjmMFumFTtRHO11HvUYmjPTHUehNU7lRHdSowT72ehAPapNPBeSVh0x1J/XFZJu5u4rlGakFkhEo7jBrsvhFdxwNq6sf3jCEqD3xuzz+IrjL8hkkZAdm7qe5xW98OiqNqMjEjaI+/H8VWjI9hW8O9dxyuefauM8WeL7LTJGt7PE9yPvYOET8e59v65rD1/xhPNG1tYlo4+jSZ5Ye3pXAv593MY4I5JX67UUsaHLsWoW1ZpP4s1E3TTBogzdQIxg1oaTq17rV7FbTqphQZZkXGABwDXMy6fdwjM1vJH/vrt/nXZeFJJjYsk0inD/IvGQKEhN9Tp88AAcAYqneH5APerWap3h6D3rQxM25m8tQAMuxwq+prjdRRk1SVd25s8n3xXWuMXbZ++y/IT6dwK5XUgV1WdWzknv1rNmsSF4ikYGQWNVX9B2q2SWgyTyDg1TJIyPWkNnrkt09/KYLc4hH+sk9fpVpTDZWzFRhEHOOTn/GqiRRiGRRlbeInGw8vx8wP41DbXSywRTWkDFJXw4Y9ABjNK5TQ+e5mR5ZZIt0SZaMJ95hj/AOvSzKtzbFWGNy8jOcGl8pUUpC2z5TtI5wSarLKixsbYiT9585Jxz3x700yWuxwuqO66vKkjfOuIz+AGKzJSGY/MMdqv6lIZdYu5mG3dIRg9R2rOkzuOQB9KAGYzRjFJS0yRfrSUc1u+EtEtfEOuDT7u8e2DQyvGUj3l3VCwX0A46+1AzLtIvMLZ7YqzO3lryxJ9Sc1DZHAkz7U5I5L+9itovvyOFFQ9zWOkbm94S0X7VK2o3C/ukOIwR949z+FdfcnDRj/az+lJGkenaasUKbkhQKFXqapP57yTSxTI4fJiQnIUgdz9arYizYlyZEVpoQvmgdx1HXFQLrWYVfaC38Q9KlimYxhJTmdFBk47mua1B/s9+0iH905wR7072Fy30Zr/AGyS5uScYHeszxNzZwenmc/lSwzlVZlIycYpviFt+mwt/t/0ouS1ZmBF8yMpP3e1QOp3kVPbjqc9sVA5wSN2RSGNH3h9a9guLlbeDzHycAYA71xOt+HtGtPDdtq2l395MGuvsubmARrckJud4hnO1ThTuH8Q9wOhgjfU7kTzACFOi4ODQ2VBXMnVvNljS4nOHkPyj/Z9awrs5XFa+s3iXV6xTHlINi/hWHcuCOtZvc26FAliBGD34rf066e1ZRGcDABHqKwAjSFmX+GrdvJuHXkda0TsYtXO0eQSOWByD0qC4i86PAOHByrehqHT3LWiZPTirRNVuZbGdNHDeRl5FIkXhh3FRuixgW0QIZhlyP4RVqdHWUSxdfusvr71FFGY1Jc7pGOWPvU2LvoZ+qKI7ZEUYA4FHhu8a2tr+FBzMEBb0Az/AI1qaFY6brXiePTNYu57a3mfYkqTRxrGe5YycYxnjqTgd6zlsjpesarZGOeL7POYtlwAJFAYjDYJGfXBIpS0RUFeRDfvtQ4rGjklSTdE7qx4ypIrTvsyAgGqyK0MJXcSCcke9TF6Gk1dkM8kjbQ8jyP6sxJrtdN099Ojs2+62P32T3PNc1oNot5qgkkI2RfNg/xHsK7mQpMHXIYZIbFUZstJIrrkEH6VTvG/eKAe1ZUcrWN0bdyRGxyhz0qpc3MjSsA52jgYNacxm4a6GhMqTxlQ3zjkEHoa5HVdz6pJx8+BnHqOtdPZFfLzn5j1rntbOzVy49B/KpY1poVCSIh781TPWrDeYyCQZCg4FdD4k8FXvhvw9o+pXglW4vzJ5sBiIFvgIUDH+8wbOO3TqDhFM6FZpG1HTgXO14yzKOASc5zTpbhoraQqqfLOyqMcKKKKhG0uhK2Y7WJUYqN0Y49OuKz75BJbwycq32hSdnGT/kUUVT2IRxtyPM1a4Vvu+axx681VlGRu75xRRTMyGl9aKKYAR/Kruk6rc6JqcWoWmzz4gwXeu4fMpU8fRjRRQIghYiOT8K1vC0Kzawd2fljYjBooqerNFsju3AtgpjH+sdd2ec9qjeJFbaqhQwYnHHJoooBlCdRDZMsZK4QjI61y7SNMZI3OQGIHtiiimERtmxZCpPA6VY1kk6PFn++P5UUUImW5ixkpnHpUT4Dk4zg0UUIRva/4tk8RW9tDPpGmWpt1SOKS1SRSka5wgBcqByScDJPPrXZag5tNIkEPy7UCj2zxRRQyonCTkhW5rKLsepooqImsy9Aii2XH8XJqEfu7obe5ooqzNbHT6b/x6r9TVsmiimZMY3SoHPFFFAFCLX30e4uYzpunX8U0iuY76DzArL0IIII6nIzg9warxajdatf6hqF7KZbm5k8yR8YyxJJ4HQe1FFTLY0p/ERy9aq3DEIcUUVCNpHUeHbSBNEiuQg853OWP+9itBEFrceTFnY7Mxzyc8UUVp1MuhW1hA1lIx6oMg1z8Ts0SknJxRRQJbF6ydvtCjPUGsjXv+Qqf9wUUU+hPUqOxEGAehFXdQ8T6xqmkW2l3t9NPbW8ryoJJGYlmCjkk8428emT60UUgZ//Z", "info": {"video_id": "40334", "label": "pretending to take a piece of paper from underneath the table", "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": "f571a6bf43dafda5fab216d9f591ac315e0256148cc6d6cb614069983822fde3"} +{"episode": 20183, "episode_seed": 3397243054, "split": "train", "timestamp": "2025-10-13T03:03:52.861120", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3397243054, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "91693", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "91693", "label": "folding paper", "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": "c843d22f038a0010fa399d7dc6fec5d63e256e179416b12bf3a23bfcb061d3be"} +{"episode": 20184, "episode_seed": 3779747835, "split": "train", "timestamp": "2025-10-13T03:03:54.781758", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3779747835, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paintbrush behind mug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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r61mfGfLwyFj7MePzxXH3C3ULzQm2niEJIkJjOVI6/TFWdF+Jd/bOWvY4JYQR+7RNpx3wc1Y8fapBf+IYmt7qUpPZwu6rIQpJBxkepXbmsZUqaV0XGpVTtIxo7sRhG3AoxzuBzmtWGbKB8sy+1c8qiP5AAVXtmtSyuVhQqcFSOM9qhrsaF+VmB43MnBr0hFdwN7YGOi8D8+przJJGb7oOPQdq6SXxJcKcB1HHYVpTlYyqRvY7KMDbtULt78VEt1Dar5U0wHlnCknqO3+H4Vws3iO6KkNM5HoDWLe63K/O/b+Na8/YhU+56hLqsJgaSF8qpwTXPQ/EGA2k8M1u7XMUhjC52jHYn0rgU8XyafE6Sq0sTc4xtye1dD4f8O6prAstUutT0qA3ZE0WnSsDNLED2B6ZxTSbHJwitjWuIPEPiHEs7RiMgGOB5REv12/1Nc/qmnX+n3Iiu7SYS4yqKu4MPUEcEe9Vbf4gyWl+6JZrM/mlZHmYgls4PHauo1rxFYeJPAl1cRyPBPZTRkKHIKsWCkA91YH9PasHRi9ZN3LVWcdElY4uaV0uDDcLhwA3lMMEDsSO9Xba58yMFSMY5GM1hrkZl3u5bqSc1asWEUu4DHPIqOVdDS76m40p8oFWBA4Irf8ACDFzeKrFQNhIA6da5pp1LZjyM/kavabqMtkkzRPt34zgemadN2ZE1dHosSqpwo5NRz3EVtKsjTKMja657dj+B/nXBy67ctyZ3x/vVm3OsyspXdgfXrXR7TsZKn3PSRrlm8qwxud7dM1g6l4ruNI1WArC8tqxKTY5A9Pp9a86k1i4gkE0Tvle44FXNHun8WXsz32rQaNplkgee5cbiWJwoA7sTn8jQryZfuxWqOvk1PU/E4lVJksbPdtdS5AJ9CRyx9hx0qK98I6jHZvNbvBdwouWWAkMB64OM/hWL4i1A+FYNJ+wXa6rbzRO0F4QQjHcScj+8AV4rQ8L/Eud761ttQiiPnSbA8a4KEnAyM8g1EqUG/euxRqVErwSOfu1uILcyy4ijBACrIpds+wOaZBdhJBGTsyOMVBqy2LeI9RjtFUQpcyCML0A3Hp7VXXBYbgMVlyxWiNVJtXZ0kcmeGZsNwGqGSR05YE46GoYbsCARkAkcgnvUykyAZ3bD3qVoBUd8d+Ks6Jo0/iHUvIiJS3TmebHCj0Huewqna282qXotoDgdXfHCD1r0vQ4rbTbWO0t12ovJ9WPqfeuhIxbLOpaVAPDc+n2sIWKOE7FHtz+deCa1Cz3jKQVVTjJ7/SvpNB5gKnhSMH3rw3xXZx22oyQ5HmJIyke1OS6ihLoSeHH0jU7e2tdWka0uYCggvkG4bQeFkHcD1rU8Ra1qsk7rPIk8ELMkW+JZAV3EjqD69fSuSsUKtgDrxV7UXuxbZiZl6KcH8OaUGpvlk7GsZey97k5l2/yMu9vLq9nUTOTt4RMYCj2UcCr8MZjt1GC2305qvY6e4cyyNufqcmtRUQxKAcccn1rKbSdkUnzO9rENuysMjvV2AhSWXj61SjYLKVxk+9W7UAs69OT1qWBeju3aIqcLg4471E8xOeahjIG/mmIk15dJbWy7pXOAOw9z7VpFaGbZPYWN1rWopZ233jy7kcRr3Y1o+NNEtdDih+yowiaIZY8s7ZwSffpXc+GdJtdH0/yoyJJn+aaXHLn+gHYVX8c2f2jRop26RvjHsR/9atHG6I57M8I0uQWesedND5sEgaOaLOCyMMEZ7H/AAr07RoLfw3pV9qekT2+o2FyY42t5l/eKMNlXX8Qc151PbCO7dQRgMQCDW5p8siISmRldpxxzSU9Un/wxpypPmtfy7kN3eWkDlk0ixWcfxBWIB9dhO39KoQSTXV608rF3LZZ25JNP1CW8u7po8Ac4LbQP1q3Y2fkqgbjPOfWlUj7PS6foU5wqP3I8q8xzFd+3PzE5Iq0iqB1qKePoxIIHQ4pVI8tSpIxjmslqimacU4twu5SR7GmSTE96jkX92rD86gnmCL15qoIiTCaUk4BOT0FdZF4PFt4Yubu+TN+yB1Q/wDLFc9P97HX06U7wfoCxzJqV+uZesMTfwf7R9/T0rvGjE8MsIAPmIVOfcYrZRMnKx83a4pknMa8lThvaus8P6OfENzp+o6fcKdUtWhWe0d9rMqYG6Mng/KOn1rM8RWHkXByMHcQcetU9LZ4HDozK6nKMpwQR6VClyKxbjz6o6bxPPouoapNcy6O0FxkrPJbzbPMkBILYII5GPf61zN1fo0P2S1g8i2Lhiu8s0jDoWbvjJwOgzWlrGoM0e54VkLnILDnPfkVk2dvLLKJZE2r1CgYwKucXFczd0y3UotcsItP8C9Cu2BFPGBViAZOc804wfuQuFYkZIPamQAKcbsY4A61zp3GXrY7Dk8qKtzTxvGjRsSed3aqNuCYm5HGelIZNkRzxg0RXvCb0HSzfKea3fCPhw6vOL69T/QI2+VT/wAtmHb/AHR39enrWboWjtrV3vmJSyjb5yOC5/uj+p7V6varDFBHHCiqiAKiKMAD0rdIxcjx7xvaLY6ldRIu0O5KKB681znhz7GZZrDVN62lyysZYxkwuudrY7jkgj3r074h6eXnSdgP3kWM+4/yK8qji2zA4pfA9Cl76PRpkfw74Vh0l4tO1axuneSKXG9R8wIb2ONwI/WuNn1GK2c/YbCC1k5/eoWZlHfaWJx+HNXrW4mitSsWeu5fT3rEcXN9OdyhEznhQM1VuaPPzL06mkakIrkcNe/R+pLp6uSXxjIx0q6hUvgHgcGpba3ES4Y4IHpTZk2yBmxz3FYN3Y0rIsIBuXnn+lacF0iS+XJGWHtzWWhHmqQSAexqwy7JxzgfWoauFzpLCODTrJYYVy5J8xu7MDjJrb0+cLhmwoHJJNcpd6lDYiSSd9qEhlHdiRjA/L9a5nUPEF3qswh3GC1HIRcnePw6npXXFNs5nseiaz442wGDSAJHJ2faCDsB9j6+5ryvU55f7QWaafzDOxzJnqTyOv41uWUE1vDGl0E+VPM8oscd8bv54rF8VGJ9PR42iEgbjy1wWIx8x/OtXFWsJPqW9LHmTgkjCjOK6J7WN4w2AQQdwz1rjdDuxIVYfe6/4iu3jcbI2PQDnHpXn1k4s6oO6MpoDD5kZ+8OR6lT3qu0ZIUq3XtmtDUIzLHlc+Yv3ce/UVRJVhGFOAo4I9KmL0G0RumJFOeT1pxfypnG/Cjkmo52C4xnAGSSaqaLbLr/AIpexn1Ce1jZZGg2x7izKhYD0A4JyfT1NbQi5Gc5cqL0TTyttRCZJWwi9zXW6JZR6cuOZLh/9Y4/kPauQ8H3MlxBeSysZJI0Rkz26k4/IVvX3iODTQwQedPjIQdB6Z/wrVR6Gd76nfw6la6faGe6lSKMd2PU+g9TXE+LPF1zrNtJaWa+XZAgsxYbnx/np71yi3+o6tewzSN57cuqK2FRcdcdh1rTaOOVV86IySPyfnweeABge3PrxW6iluQvLc5a2lLg7sblJVh6Eda6jTLffCqsfvc5HpXEPL9l1y4h3KVdt3y9Nw6/1rttFlDooOSuMg1yV421N6Uri3VkVHmbfmX73rjPWoZEPmKoz7e2a2WYbOcMeQRjtWMUMV0VJLRqDt+h/wAK54tvc0aINruGD4IpI9whfkDb/jUi5+bLcc9qy9TungsJGik2uWXbjqa1jq9CW7I1JLlhEAedxwoFaujaaCyX94BjrDGe/wDtH+lYOpWdraaFb6rpur304a6+y5uYVjWchdzPEOu1SQp3eo9wOsNykYcyMFSNjlmPAB5/rW6hymPNzHUabKHcEktz+FW9X8VWeiQHH7667RLzg/7XoK82vvF87s1tpQZVAIebuPoO3+elU7E/aYY2kVxxvMhX52yD0+pPWtYxI6mZq+oz3urSPcAq0pZwuMY554+hzU2moXnB28Dk1R8TRfZUtriIyMEcEl8dcYI68jp1qxo1wCwIOVOPy7VlWjpdGtOTvZnQT2G9ACeCMjj7pFUkjMcT8FWyVI9K3FO5EXPykd6zNQDD97Hg7vlYfyP9PyrjTu7G7RSLyLtx0PQ0wKVuP973qaQkFNvOF5zUcjbZkyQTxWiZJLDM0bsuO5yfapLG0fVrjaJNkCfM7Z5x7Vm6Gtrq3i06bqGoXFrbTPsWWKaJFT1LGTjGM9OScCtPRVmstX1W0m+0D7PP5AScAOoy2AwHGflHTj0raNO2pi53djs7BooljghXbEnCqorojqtnplkJ7uVY07ZPLH2HevOr3xNBpcbJFiS5zgDPyqfc1iR39/e3zT3QaWQIM5AKxgnp7VtCLepD1Zq+NfE13rSDyoWitIS2wHq3fn647cVylu3mbSuDuwVP16Vv3FpEYCuxzIE4IYKM8k8f3ef51xumT+XK0DNjy3IH0zxRUimtCoyszvLS132+Odyrnj1qCazEUysF+Vjz7N/9erWmyb4CTww4z71POFkiKN0YfMQOQf8AGvPbadjpMdw+9yp5A6n2qF0Zost1HTipl3KJfMbLdAR7UxiVhO5s9K0RLEDFUjcEdaJZmdgm7kDlh29qzdUunjsFWJysgYZIH3RV7WdB1fw3oOlX13PcpNfGQywlCBBjYUDHH3mDZx2+oNaxg2rmUppOxS8RMx1xlLEgRqQCeBSaZKy39q3BIc9aKK6I7Gci+13NJePuIyQzE45rI1iNEluYlQBfKRjxySVzn9aKKqITWn9djO00m2a3aM4JIJz3zXeW2QyoCdpbBH4UUVy4jc0obEgYspyfung1QkRSZxtAwFcY7EjJ/CiiuWJsynMS0wiP3Au/HqeKxYtSn0fX21C12efE7bd4yPmUqePoxoorrpGNTYveHpHt9L1VonKMkS7WHUYDVShY7t5OWY8k8+lFFbR3JjsdDp0pj0QFFVTJOUYgcken6VBdMZrRyWKmON3UqSCCOnNFFaLczS2+ZymoxKNRtyuV3AHjtzXTaFPJ9kchsFHAB9jRRWNb4TSl8R0SuzhST1JH5VWu1Bjdu6upH4kA0UVwrc6XsU5BsmZASQMEZrE1bDWsrkDKzbAPQA0UVvS3Mpj9a8TvrtvbRS6VptsYESOJ7ZJFKRrnCAFyoHOTgcnmpNavrifVJLZ3xFG4UKOM/LnJ9TRRXV9owjsybSbaKfUYVkTcpByPXB4rVuZXMkrE9cpjsAOAKKKpE1NmcrrbyS2b+bIz7GITd/CDgmo/DsjedGmflO4fpmiilV+FlQ+I7aCd3hYtgkHHSnyAOIwwyHOD+IoorzHudhkF2UKc5OSOfbP+FRXIyqD+820n25ooraO5EtjJh1ttHu7qL+ztOvYZXVjHeQbwrIPlIIII6nIzg9wamXWb+5a/vpZy1ze3CNNJgAkncePT2x0oorqWyOdfEVoDuh+YZ3Lk5+ma6ogQ6fbRxgKsg3vjqzDufzooq+onsvQzL1nlG4yOMlUYKcBgcg5/CuS+5qzheOv8qKKuRnHodrplxILW3bdy6/N74z/hWwCSeecjNFFeZU3Z3xKM0YaSAnPzFlPuAMiqTMUSQ9dobr7CiimhPcytSGLHOTklWJ9TUF74i1XUNMt9Nu7yae3tpHlTzJGYlnxnJJ5xt49Mn1oorqjsc0tz/9k=", "info": {"video_id": "1816", "label": "holding paintbrush behind mug", "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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r61mfGfLwyFj7MePzxXH3C3ULzQm2niEJIkJjOVI6/TFWdF+Jd/bOWvY4JYQR+7RNpx3wc1Y8fapBf+IYmt7qUpPZwu6rIQpJBxkepXbmsZUqaV0XGpVTtIxo7sRhG3AoxzuBzmtWGbKB8sy+1c8qiP5AAVXtmtSyuVhQqcFSOM9qhrsaF+VmB43MnBr0hFdwN7YGOi8D8+przJJGb7oOPQdq6SXxJcKcB1HHYVpTlYyqRvY7KMDbtULt78VEt1Dar5U0wHlnCknqO3+H4Vws3iO6KkNM5HoDWLe63K/O/b+Na8/YhU+56hLqsJgaSF8qpwTXPQ/EGA2k8M1u7XMUhjC52jHYn0rgU8XyafE6Sq0sTc4xtye1dD4f8O6prAstUutT0qA3ZE0WnSsDNLED2B6ZxTSbHJwitjWuIPEPiHEs7RiMgGOB5REv12/1Nc/qmnX+n3Iiu7SYS4yqKu4MPUEcEe9Vbf4gyWl+6JZrM/mlZHmYgls4PHauo1rxFYeJPAl1cRyPBPZTRkKHIKsWCkA91YH9PasHRi9ZN3LVWcdElY4uaV0uDDcLhwA3lMMEDsSO9Xba58yMFSMY5GM1hrkZl3u5bqSc1asWEUu4DHPIqOVdDS76m40p8oFWBA4Irf8ACDFzeKrFQNhIA6da5pp1LZjyM/kavabqMtkkzRPt34zgemadN2ZE1dHosSqpwo5NRz3EVtKsjTKMja657dj+B/nXBy67ctyZ3x/vVm3OsyspXdgfXrXR7TsZKn3PSRrlm8qwxud7dM1g6l4ruNI1WArC8tqxKTY5A9Pp9a86k1i4gkE0Tvle44FXNHun8WXsz32rQaNplkgee5cbiWJwoA7sTn8jQryZfuxWqOvk1PU/E4lVJksbPdtdS5AJ9CRyx9hx0qK98I6jHZvNbvBdwouWWAkMB64OM/hWL4i1A+FYNJ+wXa6rbzRO0F4QQjHcScj+8AV4rQ8L/Eud761ttQiiPnSbA8a4KEnAyM8g1EqUG/euxRqVErwSOfu1uILcyy4ijBACrIpds+wOaZBdhJBGTsyOMVBqy2LeI9RjtFUQpcyCML0A3Hp7VXXBYbgMVlyxWiNVJtXZ0kcmeGZsNwGqGSR05YE46GoYbsCARkAkcgnvUykyAZ3bD3qVoBUd8d+Ks6Jo0/iHUvIiJS3TmebHCj0Huewqna282qXotoDgdXfHCD1r0vQ4rbTbWO0t12ovJ9WPqfeuhIxbLOpaVAPDc+n2sIWKOE7FHtz+deCa1Cz3jKQVVTjJ7/SvpNB5gKnhSMH3rw3xXZx22oyQ5HmJIyke1OS6ihLoSeHH0jU7e2tdWka0uYCggvkG4bQeFkHcD1rU8Ra1qsk7rPIk8ELMkW+JZAV3EjqD69fSuSsUKtgDrxV7UXuxbZiZl6KcH8OaUGpvlk7GsZey97k5l2/yMu9vLq9nUTOTt4RMYCj2UcCr8MZjt1GC2305qvY6e4cyyNufqcmtRUQxKAcccn1rKbSdkUnzO9rENuysMjvV2AhSWXj61SjYLKVxk+9W7UAs69OT1qWBeju3aIqcLg4471E8xOeahjIG/mmIk15dJbWy7pXOAOw9z7VpFaGbZPYWN1rWopZ233jy7kcRr3Y1o+NNEtdDih+yowiaIZY8s7ZwSffpXc+GdJtdH0/yoyJJn+aaXHLn+gHYVX8c2f2jRop26RvjHsR/9atHG6I57M8I0uQWesedND5sEgaOaLOCyMMEZ7H/AAr07RoLfw3pV9qekT2+o2FyY42t5l/eKMNlXX8Qc151PbCO7dQRgMQCDW5p8siISmRldpxxzSU9Un/wxpypPmtfy7kN3eWkDlk0ixWcfxBWIB9dhO39KoQSTXV608rF3LZZ25JNP1CW8u7po8Ac4LbQP1q3Y2fkqgbjPOfWlUj7PS6foU5wqP3I8q8xzFd+3PzE5Iq0iqB1qKePoxIIHQ4pVI8tSpIxjmslqimacU4twu5SR7GmSTE96jkX92rD86gnmCL15qoIiTCaUk4BOT0FdZF4PFt4Yubu+TN+yB1Q/wDLFc9P97HX06U7wfoCxzJqV+uZesMTfwf7R9/T0rvGjE8MsIAPmIVOfcYrZRMnKx83a4pknMa8lThvaus8P6OfENzp+o6fcKdUtWhWe0d9rMqYG6Mng/KOn1rM8RWHkXByMHcQcetU9LZ4HDozK6nKMpwQR6VClyKxbjz6o6bxPPouoapNcy6O0FxkrPJbzbPMkBILYII5GPf61zN1fo0P2S1g8i2Lhiu8s0jDoWbvjJwOgzWlrGoM0e54VkLnILDnPfkVk2dvLLKJZE2r1CgYwKucXFczd0y3UotcsItP8C9Cu2BFPGBViAZOc804wfuQuFYkZIPamQAKcbsY4A61zp3GXrY7Dk8qKtzTxvGjRsSed3aqNuCYm5HGelIZNkRzxg0RXvCb0HSzfKea3fCPhw6vOL69T/QI2+VT/wAtmHb/AHR39enrWboWjtrV3vmJSyjb5yOC5/uj+p7V6varDFBHHCiqiAKiKMAD0rdIxcjx7xvaLY6ldRIu0O5KKB681znhz7GZZrDVN62lyysZYxkwuudrY7jkgj3r074h6eXnSdgP3kWM+4/yK8qji2zA4pfA9Cl76PRpkfw74Vh0l4tO1axuneSKXG9R8wIb2ONwI/WuNn1GK2c/YbCC1k5/eoWZlHfaWJx+HNXrW4mitSsWeu5fT3rEcXN9OdyhEznhQM1VuaPPzL06mkakIrkcNe/R+pLp6uSXxjIx0q6hUvgHgcGpba3ES4Y4IHpTZk2yBmxz3FYN3Y0rIsIBuXnn+lacF0iS+XJGWHtzWWhHmqQSAexqwy7JxzgfWoauFzpLCODTrJYYVy5J8xu7MDjJrb0+cLhmwoHJJNcpd6lDYiSSd9qEhlHdiRjA/L9a5nUPEF3qswh3GC1HIRcnePw6npXXFNs5nseiaz442wGDSAJHJ2faCDsB9j6+5ryvU55f7QWaafzDOxzJnqTyOv41uWUE1vDGl0E+VPM8oscd8bv54rF8VGJ9PR42iEgbjy1wWIx8x/OtXFWsJPqW9LHmTgkjCjOK6J7WN4w2AQQdwz1rjdDuxIVYfe6/4iu3jcbI2PQDnHpXn1k4s6oO6MpoDD5kZ+8OR6lT3qu0ZIUq3XtmtDUIzLHlc+Yv3ce/UVRJVhGFOAo4I9KmL0G0RumJFOeT1pxfypnG/Cjkmo52C4xnAGSSaqaLbLr/AIpexn1Ce1jZZGg2x7izKhYD0A4JyfT1NbQi5Gc5cqL0TTyttRCZJWwi9zXW6JZR6cuOZLh/9Y4/kPauQ8H3MlxBeSysZJI0Rkz26k4/IVvX3iODTQwQedPjIQdB6Z/wrVR6Gd76nfw6la6faGe6lSKMd2PU+g9TXE+LPF1zrNtJaWa+XZAgsxYbnx/np71yi3+o6tewzSN57cuqK2FRcdcdh1rTaOOVV86IySPyfnweeABge3PrxW6iluQvLc5a2lLg7sblJVh6Eda6jTLffCqsfvc5HpXEPL9l1y4h3KVdt3y9Nw6/1rttFlDooOSuMg1yV421N6Uri3VkVHmbfmX73rjPWoZEPmKoz7e2a2WYbOcMeQRjtWMUMV0VJLRqDt+h/wAK54tvc0aINruGD4IpI9whfkDb/jUi5+bLcc9qy9TungsJGik2uWXbjqa1jq9CW7I1JLlhEAedxwoFaujaaCyX94BjrDGe/wDtH+lYOpWdraaFb6rpur304a6+y5uYVjWchdzPEOu1SQp3eo9wOsNykYcyMFSNjlmPAB5/rW6hymPNzHUabKHcEktz+FW9X8VWeiQHH7667RLzg/7XoK82vvF87s1tpQZVAIebuPoO3+elU7E/aYY2kVxxvMhX52yD0+pPWtYxI6mZq+oz3urSPcAq0pZwuMY554+hzU2moXnB28Dk1R8TRfZUtriIyMEcEl8dcYI68jp1qxo1wCwIOVOPy7VlWjpdGtOTvZnQT2G9ACeCMjj7pFUkjMcT8FWyVI9K3FO5EXPykd6zNQDD97Hg7vlYfyP9PyrjTu7G7RSLyLtx0PQ0wKVuP973qaQkFNvOF5zUcjbZkyQTxWiZJLDM0bsuO5yfapLG0fVrjaJNkCfM7Z5x7Vm6Gtrq3i06bqGoXFrbTPsWWKaJFT1LGTjGM9OScCtPRVmstX1W0m+0D7PP5AScAOoy2AwHGflHTj0raNO2pi53djs7BooljghXbEnCqorojqtnplkJ7uVY07ZPLH2HevOr3xNBpcbJFiS5zgDPyqfc1iR39/e3zT3QaWQIM5AKxgnp7VtCLepD1Zq+NfE13rSDyoWitIS2wHq3fn647cVylu3mbSuDuwVP16Vv3FpEYCuxzIE4IYKM8k8f3ef51xumT+XK0DNjy3IH0zxRUimtCoyszvLS132+Odyrnj1qCazEUysF+Vjz7N/9erWmyb4CTww4z71POFkiKN0YfMQOQf8AGvPbadjpMdw+9yp5A6n2qF0Zost1HTipl3KJfMbLdAR7UxiVhO5s9K0RLEDFUjcEdaJZmdgm7kDlh29qzdUunjsFWJysgYZIH3RV7WdB1fw3oOlX13PcpNfGQywlCBBjYUDHH3mDZx2+oNaxg2rmUppOxS8RMx1xlLEgRqQCeBSaZKy39q3BIc9aKK6I7Gci+13NJePuIyQzE45rI1iNEluYlQBfKRjxySVzn9aKKqITWn9djO00m2a3aM4JIJz3zXeW2QyoCdpbBH4UUVy4jc0obEgYspyfung1QkRSZxtAwFcY7EjJ/CiiuWJsynMS0wiP3Au/HqeKxYtSn0fX21C12efE7bd4yPmUqePoxoorrpGNTYveHpHt9L1VonKMkS7WHUYDVShY7t5OWY8k8+lFFbR3JjsdDp0pj0QFFVTJOUYgcken6VBdMZrRyWKmON3UqSCCOnNFFaLczS2+ZymoxKNRtyuV3AHjtzXTaFPJ9kchsFHAB9jRRWNb4TSl8R0SuzhST1JH5VWu1Bjdu6upH4kA0UVwrc6XsU5BsmZASQMEZrE1bDWsrkDKzbAPQA0UVvS3Mpj9a8TvrtvbRS6VptsYESOJ7ZJFKRrnCAFyoHOTgcnmpNavrifVJLZ3xFG4UKOM/LnJ9TRRXV9owjsybSbaKfUYVkTcpByPXB4rVuZXMkrE9cpjsAOAKKKpE1NmcrrbyS2b+bIz7GITd/CDgmo/DsjedGmflO4fpmiilV+FlQ+I7aCd3hYtgkHHSnyAOIwwyHOD+IoorzHudhkF2UKc5OSOfbP+FRXIyqD+820n25ooraO5EtjJh1ttHu7qL+ztOvYZXVjHeQbwrIPlIIII6nIzg9wamXWb+5a/vpZy1ze3CNNJgAkncePT2x0oorqWyOdfEVoDuh+YZ3Lk5+ma6ogQ6fbRxgKsg3vjqzDufzooq+onsvQzL1nlG4yOMlUYKcBgcg5/CuS+5qzheOv8qKKuRnHodrplxILW3bdy6/N74z/hWwCSeecjNFFeZU3Z3xKM0YaSAnPzFlPuAMiqTMUSQ9dobr7CiimhPcytSGLHOTklWJ9TUF74i1XUNMt9Nu7yae3tpHlTzJGYlnxnJJ5xt49Mn1oorqjsc0tz/9k=", "info": {"video_id": "1816", "label": "holding paintbrush behind mug", "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": "cd46ca98f8739ff81b8327df76c992effcbb93e589e89b0c300166eb8ba206db"} +{"episode": 20185, "episode_seed": 1731479118, "split": "train", "timestamp": "2025-10-13T03:03:56.329795", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1731479118, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic jar into cup because plastic jar 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', [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": "168131", "label": "failing to put plastic jar into cup because plastic jar does not fit", "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": "168131", "label": "failing to put plastic jar into cup because plastic jar does not fit", "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": "3c6f7a55f05c81c456c5279684f425c59392b24af066fc5c1ba68b5818a5e552"} +{"episode": 20186, "episode_seed": 256145266, "split": "train", "timestamp": "2025-10-13T03:03:58.295643", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 256145266, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ghee bottle, gents wallet and scissors on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "38623", "label": "putting ghee bottle, gents wallet and scissors on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "38623", "label": "putting ghee bottle, gents wallet and scissors on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "241b841547fb2d87e3ae64847922e49bbb3dec826da60b275fe592a9e65a48c7"} +{"episode": 20187, "episode_seed": 779196788, "split": "train", "timestamp": "2025-10-13T03:04:00.448542", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 779196788, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle from behind of gatorade 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, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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l4UE/gopdblSbaSRZ8SztFrE84yWF0yKh6bVUDA/WvStAggPh+zMAAjaIOPYnkj8zXkGt3+o6iIru+TyipCwoV2kg5JYj3r1Xw7dKmh2zqNsflLvX+4cdaiSskaxld3MLxG/nak1vIfmUfIa50oY3KngitPXpHm1B93DZyprLZmd8t97HNXFaEyepKhwtTwdc1AoJWrMIxxWqMZEeokiHj3rnbt/Lt5G9jW/qhxEmO+a5jVHxBtH8Rrmmr1WdlOVqKfqZSEuwySfxq2M7c9h3JqrB8rA47GrYhcR7tgwRkHPoa3OREEd+ltcPCpIZs7/Tkdq3tIvNPsre7luCy2c8aw7UPznbgk/iR+tcteCNrhsjDgcMTjt0rb0d7aPSobi5SJwrsMMckEdML689aGtBKab9DZ8HXLf8JXcTFDsYOXX0B6H8K9QljEi5U84yrCvIvDF3/wAVJLc7sFgTjsc9q9V0+4VkVc/I3Kex9KxmtTem7oluJEksmlc7ZYzh1rg9Tuhc3hK/dHFdlrq7bB2XhjxxXB+WWc4FOmuoqgJ98VHqD4yKnA2n3qnqTZNTXWqN8I9JfI56/UyyqAcAVXTyI8iRgfaor6V3unUMQBxxVbZgE961ivdOepK82dXpENsiyXU11LbRpGx+TksfQH3rS0u4huLKefAJjGcu3CADqT+Qrk4n26L9lG7zFZcA9eT/APXrf0aFm8N31uke5/tMaSBDnKjljn04NJrS4JrmUSfwxcTw+I1MJIEqyLn1Hp+ldP4huvJ00snEjcFf61yvgG4V9clR+UZWZD/dbNb3jJ0DRrGfmUZIqWveLT9043GG3ZINPU9KfIqvH5sfTuPSo16itDJljdxTLh9qLxnrSii5XMa/jVkMotdOW+XinwsWGSSTVdh8xwKntwSp+tMkv2SnyGIB5Y9PpTj81pIC244BpLUE2rgdRIevTpU3kSJbzM4Hyocqo4APekWinaES2siBkD7/ALoHzH1PuMVburm2htp4ohE0kgxvQZIGOhY1kRt5c5ZevPH4Uxd80gjjVmJ6KBk/lVNLcxUp7WO78FTeXY7C2G8wlD6e1d9EUuYM4G08MD2NefeGtB1kKrC1eJDzmX5f0616HYaXcwne8o+ZcMuOCfWuaW51x2K0iMr4OTgYyaeoxg1buIBHJtJB44rM1O58iEKh+Y04q4pHhingVKr46cVCgyKlwB16+grWxkQ3LkbTjcOhzzWl4eureCS682URDaSrbM/kKzphuXFRoTGOvFUkmrGMnKMrpGnqeoG+nXAOxcBcnJPua9A8MapusY0fsm1h6ivMLdJbq4WOJGkdjhVUZJ+gr1TQfCGom1SW6P2cheIhy34+lZVEtjeje2pnXZSW8kt2JIzuicdhVF0KvtYcj9a6G8tFsMpIoTFc7Nfw3N3tiOdi4JA469vWmloU3qTqAF4p8XemLwlc9ZSXWoeLrnTW1a4tIv3nlCNA2WVCwX2HB5Pp71ojOTNrWTtSH3z/AErktRk3SY9Kdp+p3l9E5u7h5doUrvPTPWq1w3mSOwPqKya/eNm/NaikR27mOVXAztOcVekukyWUY47DrWeucDHpT0UMTudVA6lqpoxTK1zl5C3GTyaZ5mEwMD6VpRaXPfFRbROfV3+VfwrvPC3w0tbyAXmpSPMNxAiQ7V49T1P6VXPZEOipO5xfh+Cee8xbxu8g7IMmvWdH0rUGt9twoiyOmcsD610dlo+n6VbiO2t4oYx2RQPzqfz8jEEe736CueTu7nVGNlY5PxR5tvZqGfLKASfWuXjwOetdH40glNkZXnY4dflTgdRwa4bxBdT2mhvLbSNHIJFG5etaQ2ImzQc5kxWTdSbwW9Ko6o5g0aHUrDW9QmDXP2bNxEqLOQm5nixztUnad3qPcB88hWBiewqKy2NsK/i+Rz8r7riQ+rGg4C1GDlifWn5+Wtkczd9SlFczwyOJGJzwGPp2ro7O5v7vS447FhBFtZZ5A2MjPPHfNcvLu+ZOvPBzV+2v5bS1eFBtLrtLE9O3HpxTcDNVVuzqPBEiw63dKeYSCv054NbPiItNdEE5lUZB/vLXHeHbl4NQ8xeh4aui1W7ErJIh+eMZHuPSsnpI3T90z1yobaflbqKVeoqdlDxidAQrDLAio1XmrJuPHrUswzbn1rJ0tor/AMXNpd/qN1a28smxJIpYo1j7ksX4xjPA5JwKtabbX82o6rYObpjbTeWEuFG9eSMNtyAeB049KohlRjzU9r3+tdFZ+Cby5w0pKKfXj/6/6V0+n+D9PsgTKBLkcg9D9fWlzIaizkPD1wwlmi+zNOsnIATcAfet2Hw7qF8zWcRWHzjly/YdegrqpJbLTbQ+WqIoHRQAKh8OavDLqciQq00jJxsGR15yegqddy0lsR2Hw0sI3Et9NJcyY6cRr+Q/xrprPRdL0mP/AEe3ggUdSqgfrUk80yoWmlSBPReT+dVI7uyMp/5auv8AFI2azbbLSSL32tMkW8TSn1UYH5mmMbuT70yQL6KNzfmeP0qlNrNvHKYpbiKL/ecL/OpUlDqHVgytyGByDUsojlHkySFpXkA53OcnpXL6nqKXM67Ado4qfx5fXNj4buJ7Sd4ZRLGu9OuD1Feca3B4h0XSNLvbq/u1muzJ5kRXAhwFKAnH3iGzjt+da0l1Maj6GPH0NHf8KKKsgSTpTbaMTXKRsTtZgDiiiiIme4eCNF0+wsC8FsglLYaUjLn8a7HaFTgY4oorF7m3RHl2vk3+o3YnYlI2wEBwD9fWucmAW9UAAAIAAPrRRWy2Je5oD/U1wl1qE+l+Krm9t9vnRStt3jI5XaePoTRRVozZFpnyRygdgP602ElkJPvRRWf2mW/giLGMlR61166NZWkEUixl3bktIc//AFqKKGJGpZquDx0ruvD1w8ehHbj5ZGxRRUS2NY7mrEglQSSZY+/QfhUMsrkkZwPQUUVi9zQ5Xxe5Gn7exK5/MVwXinjw9If+mqfzoorensYzOa1bxG2txwRS6Zp9uYEWON7dHUqi5wgBcgDnPA5PNaF8xFpJ/u0UUqu6NMPtIw0HJ+lKxOKKK0OdFWRRuz3qJvSiirWxjZcxo6a7LOCDXef2dbx2cM2GaR1zljnH0oorCXxHVHYhcBY2AHasyIkhfpRRWhJztxrLaVqt9GdPsL2KWUMY7yHeAyjggggjqcjOD3BruPhnez6lfa5fXb+ZcTvHJI5GMsd3YdPpRRTexC3PQZJ3QYXArlte12+tJkhhZAH6sRkiiikjQsPp0T6fDczyS3Er8nzXyB9B0rR8LuV1ZlXCjyjwBj0ooofwsI7lvxXdSxwoqtgV5ze67qEd28UU5jXuU6/nRRUw2KnuZm95pi8rtI5PLOck/nXoHw9lkaXUUZ2KDyyFzwDjqBRRRU+EUNyz8RCf+EUuf+viOvILvXNRv7GDT7q7mmgt5GkTzJGYktjOcnnGOPTJ9aKKKWxNTc//2Q==", 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", "info": {"video_id": "201732", "label": "pulling water bottle from behind of gatorade bottle", "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": "201732", "label": "pulling water bottle from behind of gatorade bottle", "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": "cf5168a361703ae200271b6a256a7e1d575cfe1a170a2cab202a090ebc144a93"} +{"episode": 20188, "episode_seed": 2891971330, "split": "train", "timestamp": "2025-10-13T03:04:02.742511", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2891971330, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tea cup and tea cup 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, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "22058", "label": "moving tea cup and tea cup closer to each other", "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": "22058", "label": "moving tea cup and tea cup closer to each other", "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": "cc9ab0925ab99ac63e2a7529ac0cc6ef9039923c485ba7b15367e2c0c01edbcd"} +{"episode": 20189, "episode_seed": 827372921, "split": "train", "timestamp": "2025-10-13T03:04:03.688027", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 827372921, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spreading coriander seeds onto plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "44612", "label": "spreading coriander seeds onto plate", "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": "44612", "label": "spreading coriander seeds onto plate", "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": "1ba294c489f560790bfab4ded26420685e10a73f8f64cead9954cf30b34570d2"} +{"episode": 20190, "episode_seed": 3253638165, "split": "train", "timestamp": "2025-10-13T03:04:05.374118", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3253638165, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying but failing to attach book to wall because it doesn't 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', [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": "177031", "label": "trying but failing to attach book to wall because it doesn't stick", "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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W+mrcNCXzMkZbcc8gH/GuturOO/twjs0bqd8UqcNG46MD/nNYp2VhySk7jvFt9/qbNDz/AKxx+g/rXOpLsAGeap6jeXyaxJFqgUXLAFHQYSVQMZX+o7UqyjOSa9bDJKmkjya93UdzttH1aRLf7ITmN/vCsvVUEmn3e1clZAcH0A5/n+lO0pAkaM2QSNxou5V+z3fVQ2HU/oaxm9dDqgny6nN6PMtrLdXDjOxCFGM5J4Fa9hdRW+nz7m58lh9Mg8Vy13fwjT4oIcCUSkuw9B0rR8LO2p6t5LDMESM8vv2A/M/pSrL3WzSk9UjAsdBk1fUDaxyBF8ssWHcqBjH44qXS5sFoZQVbOCrdiOCK73TvDlhok7zWnm5aMR/O27vkn6njP0rjfFln/ZurfbUUiC6OTj+GTv8An1/OvJnSvG3U71VXNfoQXUG8EV69bt8o+leOwXXnKGJr123bgfSlhk1dBXd7F2eAXdnNbF2QSoVLL1Ga5TX4J9F8LTQvl1wE81Rwcnkn0rrY2qyNrqVYAqRggjIIrsjKzT7HJOCkmjwRpQR14rfs7VFsTlAS6jOfeul8Q/DqC7drvRmS2lzlrZv9W/8Aun+E/p9Kw5bS8hZreeB45UT51Ixj3r0pYmM4qxw08M6bdzmfFk8tvfJAZP3iwgOV75GMH8MV03wYs/Mu9W1FhnZGkCk+rHcf0UV5zqBYyPvJO3I5617L8J7T7L4JE5GGu7h5M+oGFH8jWeI92lY2pazMjx/owsddTVoVxDfjy5sdpgOD+I/UVwWpbpYOM7kNe3+KtNOseH7uzQDziu+E+ki8r/LH414pCy3CknjdwwPY+leFXhaSmevh53jyln4feIE0fV5bGdB5OoOqiTP3HGQM+xzivXITiRq8EvrM28p25HOVI7V6x4N8QjXdLDyEfa4cJOPfs34/4100Z8ysc9aFnc7WJuBVqNqz4m4q1G3NamRoRtxU6vVJH4qZX4qWIt76Yz1F5lNaSkA125qrK1SSPxVOV+tNAyvO2Say525NXZ261mXD1aJOYgar0bVlwPxV1HrI3L6PiotSsIdW0+S0nyA3KuOqMOjD6U1XqdH4oWgmcVYCWLUXsr4YngOGA6OOzD2NdU0qAsR/dwPyqDWrB7gR31qoN7bZ2g/8tF7of6e9Vreb7baJcwqTEw7jkY6g+4rtVbnSuc3s1DYhvjBDpNxdeegZVKbFb5snpkelefT3UrI6FvkdgxHuK1dWnYXM67jtJIx71z8zc1so21Ib1LOmwyX+ow2aEhZGG7H93qa7rUNIsLjmS3XcAo3Dg4XoKxPBVlzcX7Dp+7T+Z/pWtYRPrHiqbTJtTntYyshi8tN25lQsF9hweT6e9cVV3lZHRDSJu6A3zzj02/1rpom4Fef+Bbua5N400rPxGRntnNd1G9Ylodqel22sWRtrgEEfNHIv3o27MP8APNcNHHc2WqjT9QXbMvIYfdlX+8v+HavQEfNVtT0yHVrZY5CY5o23wzKPmjb1Ht6jvW1Gs6b8jOpSU/UijnVB8o4K4FZGsaxANIuLSNCtyeGYngr9KtWPnSzTWt5shu7ddzqDw69nX1U/p0Ncjrbt9vnQEcNg4PtXVTtNmU7xRkTy8gV3/gGzEGlT3hHzXEm0f7q//XzXnEhLShV5JIAFeyabbDT9KtrUDHlxgH69/wBaWKlZJDorW5ZmbINYmqWyX1jNbSKrB1IG7sex/OtWV+K5vxPdTWuktLbyNHJvUBl61wo3PP45nsZ9rcIx2sp/gbPNe32zcD6V5D4o0i1TRo9a0/U7248y7+zv9phVFuCEDNJFjnapwp3eo9wPV7Z/lX6ClGPK2U5cyNaN6sI9Z8clWEerEX1em3Vtb3sXlzxhh2PcfQ1Ej1IHpEniPjD4e6pofm3djvv9P5Yso/eRD/aUdR7j9K9b8N2f9meFtLsyMGK2QMP9ojJ/UmtIyVGz1rOrKcUmSoKOqElevGvGGmf2L4meaNcWl9mVcdFf+Ifnz+NevSNXMeLdJXWtEmgUD7RH+8gPo47fj0rGUOdWZcJuLueYXKGeEMOTiug+Gg8ubVARg/uv/ZqwPCgtdU8RR6Zqd9c2kMzbVkjlijER7ljJxgDPA5JwK6bwbbyWOua9ayCdTDOse24AEi4Lj5scZ9ccVz0qcovU6KlRSVkeiwvwKto+OazYXOBVpJOldRzs0I5M1Oj4rOSYB9tWRKB3o6kstF+aYz1D5mehpjuaLCHSScYqrI1Od6qySZzTSBkE79aybiT3qDxXeT2mjvLbytFIJFG5euCa57X7LXtD0XTL67vboTXhk8yIpgQ4ClAxx94hs47fnTEMhJxVyNjRRWJuWUY1YjJoopiJMnFYe5rTxMbOFitvewNNKnbepxkeme/rRRVQ3E9jhbyQzzSSPjLMScDHeseU/NRRXpdDj6npGhxJDoVoqDAaMMfcnk1z8+pXGkeJJb+12edE7bd65HzKVPH0Y0UV5vVnV0NTwH8pvgOgEY/nXeRk4ooqWUtiyhOKnQmiigClrdukmnSXXKXFojTQyrwysBnHuD3HQ15P9smuneaQjfIS7YGOTzRRXdhepjW6FjQokn8T2EcgyhmBI+nP9K9dcmiis8X8aHR2K8hNcz4tP/Elb/rqn86KK5kWzmNa8SPrkVvFLpenW5gVY43tkdSiL0QAuVA5ycDk816hbk4H0oopsEXkY1YQmiigonRjUuTRRTJGkmmEnNFFAMhkJrPmJ5oooQjxvVdYGg+K9Xt00zTr23mnEhivYPMCsoyCpBBH3jkZwe4NdH4Jv7nU9Q1e/u5PMubl0llfGMsd3YdPpRRUy+IuPwnfRMcCrKk8UUU0BC0jC8xnjbViSVwBzRRT6ogVJX9anV2PU0UVTEDVVl60UUIGcr4xJ/sN/wDrqn864e+17U7/AE6DTrq7mmt7eR5UEkjMSWxnOTzjbx6ZPrRRQxI//9k=", "info": {"video_id": "177031", "label": "trying but failing to attach book to wall because it doesn't stick", "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": "8cef2979e70f7a35be19c264d00538eb20645fba1d93a7b91b6e42e9590350d3"} +{"episode": 20191, "episode_seed": 2819641588, "split": "train", "timestamp": "2025-10-13T03:04:06.715731", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2819641588, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lemon roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "27565", "label": "letting lemon roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "27565", "label": "letting lemon roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "173e271916ce11a63ef97c609ba7b67caa2fec7deb6e02f2c6e7c5c124452a43"} +{"episode": 20192, "episode_seed": 4024608620, "split": "train", "timestamp": "2025-10-13T03:04:10.376930", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4024608620, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pillow so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "27342", "label": "poking pillow so lightly that it doesn't or almost doesn't move", "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": "27342", "label": "poking pillow so lightly that it doesn't or almost doesn't move", "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": "2e8993b5f013d09e98634f5181c4fceec38a08d28292ed3a1fe003425f15646f"} +{"episode": 20193, "episode_seed": 2012873299, "split": "train", "timestamp": "2025-10-13T03:04:12.630231", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2012873299, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take mat out of bucket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "28435", "label": "pretending to take mat out of bucket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "28435", "label": "pretending to take mat out of bucket", "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": "b23fb4e3615327bdb2f30ce489b96b6589cea92ff0014836ad2840d3fe4ffc2a"} +{"episode": 20194, "episode_seed": 3567735615, "split": "train", "timestamp": "2025-10-13T03:04:13.311091", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3567735615, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 muscle rub so it spins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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JlGI61RP3unNSAW3yl/XitJZW2YIDL696z4wQxzVpTx1pMSJwRVqxP+nW5P8Az0X+dVAPl5NWbPi6gP8A00X+dOC1QPZn1jZBZtNg3DIKD+VecfGSzSXQopRjdFJkD271u6Vql3Pp6RtchVRMAINp/M1yviqG5vLWZZmJjHTcev517McLJqTb6Hi/Wo+1UEtV1PFXQdB1qtKT0HQVozRFXOR0ODVOfrXkuNj2ua5QkPXNVnGSauSAbTwPSqkikGkIrNkNWqGx0ORWYeRz1q/GCe3HtSkgRITSdaaaUdqlDHAVIoZHWRCVdTlWU4IPrSKKmUZrSN09BOzWp7D4C8dW2vQDQvEQRrl42hilfgSqRgg+h/z1ruvDfhpfDNglotw9xlzhmP3V52qP5/UmvmVtwKlDhlOQQcEGvd/hl44HiGyXStSmUapbDKMxwZ0x1+o7/nXo08RJwcLnm16PJrHY4T45aobjxTaaepylnbAkf7TnP8gKxvhvdrJLcWLnn/WKP0P9KzviDe/2l441e5Byv2ho1Psvyj+VT+AYvKuZr0jGHWMH69f6VyzfvnVTjakkd1dWptNYilQfupcrJ7Vi/EuUhNKZWI4k49fu13a2a3UWJOdw4rgvibC0EWkITniUf+g1E37rQ6fxI4aIF3HHvkV6P4Sg8uEZGD146j3rk9B0h7yCRwp39VHr7V2OgiS1uIIZThXcLHP/AHSezelejllJJ8zOfGy5o8qPSoPEMkGnf6SfMwMBj1/+vXi3xBvU1DUo5I84Ga9O1AqunMrqBgHO3j9K8h8QkNcqV6ZPat8bTjGm3FbnLgbud2YJUjio5EA55q1gHqKikQ+leJY9m5TdBjNVXyKvOBjFVp4yADjiiwmyo3IzUL1a2cEniq0q4NCBGzBd3EMaLG4eMHIRv8a6fT/FMjQxW+AjI2SGPWvO47qaBtrZ+hrTgvIZhhufY1EoL7SBWex6HdzJdyR3SlAzjDxgYKkev165qNB8+Dxk1zFpeTwqBFIHX+4/+NdLY6jb3rpE4MUhIADcdvWrjTv8JPM46M0NhUKu05FI9sxXO3gcZxV62tXDAIGY46YyatTRNHkk5D4PFdCp9yefscxPCUzgGsq6UjnFdLexjYSBkVh3UY2ZPTP5VFSFloVGZn4K9sgio4bWFywbIYg49qmcFP4s45pNCs01rxI+mz6jLaq8cjR+XHuLOqFgvsODyfT3rBxb2HJ9jHuZfsk6rKTg9CO1aNkIp7hUMg2k4LDmuYlvGYo0rFsjPPapIpCpDwyFG9ulPl01BN7o7ttIBSQQyq7p83oMYqrZp/pMX++v86x7LWXhlDz5zn5m6qw9CK3rF47i9R4toVnBAByBzTpwa31E5WPcvDsMs0BEYXKcFlGTWVr0VxJeSwFJPkOCzDqfb1rptBsby2sDNaNGGkAPOR+daNrpjec1zeuk1w3TauFT6Z/nXuxxCg232+Z4kqS9pz9T5y1+0ey1WaNkK5O7HpmsGZOa9T+JOleXfC6VeDw1eZTpgnivLrQtJs9ajU5oozH64qvcRnaGHerbriT2qrdlktyyHBBFc1uhvfQrtGQMsCM8jNaaabcYB28EZXBzmruv6Vp0Hhq31TT9TvbhTdG1zcwLGtwQm53iA52qcKd3qPcDCh1qXKbnKFBwexqZRl0JUrlkoySMrAqw6g0qjmlkuI7hxImckfPznJ7kU4IQfUe1HK0UnclVfWpljPQUyJcnkGtK3iQrgqCc/nWsI3ZLlZFQx/J059MVCss1rdRz28jxTIwZHQ4Kkdwa15rdVHIYZ9KzZ4Ru5OPQ1s4NEc19ynI0kzSGU7mclmJ6knvXVaQyWfhtHjIDvNu298gj/CuXIKt19jVnTZpJ9UtLVXIQy52k8dDWWzKTse8aZIs1nG4PVa4X4qtGt3oKOQA7Sjn/AIBUPhnVZLvXxptxq13aWztsRopY0WPHUsXGMYzx1JwK4/4iXl8+pxWt/PcyfZZpURbnG9MEdccZ4HTim0mrMygnzHpnhywgjVDGmEYA8etdjH4chuT50WI5TyVI+VvrXnvwx8R22pwrYXDKLqMAYJ++PUV7PawFYtw5GK76M+SKcWcNbm5mmc3eEwI4udKWWXaVLhuG4xkjpmvGfEds8FyFZNuWJFe76qrbGx6V5F4thLXKt/tY5qsRLnp2HhnaZxv2ctyQQO1RSRkcYxitiNMIFPpVa5iAYDaDkVxKmrHe5u5hPHmTFS/2ddSR5ELMv0ruPDXhVLuT7Rcr8vbNei23h/T44VURr0rNx1KcjwWbSriS2B+zspXnpXOyqQxBGCDg1794vsEsdCkuLX924kRdy+hNeXeNPBt74f0jTdTuWm869aQyxGMgQAbSgJ/vENnHb86nkCMjkrmNWiyeo5zWeCQcg4NFFKnsE9zT065lL4LdK6ewPnyJHIAyniiipjpU0NXrA39K12/06/8AsscgkiMZCiUbiuOmD1r0G/iR7KKQj5iqtx7iiivQhqmcL0kjlLxRhl7bqwL3hWHaiiuepsdEdzMdjtH0rIi1O40bXPt9ps8+FmC71yPmUqcj6MaKKxRpIwLhQEX24qJHZGGDRRV9DPqaVvKxArb0ktFqFu8bFCZVBA6EZooqaXxGlT4T6w8PsTpMWfQVrqikfU0UV1VPiZ5cNdzz/wCJtvENJkO0ZHNeE3P3/wAM0UUp7I6aHUzpgPNYdqoXnFuW9xRRXN1Oroyz4g8VyeILa3hm0jTLU26LHFJapIpSNQcIAXKhecnA5PNc4rEj8KKKbFAkA2/MpKkehq/YXcskoVyGB9RRRQhS3OihiVuCP84FX1UBhRRWsSCSU5jGewzWXecqPaiitJbEx3KUpyxqg88sMwkjcq6nIYdQaKKwka9DZ8M+IJrEXCS2djfRzSB2W7h34ZckEEEEdTkZwe4NUvG15PqF1DeXL7552eSRsYyTiiigz6nPWF9cWN3HcW0rRyocqwNfWnwz12917wtHcXzI8o43KMZ+tFFbU9mZYn4Uzp5YY5Y3LqCV6V5B4ycC8WIIgBkAJA5ooroXws5YfEjmJ4kB4GOKgtYkmukDjNFFYs7VsjvYT5NrAkfC1px3EimLDfxUUVymsjP8YOzeFZ8npPF/OvLfEOs6hqGkRafd3Us1vAzyKHkZiWbHXJ5xt49Mn1ooqkSf/9k=", 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", "info": {"video_id": "91881", "label": "pushing muscle rub so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "91881", "label": "pushing muscle rub so it spins", "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": "1e2f7c24d071e747508c0a094073cd990d256a16936621ea35aef236e3363c81"} +{"episode": 20195, "episode_seed": 1230115631, "split": "train", "timestamp": "2025-10-13T03:04:15.471775", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1230115631, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put scissor into tea cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 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": "92326", "label": "pretending to put scissor into tea cup", "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": "92326", "label": "pretending to put scissor into tea cup", "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": "725e78a91b31a79b1907f7892584687867d607595673bcd544122ab5b17ee8b8"} +{"episode": 20196, "episode_seed": 179309463, "split": "train", "timestamp": "2025-10-13T03:04:16.507597", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 179309463, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing a jewellery box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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hGVgjhiwDhUAHT6VieD7SK2s5bEZ2iNUyOM9cn9TTLVItJsLrTzbSef5rAzEEhumCSfUelcto8rmzRym2oX0KMh3uzt1JJNYurOCoSti4YRxmubvpDI5xyT0rhhqzvbOf119kVq2SAZGJ9xWfHMyxqzDaZNxTEe8IvYKvqepNdjcQiARJjlYwKqTXDxoQjc+3WvZVN+zTWp49SfNUaehgzy3M9pJbx28nl8FGKBSxBGSagvkzes3cgE/XFaNxIzuXYHp6VDf2zRRWspTAkQ8+vOf5GlOCjC/Uug3z2G6TcGz1GGcfwsCfpXra30VlYz3kh/dRRmQn1AGa8bR9rA46V0+u63u8HWdojfvLg7JP91Ov5/LU0J2umaYiF0mZGhwyatrU19cZJDGZz/tseP8APtXrEHgaJlU3t4x7lIRgfmf8K4jw/ZfYtIjLDEsv71/x6D8q9Osry61DTDfPCsCYYqobexA6H278VzOKqSuy1WnSjaHUhTRNL0+1mSxtEEzRlRI3zNnHqf6Vy9vIWtnZjk7vTGOOn/6617PVY/7ejtvPMxuN3TJCHqAM/Q9hVPU4PslxNEPu7yy/Q81NWKjG6NMNUcpO5mSP81cvqOLaC/lwxaSTt1PFdFM4Gc1zusQpdxmIthS2489aypbm9R2i2jmXm/0N45PlkaPcBxwPwp5G+OCQDh4hz9OKvrp9rCfliRvdhmluoQLaKQcfMVAAwAK9GULU+Y82lJ+05WJpc7Wl/DOucowNeyWEocKwPysAQfY14qjBSD6V3S64LXwHNOj4mVTbp65PA/Q/pSw87NpmmJheKaOcuZP+Em8bTzH5oDKSP+uacD88frXWRsVMgz2GKwvB1iI7OW7YfNKdif7o6/r/ACrYnlEeST1J/SuLEvmTNaOkkijfzYU5Nc3JbTalOYITjjczegrR1O564NGiW8nlNeZIV5fL+uBmlQgbVpWRd1K0Sz0ZlQsSkRGSfb0rgrd1Yx7lwQCXcLkqvooPc+teiamqvprof4uDXOQ2VpDGSLePDcHjPAr0YU243R51SfvWM6C/SA+YPKdhjbFGWYrxyST6USK8kF2SrAeeHUsMZB44rUaSJY9kUMcfoUXGKjWJrqOcBTIVjJAGePekqfuOT0Ji2pqN7mSi4r1Dwnd/adJiBOWiOw/TqP515kCBzius8H6pHafaxKcRrEZT/wAB5P6VlQlaovM668b02ReP719T8SW+mQnIt1CY/wCmj8n8hitRLdbSKKCLAWNdo9DgVzvhtH1PXbnVLjkgl+f77f4DNdTMQHPfFZV5c0iKaskj00yRgHCEqRyKqvcsRgRjrxnmpXG1cZqtNhEBzk0oOSiaVlFy0GPKz53N7YFV5RtBwcjHSmzOSD2+lUnlIPU0XMrGdcaZayTPI6tycn5qwrqxt0kO1M49ea6OZt2RnqKx5U3HJrWM33J5FvYxWsoUvIZEUA54G08nIGf1rE1mN49Um3kEthgQQeo9q6udCoXlF5IySAenY+tYHiGNFvkZCSWj5+XA4JAI/ClN3Nqa1MeNtjq3vWz4ftpbrWri+nbc0bE7m/ic/wD1qxiOK2/CKtqmttpr6lNZq6yPH5Sbi7qhIHt908n0x3qI3eiLq2Ubs9L8MyAfasj5l28dx1qTWL43EgiUYVTn6muX+H+pz3EGqTXM7SbEiI3did1aDykguTywzXNWlKPurqa0YxlFS6mfqU4VTzWbZQefIJW+7nijU5TJIsS9XbArQjjWCMRr1UYqsPBbsK0rKyLUkEMvzSIrf3ciqF8kKqBHGo45wKuI+5ADVWePdLx0IrpvqcdjKkj8yJ12F+M7R1PtWfrcKiwgc58xXKnjj8/XgVutD8jg8AqazNTVZdFZo48jKtuIycZHORx3ptlw3OX75q1aWhv7+0jYkx5O/wBAByfz4qsRinRXclsGaGQo4IGR7/5FQr3N5L3Wd85CRAjp2A6j/wCtXon9g2qO6vczCBnMghSTYozg4OOozzXlOqxQ22g22padrF/MrXf2bNxCsazkJuZ4gOdqnCnd6j3A9bYBmyBk4HNNJwepyO0kRr9isYytvBGpPXYuM/U9a5XW7kzXjE46AcVt30wjjZs4xXIXcpeRmzWVed1ynRhoWbkU7yXaOvWs82fnp5rvgZ6CpJmMswWrDDCKg6U6Cad0XXaasUfsEDKV53YODnvUd7bEaDiPaUicMT6/nz/F+VacSfOOKhuYg+l3CuQoCHCoAcY5HfjoK3lJvc5oJJ6HJd6md55rOK0RiUaYHb6tjA/nUZFWtOlEV7GzAEBgef8APvWV7O6OlxurHcWlulnZRxRnKxKFx6+9ZeqybY48HsaTR5ItR8VHTNQ1K6tbeV9iSRyxxrH6ljJxjGeByTgVVntrp7rV7eVpzJYylVS4A8wAEjBC8ZwBnHFKVNtXMKc0pGPdSEg5NdPpkDx6VbwscADzCvuea5a2iN5fQwD+NwPw7/pXZzOsGWLBUFaUlYqs7kV2oNvsIyW4rLg02HyWEu485B3VfjdrhjIwIQcKDSMp29elaczWiZjy31ZUW3hThYxj6U+G2jMtwgBQOPmOPUDpjnuf1qwsfI4p3C3HzMeFBA5AHXnNS2NI4dl2sVz0OKVS3lyorEbkI47j0qxfJsvZ1C7QJGwvpzVZXCSKSe9ZXOtK52Xh+0W00qJW+WR/3jHuCe35YqzK3XOASTj0P0rHub2ZNGWaKQo4Kgsv5GrOv6NrOh+H9KvL24uRNemQyQsmBBjaUBOPvENnHb65pcjmrnM5KLsz1udjvXmql2xAj980UUdDSW7KE5IU4qkelFFMzKs3DGqYxjpRRViIJYlmV92RsUuMHHIFYXiJVCwEKAQSMj6CiilI0hujm3PBpukancaRrIvrXZ50W7bvGR8ylTx9GNFFOmVW+E6fwlI8VnqCIcAtGD9AGrqNQOwxqvAK0UVz1viKo/CjnrX97rC7+doJFbLgBqKK1p/CKt8Q9AMVDMSGFFFX1MSFTvPNZl/I/wDY11liSFGT65xnP5UUUMa3OQYk5qtMdq5HrRRSW5vP4TpNZ8TvrsVrFLpWnWxgRI4pLZJFKIvRAC5UDnJwOTzXuIJ8s89v6UUVVQ44GDfqJIQG5yxrkpj8rUUVyVdzuofCZ1vzO2fWruASuaKK3p7GVXcmVQvQd6RbeNTIhG5WTcd3uTkfSiirZkjiJDg4qKMn7SvvxRRWaOo1E1x9MubhW0/T76Odkdo7yDeAyjIIIII6nIzg9wa0tG1G6vb7UNRuZPMubl1aVyOpYnPHaiitvso4X8TMvwrMZfEkgZVAVJCoA6dq3wPtmo3Jm5EDBUXsOM5+tFFU9GOLutS3tG38KQqAvSiioLHDhRxUJfbfooVc+WDuxz1x19OaKKTBHKa0zHVrkE5w+P0FZb9/aiioOhbGyzk+Hn56SqR+WajvPEGqahpkGm3d5NNb28jyp5kjMSz4zkk8428emT60UVcNjmrfGf/Z", 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", "info": {"video_id": "156492", "label": "closing a jewellery box", "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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ktptSnMEJxxuZvQVvalaJZ6MyoWJSIjJPt6VS0S3k8przJCvL5f1wM1qamqvprof4uDXoUYWsjkqz3PO7d1Yx7lwQCXcLkqvooPc+taEF+kB8weU7DG2KMsxXjkkn0rRhsrSGMkW8eG4PGeBT2kiWPZFDHH6FFxit50mpKJxp3V07GXIryQXZKsB54dSwxkHjioUXFayxNdRzgKZCsZIAzx71mAgc4rKvHldkdeHd43Z6b4Tu/tOkxAnLRHYfp1H865nx/evqfiS30yE5FuoTH/TR+T+QxUvg/VI7T7WJTiNYjKf+A8n9KzPDaPqeu3OqXHJBL8/32/wGap1P3KM5QtVbOijtltY4oIsBY12j0OBXWQeBomVTe3jHuUhGB+Z/wrmpiBIT1xiu8sry61DTDfPCsCYYqobexA6H278Vxwpqb1N/bTpq0epCmiaXp9rMljaIJmjKiRvmbOPU/wBK5e3kLWzsxyd3pjHHT/8AXWvZ6rH/AG9HbeeZjcbumSEPUAZ+h7CqepwfZLiaIfd3ll+h5p1YqMbovDVHKTuZkj/NXL6ji2gv5cMWkk7dTxXRTOBnNc7rEKXcZiLYUtuPPWsqW5vUdoto5l5v9DeOT5ZGj3AccD8KeRvjgkA4eIc/Tir66fawn5Ykb3YZpbqEC2ikHHzFQAMACvRlC1PmPNpSftOViaXO1pfwzrnKMDXslhKHCsD8rAEH2NeKowUg+ld0uuC18BzTo+JlU26euTwP0P6UsPOzaZpiYXimjnLmT/hJvG08x+aAykj/AK5pwPzx+td7omiWmrXEz3hkYQbdiq20c5zn8q5HwdYiOzlu2HzSnYn+6Ov6/wAq7/wowEt0DjDFR/Ouao1KWpcHKPwbo2ItP07T1Hk2kSHsSuT+ZpjarG10tur/ADnkDB/n+FZESW+k6nqC3aXVxK7q8RAaQlTkjA7YORmq32HV7m8hmS2jt0jlDs8pIZwPbJPc8cVXIlojJzcneTIksCPEUpbhVbduHU9+/wCVTaxM+mGNrckbxjLHceOnX6mtSe2Cax9oxw8IH4g/4Vj+KFD28RBPDVph9KiuKvJyptGBc39xcZLyFjjmufnnJc85+hq9cKdjYd1yOxrJmCkjLM2B/Ea9D2slU5FHTucUaUXDmvr2KepPvSId9xqC1ZoZ43UnKkEVYuIR9mEozw+0emMVWUgd64cS71Gelhlamj2bSLn7TBBMp4kUN+debeLrx9e8YyQwHckTC2i9OPvH88/lW9pGurp/hC6ud37y2ysY9Wb7v6k/lWD4QsTJNNfyDdtyiE92PJP+fWrq1L00+5jCHLUfkeyXN6trAxVevTnvXJXMxIeRurEmtPWbjMyQqfujJFYF9Nti69q8ipOTai+h6kYxTuupj3UhluBGvUmtSxt1igKDGWNZmnR+dLLcN0B2itNX2uMHiuulFRjc5a0ruw97e1jViIk79qx5gPMJCgfStebDRtVEwkgHvWqZhYopCBdFihCsBk9QTjgAfhXKXKCK6ljXO1XIGeuM12bqq3UakFmZeF45Gfz71y+rxldTn+UKCQQAMA5A5pSZtT3KcRIfAJBIIyK6bwvYiCw81vlkmOc+ijgCuWLbCDXReF0fWNaGmy6pPaoY5DF5abizKhYL6AcdT6e9Sk3oh1bJXZoajKQRjjisC6kJByas6Y9zqlhdyPK0jwhXVT15znH+e1VLaI3l9DAP43A/Dv8ApUclpDhNOB1OmQPHpVvCxwAPMK+55qW7UG32EZLcVLM6wZYsFQVVjdrhjIwIQcKDXTc5ihBpsPksJdx5yDup628KcLGMfSrbKdvXpQsfI4oc292CikV4baMy3CAFA4+Y49QOmOe5/WuRZdrFc9Diu44W4+ZjwoIHIA685rkL5Nl7OoXaBI2F9OaykzemV1LeXKisRuQjjuPSux8P2i2mlRK3yyP+8Y9wT2/LFcarhJFJPeujub2ZNFWeKQpICoyPyNRdvQdRaXNmR/m5wCW49D9K9G/sG1R3D3EywNIZBCkmxRnBwcdRnmvKdXhgh8P2+oWGr386NdfZs3MSxrOQu5niA52qSFO71HuB62QGOQOQBzVRTg9TB2kiNfsVjGVt4I1J67Fxn6nrXK63cma8YnHQDitu+mEcbNnGK5C7lLyM2azrzuuU3w0LNyKd5LtHXrWebPz0813wM9BUkzGWYLVhhhFQdKdBNO6LrtNWKP2CBlK87sHBz3qO9tiNBxHtKROGJ9fz5/i/KtOJPnHFQ3MQfS7hXIUBDhUAOMcjvx0Fbyk3uc0Ek9Dku9TO881nFaIxKNMDt9WxgfzqMirWnSiK9jZgCAwPP+fesr2d0dLjdWO4tLdLOyjijOViULj1966LwiyYu93PCY9jzXEaPJFqPio6ZqGpXVrbyvsSSOWONY/UsZOMYzwOScCum8EC4j1fX7W4a4zbTLEFuABIoBcfNjjOAM44pSg7XMaUlz2OzluNpBEfzY5OaqtcPk4CqCe1TMAW5biqUj4JAGRV80rakSiruwr4fJLHI7msvUrdLmMJKCR2INTSuQTyaqSSkqQTSTe4rGLeaZaJHwrZ9N1Y8ljAwK+UPY4roLv5iOc5qgY/m6VqpPuJRSMC4tiNBmWIjajBicY3dCevOea53FdnLEkllcpIy42MMRgHAGfy7ZrkCM84rOTOinsK8kr2RgQnY0ikoP4jzj+ZrutNtRp+nwwZHyr8zf7R65rgWne3AkRirBgQR7Guw13TNc0DQNLvru7ulmvTIZIWTAgwFKBjj7xDZx2+uaXK5Iiq1GR0iyNNdXbuckZx+Zrn9Tkbyc57miiuZ/EdUdyzpsarpkZHcZP1qwoGelFFda2OWW5I/Cke1U2Y4AoooRJDOzRmNlPvgjjIIxXMeIGb+1pFySFVQMnPaiikzSnuY7c1Po+p3GkamL+22edFnbvXI+ZSp4+jGiinAK3wm54UcwC5KY6InPociq/hWYy+JJAyqAqSFQB07UUVaW5zp6o3wPtmo3Jm5EDBUXsOM5+tW9o2/hRRSZaEKgL0pw4UcUUUhkJfbfooVc+WDuxz1x19Oa5TWmY6tcgnOHx+gooqGaU9zLfv7Vsu5Ph1884lX+WaKKS3RVT4GTaz4mfXYbaKXStOtjAqRxPbI6lEXogBcqBzk4HJ5r28E+Wee39KKK0mc0DBv1EkIDc5Y1yUx+VqKK5Ku520PhM635nbPrV3AJXNFFb09jKruTKoXoO9ItvGpkQjcrJuO73JyPpRRVsyRxEhwcVFGT9pX34oorNHUaia4+mXNwrafp99HOyO0d5BvAZRkEEEEdTkZwe4Ndx8Ob651K712+u5DJcXDRyyPjGWO49O30oorWXwnJD+IdqhJzk1nFiQSfWiis3uU9ilMSX5qvKPlJoopoRQm+8tRPxRRVCKxgjjc8bg6hiGOeSef/1Vw0vDEDsaKKiRtT6lG7JCZyc7hWrceIdU1HR7XTry8mmt4HaVfMkZiWfGcknnG3j0yfWiitY7Gdfc/9k=", 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", 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", "info": {"video_id": "156492", "label": "closing a jewellery box", "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": "454dbc86ae9ae76e0a1fe88dbe19cd05b6a40641b337d85d9fd085eba0778ac1"} +{"episode": 20197, "episode_seed": 3730237756, "split": "train", "timestamp": "2025-10-13T03:04:17.709240", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3730237756, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pencils up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "68312", "label": "lifting color pencils up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "68312", "label": "lifting color pencils up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "09bd80909d8641e47f4c252d04b1757c712e41f83efdfe011acf086148328bd3"} +{"episode": 20198, "episode_seed": 4060833636, "split": "train", "timestamp": "2025-10-13T03:04:20.715487", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4060833636, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cork out of jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "202447", "label": "pulling cork out of jar", "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": "202447", "label": "pulling cork out of jar", "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": "226106e5cc001758d0e31b1c7ce560688deee69d0bb8903e09aa6d8c083d8760"} +{"episode": 20199, "episode_seed": 866946664, "split": "train", "timestamp": "2025-10-13T03:04:21.969112", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 243, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 866946664, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse 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, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "162384", "label": "putting mouse on a 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": "162384", "label": "putting mouse on a 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": "dff2f1f56e94e0215fdf9abbfd21afd116b6e9be7f77b3f31bbec5c47f06bc28"}