diff --git "a/video_unshuffle/reorder/train/batch_000668.jsonl" "b/video_unshuffle/reorder/train/batch_000668.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000668.jsonl" @@ -0,0 +1,100 @@ +{"episode": 66800, "episode_seed": 3664733926, "split": "train", "timestamp": "2025-10-13T03:34:00.070982", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3664733926, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wall art 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, 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": "125143", "label": "approaching wall art with your camera", "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": "125143", "label": "approaching wall art with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "20a0b263d99a15b78227060dc1615a550a3f4394e61ab188bcd8c16cc6e5ed92"} +{"episode": 66801, "episode_seed": 350882913, "split": "train", "timestamp": "2025-10-13T03:34:02.044655", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 350882913, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "97088", "label": "pushing knife from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "97088", "label": "pushing knife from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6cbe082dd787c0608b2f34018bc0684beac7996a77623f2a0e4fdca6880c5f2a"} +{"episode": 66802, "episode_seed": 3010529935, "split": "train", "timestamp": "2025-10-13T03:34:04.355478", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3010529935, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chair so it spins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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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3PCRr/eY9h/PtXvOq/Cjw5rGom7IuLZpG3SJbsArHr0I4/Cux8O+H9L8P24tdNtI7aEfMccsx9WJ5J+tW5mfIfPXxG8DWfgyPS4YJJJZHjPnSsMCU/wB4Dt3GPavZPh7qK6j4B0ecMS6QCF8n+JCV/pUfxg0ODWPCF1cpIq3FqglT5QQwByVz1B64rzn4QeLrXTY73R9RuEhgw11DJI2ACB84/IZ/Ohu6BaM9h1DUrLTLJ7u9njt4F++7nAB9PrXjfiP4r6jcX8iaQ0Vtaox2SMod39+eB9BWJ4y8R6l4vnnvYI5E0a0bZCjEDr/ER/eP6DiuJJPOetVGIpSO/wD+Fo6tbQRATx3jnBk8+MAD2G3FdNoXxO0rVWW2v1OnXDHClmzET7N2/H868algliVWkjZQwyue4qNImllVEGWY4A9abihKTR9LTR4YSB+GHHv6VWdW5OSFwOK8k8LeMr3w7MlhqJkl07ONp5aD3X2/2fyr1+OaK6t1ngZZInQMjqchgfSsmmjVSTO1dnK8/XFeP/FXVjNqsVgrfJbJlh/tNz/LFew8sQByCcdO1fN/iu9N94i1C4Jzvncj6Z4/StKa1MqjK2hJJc3oQsfs8Tecy9twGAfyrL1e4E9/NIuMbsDFbcRGmeH2myBLcdOecdq5WV8k+9aMzInbNXpxt02MEnpnGazeS2B1NaF6cWsaewpDZRt4JLq6it4hmSVwij3JxXtVjo9roenRQQqAI1wz45du5P41xHgDQme9GsXS7YosiAEffb+99B/Out17VIyUiicHH3sVx153fKj0cJTsuZmBqbGW8bac81p+HNIW9uDJK48uIg7f7x9Ky4WWSd5G+6oya2fBP2iW9uZjkRYLBfQngfpUQRtVk1FtGT8Wlwuj/Nk/vu3+7XD+HdUfRPEFjqked1rMshA7juPxGRXc/FdvMXSDj/nt/wCy1yEPh66Phn+2dn7iSYxofdev4da7I7HlPc+qFvrbUreO8tnV7eVA6MnQjtXhHxOvRN4uuUDZEIWL6YXn9SaxvCHxJ1bwoiWhVbqwDZEMhwU+h/pWDqepS6nqNxdvndPK0hBOepzinGNmOTujV1e5hOh6bEsil1UlgD0rmXbDZpZhIrYdSp9DVc5zVEGrrFxHNJEyOGwmDWfBMIp45CiyBTko3Q1AQw6gj60L0pAb2rTRT2kJRgTsAbHrivZ/C9wb/wALaXcNkk26A+7AY/pXz58wGcHFe4/Dubz/AANY7iD5TyJ+Ac4H61M9jSG50X+rOHzgnGBzXfKF8sgY6YzXDMBkYOAema7lWIUkYK9+KxNByMUJHft7VFfXMVrYPPIBiNTI/cnGeKRmyvKgd8d65b4g6h9j8KSBTiSdxGCOOBz/AEqoq7sEtFc8Q8UahPqGr3E1xuEsjliCMYz2qrqo8qxhjP3sDpVNy096ASSWfv8AWrOvAJMiAdBXQc5hPV/T/ltriT2xVFiDV+JdmkSNkjc1IDOPJrUsomhsftsbmOdHDROOqkdDWV/FW08Zj8PRvuPzE8fjSA9o0TVBq+hWeoBfmljDMvo3Qj8wa6rw2AzXQIAyEzz9a8z+GExl8KOpYkw3EiKOwBw39TXp/hs4NyxXAITJH41hLsdCeh0BA2jGOOaVWO3A/Gm72CgYDZ6cVGz8g8dO1IdhuoRQXMckEkatC6lGXGQR3r5k8T6BaaB4gvbaCUSBXIVR0jHp9a+ifEWqJo2iXt/gbo1IQEcM54H6n9K+b55rnVtSRHYySSPjOOSSeTW1NdTKb6E96psvBtvCRg3Epk+o/wAiuRY4Y11fiyREuo7OMkpAgXGc4rlJAS2KtmZq61xBYg9fJFZds5iuonH8LA/rWlrIKpbKTnCY/SsgdaANzxHEqagGXoyg8V13wt16RLibQ5jujcGW3z/Cf4lHsev4GuU1ZHfTbW4JByvp04qbwEzL4207b/ecH6bGqZLQqLsz6ikGWAJODwTXzV4k06XStcvLKUfNFIQD6jsfxFfSWQTy2SO/QVx3jbwdF4jsxcW5WO/iXCNjhx/dP+NTB2ZUlc+fZnbpk4+tVXNaupaddaddyWt5A8M6HlWH6j1HvWWynOAMk+lasyIQSGBHUV2ul6DHFZx6jrKjcw3RW5447Fv8KPDvhyOzK6lqsYyvMNu3r6t/hTtZ1F765Zi2Vz0rkq1vsxO+hh/tzJr7xBK8YgtgIowMfLWakzsvzMT9arKpJq5bw75FFYpHW2aNqpMQH97g13ei2KWGnrGeJJDucfyFczYwxi4QvjYuKmtbi51TxfcacdXuLWLEnk+Um7LKhYL7DgnJ/rWtON3c5K89OUTxr4e1DxHd6ZDYRb9m/wAxyeEB28n8jXpmn+GbC38L22hzW6SW6RqrBh1Pc/nXL/CfULnUl1Nru4aXYISofnbnd0r0hAWk5PHUZHWtW+hzpdTxbV/g3It00+m3aNCr7vKl4IXPTPfiuDsrEXPiWOJV+QSliP8AZBzX0/sypPBB6ACvl++a40/UJmid4pQzISpwRzyK0g7mc9Cr4kuBcaxcOuNobaMe1Zdmnm30KerCiZiWJJJJ6k1CkjROHRiGHQiqJRc1hw16QB0GKzxwKdJI8rbnJJ9TTaTA6IQRLosbFfnK55FehfDC4z4XaL+5dyfkQpryRtQuWjEZfKAYArvPDdzNY/D2WeCZo5mvSQVODjgf0qZ7Fw3PUZWG0L2z69K9ALL5QBHB7A85rwzVLuSDRoNRsdd1GYNc/Zs3Eaos5ChmePHO1ThTu9R7ge2KuQpLdfes2rGqdxzHjHBHT9K8z+Ld5stLC03c/PIR+Q/pXpbcEKD2/AV4t8W5mPiXyicqkCbfxyT+tVTXvEzeh57Yr5uqQqP7+adrzZvj9KpiR4ZRJGxVxyCO1RzzSTMXkYsx6k1sYlY1pzAJo0I7k5P51mGrEt28ttHCwG1BxikBW71u3i7fDtrz1FYJNXbjUzPYxWxjA8sYBBoA9H+FMu3QdQX0ugf/ABwV634abm5B5ztOPXrXg3w2dZr37BcajdWVvcTY8yGWONVIAyzF+MY7DknAr1X4eT3rapr9peTXLG2lWNVucb0wXHOOAeB04rGS6m8X0PRXI4GBkcgg1C5JIGRnjmnAZYZIpANz8ngeveoLucF8TpmHhmOP/npc8/gpxXk+hwC2FxqTj5YvkXPqeteufEq3kk8MxTAApHcfNjsCpAP514ZeXNzHA1usjiEnJQHgmuiGxzz3M+/uWuLiSVjkscmqKLumQerCpHJJNRq/lyK45KnNMk0dcIMyAdhWRVm7umupfMZQvsKrUAdJdzreaQriNYlOcRp0UegrU+GFiZvE0t2R8lrA3Pbc3yj9N1ci1+V077OMghsgj0rvrbQda8GeGtPvnnube51NneeEJjyQAvlhjj7xVicdvrmplsVHc93i5Q+wzTWJ2j60UVmjRmNrvh/TNfso49QtlkOTtccOn0PWvKNF8O2Fpr+p4V5fsUhWHzSDj3PHWiilUb5GVRSdRXK2r3MrM2WrnySTk0UVxxPTmTQAYrTskHmCiitEQdHYRIyM5UFlPBrm5tQn0rxLPfW23zopG27xkfMpU8fQmiiuinscFb4mdz8HjsGsYAOFh6+26vTxlhkk8iiim9yVsQ5JfZ/CeOK+ffH1tFb+LNSjjXanm7gPTIBP6miirp7mcziJwADVQ0UVZCGmjtRRSYxBXfwqIPBtsqfdIjcg+pOT/Oiipn0KgT6t4kfXIraKXTNPtzCqpG9sjqUReiAFyAOcnA5PNfRic28Z9QKKKiRcRpJKk+/SvGPi/Eq65ayDO57b5vfDECiinDcJ/CeYvULdKKK2MSI1f1S1itYdOaIEGe0WV8nOWyRn9KKKQGaaYelFFAHTeHNafSrF4vsNjeRStvaO7h3gMucEEEEdeRnB7g1658Kb241G6168upDJPcPDJI2MZJL56fyoorKRrE9OlO05HpUbg56npRRUIsoalaxX+n3dlcLuhliKsO/TPH4gV80X4BIJ7jmiitqexlPcwpPvGoWooqiBhpKKKAI8ZIHqwH613k+valf6ZBp91dzSwW8jSJvkZiS2OpJ5xt49Mn1ooqJFxP/Z", "info": {"video_id": "114872", "label": "pushing chair so it spins", "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": "114872", "label": "pushing chair so it spins", "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": "0b65e903a2d05185432ed4aa1e3f3070cc8587c3885a5496a0b71181ecfe0ea2"} +{"episode": 66803, "episode_seed": 2943712553, "split": "train", "timestamp": "2025-10-13T03:34:06.485935", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2943712553, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a bucket with hand 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', [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": "113204", "label": "tilting a bucket with hand on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "113204", "label": "tilting a bucket with hand on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "16947dfe8537e390117701e9c0f61c2f6332e95e42998b2d76b897f0a1580e11"} +{"episode": 66804, "episode_seed": 2682091923, "split": "train", "timestamp": "2025-10-13T03:34:09.331143", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2682091923, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 banana, box cover and pen on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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azdzpjJXIPEedumkkkecAPwrodWkIU/nTvEPhzUNS07R4bCFpWt3Zpt+ECsTkgE/e6UaxpWrHhbCZs9NozmjlstBVJqTOYnk4xXP6kOBMP4Gw30P/ANeujuNM1NAPM0+6XPTMTc1h3MT73iljdRIpU7lIpR0Zi2UU0xLyCSSK4jjmXkpIwUOPY+vtWh4TVbfUbj7Qqswj+RW5Gc1gSGZEGMDaSrE+orpdH0wR2dtdl2Jni3MAOn0reOplLY5W402a0ulidvkdsCQdMVXmk3TFsYy+APQDpXQWU/2zV4zIPkcFQp7DbVq78JQzIZLaZkccgNyKiFR21KkrM523u3W9djIwG0qOfaoIb2XZKHIclcZYZI+hrpLXwS7xA3F3sk3Z/drkAfj3plx4DvVSSS0l+0Y5EYQ7tvck9ABWiqai0MnwzqQ0/VVmdgo6ZPSvW9P1COeOBvMX5m654ryWHRGk8uIBC5J3Osg6fSuu0p9sUNpM2IzhASACKxqR5tTrpT5NGepxWuozX5htrxLfKgoSuRW5d2N/NYp9ri3zKMMIuVb3z2rl7Nbi0jitGk814wDDOjc49D+ldfpetzLtiul9s1wTlOjPXZl1XzR0PNdStW03c6QgruLOvlnH0J60tje6XqTDdZpFdkYQiMfMfTOP516N4jt7W8WMogkcnDoq5yvf8uv4Vxv/AAitrdWF2w8y2m2thujD3IHt6V105cyvHY8+atueX/ENYLbUbSC2RE8pCHCE43cZpngjUrhNdg3I0oPy7R+lTeKNOigtrPzEVjIW2MrHttyfoeOtbHge0iNxpxVUUK5ZuOScnqa2hOMi1eMLnuFr4ds721jl1GBZpCAQpJAUVPJ4a0tAnkafAGz94jOB+NXrOeIW6r5gJx61O0yKuc1b5rk3UtWcE3hNrC7F2rIscXJBzyenatS2nZ7mOOGIKR8pfBI+g9RnvWhqOpwAqks0MQUGRRK4BfHoO9VvCpkOkiRomjMlxK27jDAHHP45x9KTWpvCCdNzb9BNT+0tCTHATt5CIw3MfYngViQ6pNLeywT2kqzE7VVVLMox1J6CuuvZIl067kGCUUqSMKwPQ81x/h3xDDf6o1uEKJGdgO/O7/P9azqy5FzMzSuynrmmi4EbtGxKNne6ZJP06VyqalHaXDW97ZJKH5JaIZA+hFdhq2o63pGquZtMWaA52eVPtR16D5T/ACqteaTb37xPJaSBXc4LrgBe24juDkfhVecWTKDSu1oYd/HpZ0mS7ghj8lUKxZG3DnsMf/qrxc74hJHKpWRScgivaNf8MRWupQiCXIkjwEc/cIP3h2I9a8smjk1i68tXEbPkLnoBjp+lP2nLKwqcbpsxkn3Wwj/iUk/UVKJSkUYJ5YZp19pF3p1ysMi+YzpvBjBII71TaRnlj3ADaAvFaxnYq1z0XwpFfmwMm2NoHcbU3/vPTIXuK9a0dBYWCK6rIxGSFyTk84x/XtivPvhb9n1HVLpbsAsIwYR2BH/6q9YTyb2eyKRocSrIp9cHDCspScpXOmFKNlfYs2jztZg+Up/hVc4C+nPcVh6ldXtl5hFs7xsRul3YQeuAOa63TLyDU7UzQl2RZGQiRcFWB5GPaqXiCKO0snvViZ3jXAQNgYHJ/E80NfZOeSsYG/7fbCRYJhGRtVTHtDH1Gf51xWpWr6bueOJSpYs6+WcfQnrXoF3LfT+H1n0yFLiVT86M5DFevyntWBaXs+rQ/Zb3TZFePAL+YJfMU5yDxnI6j6VnCSnG9wlCWrS0MCxvdM1Jhus0iuyMIRGPmPpnH860NENra6zdWsKIoSNFYIeN3Oal/wCEVtbqwu2AktptrYbow9yB7elc9pUZ02/tcMmJyR8pyDjHzeuDmqm9Nd2RSXvmr4x0pJvssjZ2Kecd/asQRqvbAArsvE1vNNYQtEhZUO5yOwxXJbeSPzqlsOp8RoaHGsutWayKChk5DDjGDVjw/amfUGkBULB8xJz1PAqrptwLS/t7hl3CNskD6EV1Wgw2un2Ec9y0MM8mZk81wC4HAwO4/wAaprQcbt2Rr207PcxpDEFI+UvgkfQeoz3qbU/tLQkxwE7eQiMNzH2J4FL4UMh0kSNE0ZkuJW3cYYA45/HOPpWleyRLp13IMEopUkYVgeh5pJOxrWgoTcYu9jkYdUmlvZYJ7SVZidqqoLMo9SegqjrmmC4CO0bHY2d7pkk/TpVzw74hhv8AVGtwhjSM7AQ+d3+f61Dq2o63pOquZtMWaAk7PKn2I69B8p9PSsoyTk4N7EckpWstTj01KO0uGt72ySVX5JaIZA+hFW76PS/7KkvIIY/JVCsWRtw57DH/AOqty80m3v3ieWzkCu55dQAF7biO4JI/CsTX/DEVtqcAglyJUACufuEH7w7EetWnZXb0MZLWx57otiARcSKd38I9BXVRkSDGMAfzrl4/ENnHIYwJiBwGABBq1D4oseFDSg/9c/8A69Yq5tKLb2OlVAR04rVsrW9XTri5jmjjtDtSReRI4z/CfTPX6VzmmatDqN7b2kDZlncIgKkcnpXqmqfZ7Lw+xt41ZLSLy/MfG1j0HXryarW2hGt7Lqcn4G02x1G/vZH03/RoU/dZXaH3naSCeD0b8qm1XwCrTu+lxExhiDG3VSBn8q6XwvazfZvs+oRwSOAiolrAQiqM/MWzt9Oh9eK62S1UBFgYKVHCjgH3NawfuJS3NKqkp6nmWhTW2mXax6tFKWyEXrg9OMZ+ldtY2MeoP9sYq0LEkYbkj6ir8ulC5aMTxIdrEllbBPpkY5qzFYJawrFabYUHGwLxj29KTinuS27GdKmlRgTjG+FjjEuMHuMZ/SuYvki1VbuzkvDa3CyGKN1ODx0P4gitq58N+ZIG2EyCQvvB5ye/HXNedX0dxdeP73TZdTnt4QHEKKobLImQvPTgdTTnBKK5WZxlz3TWpx/ifTNQt7220+7jKtEXAlxwy5AzWhpoWxjVYQQB09azNQ8RXUqpc6rcTXEh/wBWpIJHHP8ASok8S2S7SfOHHdAf61jFKOiNbSlE72y1u8twAJSw963rbxLcXS+RGP3rjC56D3PtXmUHiazcjaz+vMZr0bwEbe4im1NxvQkwRKByx/i4P4CuiM2ZSjbUo65cz2twq3eL29V8r5SEqoABO0dRgf5zXpOmtFY6fa27xldiKu4ep5PuOTXIXpum11orYWsYgi2ytLHvdQ5zwAcnoOma7azt7c7p1iKEngum0n/ax/jSjfXm2N5c/Ir/ANXJ57aC6tXRoxtkG1scEjPrXkmqWUXhzxAJbdHFnKxUyZ4Hfj1xnrXrEcM8bL5bhowf4z1H5evNRvpUN5bGK+hWXORh23lQeuDgUpxUouLJi7amVp17baraJa36JIOCjsMg+lN1uKLSbSFIYykDShGJbI+bP9R+tUYvCmo6RdKtlOlzYM5/dyfK8X0PcVn+O7jV4/DErKstqI3jVWLDLEk56Z4rnpwqU/dWqBzTspGD4m0i4D/2tptw13b/AHZIAc7OMkjnjp0rzTRbEA/aJAd2flB7Cuzvrm4tNBiutM1q+kSWbyJGmRUWfau5nQdcKeDu9R7iuOTxDZxyNGBMQOAwAINW0k79RQUknE6eMrJ2HHHSsjVfCdpqUklwjvDcMvVcbSe2RUEPiix4XMoI/wCmf/16vxeIbVxwxzjIBQjNWmLlaMfwxqFx4e1qMSnZLG4WRQc17ppcyg+Yn/HvxcR/7OT8w/OvnW7dnna4zliSzN6mvY/Ams/2j4biEh/eW2YZcf3G4/nin1OqnK8bHd+EZI0fWLNAQYL1iQfRhkY/KtjUkM+nXKCMllXIBH3sc1g+HHC+IL+Ekb5LeKRh/tKSpP8AKurqpP3rnPJW0OE8O3L2LSW2TuhbG0n70Z5U/kRXSJp+nXDm+hgHnA7iE4JPuKran4bF64mtJfslzEcJIFyCvoR6VBbR6zZW7M9nvn5XMDAqT2PJHBrmdOdOblT2YvaaWZh38cWqC7spLw2lwshijdTggg8H8sV541nf2HibT7G7iO6N2VZB0cZAzWxcvLcfEK60/UdTubeF5CqFJI0SM8Eklx0AzjvUegve3/xCt7PU5rmV4rllRLjG9VX+9jjOAM4rVq7Ta1Evdd1sew2mnJHaGKRQxYANn6VwfivwqNO331qP9HJ+df7pP9K9NrnPHMyweE7yRuigE8Z7itE76ESX2jy23t3uJ0hixvY4BOcD3NaWtzzWc6x3QW8vUYbBEhKqoAJ2jqML/nNaPgP7PPDPqbjerE28Sgcsf4uD+AqzetdNrzQ24tYhbxBZmlj3uoc54AOT0HTNTK9vdNaDlz+70Ox01orHTrW2eMrsRV3D1PJ9xyau3FtBdWro0Y2yDa2OCRn1qGyt7c7p1iKEngyJtJ/2sf41JHDPGy+W4aMH+Nuox9PXmtJWbuidU9TyfVLKPw54gEtsjizlYqXzwO/HrjPWu/069ttVtEtb9EkHBR2GQfStV9KhvLYxX0Ky5yMO28qD1wcCuai8KajpF0q2U6XVgzn93J8rxfQ9xXLVouUueD1L57F7W4otKtIUhjKQNIEYlsgbs/1H61wfiXSLgSDVtMna7g+7JADnZxnI546dK3vHdxq0fhmVgstoI3jVWJBJJJzjGeK4nVIfEOhaJp0z310kl9u+0RlceXt2lQxx94hs4/8Ar1fvTj+8Rm9feieTXMSwuwTOMDqahBIi47nmiipR0ne/DG2S58Vjzizi3tmljUnjdwP6mvUvFV9N/YBg+QRtOoIC+gJooqZNpiw/+8w9V+ZrXwNla6Fa27MkRTkDv8vX9av6jeT6Zo7X0L7pgigeZyPvhc4+lFFD/i/13IlrJ37sg0PWrvVNQHnsoV/lKJkDgdhmutAwoGc8UUU4bv1CZHCu0uu4sAxxn8K8G8T381h47v72HaZY7tgu4ZHzLtP6Giirjsv67kHCa3CpiQ8/Ip28/SufI/e47Ciil1NaexPE7BpGDEFRxivofwfGum+FtMFuBmSFJGZhklmGTz9TRRVXsjKqWvDZ+1+L9YupQDKgbacdOcfyArR0B5bpJDJNISzSZw3uTRRUz2XqdGJ+Jf4Y/kVr/wAR31vqU2nR+WIR5ahsHcMqCeQfeur0mR7iyjnkYl2GD70UUPdehk/hLUo+4wYjDDp3rj/iexXwdx3uI8/nRRVdyDyPVNcbVreON9PsrcwARxvbq6lUHRQCxAHOenWvO7mJYZGCk4wOpoooluXDdkWdsXHeuw8B2MN/4gaK5DSRw2xkVCeM5A5/M0UUIdTZj/F9pDaORCu0M+CB0rc+HErw3lxbof3c1qxYe4oopwLp/Cj1DR1MXjWWcMxaXTVZgTwDuA4rorXU55tQMDKm0Z5AOf50UVrIwl8RsDpUcQwXUsThjjNFFYvdAeE+J9Waw8X6srWdndpJd5KXUW8AqOCDkEfTOD3Bq14Bmkv/AB41/csZLh0eQsf7x68UUVUdyZbHtcTFl5rnviAobwTqvtbORRRVr4jP7JznhSNdN8NaatuB88KSMzDJJYZP6mpfDJ+2eMdZupgDKgbaQOnOP5AUUVmnrY7MN8NV/wB39Uanh95bpJDJNISzSZw3uTVa/wDEd9b6lNpsfliEeWobB3DKgnnPvRRWcN5fMzW51ekyPcWUc0jEuwwferUo+4wYjDDp3oopr4BPc4/4nsV8H8HGbiP+deO3Or397p6WNxdSyw28rum+RmJLY65POMcemT60UVZPQ//Z", 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", "info": {"video_id": "194442", "label": "putting banana, box cover and pen on the table", "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": "194442", "label": "putting banana, box cover and pen on the table", "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": "a546da7a90921800adecc136991f8e4dd8536288be30913109f73ef6e69a02b6"} +{"episode": 66805, "episode_seed": 3941663297, "split": "train", "timestamp": "2025-10-13T03:34:12.786302", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3941663297, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "106937", "label": "pushing pencil from right to left", "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": "106937", "label": "pushing pencil from right to left", "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": "2032812ed814ad4c28be8376c289ab2d25ccf0134be007d80893f9e3d0d87844"} +{"episode": 66806, "episode_seed": 37893955, "split": "train", "timestamp": "2025-10-13T03:34:16.230054", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 37893955, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering gova'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "180027", "label": "uncovering gova", "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": "180027", "label": "uncovering gova", "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": "6f555790d197ddb0be173641d28602fc9b9124e05823983787a6564c1d607fea"} +{"episode": 66807, "episode_seed": 1061012902, "split": "train", "timestamp": "2025-10-13T03:34:17.808053", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1061012902, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking a bag up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11905", "label": "picking a bag up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "11905", "label": "picking a bag up", "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": "72cd7a761fcb0347661b97f680c3e12b1ed85bbb2182b5d20c7d8ae0a0cddcdd"} +{"episode": 66808, "episode_seed": 1384616991, "split": "train", "timestamp": "2025-10-13T03:34:18.918175", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1384616991, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bear on top of book 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', [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": "193808", "label": "showing bear on top of book shelf", "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": "193808", "label": "showing bear on top of book shelf", "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": "a4442932c10814841e56ec52db4a5e0ca26e3e5c644f3895d75fbe4d8b6341b8"} +{"episode": 66809, "episode_seed": 2694188800, "split": "train", "timestamp": "2025-10-13T03:34:19.562272", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2694188800, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick a red 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', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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VlxuHVTjIP51c8JrJ/aGoyzJtmKxpJxwXGQSPY8H8auKvTuKc2sw5F9pflc7qOceYi7AkZIBCDtW5r1rpFppwFo4a48znMm5iuPTtzXLBiTSO3p0rOUW5Jp7HZPDuU4yUrW6dyC4bPSuR8eBpdC0y4AUfY7gxcdcMM/0rrJhXNeK4pZPD10kS7vmRyPTa3X9a0hK0tTLMsO6tC8d46ozdKYRlZeyuD/wFhWoIt0Mtuv3on3J+Nc9plz+7dWPXao/CtxJ8TOwPIXr+tZm0HdXH+J4E13TtKlYbnjDjB6Z+XOfyrU8IaWmmaVqd0qgGUhRgY4VSf61Hotg+tXi2kZ2rvZycZ2g4NdHPZf2Vod1altzIXycY64x+lVGpJvl6I51QoLE8/wBt/gtjgryLzLeQf3hj8wao6ZdsmtaNeQrgPIIWU84YcEH8DWvcRkoFA6nH/joqGLS5H1OwvYFUWskqSuM/xAY3Ae46/QVVJXTJzKbjXotdW1+R3huZJR8z8eg4FdHpWvWFjpHlSw5uCrqxWMHOenJrklPFOLcVFSCmrM7q2FhVSjLYjuH3ZHas64jNzY31kWIW5t3TA7ttOKvOciqjqScg4I6Gq5rO5pXw6rUJUn1X/DfiefeHcPbxBj13J+ma6mF/3kDn+OPy3+vauTtYZNIvmt5DzC5z7+n6Vvw3HyQqfvdaUnroc2EUlRjGW6VjrfDE/lyS2TdM70/3SK89i1m7lO8WSrF1yzkEj2rqdLvRFqaSZ4XK8emf/r1Bb6WHwoRpCAqltv4DOOBS5oJe8rmGMhXlKLpSt3Ny4Bg8IWKFSjTASMp6gnn+tcbc23maoj4ziB8fX/JrvPFIEcVtCvRQQPwGK429hlE4uIF3NbHzGT++o4Zfy/lVxXvpBi7rByfXf8Tb8L2sGq6eZpJghjbYynr68V1dlplq9xHBbxB5HYKpc4BJrjvBgVI9R8t90RuB5Z/2duR/OuthneOVJEOHQ7lPoaLW0Nqc51aKmnujY1TSrjSIoWdoQZCQBEM7cepP1rmNS3XMEsMjsVdSp/EVqX2pXd9tFxOzheQMAAfgKy5qmPNy+9v/AF5L8i8PTmo/vdWcP4vhjg8XW7wDEVxZRqDjug2/0FW7HJtXA+8AJU+o61D4yYebo7n78ckkY/3eGH65qbTpQUiYdNzL+Bq6mtmefgISo89GX2X/AMMbVpci11WC6HEc4Ab8f8ms/wCI8N2LuwnsZPLMsbmY/wC7tAP61PAFlsnib+HcFPoeq/rx+NT6s631jp0rKDIquMntnbn+VTzqMW2rnRiKMqseWDs+/wDXkYvge3vn8QKbiZpYoomkJdRnOMDB/Gptb/f3t2T0JI/pXT+G7CW1a6knheNiihdy4yDk5/SuYvBvedvVv61DfNFO1jfB0/ZxcXLm82YVhKlpPphf5oXAikx/vc/iM16hDBZWwxBDvI/if/CvLLy0Nu9vGoLwzXCSoQPuPnDr9Dwfwr01XOT9a2mrO5x5bNzpyhfSLt+Z12haVaajZm4uLiRFDlCkeFA46k1yl0VDMAQcHsaXedm3Jx6Z4qvJyKySkm23/X3/AOR20aMoTlKUrp7LsZ93H9o0vVLMKu66tXQE/wCyCR+tee6Bma3iBPOCn49RXozZWRXHVTmvONLD2N61vKuwpM2V9ME1d7wsctWg6eM9qtpLX1Vv0OvgYPMpPS4i5H+0P/1Vv+GZ9vm2EvIU/KD3RhXKwTjZCwPR8ita1vRHq1u4P3F8sn1Gcj8s4qYuzOxq6senz6Rb3WlCw2+XEAANo6YrD1VrPw9aKY133MQAjdsFvw9K6i7vIrWLkjpxXlGv6wl3rVwu4sqwFR/vEj+lYpvofP4VTqy9nfR7mPr920VzcXgRQ63KylB0xn5h+Rrp7ZFIE6tlZVDL9O1cZrU/mtIwwdwyRXS+HZ4rjQrVoXZlVSh3dVIPIroi/caPTlQf12nUXRNf195rDmhqUcUGpPTIZBUBgWUMkgyjDDD1Bqw1JtO3igZ5tJZnTNTnt5D/AKliFPqD0P5VcMjRW/8A00k7fWtjxXpxbydRRchBslAHbPB/p+VYkGZ285h8o4X3PrSZzRjy3ij0X4Yrma/JGWVYxn8/8K67X9Pt7q1kExZdy4LKecV4/Zapf6D/AMTKzkdArBW7o2c4DDuDg13V54uh1DQ1v4mC+ZDu8snJVuhH4HIqZppJrqeLiJy+uPkeun5I5bURFbvvhfegkYgn6LTPCcol0+W2kOZLVyEz/cJyP8KzbiY/ZRGABzuAHvUnhK6ZdTu7TYGR4/MD91wRx+Of0rSnK1z08Vh5T9i3q4tHXDrinnpSDiloPTIiOKj2bmqVhg0iqTQVexyniuxVLi31BF4b93J9R0P5ZH4VmRSbIDMeWb7o9q7m900ajYy2jfxjg+jdQa4ttOurS48u7QIU+6Ac59D9KmSOe1pOxLalomXJ+bqfrXsHhrSUh0EhwRJcDeT6ccV5CtvNNG4gaNZD/FI2Ao7mvYfDHiPT9VtBFEzRzxp80L9ceo9RRyO3MeLmeKXMqEXscv4ntLozIWhcqiHc6jI61zAeOLU4BL9yWZoj+IyP1Fd74o1LyoU8th80gUg+mea8y1iQeaRu27ZAwb+6c8GnTl712ac88RhJprodZpunx6esoijEayv5mwduMf0rRBqMbzFGZMb9ilsdMkZp68CtJ/EzswKthoLyQMagkGc1OaiaoOxGHr+m/b9Mk2rmWH95H9R1H5Zrl9OmKKGz8idPrXoa8Yx1zXC31l9h1mW3xiAt5ie6nkD+Y/Ch7GFSNpqSLa3Jitxu4LkcVv8Ah22/tO+tbdv9WjF2+grl1JmmMh+6nA+tbWg69/YV+sr2xmjkGG2thlA7iocXP3Uc+Kq+yoymvT9D0/VbJnjEkAwQpBXPWvLr+xuLIH7TFsJZTjIOep7V6j/bVnfaXFdWsgeKUcHuPUH0INeYa9qJuLi7XfuRXGz8uahSd7HJllao37NbEehhNRtbm1fA+zTtn3XO5T/n0roQcVx3ha7gi1u4hlkKyTRYjHZz6fX/AOvXYgc5rplK6R0ZdSdKVVP+Yd2ph6U+mNxUHporsmTXI+KtN8m+hvY+Em+Rz6MP8R/KuzAyc1U1Sw/tHTZ7fo7DchPZhyP8PxpJEVVzROOtnz8+cInAqe2ndpfNPGWJH0qjGHP+iFWQocSAjkeuauk+WhfaWCjhVGST2AqbdCHNRXM9kdXqXjuK701LiIFnaIEqOxPFcqm6SETOcyMdzn1JqHQrL7RoNywU/vCduep29P1qzbshiEZ54wRSaSbSPPy2klFSe7RQvFb51J4IyprrfCsJh8NWuerl3/NjXNXEZGY3BbP3SO9d1Y232awt7fGPKjVSPQ96qJ6Mo2mpEoBpQtTCM4pCpFVYrmRXK81LFFu7U5YSzdK2LLTyRvfCoO5ppXMqtVRRnm2C27FlByMYx1riLjTZn1g2cafvHk2ooGOtej6hqNrbQtDCod+ma4zSnk1TxzcbtUmtMCQQGNQxLqhOB6DAPNU4JuxxVcY6NN1JLfYta7o66FoOpQXDK9pcW4AUnneoOW9v4cfSvO9CWaYZZz5CjOOxatzWvEN9qmhzpNcS3Mj7I4Q/PL+lVUsJNGhgjYlkKAM3o3cVM7K6/rY8/LV7Sqqk/wCncW4UupA+8p496veEIB/aN9PjpGq/iTn+lQPF56BkPzgfmK6Hw/ZvbWJeTAad849AOP8AGojufS1EnZmmFJp22p0iyKUxEGtLCUysw5p8MZZhxU6WzykBVJzWtbaeluvmXLhB6d6FG5nVrxiivb2DMCQm7jpXL+IdLla5gdV3SSnZgf3s9K6nUNdSGJktgETGC5rlL7WJU0172GZw8MqmJ16ljnP4YptJ6I4p4mVCDqz+47C38E2IgsEmDNJbEt8pwGYjDZ9v8K4HxRFJ4S8UWd7ZOxti2VXPIxwyH1BB4/8ArVq6xrt/HoUN/p/iHU3Rrn7N+/jWNZyF3M8eOdqnCnd6j3A5vxzqEl5qlla5yMs2B16YzVTdmorY+Yg3Uk5S3bLV1rTayyyKCsS5xnuaw9RbfHISPrWjbRxrapFHwAOvvVO6iMm4Dhzwc1zrRn11OlyUeVHY6DG0fh6wDEk+SDk+/NaANJBD5VtDEOkaKn5DFTCPitGa0/dikR9ajK81PtxTVjJNBbloIsW7pVHWdCi1C1Ejs8csQJV1H6V0VlZtKeFzVm/ht7dIxJIM5+6KpR0OSddc3KeXQWrPJHbwqSSQqjvmul0fQ7O907VY7uB45NwhWZjyrLnleOBzn3qjoNqh8d3NvcahcWsPnGOGaOSNBH3JJfjGM++TV99Vvo5NVtLq5uJDayFFS4xvQAkc44zwM44qZRcabfU8bHYv21VUo/Cjh9I1+/0ZrrSyPMP2gj2D/dJ+hwD+FSz79jZJL5yfesrSWMtxLqEq5WSZ9jkdTnn+dbU6lk81OSOo9RUT+I9TKqSjS5u5B4ftzL4pt34Kojv9PlP+Nd73rmPC0Cm/uLhV6RhSfqf/AK1dYqVS2O6KUWyPBpHHAqcoaaYyaZfMiJFycAVehtC56VJZWMkrjCmtaSW002LLkPJ6VUY9WctavZ8sdzhPE1od0c6phSSpOMZq5png++msLO5imELSvvkycHyyDwPfoai8Sak11p0ihvKPnI5K/wAIzz+fSptcu/Efh7RdMu5tRvRJdb90RXAgAClATj7xDZx/9eqhFX5jyc0xclBUFv1MfS7eO20m1jjGB5YbnuSMn+dZeowpb36tGNvmDLDtmiiuKHxM9Gloo28i9pwDXdvkZ/eL/OuvVR50vsxooraB21dyyqjFKsKMec9qKK1Oe5qw20UMXmKgLe9Y+o31w0nl78L7UUVT+E5qes3c4jXtSuY7uK3RgqSPhiBzWa99No/iF7u12+bEzbd4yPmTac/gxoopU9zzc1b0XmWPDqLmcYB2hcZ7da2J4kmiaORcq3UUUVzVf4jOzL/92j8/zOetSVdkzwpwK7nT1H9n2PuhP60UVrHc9a/7qJsxQoR0q7DaQkZK5xRRW6OObYy4ma2jYRKq4HYVz95dzSRySO+4qCQD0ooqZhRWlzhNbvZ7qK1R3IElw6MF44Xbgfqa3dZhjh8KoiLhQ0ZxRRRHc8PHSbi7v7Rk6v4ibWobeKXTNPtzCqxxvbo6lUHRACxAHOeByeamhhS68V3ksw3NBAqpnoA3Wiipq/p/kYYL+IvX/MrKvkX0kKE7FYgZrW0+0huNSgaRc4YHHrjpmiisz6qj/DOqiAYc1PtG3pRRWiERlRkcd6u2NtHJJ8wPWiinHciq3yl2/mazhZIAFAHYc1yOoXUuBIWyxOMntRRTmYUPgbOXutbk0vVL2E2VleQyShjHdw7wGUZBBBB7nIzg9waYl7cajb6xd3Mpae5+eRxwSTnp6UUUVfgPmqetXXzLX9nW0WjJaomI44ty+ucZz9azbFiVAJoorlj1PrsLo0l2Ot0OJBYOQoGZucDGeK240GfwooraJrU3Y8xqc1ds7KFySwJ/GiitFuc9RtRE1O7ltYSsO1B04FcX4h1G5tLOSWNgXxnLc0UUp7kU9KbfUyJCZPCJuHYtLJMhZjVG71zUb/TYNPuruaaCCR5FEkjMSWxnOTzjbx6ZPrRRVx2PmcW71pXP/9k=", 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86ueE1k/tDUZZk2zFY0k44LjIJHseD+NXFXp3FObWYci+0vyud1HOPMRdgSMkAhB2rc1610i004C0cNceZzmTcxXHp25rlgxJpHb06VnKLck09jsnh3KcZKVrdO5BcNnpXI+PA0uhaZcAKPsdwYuOuGGf6V1kwrmvFcUsnh66SJd3zI5Hptbr+taQlaWplmWHdWheO8dUZulMIysvZXB/4CwrUEW6GW3X70T7k/Gue0y5/durHrtUfhW4k+JnYHkL1/WszaDurj/E8Ca7p2lSsNzxhxg9M/LnP5VqeENLTTNK1O6VQDKQowMcKpP9aj0WwfWrxbSM7V3s5OM7QcGujnsv7K0O6tS25kL5OMdcY/SqjUk3y9Ec6oUFief7b/BbHBXkXmW8g/vDH5g1R0y7ZNa0a8hXAeQQsp5ww4IP4Gte4jJQKB1OP/HRUMWlyPqdhewKotZJUlcZ/iAxuA9x1+gqqSumTmU3GvRa6tr8jvDcySj5n49BwK6PStesLHSPKlhzcFXVisYOc9OTXJKeKcW4qKkFNWZ3VsLCqlGWxHcPuyO1Z1xGbmxvrIsQtzbumB3bacVec5FVHUk5BwR0NVzWdzSvh1WoSpPqv+G/E8+8O4e3iDHruT9M11ML/vIHP8cflv8AXtXJ2sMmkXzW8h5hc59/T9K34bj5IVP3utKT10ObCKSoxjLdKx1nhifypJbNjx99P90ivMIhq7He9y6nAYIoB4PTNdvpd8IdUSTjC5X8M/8A16ittNklRlt7dmSMchFyFFS6kYqzVzHF4edWUWp8q62NOaOS28F6fHNjzZAHfAxyef61x9zAralHkgFoXQZ7nH/6677xSoitLWFei8Y+grjL2za4kPlvsniPmQt23r0B9j0q4/xEPFq2Cl5I2fBhs77TpHuVYzQybMDoRjIrtbBIZbyC3VVgSRwu4DJGa4HwURt1KRY2jD3AOw/w8cj8DXXK5yDnGPSm1bRGlFutRU77o6LxHptrpsFv5Uzu7Fg+9ueMYwBXH3YDqykAgjBB71ckYsck5z3NVJhWcU1G0nd/15s2w9KVOHLJ3fc4nxvl/FGnXuAq3VsEIHqpI/qKsaem6Axn/lpGf++lNR+MopTHp8oTKQzNlv7oYDj81qPTLkNHFk/NuY/hWk3zWZwYOi8PKdLonp6dDcSZkNtfp96PG/6Zwf6fnUnjnUngTS3t7fznlWTnOMAbTz+dVrW4VLeUE/K2VI9Qwwf8fwqScC9sLMOxPlq6EeoO3/CpTil72x0YmNSVN+y36DPBc019riie3CGGMy5Vsj0H480a2TPdXZ9SR/Suj8MWItUvZjGUbaq4Iwcdf8K5u6+Yyt6n+ppPlsnFWDCxmoNVHdmPpQW2l02FzsSZAjN6Enr+teiQ6PZW4HmSeaw7KOK83lgkhe2t3PzrcpJCwPWNmGR+B/Q16Yr4J+tazik7nNl1SU6Tjf4XY3tJ8PSX8Hm2y28ce4rukJJyOelY9zLIgK7yAD0HFT22q3lnbmK3nMak7vlAzn61nSsWJJJJJyc1mua7vt0/q3+Z1UqdTnk5vToY+q2cV3pOtbstPNYmNOP7rb/5gVxGiuZbeJx97bn8R/8AWr0PdsmUn7pyrf7p4Nec+H3WNliz92YqPoMirbvD0OSdOVLHOXSS/Ff1+J1qBZPOi/hlQSr7Hv8A1ro9GddS0aSymPzAGI+x7GuYgk2/Z2/uMV/CtjS5ha6sgHCyoN4/2gcZ/LB/Gpi7O52TipRcX1/r8j0CfSLe60oWG3y4gABtHTFYeqtZ+HrRTGu+5iAEbtgt+HpXUXd5FaxckdOK8o1/WEu9auF3FlWAqP8AeJH9KwTfQ8PCqdWXs76Pcx9fu2iubi8CKHW5WUoOmM/MPyNdPbIpAnVsrKoZfp2rjNan81pGGDuGSK6Xw7PFcaFatC7MqqUO7qpB5FdEX7jR6cqD+u06i6Jr+vvNYc0NSjig1J6ZDIKgMCyhkkGUYYYeoNWGpNp28UDPNpLM6Zqc9vIf9SxCn1B6H8quGRorf/ppJ2+tbHivTi3k6ii5CDZKAO2eD/T8qxIMzt5zD5RwvufWkzmjHlvFHovwxXM1+SMsqxjP5/4V12v6fb3VrIJiy7lwWU84rx+y1S/0H/iZWcjoFYK3dGznAYdwcGu6vPF0OoaGt/EwXzId3lk5Kt0I/A5FTNNJNdTxcROX1x8j10/JHLaiIrd98L70EjEE/RaZ4TlEuny20hzJauQmf7hOR/hWbcTH7KIwAOdwA96k8JXTLqd3abAyPH5gfuuCOPxz+laU5WuenisPKfsW9XFo64dcU89KQcUtB6ZERxUezc1SsMGkVSaCr2OU8V2KpcW+oIvDfu5PqOh/LI/CsyKTZAZjyzfdHtXc3umjUbGW0b+McH0bqDXFtp11aXHl3aBCn3QDnPofpUyRz2tJ2JbUtEy5OW6n61634S0xIdGMki5e4+Y+w7V5MLaaaNxA8aSEfekbAUdzXpng/wAYWl7HFYXEX2a52YjBbKyYHY+vtUum2uc8fM8XG6oRe25Q8T6Tev5YSPzEjVssCB+nrXF3VwtjfwysAVW62v8A7pyP0ODXoHi7VPLsmMT7XLgD/P0ry/W5t7ytjKk7iKdOfvXZrTlUxOFnGXayO3htRbO79WlwzH9BVgEmqmnXMF5plrLbyGRPKVdx65HUH3FXBwK1m7yZ14CLjhoJ9hGqGQZqY1E3NQdiKV7p66hYzWz8eYuFPoex/OuDtQ9uzowxMG2bfQjivSsHAFch4jsTZamL9VPlTD5jjhXxz+fX86GtDGoveUiq0jRhIEOTkEn6d66nwdZ/2lqUcb8xxEO3+H51ycCkgysCGfoD2FdV4O1600XUpku45QjhQZVXIU88e/UdKlRctEcuNrKlRlLa+iPRNatHEbywKWBjIKjk57YrzG5tpIfknjeNiy5DDBxzXrV3ewNaJJFIrpIu5XU5BHYivL9cvjctPkg+XKVUj0x/jRe+hx5bXm/3dtCrp1pBqlnC5jBmtpyCx6oVbt9RiulU4rmfCTObnUQrDYcOy9wxOM/SulA+at5u9jTK6bh7VP8AmH5qNulSdqjasz1kis65JrhtYsTpmtM0a4Sb96mPU9f1/nXfYy1ZHiWzNzpZnRcyWzbxjrt/i/ofwoMq0bxv2MKCVspHnO3ljVy3vN17vBPytjP4VlQyFLfjmRzVqFPLCqOo6n+dSQuh0mpeO4rvTUuIgWdogSo7E8VyqbpIRM5zIx3OfUmodCsvtGg3LBT+8J256nb0/WrNuyGIRnnjBFS0k2kcWW0koqT3aKF4rfOpPBGVNdb4VhMPhq1z1cu/5sa5q4jIzG4LZ+6R3rurG2+zWFvb4x5UaqR6HvVRPRlG01IlANKFqYRnFIVIqrFcyK5XmpYot3anLCWbpWxZaeSN74VB3NNK5lVqqKM82wW3YsoORjGOtcRcabM+sGzjT948m1FAx1r0fUNRtbaFoYVDv0zXGaU8mqeObjdqk1pgSCAxqGJdUJwPQYB5qnBN2OKrjHRpupJb7FrXdHXQtB1KC4ZXtLi3ACk871By3t/Dj6V53oSzTDLOfIUZx2LVua14hvtU0OdJriW5kfZHCH55f0qqlhJo0MEbEshQBm9G7ipnZXX9bHn5avaVVUn/AE7i3Cl1IH3lPHvV7whAP7Rvp8dI1X8Sc/0qB4vPQMh+cD8xXQ+H7N7axLyYDTvnHoBx/jUR3PpaiTszTCk07bU6RZFKYiDWlhKZWYc0+GMsw4qdLZ5SAqk5rWttPS3XzLlwg9O9Cjczq14xRXt7BmBITdx0rl/EOlytcwOq7pJTswP72eldTqGupDEyWwCJjBc1yl9rEqaa97DM4eGVTE69Sxzn8MU2k9EcU8TKhB1Z/cdhb+CbEQWCTBmktiX+U4DORhs+o/wrgPiJYJo2o2mq6YRCvmgNGvAVxyrD0zgitbWNdv49Ci1DT/EOpujXP2b9/GsazkLuZ48c7VOFO71HuBzPj67mvL2ws0yzSy5CDvxj+tFR2lFLbU+Zg3UcpS3Yk2t3Gtr50qbEjY8e9ZN6GKupPbIPrV+z8sWywqMKOCKguIsExSAkfwn1rBaM+xoUlCioo6vw1B9n8OWSkYLKX/Nia1RmmWkHk2cEOMeXGq49OKtiPjpWpcLRikQgVHjmrBQ0scDO+AKLFOaSEhhL9qnuLLNqYygJk4AIzWrZ2Aij8ychF9+9VNU1iFFEUCjCnljVWstTilWcpWicRpGhzalrP2TBwhLSH0A/ziuhuPBtwui3guLkG7DN9lKsSoXkhT9eAe/Gao6HfI3jC5t5tUubFLyXCvFJHGIx1yxcYxjJx1JxTm17UUk1i2vJrljaSFEW5xvTBbrjjPAzjihrkhdbnhY/FfWa9vso5zRPFk9rpn9myKzOsjeUD/Dnqv4HNR3EjCL5jnceT71k6HiaQ3cnLMzFfQknrWvcqNmTyrdfrWc172h6+WUuWjzdWM8Mxs/indkgLA5YDv0AruT1rmfClsVvbucnIEYQfic/0rqVTNV0OymuW/qNprjipimKaVJxSNuYiRMmphbbwVIyCOR61JBCWYcVt29gFj3yEIPU1cY3OetWUTzHUtEh0u8zEzsrZKq3RPYetJDp7zW6u8MkkU0ogAQ45Iz1wcDj9a3PGkanR/MtJG85LhVyOpDU6+t9d8LeHtLml1G6hM+/fFswIsbSoJx94hs4/wADThD3rs8vMMbyUvZR3f5GVpdvHbaTaxxjA8sNz3JGT/OsvUYUt79WjG3zBlh2zRRXHD4md1LRRt5F7TgGu7fIz+8X+ddeqjzpfZjRRW0Dtq7llVGKVYUY857UUVqc9zVhtooYvMVAW96x9RvrhpPL34X2ooqn8JzU9Zu5xGvalcx3cVujBUkfDEDms176bR/EL3drt82Jm27xkfMm05/BjRRSp7nm5q3ovMseHUXM4wDtC4z261sTxJNE0ci5Vuooormq/wARnZl/+7R+f5nPWpKuyZ4U4Fdzp6j+z7H3Qn9aKK1juetf91E2YoUI6VdhtISMlc4oordHHNsZcTNbRsIlVcDsK5+8u5pI5JHfcVBIB6UUVMworS5wmt3s91Fao7kCS4dGC8cLtwP1Nbuswxw+FURFwoaM4ooojueHjpNxd39oydY8RNrUNvFLpmn25hVY43t0dSqDogBYgDnPA5PNXGtY5/ET3UmWkhhAjB6Lk8n60UVnX6fMzy9J1NfIoanEkGoI0Yx5gyw7Zq7Yqsl1b71DfvB1HvRRWS2R9Xh/hZ2SIN7/AO8asbBtoordGch0cCO+DnrWqIY7WLfGg3HueaKKuJzV2znr++uJpJA7nC9hXF/bp73xGlnK2IFwdq8ZoorN7hW92loMu9XOma1qEZsLG8ilmDGO7h3gMo4IIII68jOD3Bqrdahc3una3fXEpe4uCryPjGSSc/SiitJbHytP4i5eWMFppNqIVK+Uqqv0Iyc/jRb/AL2HDjII5oornWx9dhNFY6bRraK3sE8teXcliepNa6oKKK0iavcGUZ6UIgbr60UUxN6G3bW8UMBlVQWHTNY2qXs8kpjL/L6CiirlscdLWo7nHazPIdNnOcbJUC47c9frWHd69qWoadDp93dzTQQSPIvmSMxJbGc5PONvHpk+tFFOGx4eYtvESP/Z", "info": {"video_id": "5409", "label": "pretending to pick a red chair up", "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": "5409", "label": "pretending to pick a red chair up", "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": "2eded8bd7ad0ad850358bc299272e38470fafe9ed6830bc9e61960adb7ab7d8e"} +{"episode": 66810, "episode_seed": 2313630225, "split": "train", "timestamp": "2025-10-13T03:34:22.116098", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2313630225, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a stack of puzzle pieces so the stack collapses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "169721", "label": "poking a stack of puzzle pieces so the stack collapses", "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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tjGMEZ+6D6/WmHc3UdAO/50OU8wgt1HqePwpAHWQE7SAMZA6UhEQQHdjcCcnjnio3j2AHbgY6nqKtPtGI/mBJH/66Y6xpFhht29ARk88YoAz7hhBa5QMTg/WuQ1G6lnlUORnH0ruLiNTGe7AZAz1rjdWtcOWxjdkE9MUi0cxqmnLdIspwJF5GT2ru/hO6GPVVAA2+VlQP96uUbaE2soC9ucnNdh8M1jhn1koCdxizx/vUluW37tjvrmZLeCSVuVRSfxrFttUF3C4aPEgBYjOQee34VX1zV4Xmn09Cd67XkJPAHas/RlWPUJ2ErPJIm5VLZwo7AVrbS5i3qO11bt5bZ4J444d4D7ly3XOAPfp7Vx0NzcztcWMNqtqszFIJIPnAkJJZmbpkdx716FdWkV5aPBMgKsDwrY2//XqG1tIIYBEkKJCOBzj8qFJpWCxS0rTBZWzM53Tsd8zgDDsR1HtV9v3aDJAOeMLngf1qdIgj8fxH/OKaQzOdxXHTI5Of/wBVQBk6uZVgIQnBwckflXE3TPPK2TzwOfTNegaijywgIqnBJJzzjHb61x19akM5wAODnqCKTLRzGpWkcyhnXoeD6Gsm7vjaLtlViP4SB1roroSBwoBII9sA1mToTyy7snv2pNXNYycdUfRDucncoO0daryyAEjGSTyPaldyxKjB9RUZfcW2gNj5SPeqMCvwjkZOSQAR0xVcnMzgs/y9hUrlFLPggZA57moiEE5Bbdlv++c9f8+9ArEhww34ye3r+fpTJVUSlsH1HPBqSL7oQknHIOeaWPG7hsso2jjvQCK7xhvlZXVBzwOPp9O+KytUtme3m3DdlOhI61ttulYKW2Nu3H3HqPaoJbdTvUgkhcH/AOse9IpHm8Vw0bnBwR1FXo7jzVKnms7WLCTTrt5EGEydy9z9axdIll1XxRLp7atcWkbLIYvLTcWZULBfYcHk+nvWThd6HWqy5dT1XwMSjaiVI48v8fvV1jucEEYwAcCvK/g/qlxeJrMlxOz4EJBbnGd9emFsDLYOTjgZNaRVlY56jvJsimPmIdwwAeB6j09qrzMTGxGQQcAf4VPMwKAMFYHgEnvVeTYyuuWGMHIHU1RnYSIjAChssAeTz2pxGdy469O2aYu0gMF2ckjHHGOtSMQB5nIznp0OfagRAEO0hIzjuc9+/NMMPDHaUY5LZb+Rq2wZUUICVXgg9ajEKsjzZLbiW/D/ABoGcf4ghxJuIBA4LZ5zXP4C2wTDsc4I9v6V3uq2STQAbQcD73XafXFedeKkm0yxeWCVlk3j5gecHNItPQx722Uc8n5uBnkV9EH5EyGPQYHtXzprlvBFodvqlhq19OrXX2YG5iVFnIQF3i77VOFO71HuB9BlwAC3GMYweTxTtYTdx0u8twcAc8dapsx3kKCAGzgip3f5ypyGJPK8+/NVnZ9hbBz7jtQSQAkXD7TxnHA5B/pUinfEGz14z1x7UMrefwFUHk4PJxSxE7l6rnnHT/PWgQEmQjY3LqQMHih0MRL+bgL2C+v+RTozkkjbtI4PqKaFDHgq0ZOTk/dNAxjqsgG0EnnGOnvisK9twxKkcJ0Zu/0rpf8AlsMDIx2HQ/X0qjdxoW3vyexIwR6/ypDRwWoWjDeRtIY8KF/z7V0Xw7yk+qZDAfuwMj/erkxc/b/Gs+lXupXdpbSzbEaOWNBF0JLFxjGAeByTgV0Hw5NxDqniK1uZJ/8AR5UjC3OA6gFx82OM/Tii3UfN0Ox1LSbDVHjF1CreWSQSOvHes/SNFXTZJ5X2CVv3cZUYAjHQfrWyGbgdsck9SP6VCxOxl3KAB35I/GmSRBe5Kk8jIHFQRo6oTja5+baTzkdamwGMbAkBcEfQimFVVm+8GOApbn8KYEh+5lRkqOBnBHpijYpdmcHaCMY7n/JpfmRXO3dgZFAIRA6ktuPyknrmkBWuY1YIY4gS2eRxx9ayLu0aQnIX14HWugVVAyqsM5GwY4x3qjcRcSvwA3JXGSfw+tA0cJe2LBj8pLZ7cAD/AD3rn7qAwkcY7k+/+RXVeL2uLTRXmtXMbeYoDIemT29q5TxHo2taNoul3t5c3AlvDIZIWTAhxtKAnH3iGzj/AOvStcrmtoe5v80hToMgHHfikIDOGPJA4oooIKoILMm0bfmHHpgUjyMJOMfdIoopgSqoRAV4wMY/CkDkWxb+LIXNFFIB6khCc8hyM98AZqNsGzeYqC+P/rUUUDOX8T2cUtq5YHjjrXjD6jPoniiW8tCvmxO+3eNw5UqePoxoooQ2eg/BY+XHrYHb7OOfq9esMu1WOSScgkmiimJkLYCpgAZbHA9TzUYJGCOpXk4+tFFAhsB3ybT/AAjAOOe1PfKSQKCcMSpz6UUUgCRj5khz9zGKldc9SSC+CD6cUUUAV7tQ0oTAAx2rz3x/bxJorMF5Mid6KKEV0OA13xGdcitopdK062MCpHE9sjqUjXogBcqBzk4HJ5r6OHyuo68ZyfpRRVMlDMkgnOMD/wCtVGKRmfBxyz84560UUhk/lq4ORg+o7U2KQlFOB27UUUCI7RzJbShgMZJx+FNtJ3dmDEcbD060UUDLTExo5XjB6etNKgAL2yRj8KKKAR5BrmrHTfEmqobGxvIpJ95ju4d4DKOCCCCOpyM4PcGui+G1/c317rd5cSb57mSJ5HxjJJb8qKKfQXU78OfN29jgn8qG+ZwhA2sTmiikMjESrCWXKnHb2qMkyQjLEZQk4OKKKBCy9UGTgjn3zxSgDYISMoRjBoooAfFEiRkgdATzz1qk7F7UMeGHcfWiigaOX8coq+G3IGCJoxkemTXnN/reo3+nQafdXUs0EEjSKJJGYlmx1JPOMcemT60UU0J7n//Z", "info": {"video_id": "169721", "label": "poking a stack of puzzle pieces so the stack collapses", "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": "b5830314e9dc1e934ae3ea0fa3ecfe37c14f02a5e9261f79308df50d7b4d6fa2"} +{"episode": 66811, "episode_seed": 240411977, "split": "train", "timestamp": "2025-10-13T03:34:23.218404", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 240411977, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 audio cable out of blue bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "68020", "label": "pretending to take audio cable out of blue bowl", "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": "68020", "label": "pretending to take audio cable out of blue bowl", "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": "5b0b36bbea4b50dce54b9050beb764c605d6088c6b4f0e61e65eb1f6b293a14c"} +{"episode": 66812, "episode_seed": 2365673187, "split": "train", "timestamp": "2025-10-13T03:34:24.559518", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2365673187, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 videogame 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": "110082", "label": "moving videogame down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "110082", "label": "moving videogame 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": "3fa2aeff480d4ca0ab1fb5867c68c896abb1143767e4f08e8b8f5d908eac8392"} +{"episode": 66813, "episode_seed": 2661342058, "split": "train", "timestamp": "2025-10-13T03:34:26.388487", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2661342058, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting small glass jar into wooden container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "26404", "label": "putting small glass jar into wooden container", "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": "26404", "label": "putting small glass jar into wooden container", "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": "5f3bcefa50beb3fc61d67b3eaead6faa38ec75cac6346dfbcbc34f3042d0195f"} +{"episode": 66814, "episode_seed": 4016439471, "split": "train", "timestamp": "2025-10-13T03:34:27.767401", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4016439471, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 12 tins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "147446", "label": "stacking 12 tins", "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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yZLOHTbNZ5p4POyMFWBxnjGaj061a91JIyCY1OXI9KbvcR6FpUou1a6wQj/Kik87R61rIFCA4GaztK2CF9uNu84x+A/pV3zQCwz3qhFhDuz+FSDrVe3cOWAPcVYLKvUgUgMuXVrjSLqW7ghjkiZipVnKYYcZyOmcH8q4DxBrq31/c3d5bRSu+CBDwFxxwT19zXpUenpqVne2m9FPJJbtzlW/zxXll1Yxi9iikuYU8yTYDnPfk8enWlK40aHh7UbLTLB706e8stwAyMHT92PTkcc9xg+9Yt1qIvZJhNbpuZwy+X23HGPoK2NbsbRGWLT7iKeOOMZIIGP8APX8aXStJht9HuL+9kiQOCqISNw28jjOeT7e9Fr6AV7TW/wCxrG5sIbeKQTH5nZ2Ug9uBwcdqoWeof2nD9okh2BX2luucdx+FNgsn1OUSW37yAjczjjA7++aS5jjsg1rFtCRE8Kc9eaTvYDto9SspI0trGQvI3yohByPc+nrXQQKFWNdzYC7euOlcR4atAsaXUn+seRQoPYZruMhUBz0INWtdxEu1QfuirgHJrOaUCtAN1zxSAhvQDaOp/jwo9iT1/r+Fc7rfia/g0ubTJEtlyCryEMXYey9AT610N1IhhBzu2OGOOeB1/SsDxrpkTQWt2txDukGzG7qAOD/Sh3sNHANdW97fxWv2QRtJyZA2Bx+HtW7rniFGsorO0sEt0j2n5nD/AHegGOv1OT7mq+hW2mst5Pc3yKYwUjG08t37fh+NUDp0l1fxRI8QErAbi4woPc+mKlaICGN4J5muDCFCBHwR8rEjOPp2qzrHi25up4C1rFziLbGxyw7cn0q3r6WNnLb2EM6NMV2fKOCV6dMjJFZ66Wba0F7dKilMOm49B/L9adraILmvo9zZWV1I94djYGwjkKe+cc5rp9NuEvZzPExMKAqrf3ietedRB7q+jhXOWPJHYdzXoujRxwI8afdXaPxxRHYGbCKhTBycccnNTwgANgAcdhVTzQGYZ9DU9rIHEmO2KoRaFZ13fTadeG7gjSQRBVkVmK57g5HTGRz71ollXqQPrUVvbJeXVzbkqfNXODnkEYOMehFJAee+KPEX9q35nvLWFlVNqxxMWIxzksepqn4avdPt/M1OTT5JQwKImUJjIPJwwIOfXt60zXNOFneTRPPD8svlj5vvHNXNT020gs7eCyu4riTZuk2nHPf88/XjpUq+5RkalrC3t1dSS2yqrgyKFOSMYGM9yc5q3purjw+s6x20cxnTa4d2XAx046ip9B0VHiuL27eKOFAYwHIycjkgelZHkNqlzmyxKu4g4/hx1zTs9xCwam+ptOrwjMJxvJyD/wDXrsLTVNOhtI4oJWaTAHlkfMzfTpXIXNumnF7eMAZxIwB559f1rR8PWolSW7lzhRhAfX1pLR2Dod9aRtHbxK7HcPvYPc9atEIP4QT781ECBEfXGaUyrjOasRoIqqvyqAPYUpGRzzQoO0fSnEUgOM1bQLlrphbR7oScrjjb7GkfwwRYxxW8gVwD5mTgMTzmutePJqJlAFKwzkpPDXk6fi3ZTcgkuem/2/Cs4eG3jtJJXAN6OUAPQdx9a7SccH6VRnGRRYDg/wCxJrlHluEZRF86IerEe1O017ma78uCVkVjlyPSuqljO7PeoUQKxIABJycDGaQGnbSCGBY0GABigzN5vXqP8/zqormsaxafU/Fs2nSarcWkZEnlCNN2WVCwX2HB5Pp71QjtNNAkL5ycY7/WtEKB0AH4VxngC/ur77abmd5dojI3HpnNdpQBl63Ym8tC0a5mQZA/vDuK5K08PSXN8stwjRxxncGI53Y4xXfuMioGTPJJP1pWGcU/hee5vB9tCtbg5bn7w9BVW+0K9e6FuEJh6CTsF9a7mQADpVKUcnnjFFgOC1HTJNMmW1tkcxH/AFWO4NUJNPOmu4lw8k2JCSP0/Cu9nBIIyazbi1jmwssauAcjcOlIBmhyTzqlxcEbV/1ahcD61vPcMyEDuKy4vkGB0qprt3PbaU0sEjRyB1AZetNCNwTFwGJ6iugSNQOAD9ea871Ii20KDUNP1rUJlNz9mzcRLGs5C7meIDnapIU7vUe4HpKD5BTQDMHFcfrmiz/aWNtCXik5G0dD6V2hWoXjPrQ0M4mPwzPFp+2BgJ3YtIoOAc/1FRJ4Ykt7SSVNpvT1x/d/u+/rXamMAdKrzIOamwHBR+G55I5LmdCs6cwoevvWUdJuNREiOHSNRk5H3iOcV6HMvyD6VnzRktnJzRYLnH2U06XYW1Ch3+X7oPFdvZH7PbhclmPLMe5rOjtYo5GkWNFdvvFRgmriNgU0BZadvMHPUEVp6SPME24nqvQ4rjdOmS/8Xtpt9qV1a27y7I5I5Y41j9SxfjGM8DknArd8JNdrqmtWlzJcH7NOsapcY3qAWHOOM8DOOKYjqtig/dGaqanafbbRoxxIOUPv6fjV2msMigDz1dAmvbxUnhKRKwZywxjB6D3qa88NXdzcbJCDb55f1H+Ndq6ZPJJxUTqAMAVNhnDaloV1FIkFrEWg/wCWZHRR7ntis6/0htHREgDMj/NuHdu/613so+b2waoTA8gE0WA4GTTXs2+1XHzSXCYwf4cdvrW9oUk9yFEm0W8RG0KuNxFXZ7ZJk2SorpnOG9akgRYVCooVR0A7UAbH2kgVEkzFBk9OKw9eu5rbSmkgkaNw6jcvXFVta0/XtB0TTL26vLpZr0yGSEpgQYClQxx94hs47fXNUI9QUDaPpQRRRQBGwqu45oooGVJhwaoycoDRRQBUkHWq7CiipAYzEVyNxqVxpPiae+ttnnRSNt3jI+Zdp4+jGiiqEdP8NlAbUB2AjH/oVd8QKKKAGGonHWiigZWfoapS/f8AwoopMCjKOTVVwKKKAI+1ZXiI40hv+ui/zoooEZereJH1yO3il0vT7YwKkcb2yOpRB0QAuQBzngcnmvY4hmJSfSiimMU1G9FFAEEnSqstFFICjJ/q/wAKpSjiiigCuRg5pMkA0UUIDlbjWm0vVb9GsLC9illDmO8h3gMo4IIII68jOD3BrrPAV5PqV7rF7dyGS4nkjkkfGMsd3bt9KKKYI7kgUw0UUARMOKrP3oopMCnKPmH41SmHJoooApyAc1H0yKKKQIyfEbEaQ3/XRP51g3Wv6nqGnwadd3c01vbu8qCSRmJZsZySecbePTJ9aKKYH//Z", 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", "info": {"video_id": "147446", "label": "stacking 12 tins", "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": "0da8b7d1612ae75366ae7c80b682ab6c8f423c68217256ec629a07f1b6781e60"} +{"episode": 66815, "episode_seed": 378197042, "split": "train", "timestamp": "2025-10-13T03:34:31.003678", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 378197042, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tennis ball 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, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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pIQIM47k81oNAGyu75XyCazbdd0e0ZAHpV5pd0W0cEVxt3dz0UrRsR+H7eXTdG1S6vBhlV44yR1QDr+NcVbyP5WWJYtzmuz1/UUi8Mywg4aRdorhEYc7WHXt2relFW0OSskrJGirMyckfiKaWUDJPNQI5IGGPX1pJJPfbj361qYiSFThWAK57U0t8uAPu+tReYXOBkDNIzck5xj8KBBlSc7cEn8qs2LndIueuOB6VT8PQ2eqeKV03U764tIJ32JLFNHGsfcsxk4xjPA5JwO9S2kU1nrGqWcvnr9mmMW25ADqASPmxxnpnBx6ULcDQaURttAJb6dKnSTPBI6f54psSgIWwMnk49KiQ7OScZ9+lUBazgnvTtwB5xj0qBRzkZHrxUgI3DJP0PekwJ1bcNw/76zTWfK7c57/hTAQVxhRn0phAwMkkDnmpACxUH5vao2Y8cd+cmmlskfT1qNj2OBQA132k8fTioi4BHvVTVJZIbRmjfaQwGVPap9f0DV/D2haTf3k9ws98ZPNhMeBAAEKBjj7zBs47fUGgYsg+QHuRTkPAI4zj+lFFUIPMYy7f179aY+X2EsRuJBAPpRRQA0AAnHHFGSW5/u5oopAO3kqc8gdBQV3Ak8nmiigCBiBCxwMjHNY0eqXGi66b+02edCzbd67h8ylTkfRjRRSQHYfC1QJL8enlD/0KvTLokQnHc4oorGXxM7KfwIyrDTbWTWPtjx5mUcHt9awvGsrSaqIm+5HGCBRRRHcqp8DOQclSCpIzVjH3SDg5oorc4RI8l3yx+UZFJIxK54zRRQBGzkZ4HrWdqp22ZPUlhnNFFIYa14pfX4beKXSdNtWt41jiktUkUpGucIAXKhecnA5PNakRyY885xRRTBHZ252ggetXFReTiiiuI9Locz4qkZTCgOF3H9BmubV2UkjrRRXTS+E46/xFiLnJyetI5IQ444/rRRWhiQFio2g8DmozI2T04z2oopCKUOuvpFxdI2nadfxTSK5jvYPMAZM4IIII6nIzg9wav6Xf3Op3upaheSebc3DCWRiMZY5PQcD6UUVSA2VYldueKic7Rx696KKYE6SHAPHK0/7jkj0HX60UVIBKST1xmmsSgAHqf0oooArSTOJtueMYpxAYMT/nFFFAzN1cYsHxxhlPH1rPvPEWq6jplvpl5ezz29tI8qeZIzEs+M5JPONvHpk+tFFAH//Z", "info": {"video_id": "211539", "label": "rolling tennis ball on a flat 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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"info": {"video_id": "211539", "label": "rolling tennis ball on a flat 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": "1e50280dabd700e337179d6bb7d450fcd8b33f1fe17c7bbdcf88c1a0aac0c8e0"} +{"episode": 66816, "episode_seed": 4244615847, "split": "train", "timestamp": "2025-10-13T03:34:34.643399", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4244615847, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 oil out of karafe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "151749", "label": "pouring oil out of karafe", "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": "151749", "label": "pouring oil out of karafe", "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": "7008d1499356c0311462b57bae302235b9b456b909bdd3806255594487567134"} +{"episode": 66817, "episode_seed": 2002759956, "split": "train", "timestamp": "2025-10-13T03:34:35.470052", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2002759956, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glue stick down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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Hmua1K+XyyM0/UtRVVYb+a5K9vmlYgHihIYl3dMVYpyx6D1Pat3wf8M7zWmGqaldlCR8irDgKPYsRWVp8JVRIR8x/Su2sdVSC3RHmkbAxtXJrsowW7PPxT9ouXodEngHRbcZurznHOZFXP4AH+dTroXhK0HCJIR/ss/8AM4/SufOotIf3dtK3u2Fo869k6RxRj3JY10XRwRwVGO0UdNHf6NYHNnp7Bh0ZVWP+QzWdfXov5jOIVi4C4BznHc1kNHcsDvuD9FUCrirtjVBziufEz91I78LSUZaHOeJSytbMOg3Z9+la2iWCWkSy8+bIgLE1T1m3Fxe2UZ+7uOR69K2oSNznoBgCuVbHeWZH8uAjNcT4jsbjV5YbOEcSMrO3oFzmuwcNICT0qFBHCoIAz60wMWHTYdHsBGrElR94+tPs/Gl1ZyosV1IF6FQ3GKp+IL0lTDGfmPSqvhvwx9q1GKTUMmNjhU98d6zq13Rg6nYifK9JK56FF4hiuY1LagSxGdu/JH5VLHPHMTgyP+BqdNK0iyspHMMcaRJuZhxtAHWk0q90O7u2gsrtZpI4/MKhs5U9/wAKVDOIVabqWdlvo3b5nmSpWdr7lS9LRQ7khJ9icVgyTXjk4ESj3ya9Nk0yyu7UBogNy9R1Fed3cJtrmaBjkxuVz64r14TjUgpx2epCVnZlaEShZGlcMx4GBgCuIeBnk+ZgprvCv7oDPbJrzK+1XBMMC+ZKx4C/1NcEpc0mz04Jxikij4tk+zWiQxPl5eBg9u9Ymg+GdT11z9jhQ24yDI7YVcHr7n2rdHha4124WSW4cTHgFRwPYCvR9C0pND8Pm2gX94QQPUnoKaqK1kHsm3eRmaD4R063sj5tvHMV5aSVQSzetdXp5hmsA4VSuGBGPTNVL0DTdGaMN9yLBJ7n1rE8NXt4NPllZf3EhPl7vyyKKTtK7HVhzRsjdjghxxGo/CphAnZR+VVbC6juR8h56Eelair7V3Jp6o813Tsyv5IHamuuAeK0fs5K5FUpl2k0wuVCMkD3qnf3KwMhbAJzg96tPKEmVe5rE8RpI0to0Z6B8j16VyVp/vF5HZRh7nqefePL4zzWsbA7Pnbg/QVytmsXngzY29s9M1veMA7XSOEOxBtbI6E81zccbNIqkEbuardEtW0NfTHSLxDZNBjYJkZTn0PNe7/EKHffWF8FzHNDt3Y4yDuH6NXg2ko02rWyxW7ufMUKUHBAIyf0NfVFrqOmyaDZJeMCWgQvC0IfkDHQj2rWk9LHBjsO61Pl2PDpNIsprx5/IDzMee9amn+GdRn3GGwmAJyP3TAH6cV62NY0u2XFtaSH/dAjH/joFQyeIn/5Y2cK+75Y/rVuCbuzzo5fNq053OAh8DazKwP2eOPjrJIAfyGTW1afD692jzpIVx1IiZv5lRWtP4lvMHddJEPRcLWXPrTTEhrmaU+2TTSjF6Gqy2l9q7Nr+x4NM0D7I10jPEWkQsy5LE8qAM4H41gy8A1HHMZph+7ZQOctT5PmJ9K4cU056HuYOnyU+VbBBq0F7aJPBIGRhnisfU9QKA4NcD4e157Bgrg7JWBZR0QE8GtrVL3zD8rDBFZzp8rOmFRSRUvLxpJCM9asWWkyyo086lEVdwUjBb/61aXhjRfOQapdKDGCfJQj7x/vH2rWvDlpQe8f9amL1sOW1zKgjGQMV0Vig2AYFYduMuK6C0GAK7YHDI0AgA4FGKdSgcVpcixE5A69zUyDIzVO/Yr5ar1Jz+AqxE/7kDvXFiHeVjsw6tEoXSk38Mh6Krf0qzG+4qo/GoNQO2SEDvkfyqS1OXLVknodCNKVlW0K96wNQvhBb7ieladxKRGc965DXJDLJDahgDKwUE/WqAigZ7u5S6cgISQM12Jukt7uwX5ckr92uW1xGsJYXgaLbsGIyeWbgHAqIefeXMcj3SRShflVRxmliIKpQ5I7sx5JOpzdF/kdpr2prFper7m3R/ZXHX2rz7wZeFLnVbjOxI7CRWOectjH6iluzdXVjLp81xkt8juO4zS6dpqWsE0aszecV3k9wvQfSscFTnh8FWw6WtR/h/w1zmqUVOrGb+ye2WOrKNOgDN8wQA81yOq3AkvLqcdGcmsWDULhmSMOcdK0ZkMgSNeSxya9Ck/ZYeMP5Ul+BPs7z9RYX3Q5briuB03SFQZI5bqT1NegGIom2suzsskZGMd64Zs9GCJdItFtyZMcqOPrWvGVODxtX+dVVxEDj1wKmzuZEHAA5FXFWQN3ZW1C3+3qsbtiInL+49KparcR2WnlYwqqi4VR0ArY1Flit0wQMHmuP1GRr+8NsnKjrV2b0RLaSuyn4T1ZrjVikIaQHO4KOlenQSDcqTRPE56Kw5NYXgyzttLt5lwo2EZ/KpfF3jm60G5jt7OCFhJAJA8mcqc+npxXHg8ZXr4p4SjTu+mtvPsefibJe0nojtLSwN1brJGoKkZznFc5qltNaXrQzJtJG5ecgiul0PWkvHkGAGWONjg5B3KG/rWX4yEt1LYNbXCxFS4f5AxI49elelhMW6+H9rKNrO3czVL95yrqcg6mW8dx0U7RXPeL9QFlPp5ZsZ3n8sV2n2ZYY8Dn3rh/GOnf2lrei25GUYzF/wDdG3NYX5pXZ6cVypJEGoaTZ6x4cM15lZmAeJgOYxjgn1z6VyWh+E7q7viLsAWyNkup5kB7D0Fd1qsJA+zQkAOoUY6c8Vr6Lo/2e2iiJJVAAWPc0p1XGNkX7OLd2SadpcSRKI4xHHGOMDGMdq1buaZXjSKEECMDLH61YCrHFsUdsYpk3PlH/YFVg27swxSukUv9LfrKqf7q/wCNNazZ/wDWTSv9Wq4BS4rvOEpLZQoeIxn1NSbFXgDFTsKYwpiIl4Y0P8kZPc1Xhm33LrngNirMuGAHpXnVXebZ6FJWgkeIFmgsSQQJrhto9v8A9QrT0Aya1qUWnAkEkc+idz+Vc+8YhCxtIcJlST2J6/4V1nwwhebxHLdEfKsL59hwP5muir8LMafxHqTxR21skUahY0UKqjsBXP3koFxtPVkat27lAUseg6CuTvpf9MQnucfmDXHD4jrn8LLNoPmBretsYFcump2dpgTXCBv7oOW/Ic1et9amm4s7GRv9uY7B+XJru54x3ZwqEpbI6yM7hmlkkjgTfLIkaD+J2AH61j21tql2P398IFbgJboAf++jk1ej0Wxjk3tF50g/5aTsZGP51lLExWxrHDSe4qKt9L50bB4QuFYdD61OI9rAfnV4KscIUYAArio7i7v/ABjd6a2r3NpFmTyhGobLKhYL7Dg8n+tYa1Hc20grGnfyb7xADwoIqa3OBiuQ8L393qM9y91O8pUJjcemc5rsLfABzRa2hondXHXsg8r6VwWs3IXUbZ2PypIC3sM11+pzbIn+lcHqTGW7QevFUI0BM2p3jXsmdvSMegrOu9TihuiXnWMKAOTyavQFYYyi8BVzXNzWiz3TSkDcTVXSKle2hopr8H/LGKadvVVwPzNWINV1ScEw28cK+rksak0zTQYsFRurpbbSwm0bcgDms5VuxCordmDa2upXEym6u5dvdY/kH6V6DolpDa2J2RgE9T3NUILDb1ApfEtxcab4dMlrK0UokQblPPJ6UlJyY2lFaGtLgsee1VF2wxE+lcxq11LbaHFqNhrmozBrj7Pm4jVFnIXLPGOu1ThTu9R7gbtw58kL605QaaJhK6GxuWkTJ461egbAaU9T0rOg+aTPYcVorHlevTmmimVNUkKRBT16muJs9Vhj1WTzHGS+QK6LX7wrE3PPSuHsoR5skzfeLE5rSErO5Mo8ysdZb+LrXTfO+1bo1uGwpYYGBXMeI9dtta1pJY2YwRoiKVBOcHLcfjVywVdcYWjxGWFZNzORwuPSuqtPDlhAAFgXcemR2rkpRjhq3tofFawp0FUXK9tPwINL8byRT3Mlvp93L5rAIAoUKoAAHJ9q6Ky1G91ScTXURiVV+VCc1HDZwoPkjCqOBV+BAsZb8KdJ8lP2cdivZRT5uoszdqwdStlbVLSc9Yo3UfiV/wAKo2941541m0y81W7tbZ5dkbxSxosfQksXGMYzx1JwKpRXd4uq6naXctyxtpDGq3GN6gE9ccZ6ZxxW3K0rijJOVh9z/pOq2kK5+eYE49Byf5V1pukiwqj6D0rjtPm3au8p/wCWUZA+p4/lmtV7gKu/OTWUzU6aLDIG65qOTgR+y4/WqWmXm5Bk8npVxuqc5wD/ADrbC/GznxPwigUEUoqncarY2zbJLlDJ/wA84/nb8lya720tzis3sWStMkO2NmP8IzVM395Pn7JpsgAH37lhGPyGT/KnwWl/NKv2u6Tyz1ihjwD9Sck1lKvBdTSNCb3K9rCwUORy3NWc7UZjxgVU8VzS2GiNLaytE4kRQy9cE81geIbbX9C0DTby7vrsS3hk82EpgQgBSoY4+8Q2cf8A165FFy1OpyS0PNdbQDUgAODkke+K734ZwRpBeSgfMEjQfQ5J/Wiitp/wzOH8Q6u+dt7DPAHFcnrA3xYbuBRRXKtzpZBpFlbxqCkYBPU111kiqigCiilIcdjdtB8re3SrJ+8KKKgokuDgYry/WNRn0nxbdXttt86KZtu8ZHKbTx9CaKK6KW5z1NhfAow16PQR/wDs1dvD3ooo+0ax+EydXP3vpXHXABvk+tFFUJ7li4+VGx3wKz7NA92AwyKKKiZXU6+wiRXXA6DNdBAikLx1yTRRXOalxFG4D3rG8an/AIkD/wDXaP8AmaKK2p7nPU2OM13xE+sW9vFJpthbmFVSN7dHUqig4UAsQBzngcnmu3uQAF+gooree5lT2JbdF2qcdat9FbFFFQtzbocT4iYl2BPAJrnZGMdlIV4IjJFFFNAjsfCdtFFp1uqrxtyfeuoRRmQ45HAoorlnuzRbDm+VOKmXiAY9KKKICkedalq7aZrupobGxvI5ZgxS7h3gMo4IIII6nIzg9waraZe3Go3mp311J5lxOyySPjGSck/Siiu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", "info": {"video_id": "120201", "label": "moving glue stick down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "120201", "label": "moving glue stick down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6d8d65da0cfe79d23a2f6e22fc721c054f9db02e837fe71f7d89e3237c7888bc"} +{"episode": 66818, "episode_seed": 3847205574, "split": "train", "timestamp": "2025-10-13T03:34:37.233817", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3847205574, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soap box, kitchen wiper and tooth brush on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "113861", "label": "putting soap box, kitchen wiper and tooth brush on the table", "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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UYJ+QCtq4lBGByae/g/V7zTvtMSopbkRscMRVwWptTbbOLkf94do4p2MgE1NdadeWMhW6tpYiP764qFTxg109NDriet/BHhtb/wC2H/s9es3K74iK8k+Cpw2tf9sf/Z69bzkEVSWhlP4jkr9NjsD0rCSQxu0R7Gus1W33AkDmuQvkaM+YBgr1+lcdRWZzYinzxut0JduOQDxiuR1exNwzMhw3pXQTy+aoIOKzbggdTWD3uY4erKm7xORltpYQQymmRSlGrYvJQkbuBnA/KsaM70y33h1rVarU9rC1pVdWjQhuQQM1Z3gisUNtPWrUNwSME0nHsdXMi6Scgj1r6PtoRtTjsK+bUkywHuK+loSAq/Suih1OPFdBl/AHh4Fcfew7WZGHyniu6f54yK5nVbMsSwHNVWhdHItTk4ZChMT9VOKW5YO+RjFLqEMkTecAeOGqDeJQCeDXHfoedOn7OdjOu0DDjrWTdr8p9+K3ZwoyeKyJozPLtUfKOpqWrGkE5OyMa/043durp/rFHA9R6VzcqPE5RlKsOoNegCEngLn6Vm6jpkd9GcjZMv3W/wAaKdTl0ex7sPdikccGINetfBaPzm1rPOPJ/wDZ68vvNMvLJQ80DrGTgSY+U/jXqXwNPOu/9sP/AGeu2nq7kVZe4z2CGFVFUNWt98ZIHNaKsKbcqJIjWsldWOK55/fxFo2H8SncPwplrMrqua1dRtmWQsornnLWtz0OxulcDXLKxyYuntNGgTyfrxUEmVnODxihWDEsDwe1RyyKgyTzVWOXYkbGwIOrMKqXsGPmq1Zo0jec/CjhRT7uPcpqaiUkehg4cqcn1KGl3O2doWY7X6D3rV0iYW3icxngXUOR/vKf8DXMzloJgynBByKvT3oiksNSX/ljMrN/unhv506MrLXodtRaXNLdUbnNIzYpgb3r0Gc5G6jBrKveFNabnrWTfMNjc1lNFIw5SG3KeRVCS1XOVYgVadvmNRMa5rGjhGW6J9Iso2vULDeQcjNegRkCMD0ri9FA+0b/AErqo5eBXRSVkQ0loh95Z21/btBdRLLG3UMK4LxD4Fjt4GudK3nby0THPHtXf+ZXP2bT6r4tuNMk1W4tYiJPKEabtzKhYL7Dg8n0961tcE2tiP4NAo2tgjBHkg/+P16sr4rzL4VxtHPrMpORKIW/H5816K0mKa2FN3dxLsAoTXKapGArcda6a4k/dGuZ1J8JWNaOgROSuoZYyfKOV9PSqBt55fvYUfXmtyYdaqn7pHvXHZgsPC97GVJaoUMe35T1z3rQ0XwXBqcVzndG/lny2B4Ddsj0p9vB5soHvXd6FALe3OBy2K0o07vU3lPkjaJ4bqNpPp13LbXMZjljbayntVRJcd69u8YeD4PEVoZ4Akeoxj5HPSQD+Fv6HtXh19DNZTywTI0c0bFGU9QR2rfktoWqnMrl+Gblee4r6eR/lH0FfOesaNpVn4dtdW0vUr2ZWu/submARrcELud4hnO1ThTu/vD3A+hA/wAo+grWnDluY1p81i+svbNQ3EQcVXEpBqYS5FVJGKM2TTlkyGUEHqK5TWdGFnKGt5MKxxsPau9ZxiuX8QODMg78muerBWuDpxqaSRy32NiP3jZFKYEVcAYFXT0qCQjFcrTZtSpRp/ChNNgRrvawGMVqJ4chuJCcAA1l2kgS5z7V1Wny5UV0UYRa1HUbT0Et9BigsbuzJDRXK7WVuQOOtXPC/hvTvD897LYI0f2kJ5i5+XK55A7Zya5mLUZrrxrPpl1q13aWzy7I2iljRY+hJYuMYxnjqTgVr+Ebu+bUdatb2e5f7NKI0W5xvTlhzjjPAzjiulQitjHXc7ISVIJN3GaomTFIs2D1psVgu7cPnisufRorpDG4IzyCOoNbPmhqUSAdMVk4J7g1dWZxs3hnUYXxFJFJH2JbBqWPQlgTzbuQSOP4V6D/ABrp5pRtNY9/NhDzUOCRlHDQTvYziRUMpyMU1n96ieTNZWOxIzryAOTxTbbTZL2CSzV1AkGPm6D3qt4juZbbS2lgkaN96jcvXFQ31jr/AId0vSr+4vbqOe8MnmRbMeRjaUBOPvENnHb65q40ru45S0sbMjHHWogxoorqMBkhOKyL9iEP0ooqJDjuc8zHeaYSc0UVzs1NfRz8pNb8LH1oorohsZy3Lak7a4u61GfSfFE99bbPOikbbvGR8ylTx9GNFFaCOl+Go2rqQHYRD/0Ku3kJzRRQSyvOx8s1zeqMcfjRRWdXYuG5hSsargkg/WiiuU6EXtMAMvI712lmdsagUUV0UjKpuaKElK8H+IwCeMr8gDl1JH/ARRRWkuhMOpT13xbJ4hhtYZtI0y1NuqRxSWqSKUjXOEALlQOSTgZJ59a+igx2D6CiiqQpCbjmpQxoooZKBmODzXL627G7GT2oorKr8JpHczHJqtKecUUVz9DZEKEicYrp9MY7RzRRW9EzqHK6pq7ab4g1NDY2V5HLOGKXcO8BlHBBBBHXkZwe4NdF4DvJ7+81i8uZN887xySNjGSd1FFbmR2Dk0xGOaKKTEPDHJpd5x1ooqRkMjtsPNYl+7EUUVE9i47mYXNRsxoorJGpi+JiTorH/pon86wv7d1LULO3067u5poLeR5E8yRmJLYzkk8428emT60UVrAiR//Z", 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", "info": {"video_id": "113861", "label": "putting soap box, kitchen wiper and tooth brush on the table", "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": "cb613cc31cfcc241ed2be81b489a7dfec72828ef284e12108bf237640a6e1382"} +{"episode": 66819, "episode_seed": 2873038675, "split": "train", "timestamp": "2025-10-13T03:34:38.791758", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2873038675, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse 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, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "211198", "label": "pushing mouse from right to left", "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": "211198", "label": "pushing mouse from right to left", "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": "69cf04ffba228bec41ecface1652f5087f70ed4006af2aef21e268ef94d98269"} +{"episode": 66820, "episode_seed": 2493642236, "split": "train", "timestamp": "2025-10-13T03:34:40.493699", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2493642236, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "25021", "label": "pulling wallet from right to left", "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": "25021", "label": "pulling wallet from right to left", "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": "fbcae35425634054a7bee2d6f0a2c09fa8826e99754680e852003ab4b712d19b"} +{"episode": 66821, "episode_seed": 4042363249, "split": "train", "timestamp": "2025-10-13T03:34:42.499798", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4042363249, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting anklet with bangle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "54060", "label": "hitting anklet with bangle", "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": "54060", "label": "hitting anklet with bangle", "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": "d8ad530d7c4cdaa0ebdcceb0506710063ceefd4b66947ddb35fa45e0512ede94"} +{"episode": 66822, "episode_seed": 2765694512, "split": "train", "timestamp": "2025-10-13T03:34:44.133943", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2765694512, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to poke mosquito coil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "153234", "label": "pretending to poke mosquito coil", "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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riSUqEK7j0znNdRBJtGCaYzRbDc1iauT5Em3g46VreZkDis67h81O5I7ZpAeb3FkLi4UkYUnk0sdx5V5dQRSMiq2zCtjI44rpDpypIxJGM8ZrlorQTaxfc8iZ8fnWNbSJvh/iPZ4JBJbQOOjRqc/hT2bFZulyt/ZtsG7RKOvtVwdRzxWy2MXuSg4Unv0qFjxSu3AA96wvFN5cWmiPNaytFKJEG5euCelMRrOQQSOuOaqwPhs561zGqXMsGiQ6jYa5qMqtc/Z83Eaos5C5Z48c7VJ2nd6j3A342wRQI1lYFOvP8qhuAPLJOfrUccnPrRK+5eOlAziPEymZwjehP41xM8YtoywP7wyKAvtXpOr2PmLu7jnNedaiMamiHs3Solsxw+JHo3w9lMgvAwIwqHB+prtGc4znNcZ4OmRJHCdWjAOPY11sjHqM5pUXeBpX+MeTnpSO3OOw4pinAyaZvzWpiKx7E4qpOfnVa5+2vWvPGk2l3mqXVpbPLsjeKWNFj6Eli4xjGeOpOBRpk15/amqWt3LcMbWby1W5xvUZYfMBxngZxxSA6aB84yanbB+nSs6J8A1bWQAUwM/Ujsifb6civMNTtjNcll4LNzXp98hlRue/p2riNVtjaiR+xORSYGLbSfZ7ye1Dn5QASD1GBmvabKTOn2zA/fiU/mK8N0uH7bqMzv8AeJr2jSZQdItVz92JV/IVjD42joqfw4l4tzimqxBJ9BUJY7sU5m2j6mtznFZjzULsfvZ5rJ8T3k9nojTW0zRSeYg3L1wTzWLrdv4h0PRtNvbq/u1mvDJ5kRXAhxtKgnH3iGzjt+dIDoCcKaktznOaKKQyVhgkelNIDLhhnFFFAGV4q/d+EtRK9fKA/NhXEeGJ3OrWS56SrRRWFX4kdFD4WeqoT+tSr0B9aKK3OdjCeDXnGo6jPpfi26vbfb50Urbd4yOV2nj6E0UUElzwaoAvB6BAP1rp5DtcYoopopbF2P8A1ee4FROcEEUUUhHO+IyYoyyHBNcZpUjfaZGzlmkbJ/GiiscR8Jvh/iPT9MdhYQH1QVoknaDmiito7IyfxMCTtU1z/i8/8SBv+uqfzoopknKav4ifWooIpNMsLcwqscb26OpVF6IAWIA5zwOTzXcIADj0FFFAIkjqZ/uYoooApXID2z7u3SvJdZJXWTjsaKKmWzHH4kdR4MuZftwXdxtNelFjtz3xRRUUfhNq/wARAJG3EdhSEnAoorUwZwOo6y2ma5qSNY2N5HLMGKXcO8BlHBBBBHXkZwe4NaHhu7n1K81O+upDJcTOskjdMsc0UUAdEDwCOKsL0HPoKKKYEcpIc/SuV8WoqWr7R2oopAzitDkKXDEdS1et6BIzafGCeAtFFc8P4jOmf8KJoyMV6dqYXJCHuaKK6DnZgeLif7Bf2lT+dcdd67qV/p8Gn3V3NNBA7yKJJGYktjOcnnGOPTJ9aKKGSf/Z", 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"info": {"video_id": "153234", "label": "pretending to poke mosquito coil", "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": "ed79c4ba05829c4f83bdd59b5f2b02dc8db71e2732f6617cb94c5a0b5a70a008"} +{"episode": 66823, "episode_seed": 1425982960, "split": "train", "timestamp": "2025-10-13T03:34:45.558655", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1425982960, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw earbuds'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "157094", "label": "pretending to throw earbuds", "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": "157094", "label": "pretending to throw earbuds", "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": "bc1aad298fadc5113f258ef6eae4d8804e205295b428f86bd0611dfbba9772fd"} +{"episode": 66824, "episode_seed": 3042035218, "split": "train", "timestamp": "2025-10-13T03:34:47.426493", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3042035218, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 booklet from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "109066", "label": "pulling booklet from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "109066", "label": "pulling booklet from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "deb5ad16baf70569a662938eaa9b2ca0fb850202f5c6009e737e074903486454"} +{"episode": 66825, "episode_seed": 1108397337, "split": "train", "timestamp": "2025-10-13T03:34:48.325735", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1108397337, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tape up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 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": "192766", "label": "moving tape up", "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": "192766", "label": "moving tape up", "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": "06e0f8bd7e67d530dcfffc678bbdfc464a09799e7cb3aee55d04d8e7cc0941ae"} +{"episode": 66826, "episode_seed": 896389472, "split": "train", "timestamp": "2025-10-13T03:34:49.646114", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 896389472, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 good night mosquito machine is inside mixer 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, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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rUUmqyylQbt5MkZV4wM/iKo2U0DIbe63CJzkMvVD6094LK1k3i7e4IOVXbgVd5OzTHaCumtSS/YvOoXqq8fU1754p063k+Eel3EUTxS6OIVG/htpARx+OQfwrxHwvpF54n8TWtnbjDSyjc7AlUA5JP5V7142s9Zsvh7qFlcy6bcxyKrMIopFYHcOnzEdquOruY1NEonhWpKmossoXa4yD7jpmuh+HUzPqV6BjbHp0ysB25QfzxUNtos9zov2n5f3OEIxz1FWvA9n9kudYnAIQWqxD6vIP6KactNTOLvod5ozb/NPfj+tajcYrH0E5+0Z7bf61sMRuxXBTXuo65bjlXJFQ6xA0ugamgH3rWQD/AL5J/pViPlxitBIfMjZCMhlKkeuRitoLUiWx8ypdAXEL/wBxh+VXb3UWgu2TzJsADAjk2D9OtZ2qWElleTRgHKSOGB6jB/wqa2vtPmgWPU7VpWQYSRGKtj0yK1V1dXsWmnaVr2FS9aSCdy7sAP42yfz716Z8BPKg8QalNLGz74Ut1IAIGTk5/IV5Tc3EU7rBZW/lQkgKgOST7+te5/CnwnrGmaK2ordWds0spdoriBnPycDkMPemtdzOo7J6WucP4usotH8R6pou3MEU7CMf3UPzL+hxXKWiva3cUGfvuhU+4YV3niizvdQ+JN/5yQrLcbUJRSFY7R0BJI6VjRaI3/CQ2Foy/M90gBHPyh+T+QNatPqc90d/qzbdbvlz/wAt2/nW2gwBXKXU/nXUk3XzHZ/zOa6vkYrz4aykzrekUgAyamRAc4qFDzVy3XNapCueb/FhGg/sm4wdpEkZPbqDXn9rdGPTbjaxBjbd8vUA17N8TNI/tDwXJIBl7SVZgPb7rfzB/CvB4biWwnV1IPHIPQj0Nap2sxRs04lxdTkmmiTzJjk9GlLg/ga0/CUkbeP9KmkRpUjulconVtvIA/ECsi41aF4ittp9tas33njXk/4V3Hwp8I3Op65BqLzLBDErOrFNxBBAGQcdcn34qlrpe4VGknK1jsvi/HDBf6VrUce37dbmKRD1YoRjP4MR+AryGdZLaWSW3LCOTcGXP8JHQ1658V7S+MWkQtdpdR20jlWEARlGB6HnpXHX3h24int4Nu77a6RxuBw27HI/BhWlvdOS6Owv2Md4FY5IiiBx6+WuavaOcmb8P61kXswlu5pE5Uudv0HA/QCtHQHys+e2P615jd6rZ2x0gka/epEXnNRg81PCMmtUgPN/irJ5U+k5zgRS/qa8/wBLutjypng4YV6b8WrNzZ6ZeKDsR3iYgdNwrx+CQ211h8kKcH6VutGmLdOJ0n/CQ3gTAe3XHQNKd36DFUbq6aezeR/vucHnPOapy6YxUSQ3UBibkbiQw9sd6hllVUjt423BOS3qavml9oOWm2uRHtHwJtLG5stctr1C324LbbSuQybTu5/4FXEa3brazXWjXBJmtZHhD9wVJA/PivTvhPo+u6T4btr+OwtJIJybgebdGN8NwONpA6Z/GvP9YtZtR8daypgCPNcOwUvuCnOTg4GaqKOeo7ybORspJLGWRF4eVR83rgjI/MA17NrMmdbuwRgl8nPrgZryu40eddZtYWH737QsWP8AgeK9J1a48/VbqYdGmf8AnXNitIW8zWi7yudCWzSGRUG49BzWZd36wrgHmsqXV3yTnvWdzQ7W0vIykbk43AHBrlvihpaap4fTULXDXViGDAdWibr+R5/E1lPq0+5SCain1SeeJoyx+YYqlVUQlC54+RuJAzuH60LAzOBnOfSt3WtDmtLlpYkOPvFQO3qPasuCQecDIWUA8gVsrPUz5mtD1X4VsLK+WGADDZaQn7w4xn9a9A8b3Mlx9l0qAsZp2y6jn5BwM/Xk15Hpfim30i0MemW5e7kHMjjgH2FeoeBb9r2N7y/CXmrXA+ZpOfLXpzjp298cAVvHRHNLVi+HtBFvqN1aXIjFrNaPP83ZlG0nPYfN/nFcnY2y6bosSk/vb6U3LdiIx8sf5jc34itzxDfxHWpoYroyWSw/Z7lo+DM+7c0SkevAbHCqMda4y2muNd8ZXFldarNa+YJDEIY9w3KhKoB0VQF79hjqaxxEtOVbs0ox1uzr9BbBuP8AgP8AWtnvXAfD3Up70X7XEzSYEZG49M7q66fUEiP3hmuWOiSOl6s1EkKSIFQtlsHHYetbFvIoHPT1rim1pUbINOi8S4Vuea0UktxNNnM/Ffw2sFx/blgu6KU/6Sg/hbs30PNeUrGrHgce1eza5rjXdpLDgMroRjHFeYXGmlZGktVBz9+E9vp6itFNSItKI7QrVRdq7RqSDkE8kV9I6DefZvDC3F24CxRbpCOODyAPcnAr530W+jsJCzWbOQchSeM11+jazqutazE1yrmzj5+zpwnHTPQfiTW1NGFRt6nT/wBkXVxYz61cSGGQEzxswyw28jHr04q1r0diPEc+pxbf9GtUtI9ve4ZfnPvtU8n1YCrviLxRZ3mlNZxSxzTyr5LTRjMUCddidPMfp04GOcAYPAa/fTR6SptyYFiISNVbJUE5OT3JPJPc1Naryx8wpQ5nfoabkYGK7ANkV5nq3l22gwalp+s6hMrXX2bNxEsa3BCbneIDnapIU7vUe4HoSTAJk/WuKCcbnXJ3LikVcs5H3vvChMjZjrjHesJtQjU4zzSDWkjHUda1UibM6y6jt7ywntbhcxzRlWA9DXzj4p8Pz6BqklrN80LEmKUDgj+lezyeIUCE7u1ef+Kr8Xt0CyiSJ02ujdD6H2PvV+0SJ5GcFawbrlBkKwPA217j8N2FlBJLPMIoThS0hwvrn2ryKGF4ZALaYYByI5Tgj6Hoa1zJqt+EhuJnW3THyIMD/A1tC26MKl3oz1y4sW8R6vLqbK402Mi3gcD/AFp7kD8zWRNfQLp9miQlV05riK2L9WkZiCfoi9/7ze1ZL+O4tP0xNOgkYSlfLyjgybT/AArt+WMHucs30qv5rSBc4AVQqqvAUdgB6VNesoqy3ClScnd7EocFcdK1/D7YNyP93+tcfpTxah4vbTL/AFG6tbeWTYkkUsUax9yWMnGMZ4HJOBWx4XmuLbU9ctLl7j/RZhGEucB1wWHzY4zwM44rhjGzudl+h2Walt7iMStHn5lAJrnLnVtrYU9DVJ9ZkAODzWnNYLHbapY22u6FeaZKyj7RGQjH+Fxyp/MCvmnU4pIdQlhnQxzRsUYHsR1FeuLrs4XBJrivFthJqV42oIn71sbz/fP+P861jUUvdIlFxdzjCr4IHT61t+GLWIalDczqriNtwjYfKT71k7sAIy4b1IrpfD0unQyrNfTHEZyFVc7j2FaJakSm7H0dZakLfwss8n7qOKDJXHCbR0/E4rzdLO7lZte8pWmSXz/m4DAHnPtin6J4ol8U366ZMBbaMjeZIxOGOPVj/LpXXeKTDZ+H2a3jESTBYbe3By0pJGQB1PGcfXJxXSrHLqYHiLQ4rDxrbXKgeTaWSXbj/bHyoD7l8H/gJrEdsgc59TUXizWrs6dO4uc3Ms6yXM0ZyGYcBFP9xBwPUkmsbX9O1vw/oWlX15d3SzXpk8yEpgQABSgY4+8Q2cdvqDXn4j33ZdDsorlV31Nq+dml5NUnJxRRWbNURZO5at6fGrSZYZ5oorPqV0KviZAERl4ZTwR2rlGtLee0a5aJRIH2/LwD+FFFdVHqYVNkamk20DWxkMYyqkgAkA/rWvpuuX09hdWqSC3tYIy3k248sSezEfMR9CKKK64HLLcpWd/PcwrLIVBCgKqrhUHoo7CsO51a50jxDJqFts8+J2271yPmUqePoxoorz271GdyXuo2fh4xji1IKegiH/oVbt1K7OcmiimxIqM7FwM9qiLEdD1oorJlovWsEciMWGflrmdWiSK8bYMd6KKa2DqZrXckbc7XOerDn8+tOm1e4SMAJEf94Fv0JIoorsg3ynNJLmLuh3M11M1xPK0kg+UEnoPQDtWpr7H+yH/66LRRXHN3mbx+Ew9d8Uya7Hbwy6VptsYFSOKS2SRSka5wgBcqBzk4HJ5r0y5ldYODjgUUVoyDAkmkLElj1qBpG29TRRUstCLIzEgk4pLy2iaHJX+GiipjuM5eZFAPHQ1XooppiZb0m3ia+LFeVGRXWQsdgooqZDRzV1rr6Rql9GdP0++imlDmO9g8wBlHBBBBHU5GcHuDWp4Y1K71G41m+upTJcXLpJK+MZY7uw6fSiitFsR1NNmJJye9Qkn5qKKiRohq/MVBrVe2ifTZQy5BHNFFEdxs4C9s4Z4ppnX94j7dw4z9aj0qwgkcblJye9FFdy6HJLdneWEUWiWMmoQQpLNGm5BMMqCOnyjAqPUdYvrsWFzcTtJPdwsWc/wL/cQDhVPfHJ7miitamkGZQ+NGJrkr/wBkkdAHXGO1c9qHiPVdR06DTLu9mmtraR5UEkjMSz4zkk8428emT60UV50Njtnuf//Z", 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", 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", "info": {"video_id": "137323", "label": "showing that good night mosquito machine is inside mixer jar", "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": "137323", "label": "showing that good night mosquito machine is inside mixer jar", "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": "9a031781fa3f6a43ce33de86db29aed4069d43d7374ab7212ab4152f30f0ad6f"} +{"episode": 66827, "episode_seed": 3177826778, "split": "train", "timestamp": "2025-10-13T03:34:50.615455", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3177826778, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pliers on the edge of desk 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', [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": "45376", "label": "putting pliers on the edge of desk so it is not supported and falls 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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"info": {"video_id": "45376", "label": "putting pliers on the edge of desk so it is not supported and falls 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": "30850c78e9e2e64d3425336f0a1d901f5c9ee7cc8193477ee8cee1c631ab16c0"} +{"episode": 66828, "episode_seed": 2920117229, "split": "train", "timestamp": "2025-10-13T03:34:51.590860", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2920117229, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cat toy so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "155819", "label": "pushing cat toy so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "155819", "label": "pushing cat toy so that it falls off the table", "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": "2b06854834517045759e8ef763e37961dd16fabf8259a986766103a5e713c2ab"} +{"episode": 66829, "episode_seed": 1812609532, "split": "train", "timestamp": "2025-10-13T03:34:53.790371", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1812609532, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tiffin box is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "191785", "label": "showing that tiffin box is empty", "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": "191785", "label": "showing that tiffin box is empty", "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": "311de709aa337914df05f22bd54d4a0b30471adc88f5669a61e4fb68f6995841"} +{"episode": 66830, "episode_seed": 3993036101, "split": "train", "timestamp": "2025-10-13T03:34:56.432533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3993036101, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning a candle upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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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GmhHOwXSMwKsCD6Gta2lBQc1qLoOmT/6yxg+oXb/KrEfhLS2xsE8J/wCmczf1zTsO5QidWJyT07HFR36RraTSBF527j681rjwdtH+j6pcp7SIrj+lU9Y0LULTS5pGnt5YlA3bVZWxkduRSsyJ/Cznoobe8kW2SAFyxycfw+/pXoFp5OmaUOQionfsK4XRdVtftstvuAmTMhU8YGenv6/jVjW9Xe9X7LCTsBAbj73tWFXmlJJmuH5aNHne7C/1Q6tfRESskQl2rGOh9z/hVnO0FRjJ6e3Fc/bFVvYWbaoEhJJOAOK3I5o5HBRlbjsc1oo20MYVHO8mFyWG0DOB6GsbUplHlB2AJB6mtW5lAzk4qGK0tr5mE8KShem4ZxVLcsyoZ1JUg5GK1bWUbcH1q3H4Z0uTA+zmP/rnIy/1q3H4PtP+WV3eRf8AAww/UVVhkMLhnALEAjscU6fyooJbjb8ywsN2eelXF8H3S8wasc9hLDn+Rpt7oOp2unzSSvayxRoS5VmDEDk8Ef1osTJ6HFIiCbLgkdgPWmzwbeM5Oea1M2CE8tv4K9qQtaPgnPsSOtdHPHueT73YxoyYZo5ccRurn6A5rs1cIAQQwOPx965+RLZ4nCMv3SSD/L3rYt54NkMaSI20AcMD0FY1WnqjtwrdmmWJgwhVTye+DWfMSVAPHOeTmrtxMNuT6VnSSqenp3rM6jp7dDkVq28fTiqlvH0rWt4+lWMsQpgDis/xchbwneYJ42HAPXDCtqGPiqviKHf4Z1Jdu7/R2IHuOaCJLRnkCIu84A6nDZJz7Z709VUjgehOeMk9v881Gp3Fgq49e2TTkJ3YyGx3z3rLU42kbHhq0gvvEFrbXEW+JvMYpuOB8vHTmu6l8I6QRkQSr/uzuP61yHgNCfFCbFOBBJu9uleoOtWjoor3Tjbnwrac7Li9T/ttn+YNVrfTk0tWijlkkBIOZMZ/QV106iub1OdI5WTjIIFRU+E66PxlG+TLxke9Pgi5HFMdvNZavW6dKdL4EFX42WbeIccVowx1DBH0rRhjrQyFSPIqQRe1TpHUvligRSMPtUEkR6c4rTMdQyR0CMC5sbeTPmQRP/vIDWLdaHprk5sIQfVU2/yrrZouKzLiLrSGcdc6BZ4bYsqHGPllP9c1dt4+laE8fWoLZM0DRct4vatKGP2qC3j6VpQx9KYDo4+KoeJYmPhnUdo58k/0rajj6VV1+Hd4b1Jduc20nH/AaCZbHhMFisWrNfocyhiyqegOOvv9Kvru3Ak7jyc5/Wo23bjx37dBxTmkJBUjg4zxzUTuzk5m9GafhhEl162XaGQh9wIyM7T612lzounyZ32NuT6+WAfzFcr4IiMviGM9lhkY5HrgV6HNFwapbG9L4TkZ/D1h1SOSPBz+7lYf1qtbaZHZSv5ckrhzn94Qcfjiulnj61nOn7wUGyJLeOtSGLpVa3j6VqwR0wZLDHwKZqsWdEvhgn/R5OB1+6auxR0+6hZ7C4VfvNE4GfXaaCWeGD5iD8o4GScnFK3JJHBJIPsBUKk7QMdgM+tKAx454yT6CodzjSQoTLBTxuwPlPqa9bm0TTpRiSwtmxxkxLn+VeWaXG02q2iKvzNcRj/eG4cV7VJH1prU3pK1zk7nw1pRB22gjz/zzdl/kaxb/wAN26RSPDNcKwGcF9wP5iu4njrMuI8ggjrxTNh9vBICMo35VqQRkdj+VQWl7EcfvcfjW3bzxsBiRTTKGQrjFOvoPP0y7iAJLwOuB15U1pRFDjhD+FWkjiPVF/CglnzesUoIXYe2fbin+VIAPl5H8q+jv7NsiCPssXzdfkHP6U06Np5IP2ODgYH7peP0qeU5/ZPueL+Bpo7PWri6uTshitHLMe3zLjHv2xXQ3XjK/Zz9j0NzH2a4l2kj6DpUPxg0hrLRbO60+28uBJj9oe3j27ePlLY7ZzWV4Tvre70WP9/LMy5DGblhRUTjT50deGpp+7ImuNe8R3wKJFa2anuoLt+tQ2unXJO6eZ5XPJd+pNdFD9nOeBXJrc3N94zu9MGr3FpDmTyRGobLKm4L7Dg8muZSlU0OpxhS1N63tlVsOoPpziti3s4Tjhx9DmvNdG1++mLtcXEk3Cld56ZrqbTxC6kZ3fzropq0bHPUkpSudpDYoekhH1FXo7Fh911Nc5Z+JI+N7AfUEVu22tW8mOVP0NWZl5bSRf4M/SnGJl6qR+FPhvoH74q5HPGw4k/OmIzilQvH1zitvCOP4D+FQyW8Tf8ALP8A75NIRz80eRWdcR8Gumls4zwCw/WuP8c/aNN8OyXNpdGOUSooZeDgk8UDKlxF1qS18qTHCN+Fcfq891Do0V/Za7qEwNx5GZ0VFmIXLPHjnap+U7vUfQNtNUmTHzA0WsNM9JgtoWA+TH+6a0IrKM4w7D6jNcJZeIJU6hvwNdBZ+Jk43kj6igDpUsT2dTT3sWeNo5It6MCrDqCDVS21y3lA+ZT9DWlFfQN0OKYmczceBtCkVh9g8on+JGYY/Ws+f4daM/8Aq2uYh6CTPP4ivQUmjf8AjB+tDRo4ztQ/pSaIcF2OA0bwdb6FdvcR3Dys0flgOoG3nJ6fStOeLrXRy2sTfwlfoaoT2QIO2QfiKRSSWxzFzFVBIEeU7s8ehrJluLifx1daVd6tdW1sZjHG8MsaLH0JJLjGMZ46k4rLtNUv7LV7+2u5bp/JlKKtxt3qASOccZ6ZxxTsNPU763skwMOR9RWlDZNjh1NcrZ+I1BG4/mK6Cz123kxkp+BoKNeO0lA+7n6GpDA20qQVyMZxRb38DAc4q/HcRtjEgpkngUvhXW45WX+z7oheMiI4PNRNoGqhcmwugCDj923P6V9FqUbrtNBgjP8AD+RqWjH2R4N4X0a8Piex863kVUl8xtyEABQfWvWHj4rbltlI6sPqM1TkszztdT+lBcI8qMOdOOlZVwoGaf44e903w89xaytDIJUXeh5wTzXE64niTR9H068utRvBLdl/MiK8Q42lQTj7xDZx/wDXppXKvYfb3M64xK351q2+o3KdJM/UUUUFm3ZapcsQCV/Wt+3vJyoO+iigRoRXk2fvVdS6l9RRRTEPeUzI0cio6MCGVhkEehFczeeCdGjgeW0ikszydtu21fyINFFTLYqDaehz82iRW8TFLu6yB3Zf/ia8lvtXu9K8W3V5bspmilcKXXI5Uqcj6E0UVnFJM0k21qGiMf3gz0Cj+ddHCxwOaKK0Wxm9zRgY5HNaUTH1oopiL0FxKg+WRhj0NaEGp3ceP3u72YZoopiNSy1O4lYBiB9K0/tUwH36KKAF+1ynqR+Vct8Q5Wbwo+cf6+P+Zooo6g9jzTWNebV4oY5NOsYDCqpG8CupVB0UAsQBznp15ogPzCiiiQomlCTxWhAx45oopFGhGxwOavRXEyAbZWH0NFFAF+HVbtPl3hh/tCtu1vp5EBLY+lFFMRaF5MD96nGd3HOKKKAPHvEOqnT/ABVq6GysruOS43FLqLeAVHBGCCOvTOD3BrGS8nvr65u7mQvPM3mO3qTRRTewluaMLHjmtOBjxzRRUlGnBNIn3XZfoa0odSukAxKT9RRRQgNqw1K4lTLMM5xxWsl3MMfNRRTETpdykckVIZCw5AoooBHIfEX/AJFOQjj9/F0+prym91nULywhsbi6llhgdpF3uzElsdcnnGOPTJ9aKKaJe5//2Q==", "info": {"video_id": "180402", "label": "turning a candle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "180402", "label": "turning a candle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3ee6114d56c00e7910227013c12ab49dc1cb1b9880b7d3afb6849bfc515dffd1"} +{"episode": 66831, "episode_seed": 3080674528, "split": "train", "timestamp": "2025-10-13T03:34:58.601402", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3080674528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 rice 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', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48822", "label": "spreading rice onto plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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alxqNKyNnw14IsPDVlFFEzSSJ8zORgs3c1Hr+uG5U6Xpn72aUFZJF5CjuKbNZa/qKl9SvksLMcuFIyR715p4x+Jml+HbaXSPCpE10QVkvDzg98HvVuPYhsq+PPEFj4esDoNq4mv5hm5KnhR2WuQ8M3TzLc3k7F5iQioB0/wDrVykMc95dPPNIzyO25nfknPU122iRjSLPzmAJkGVQj9a2p00I0vs6zEh3zK3LVSFjFJMSzbYohukY9h2H1q7AY0JuGJzIcJ7k1latcststtARhiS7/wB41qBlX86vMSvQE4+lUQnmyjJ4qZYXHXn3qUFQuAuCeppMZ3Qn8zWIrcYK7t1dvBcrHoskoOGVTn6dq888OObnW4S3Xy2H44rvY7czaFcIo5MJYf1rOu9RMseGrqYaMrux3TOcV11pNhUBODnk1ymgw7tHs9o4U4P+fwrtLWxLR7uvFZIRxvimSaLUYynVG3ZHpWDdyyStI6t/rAA1dl4gsdjeaQeOBXJXAS3s5JmPyxqST70xnFFRfeI7h5P9WhAHuQKllUzyFT91e1UtALXhmnP8chK/TNXb6dIWCD75610QTsUZV7u+1KE4CDg1jX4O0uBjceK3bnDY2/xfpWNf/vbhYU6KOcetO9mBseCpmiN4uThtv9a6pp7gwmMSSeUByT6Vx/h24Wz8/dGWbgYHXvW3Dc6ncyrDEPLEhwq9zSdnqxp2L+m276rerZWsTSO3JA6D3Ner6H4Ks7BUlvVW4nHIUj5E+g7/AFNM8DaDbaXppmUK87n53x1Pf8K66sb31E5M8v8AjFII9O0q2RQoaWR+OMbVxj/x6vFpwRIgH8QJNeqfGbUg2qabYrgiGJ5W+rHAH/jteWSv/pIP92KsJ7m1PYr6fKv22dMAltq5J6DOa62KzttJmN4XIXyhtGfvMeMflXC2DbddRmUlCRuH41vahrIvb6LylDBSVKAZCjGM1cdGmDaasXp5obkSvOgR9u0HvjsK564tlVS6NkCtZrYPfRW+4yKODt7D1rMvFSSVIYHyA2OO/wBa15rbGdjOuJJFRNynp8mfrjNfR9lMBJp8v/POTH5ivnaSNN4WUE4GPxzXvNpJuhUKemCKyrXkkZy0Z03iB/MtQ68hTz9K8n1O3xqjYAMcnf0r0yKc3KFGXIYYNc1c+G7lrmQlcJn5SfSueEWtDWE0kYGn2sdncIQMljgGtm/hEhiuJ+iA4Bq4mmQ2YDSHcyEnJrlfE2uBg0cbYQda0jDW5M5XehxvinVPtGohFPy7xwPStKBh5IkPTHArl1Rr2/aVvuhuK6NHJiCDoK7YQsiCRxvj5H3hxWZeSLANg/GtF5AEQD+EVhXpLy7qoCi7F2NTRyXdsgubSRo5Iz1U4qIKQ+avRMq2c+7uQP51LQzZ0v4v+INMAjdY7gDpv61syftB64kOyHSrIOB1dif0GK4208MGexN5KSqlsKPb1qvJ4bWPJdzz90Ac1PIxDvEXj/xP4oLC/wBQk8hv+WMPyKPbA61iWunyTkHnnviuoi8PwRKNwJcDJ9q0bLS/OuAirtjXlm9qHG240UdK02OOEyyqfLXr/tHsK0bWBtQupJZTthQ9e3Har15AIlWKFcZO2JPc9zVi6s2sdOt7NIyZ5SCQO3NVzpBYpEfapSR8ltCOPXH+JrLuwbm9IChRjAUfwj0robmBIBDZA/dO6VvU+lZrrCl1NISDt4z6k0XuOxi3ETREr2qo/Ck1sXhWS18xV6VjTMoiOKoGdLoFy1pq1vcY/dpKC3+6eDXqWnSmzu5LWQZRSQP9pG6V59ZQQRQtFIv3h19DXU6DqtvqLx6TcTrFqMK7YJHPEyf3T7is6sbq6JZ0GkSLplw1nKf3JfMTnpg16FFJH9nDowKAZyK88ew1IMIms5HHYjmtex0XU3++vkIeu9v6CsY3Qh+s3P8AaJKwjd2AFeVfEnVY9L0kaTbyA3Vwfnx6dz/Su58YeJ9J8Eac8YlE1/ICEjB+Zv8AAe9eDNJea/qr392xeWVuPRR6D2q4RuxnReHXK6PGVGHQYP8AjT5ojLKsjHvzVi3i+zWyiMY4waqSswVh/CK6VZAUL28VJ9kfOBiq1tC24ztySaV4k8ws33utM0KD+2fEr6ZNqU1ojJIYvLTcWdULBfQDgnJ9PeolsM29GSNLqcsuVJDfhzXVaJbPc3nnsu0udqj0QdT+PA/OvPvC+pPJHdtI7SMRHtB7E5r1nQQqtKh6xbY1J7kcn9Saxqu0bITeh2OlagunOkO4Ez4wnvXSyzGFS7ZIC5IHauI8PwR6j4nluScx2EeOvVz/AJNbeoaw4ufKiKlQpDAjNcvPryjPG/iPO134onmIwpwqDPYf/XzXEvlnkPpgV1njK5a58RS5+6hP6f8A165mRClrJKRjOTTN4lXTIPOvJHABLSBFA609VFvqMiw4aRpWBP8AdGTWtoFoqLbynOSxlPsBk5qhoYWRpL6QZ3SN5QP8b+v0A5raHYybLV45sbPyYT/pDj9847f7IrPUxLZ46N0zV65i2gjk89T/ABH1rn9SMkNsxRiG3DGK6FBNaiuaFxCkdqJweGOAO9ek6drIQqrNivOddsrSHwzaahp2rX08Yujaj7TCsazkJueSIddqkhTu9Rz1Atf2jLBfCAglc8Gs+W6Ilqey6bq8W8fOK1dQ1m3W1B3AnHavJbbVoY3w8u3HrV658T2X2fajtK4HRaFTI1NLWtcklV8NtWvONSvGvrjyoiSmeT61Zv7+61Byp/dx/wB0d6k0/TgqhiKpRsaRRHbWflxhQOTV/wAsx4A79Ktw2u+YADgVM8A80sRwo4rRyGjKmXbGV745rL8sOrZ6itq4G1XJ6msdztJ96lajsUHHzGrml2/2u48k/d3AmotAt7HVfFa6bqd7cWsEz7EljlijWM9SWMnGMZ4HJOB3rR8PW8lr4h1aylWcG1m8sJcACRcFgA2OM9M449Kd1sSzrtRaK1tI4FUbUGAPWqdrp6gfaLlcu3Kqf4a17SwWT/Srohigyqnpmq1w/m5GRgnqKpvQky7thM/lRIAxNatta/ZLNQ33iMmtHTNCCk3Ex5x8tVdXmS3R2LcAVEhqXQq26RiY3k3Ij+WNfUnv+FacyrHHJqUhDM4xGuOgqG005pNLtpGGZJX5A6KOtSXd3HkQqjMIhjGOtcj1ZokYdyCbYO3LAkk981zU27OzPU5NdFd3GxCSvXtWAsR85mb61vT0uDI7olYVhU/Wsy7QYRF6sQKt35kNjNNG5V1K4I9zSeIPDOreHtG0nUb2acT3nmmSExkCDAQoCf7zB847fUGteaxLOvPEpx6ZrJ8RwKtilwpZZUbKspwQaKKtbCZa8L/FLxRZOLU3UVxGvTz03H8wRVnxV8YPFZ/0S3ltbRXGC8EXzfmxOKKKwYHncckuoXjXF5NJPM5yzyNkn8a7DQ4IwrHb0HFFFaQH0Nm4AS14rNugBGuO55ooq2JGNcgbmrAi1O40bXDqFps8+Fm271yPmUqePoxooqJbFMv+DVB1MRH7hmiBH0Jr2jRVBcg/xSsT9c0UVzVuhLOi+H8KPb6rIwyz3JVj7CtLW0SFhHGiqAmcgc0UVyr4mB4n4iUHWbpj13BfwzVHW4kS0VFGFYKD+JFFFaHV0ZelAttA1CSIANHZkKfTJwf0rn9EPmPIp+7b/u41HQDiiiuinucxtXSKsacZ+tctryKtmzAchl/nRRXQvhEVdd8Uvr9nbxy6Tptq0ASKKS1SRSkag4QAuVC5OTgcnmugtokk1EFhk0UVEAZLeQp5rjHekigjVThe1FFakIeI1+0AYrYijVYxgdqKKzZoXLZFDcD+GnXCgFQBwaKKwe40YmpDG7FYMnWiitqfwjZkx642kXd3GdO06+imkDmO9g8wBkzggggjqcjOD3BrqvAE8ut6vrWoX7mW6nKyyP0yxyTwOn0oooW5DOn1+Z7eOKGJiqEZNV9IHnX8McnKr8wHvRRWiIZ2V1IyxbV4AArivETt/aVlBn92xBI9eaKKUthQ3OytgI7BtoHyJ8tZEKqWlYjktz+VFFcUNmdD3MO6A+1lccZrL1FRHDIVGDkUUVrHcRz94xGmSEH+JP51R1HxDqmpafHpl5eTTW1szSoJJGYlnxnOTzjbx6ZPrRRWj3IZ/9k=", "info": {"video_id": "48822", "label": "spreading rice onto plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "be52c6ce68aa4a8a92cd4c28e62f52340f933de66e6421b6cdf15349a4221daa"} +{"episode": 66832, "episode_seed": 400221869, "split": "train", "timestamp": "2025-10-13T03:35:00.025548", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 400221869, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 empty bottle into box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "57214", "label": "putting empty bottle into box", "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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hv/QsVa0jw60t6HZcgqa6H/hH9tjJbbOGQr09TmutTgrWOGUZX1IvhLDBJDq0kshRgYwoC5z179q9GaKEDhjXLeDdJbRIr6NIx88inn2FdQ0j45gH4GuXFKFSq5Wub0XKMUrjZIYcn5zkdxVX7LCJS4mcMSBnYOg/GpyXb/lkBTGIUYdQDjPSsqcIRd0jWTlJWuVLzT7ae4af7QURT86+VyTjnnPtXzm3LnHc19E6hFJNo9zHBN5UzowR8Z2kjANfO4+VwfQ11xqKWhzSg47gobIIBPNTzSusYh3bl6nK4w3f8auWt1J9iexMirGzm4UADJcLgZP54+tWfDXhrUPFWpx2NoMKvzSzN92JfU/0Hem2krsSTvZGn4N8Nz+K7loUkEccODNJsyRnoB78fpXtuieH9M8L6f5VpCDLtxJcMB5knPc+nt0qPRPD2m+FdMNnp6nc2DLMx+aRh3P+FV73xHZxbozKrN9081w1K3O7R2O6MZJamfpt3pd54zvZJ4Fa+EYSN9xGV78evv6cVl6lDpSXbQf2DBLIW6SMxyfzrltckuNM8SNqUDYVds6nPVc4P5Hgj0Ir1GymtdaaC4t3jLyQrIQBuZFIzyKd3B3SuRKKfWxwmpXdvpcscMOi6bEdm7HkK2M+maES28V3NxpFxa2m14mNvNHEEaKQL8pBHbPBB9a7HxHY6ZDZfa7uOG5CjZiRApXPQ59K5Lw9JYy3C3Nlbi3mVmSRUckdsYz/AJ4rrpOUoczWhy1IxUrJnlFxbrBlSx81W2tGQQVPfP410HhPrdk+i/1qz490+Oy8UXFyARFegXSEccn7w9/m5+lV/DeVa6GQfujIx15z0oq/CysP/ER1mmW3nXaEjvzV/X7oNIsK8AUmmgQQtKey1hX901xcls8dK85LmkerLSJ2XhOLZZTyr9+Vgc+w6VYW3MN5Km3DGQk1P4ShH9nR5HVgfwHNbx09LnWftLZwFDEdiegrvlPkpXPKa5qjJrKDyreMOqbwOygY/LrViVVmAWRQQPUVN5Ix6UhRh16V4zm5Ntnao2ViH7LCq/6pMH/ZFY+qaLpk8Ekk1lA+1Sx/djPH0raYtt3KjbfXj9BXPz67ZSammmKzGSTJD7flODyM+vBrSlTqyfuJinKC+Iq6dpyw2jWF5DsimjMUqH+6y4rw3U7B9L1S6sJPklgkaM/MQCc4B57Y7+9fRWo/M6TcncMHHtXk/wAUtKWHVLLVYkPl3sWybBxmRP8AEbT+Fe30POe5neHfDtxqlqryqyRN29a7TTdO0zwvZHAXzepPeta/kh0mx2wqFVQc8V5Zr+uSzyMBIeOK868pyajsenTowox5nuWfFviiS8mEcTkKPQ1iaZM9zHFbPyrXIJ/EAf0rJJaaTk9a77wj4eRoIr2YYjEm4ZHXFejhnGi02cdfmr+6jotSCWmmojABWj2ADtxivPruMQaxPEvQZA/Fa7fXdShuY2iXqp4964jW28vWmb1VG/8AHRWuDqObku6ZlXp+ylF9j3nT9R1I6ZastwhBhQjcmf4RU39q6op5Fu/1Uis7w/ced4e0+Qj71un8q0ODzxXlOpKLszq5E9UQ3lzLPiaVEVsYKr0rEaVIVmlY7QePoTW9PFvgODg1yeugxWojzyzbj+FJT0bNFHVIp63eC0giO77279MVw9/f+ex5rT8UzuLeyOeHDH+VcymXanh6aUE2VWn73KhzJ5gAP1rT0mwWW7U7c4wTzwKrECOVs9MV2ek6S1lpcM0oxNcMGI/urjIH9a0qVFFepnGPNK3Y3tLgSMLhcVtGMDnFZ2nrnavfNbU6bVA7g1kp3jcUo2lYdp8tpG1x9pgeTLDGwdOKuNc6PnlZk/4Cao2B+SYn+9VplBHY0e17on2fZkgl0d1IjuTvx8oYHr+VZF/tKPgndnGKv+WM9BVDUYyDwOvNCmm9C1G25TkYpbRp1zkmvnZvvH617pd3kiam0Sn5VjAA9+v9a8k1C0Nvp8KXDJ54kLELj5VP8PH0/WtKMv3kvl+pniNIx+ZnRtGY03LgqfmPr6Ctnw34qu/DmuJeQMfJb5Zoh0dPp6jtWA754AwBTK6nFNWZzqTTuj2bX/GZ+zGK1ky8oyXHYGuHF95u9STu65z3pvh3TLvW0jitwMKP3kjnCoM4ya9Jj8AaKqqxhleQIAW8wgMcdSK4+WNFanapOeqOJVJNcmtbMziNgcq5GTtK4dQO+QOldD4b1u1svEVjbaeZU83zLWYsu3epxtPrnI5/yK467jmtNZuY4jhYmDoM8qOOntmultNQbVdV0hLS03XJnQysqZIVXDEk9h1rvp1FThKlJbrf5Pc5akHNqpF7dPmv8j0HWLE6hpk1pKpxMmFJ457Gs7Q/DUGiabeQK3nSzP5jOy4wR2HtXX3QFxIkjfwqABjpVNkVWD5OB1ry6FeUXyX0OmpSUlzdTzTx/pn2rw7HeIPmspcEjr5b8Efnt/OuI8OOd82QcnaTnHv/AEr2ifTftlnqFrMN1rNG8ase+eB+uPyrxbQSq3Uw2FGUgMM8Z5r0KrUoHPRVqiOxubkw2AUHkisJZN8hzU2o3IZVUGqlr80w+tcsI21O6pPoey+GbKaHR7c7VYvGCMsBgV0tpbMIwCVz/vCsHw9cpdaLZSxnKiLHHtx/MGt608ppR5rFRg9BmtqkVOPKziTcXzIlmiliU7URn7K0qqD+JNctf6Xr2pTtHqU1ta2jcLBDOG/4ExBBP0z/AC51tekK2rtDFvxgqpz/AErKa4EcUOYQWYAlgpHpW2Fo06MedLV9e3oYVqkpz5W9F06P17m1YfbW0eyW9ESzxwhX2OGBI4znuTjNcYfCV3/wmy6iJovsayGTBb5slcYA+tdXoc7XthJIImVRIVU4PzD1pZBIspzH+NQpezqSktL/AKmvLzwin0GXVi72JghA4wyMW6c//rrjPiTBHH4DZbhFkkiljkBB+6xbGAfoTXaxS7pipyMKcc1TvIIruNo5lWSJuCrjIP4VlVxCowu9S40nUlbY5XXMyxSJ6qa8ZvGY3MiN1DEV7lPZvNMcjpXHT+BxPrU0pB2ZzjHFYYeaje56FeDlFWOS8OaBLrGoIApECnLH1r0jUbmHTtL+zW/CoMCiRbbw/p7RRBRIRyR2rh9V1wyFwTxVSk6stNiYQjSi3IZbXDXGrJuOV3VD4qTy9WU44aFT/OpNHkikurYEgM8gH51b8c2hgurOXtJDgfgf/r16eEXJUPLxE+fU9A8N6x5PhuxiWEsEi2bhg5wT71ot4ghQgSROh9wcGuK8LGd/DsDqrMoZh09603uBnZIGX/eWvAxDnGtJX6s9alCLpxbXQ6y212ylYrJIqf7x61zeu3sV1qL/AGdw8KYXI6E98VnykrGdjh1zna3P5Vl6TbtrHiiTTZtSms1KyGIRpv3OqFgvoBweT6e9XRUp+6Koo0/eM/xSwaCxUfwmQfyrGgXbg0ktzcXYjM8jPgZGe2aevBGeg613QjywSOZvmlzG14f0v+2NXG9f9FgIaU/3vRfxNeg3cWY4znIVx/IisHwhc2S6b9kjkxeqS80b8Mc9CPUYxXTMm6Fuh4zivMxFR+116HVSiuS/cgtHMUueuF3VpS3W7L5+XPWsVpHhmUpyWjK8ipLeZpITEWH3TwTW/NHkuYuMuY3rKSAQkGQBi2cGrXnQgjEoBPrXIneoztjkHfgZpnmxsCNpA9ASK5fbSub+wR2QmQsfnXj0NLcRB4TJkbQMmuHaSaP5kmlK+hfp+dZ+ua7qEOjyRW968eSq4AAbB6jNa0qjcrEzpWjcnmlWW688HB35wfQ14/dTvPJlj04+lelazDBbeH4dS0/V7+ZWuTa5uIVjWchNzPEBztU4U7vUe4Hlx616NCm4ttnDiJqdrBRRRXScx6r8Ooc+GJ5Y4/n851Zh1IwpxXWqbp0D75sf79Yvw4tXtvBqvKhAuJ3kXP8Ad4X/ANlNdUtoqQ7nnZUH8K4ya5KslqmdlONkijpelwb5JZNPt5ix+/PArsfbcTW7aW0FrIXitY4M/e8pQufris4axJZKUgBYH1wMfpU9r4jmaUA26vntnH9KOaUoicOV6I1mkbZkY6VTlu3QE7x0x071ZbV5JIyjWWAwxneOP0rNulKjGOpzWafKy7XJ5pXYAF+oBxXn/ja3htbizljjRZJd+9guC2MYz+daNne/bfGkmlXuq3dpA0myN4pY0WPuSxfjGM8dScCuV8UTXi6nJa3cty/2aWSNVuMb1wcc44zwM44pOE5VVJvQcZxS5VuYlzJvl57Vd0mB7m7ihi+/IwVfqayWYsxrq/A9r9p16364jy5/AVtN8sG+wLWSPWNKsk07TUtoc4jXBP8AePc/ia0Ldv3oz1Ixiq8B2kI2fmB/SrMcQ4fJxn061hhqjnTuxVY2lZDtbSGLTZN0mW2MTsPT0GfWuFnv7mWX5ZHiTsiuenvXa6ooubR4lAC449TXP2mhM77psge1dMKyjGxi6V5XNXStUv2skVfKOOPmTmtCaSWSPfKqB++0YFJa20dvGEUAAVNKhaIgVzyq8zNlTSRjNMsPmzPwFGSaji2Oh2uM9uaxfG9xNY+HZDBI0cjyou5euM81garaeIdB0TS765vrtJ7zeZISuBDgKUDHH3iGzjt9c1nXpSqpW6FQmobneSRIq5A5rJ1CRolbZxkUUUmdETzbxNdzGRgW4zXKzQI+lyTtneHCjntRRXXh+hz4jqN0lyNT08jtMuPzrsfFi/bRpYmJwFbpx3FFFel/y8ieZ9lnR6KgtNJiSHKqvIH1q3K3mcOFb6iiivmcR/Fl6nvUvgRRkIXgKpB4wRXKTX82keJJb+1CedE7bd4yPmUqePoxoorbCfEZ4n4TD2hMKOg4qZIw5XJIw3Y+lFFeitjk6G9dWEK6Z9ujLx3cMZlSZGw2d2MfSux8K6hPq/h5bi72mXJUsoxnHc0UVwY1LkT8zfDv3micgGeOMjK4IGe1WI44yfuLkE8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", "info": {"video_id": "57214", "label": "putting empty bottle into box", "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": "09fd043708f99b32eeca98bb3caebcb5b02d63e8ec5b7144e56bf9090852acca"} +{"episode": 66833, "episode_seed": 2064432688, "split": "train", "timestamp": "2025-10-13T03:35:03.085146", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2064432688, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "10541", "label": "pouring water into cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "10541", "label": "pouring water into cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e49ba00547739db5a3e44afc62723267bc27e57f7ebe19f213739136ab179490"} +{"episode": 66834, "episode_seed": 267987508, "split": "train", "timestamp": "2025-10-13T03:35:06.818658", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 267987508, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 steel scale so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "102646", "label": "bending steel scale so that it deforms", "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": "102646", "label": "bending steel scale so that it deforms", "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": "417d9e546c9d5a778ecb017c6786d08d41e1b0073989a7de21a95ce1e3111f35"} +{"episode": 66835, "episode_seed": 4061260925, "split": "train", "timestamp": "2025-10-13T03:35:08.088919", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4061260925, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soap dab so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "155126", "label": "pushing soap dab so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "155126", "label": "pushing soap dab so that it almost falls off but doesn't", "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": "baaa41e44041099227afbb4aefffb66c37ebae3a41df77377d69063974b68436"} +{"episode": 66836, "episode_seed": 2279592344, "split": "train", "timestamp": "2025-10-13T03:35:09.866152", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2279592344, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box in front of mini knife'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "21806", "label": "putting box in front of mini knife", "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": "21806", "label": "putting box in front of mini knife", "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": "f0382cfe5ee0c5a6f38b2b98492280fb610c791513a436aefa32e58d9c8e7167"} +{"episode": 66837, "episode_seed": 464993849, "split": "train", "timestamp": "2025-10-13T03:35:11.459331", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 464993849, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mug down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91613", "label": "moving mug down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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qjua898U+LbqzlubSGQRvIMSlGPynuoI9OhP1qG41GbxB4802d0Y2dvIXSNuQQqlskepIFee63eNLcMWJJPJNd+DpwtKU1scOJqSlJQhsRz6izzks2WJyW7n8a7Hwp4sM8qaVrc/m2L/u4LiU7ns2PAZT125xlfTkdK82LEnNWrRiWx26V0OcZ+6yPZKMdD2BGuLaS40+4jETWrneBgKCDj8c1Erq8oBlCMz/ADkjgc8Y/CkvLiSRtJv5V3C6sIJZWJ+8wXac/wDfIPvRbPFPeyqwDGVT5JzgKe3HauJqzEQTQMs4tg4/dP8AuyBkMp60C1e7nlCxeXbhmwCMcZOMGpyzlzcBjvRgCCMMOf5VuxQjyunNYVpWsb4eHO2U7GxiibKKc9ietbltCdymoLeA+lacERGDXLZyep3pKOiNW2AEfPBziluL2ytdSis2dRLKjNjvgd/zqDaWiKhip9R2rDn8NWqu19I7vP08x3JbA7Z9K2RLL+teGbLWGZoZQl2oBV1OD+NefX9lPa3DWkjuGCYdXAGef1zXS6jc2mgC1uv7Y+zGUEyIsLSs/AxtGRjHPU4qrd+IPDniK2ht4NXFvqKHCyX8GxJB/dLDIU56E9Oa6YQn8VtDirun0ephy3D2ssbx7SE4VSgyAMnP196u3MwfHmtlXwzjOSMjjp71Qv8ATruzuzFNCRdKoZkf7oBPZuhBGOe9Kbj/AEIQv8sm7dknkgcYz/KmzAsMubT7TFIpnifGwjseD+lIFWDQ7mWJTIXuE8sleVXa+cfjipJZY5bSORF2RSgIyrg4cdc/hVK/M6yR2ySgxLJvHOFxgc+1J7AtxixK6StcLtlZP3eDg8Hv7YqJooXhQwu6FWO8feIAGR+ZzUkcazXCuhZiiMGYdPbH9K1rPSzmOabG/bjaOmO31xUSmo7mkIOexR06wupyv2ZR5e0gjIAPf/Cql5b3NjeWyXCOrfMCzcg4754/T0r0DTLUA524A9BWtfWUF5AILmBZoTg7XGefWs41r7m7w2m+p5b9rzZTFlMal2IIXOORkDPXg/zqtZ7IJQsskgDKNrRtxn3z6Zrv9W8IRSWTx2qfxb1iduM98HtmuKvdNe1ke3mkaOfoFlLYYdFII4rWMk0c06cobhapImX83cwjADHnbzznPqCfzqxZXkheS3Mo8gKx3k7emO3c896pZKzxW80qmJuFeNcFRToIbmF0xDtjbDAHg8+vqDiquQi60qGYs7MH3Dc23ohxx+GOlNu7ZftLwRylkl2vFsXBD9/ekhvITqhmkCskw2YPVeMf5/GpGDM8y7yZolwBnIc55wPoKYEUsLBkkMgcYBI7RCotQkim1YzJFEqgA7UzgfLj/wDWPWhSq7CFDDB3Kck5HTP1/pUG4TOWO7Kjc2Bxj0qEbkQcyRh5VztyEBOAfTPvVKXc8ktsLKH++soxuAI5B9cGr0bxvcgop8mNixHXHHTHrVSIo1xJI0hgUngqgbB29MH1IoAhs7WB2eOUCT5QVwdoZ88DPbH+FTvYzXF3FGWDZO4hGwSCP55qaGdA5DBZXyBGxPT6jv1rpNL0j+0rqC1gQiRmXaGbpu601KxFjMNu9vHLaoGUrtGxz1B6g1oaUtsIniKAN5eR3xg84NdZ4k8FXOi6et/NcrOEXaxUfdP0rkrZJ7ezN/BBG8SOsZMhOwZ5OfqM8Ur3K5bE8ulNIkk8bAxI2N6nHB7GnxwIbK1H7x0X95tzksccj26VUi1C2VpIoZZhbSgr8q7jnP8ATtTonkBjhhO6QxOVwMbV6Nj3PpTiiZF6LVI7ZpAB5bOAQScllHQ/0qC71R/LG2ctIx+4nOBWVfRANAedhXay4IPFVHeSOGNVj3EAg4IwTSsNTaVjVPiOWBtsbE8fKXPSsa+1a6vpRK1xtdeUHZWHpUN43lqqAfI+Gypzgk4x9KrFRGY1l5XcGcDsu7n9KaQOTZu6Ba6jJqcOriBpLeBw8jAYDIM7gB9Ca4zxLoMmneJJrKUs0HMsUi/8tIjyrD6jFfQ1lZ6gujW6aZZwCOZQ5kkQsoXsFUe3cmuV8S2+krb2+neIDA7lmWB7V1E9uDycAcbc/wAJ4raEmk13M3vc8J/s/fkpkDtmptF0q81TWINNs4We6mkEaKPX39u9er2PgLR5Soi8SI0QYOFe0YSDP44zV0Wuk+F5JtP8OiWbU7r5J9TlAHlqTgrH/d9CetO9tRud9ButraLcwWUEu6G1hitYZgOHEYwx9CCdxrNNnHZ6r5aiNmCEhiO/BqK+uJrCaewlPmeXKVjY/MIjjB2/WmK7zyKkluUl2YC7s7hjIGf6is92Ismb7NEhi8kI2ZVY/MXGdpyf5V2McCsgHGBzXFpA7QRyzDcWXay5wUP9013yQnYABWFZXsdOFdrj47deMCrKxHpiliTYoJ7VMJFPNZxiddxVhwuTxXF6/wCK4WtL77Lte3gl+zK+f9ZMBlsf7KjH1LD0qXxn4pjtYTp9tMyzSD940ZwVX69ia8/10rZ+E9Hhhz5bxyznPUs0hGfyUV24SipVFzbHFiqzULR3ZzGq6tLcSs0js7erNmslLtt3JNRuJJmZlUlR1NRYKtyCK6p13fTYzhSSWu5634D1v+17Cbw/dky3CQtJp7k/NhfmaH3BAJA7Ee9X/s1rc2886ycRtny2HTPXFeceFL19P8Q6ddxkhobmN+PQMMj8s16PrMjQeJNSt4baMpBPJGygYG3d7dc1hWSbuiLW0EhUNDahRGrqhddwwAQDknj2/Wq0hbUJ41bBhwXIA24B5xSwRPOE24SEowZ88ls8A+3vV61ttocMmGAAPPX/AOtXNVfLFsulFSmkxLCxityWjzlhgnPb0ragiBZRjgVXt4wo6dK1LdCqhjXntuT1PSjFRVkaunqqnGOMVNqWtWOi6e9zdOBtyyRgZaQ9go7k1Db8Jkdao/2HDNdCSUtI4wFaQ52r6Ct4qyJerHaN4tguNJjluIJy6r8yCJiR7dKW7uNF8Q2CwyTJHK5wmG+ZT7VXvLzTNDuQ92yrGgJ+9jnjB/nXnF58R7i11O5m0ex06ySWVn3C0RpHyerMcnNdVKhOaujCtWhHR6mrqWmy6PqvlzfeGACOVddv3vpzU7SiXS4JprdgpAj3LyA4ORj8KoWvj+w8RSLB4ito7WcjYmpWa7Snb54+hX6YNW9SSXQL6W1WXz42ijKuDvj2EfKyZ/HmtJU5R0Zx3T2JZ7eC2v7cxPvRxncQO4I5PbBxUckxhjwsvlrKzE4U7ty4JbHp1H61XR5hHAJ40EZI8twvODxgnt7ip47KXykdgrS4JZFyRt7balIlmWkcnmBg+FPJA64qLz2V4x5hB2tz+POfwrR0+CV5EnuIP3LSKgcngE5x+FNvbSJ53cMrRJIy4jPB+hqDoZQJRID8pCyHYWzgf5NZ9+HFwDbvGRjaI2GMc9cemM81PqryrOjyKjwKwEcaHAIA6keop0Vu08yrHGpOMv3Cr2OfWgLEyReaY23bVQZJC8hcYH8q6Hw/qzabqdvcDBMAG0NxuIrLjgUoh2oVdygY5PAGSTjimQJGbtwZ1ePdtPlg+uOKRJ6n4j8aRaxpK2kEPlhyC7E7vy/GuDaSV7ee0DlrcyKdw6Bx0BFQSO1sjHO/KdDwUHoaz4rt9wXJOWG91P3QP/rihDky7H5NnduAgZHl8uaMjnBAII9s1LFfCGFo0BAZ2ERJ5TnrVe9kvC51HKhp2dThcYAHOPrzWJo8Met+K3spdSmtUdJGgKR7iWCFgvPToSSfSqvYm1zc1cvIUEpiLqC26E8OPX8azZkKwoNp53ZbHc1Q0qeW/wBnm3hfCqQ0h+6Otbl3LEsYtHYPOJyh2LgFfX9aZLVjEVi4VQBlRg57Cobq4iZGDZLbsFlOO1W5o0UtFu2bT1PXHvWOrs6yv/yyVhtx3ycY5oAkOq6m6Cy/tK+FuFAWDz2UD0xg4qjJa7Iy6k7+hkyeefX8K2rWxS3kjNxKAZSPm67V9P8APenX9vtUowmbJ45GAM9/emmBHput6girbpdygBMEZAJPfmtq1j+zwK8jyPJxiTPOPWsuztISkhZFGzAU5+Yk9KuPNg7Q+8oOTim3oI0Lpd0E120aylJl8wqMhm9R+BqIyvFFHHMwwjExyEZPl9v8+1JaI9y4gmkwjENKQdoI6r+NYuqyXNtYF0LDDDD5+vFAupv296Zw9xJPIjBcgKBh1HYg9++a7V/EFvbqNx9OnNecX8FpaaHBq2n6pqE2bn7Kr3EKxrOQm5niA52qcKd3PI56gXrJZFQ3slxGyqULI3J2k4zUO0jWEnTO0m8YWcMbbyRjg5Fc5qXjSeRdtl+6B6uw559BWTevFcvPPD80SSYyw7e9Yt2UjYOX5JyPaiw3VkyQ6VqOu6hItoJHZss7k8A57mtbxTo1zB4P0pWAaSyaS1mKj1PmJ+YYj8DXYeBrzTodKE9zc2tt5Wd4mcA7jz060ureL/CF19pspZ5rmK6CxzSQxbVhwcrIM/eKn0962pTcJXMprmR4pHFttYFUfKwLMffOKluLKKXTLlsfPEFcH3zgj9a6rWPC95oRLtb/AGvTJv3lveWp3IwPcH0PocEGsiLTLrUiLSytpfnYZXGWkPZQBWmjKTZX8E6VJqninTbNAT5lwm4+ig5J/AA132vTyT+J9RmgHlubppRxgFD6/gAal0/SofAOk3D3TofEN5CUWIEE2kR+8WP99hxjtWPcWyyW6SeYGndjkb+duOM1EpX2JbvqIt6y5jRsNKxDALxt9K3dMdJtyQvJIgAI3tuK5zxn8K5LQkj1DxYNL1S7ubKOd9u+KWKNYz3LGTjGM8DknArqfCQkh1TWLGdLhfsswjVJwodcFh8wXjOAM44rmrO8GjajG00zoLe25GcitFYeB7U6NTxwMVZEZyOK5oxOxyFjXAwBUGo6gNOghIAa4uJlt4Iz/G7dPwHJJ9BVy5uINPs5Lq4ISKJC7sewFebW/iKXxD4yS7IKW9pa3EtvH/dxGcE/7R/pW9OF2kY1KnKrnKeOddN9qs7KxMattQnuB3/Hr+NcI8rOxJrY1cNPfbPVsU62sLN7a5Eh2yKB5Z7k16eIbUuSOyOKhZR5nuzKt5SrAZr1Pwxe/wBt+D72ylIN7pMJntmbvAWG9Popww9MmvLJIGgnwenY13nwvl/4rKxt5AGiuhJayKehV0IP9Khe9FplTSvdGo07xxuS2IJZA4Q8lP7305qSG6S4lJuDIsYOyJslSn/6/T6Vj63G9tDLJaOPLEm0lTn5c8CrOraPrXhzRdI1C+luPOvPN8yFo8C3ACFATjhmDZI7fXNczaQlFvU07tvLkvLeMbIlKkKCcDaTioLWVn0nUQcYQZXA6E5/wFFFZGzOXile41FfMbISNmA7dOlbdpeTwJuR/mmb5yfZScfT/AUUUmMZY3Mq2k21yAE6Dpn1+vFXgi/PkAsVRt3fJxRRTILawJdzTrPlx1yTzwP/AK1Y6s5gyJGBLlSR3HWiimJmhc3U0UtogkLIy5Kt0B9RWDNqEuleKpNQtVjWaLeygrlfmQqePoxoookOImhsRp94g4GY/wBM1flBeRHZmJ5Y89TRRTWxMtyvf/6Xd4cld42nbx0FZjxLBdLAmdg8vGT6k5/lRRTA079BH9nZWbLqxYk5yc9amIDzDPeNePwoooQmJHM3lEkKSJNuSO1WNSnYPbYVAeQSB169aKKYiOwEb3FxE0SbdmOnWszVruaHTXiDbkyDhqKKOgLcNe8Uya1a20b6Vp1q1uiRxPbJIpRF6IAXKhecnA5PNb98zTXrFj/rI1JA4HrwKKKhGkjNtpWQTx/eVxtO761RvIFELz5beofbz0ooqiEV7eNZPmYchsDHb5RTLNF8tyRk4IyfpmiigZr6d4q1nwxG6aZeukDOA0EgDxnpztPGa6VfiJ4gkSSOOS2txkAtb26oxyPUc0UVa2JOZubqWSOeSRvMf75Z+SScdc1dlAaOJgAjxoCrLweaKKQmYNt4lnsr+7Waw0+/jmkBZLyDzAGXOCCCCOvIzg9wa6/wDf3Oqazq95eSmWe4dZZGIxlju7Dp9KKKwqbM6Ke6PSYPuLVjsaKKzidJ5t8SNSujc2mmiQi2kjMjqOrEMAM/SsbwTGreK5lxgG2uUOO4MTf4UUV00+hyV+pyN6P+JkP941EvFFFd1b+IzCl/DRBef8svoa6z4YqG8c6Rn+GcsPqFJFFFRHZlT2K/iCR4bIPGxBlcOw7ZPNU7zxFqupaNBp15eTTwW0jSJ5kjMSXxnJJ5xt49Mn1oorkluXDY/9k=", "info": {"video_id": "91613", "label": "moving mug down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "688f12d6b6a8a0d9c83f3f9e7a88690ad19807c3c40a0dca9820c3b893e553d6"} +{"episode": 66838, "episode_seed": 3064169112, "split": "train", "timestamp": "2025-10-13T03:35:14.230372", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3064169112, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "126600", "label": "showing pendrive 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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"info": {"video_id": "126600", "label": "showing pendrive 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": "244ed863757eb3260724a031b72b27e0e70c7899174468574ca6c7393c736b87"} +{"episode": 66839, "episode_seed": 4210742831, "split": "train", "timestamp": "2025-10-13T03:35:15.806835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4210742831, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glasses case'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "128308", "label": "closing a glasses case", "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": "128308", "label": "closing a glasses case", "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": "8c12b35a6908b56699978afe4e11c86afdf7e259ec88a9d6227e6138765b477f"} +{"episode": 66840, "episode_seed": 2014538503, "split": "train", "timestamp": "2025-10-13T03:35:17.408982", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2014538503, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stamp in front of coral 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, 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": "71528", "label": "dropping stamp in front of coral rock", "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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CHYFIaJGz3zjFTiLn7uBVGO4ZeMAj0qwl4cfdAqkyGiyi7JAQGA71bRiOeQPSqQmZu4APqOKcsjA5PXsM1qnbcwkrmF41wRYgrz8//stckYw/QYrqPGTlvsB3dpOD/wABrm0LYzgYqJbhERbMswJGTVyGzUclaVJ1VANvPv0qeOZCoA696hm0SeGBSBjjtWjBCozkKcDpVGO4VcEYq9FcrtBOOe1JXbNNC6E+78ifjVoKj5KRKnsDVPz8YwOnrUi3jD+EE+tXsyC15Q2ng59qsQkhQOcjvVVLpmyAOe3rTxIx75/DFXFsymrsvhvl7nAry/5efl49K9HilP3Qccdc15mjNnAwTRPWxEd7DjHwcdDVG5hlcYRa04jhhvHHtVhDCXBK8fSszZIwbPRriaYDGBnqa7zSNNEEaoGz61nQyop4wPrW3Z3ahR0696um22DSRO8SxTFVRTx3p0QQAhokbPQ5xiq096GnJH6U6O5Zewx6VMnqVbQuiLn7uBUiLskBG4Cqy3hx90Cp/OZu+AexHFON7mc9i5GxHPIFc14yI/0EFefn/pW2sjA5PXsM1zvjKQkWB3dpOD2+7Vt3RklZnOttPbHvUM8yRDc3J9aQs5GcDFQTwecoHOayNkTaDr66X4jtL11/cI+2Qf7J4P8Aj+FfQepeI4F8J/Z7eZfMuIWiiUMGJDcbuO2CTXzva6MjupdyFzzXe6PDbWqoIQqhetdFOd48jRhUo801O9ie3sVs7tkwu0J06UFRkfIntSXF+puGfI9OKgW5LHIHT1rCejsdUV1NAKjklIlX2BzineUNp4OfaqqXbD+AE+tTpdM2QBz29aSuJrQtQkhQOdw71ZVjgZyQBVASM3fP4YqaGU52g4HrmtUzBrqeTW906kEoWwMDcat/aWlH+p2+pBqU2twOlnB/33QovVOPssIH+8KHQd72COIila5CrS54GOanikcnkA9qeWvB1gjH40qveA/6qPH1FJ05lKtT7kyh85xVyMnaDg49qpLPqA4SFCPdhVuC41MAgRxKe3zCl7GRX1imupeSRlwQCOKv20mFO5S2emWrOivdVXjZCffirQutUZANsH02Cq+rSZDxdPuXGuIfLI2OcdMGnxyxug2q4buN1Uku9VXg28RA7ACqOlXWo6l4qm0ybUZbJCshjEcSvllQsF9AODyfT3qvZcq1MvbKT90r+MpyPsATd0kBwf8AdrBivGChDCCMevNTrf6nrCBrpVnKAFfMwNueuMD2pPJu05WzhHvvpTo82qRUK6juyJnkbkLjNPV5QelTKb3H/HvEPowpd12TnyYx+VT7OaLVeD6kkRZlwFH1q9ablYAiqKS3o6RJn2IqZJ9TyP3Mf13ChUpp3sV7en3NcuzNyGqSKRmYA7uOwNUlu9VHzKsWOy5Bq3Fe6oSPkhH4A1XsJSZP1qmluaPnxrtJQj6HNItxB53KSBSOuaqC51UMGEcD/wDAQKp6zqerW+mGRI1icOvzqBn6U1QcdWZyxEZPRm/HIoJOGAOcZNeaQXUituKFsdN1dbq17c2+gw6jp2sX06tc/Zs3ECRrOQm5ni77VPynd6j3AwTa3A5FlD/33Q6akrIUavK7tkX2lpR/qdvqQaRWlyeMc1MovUOPssI/4EKk3Xg4NvGPxFZqjKOiRr9YhLdjYZX3cqDWijyYHHaqAe8B/wBVHj6ipln1EcJChHuwpqE0P21PuaCk4BwT9M1YV2XnkcVRgudTAIEUanp94VcivdVXjy4T78Uexk+gPE011NK1kwCWVmz0y1SNcQ+WV2ucdADVMXWqMoG2D6bBT0vNUXg20RHsoqlhpLcylioPZl1Jo3QbVcN3G6ub8ZTECwCbukgOD9Ks6PqNxe+Lm0zUL64soJZNivE8KLF3JYuMYxngck4FZWoyancapeWt3FJKbSZo1W62q6ckc7eM8DOOPSnyLVdSVU1T6GZHdMFCGEEY9eaUu5wVTBqwYbtOVs4R/wADpym9x/x7RD/gQrP2LTukbfWIPRsiSSVT0FbtldyLAQoHTrWRvuzz5UY/KpEnvgOIlz7MKcYzTG6tNrcvKW8z5hyasxk56Gs5LjUyQTBH9dwq8t3qgO5Uix6Eg0vYzY3iaa6lyGRiwHzcdgcVoefGu0lGGPQ5rOivdUY/6uEf8BBqQXOqBtwigb/gIFV9WkZyxdN9S4txB53KSBT3zViKRQ+eQD0ya5/WdT1a30wyrGImDr86gZpdbj8UaFoelXt3dTia9MnmwmIAQAbSgY4+8Q2cdvrmqUFF2Zn7RyV0VC7cAknjNGATyAaKK7WcDG45I7Uo454/KiiswHofmbgcD0qxGxDdB09KKKpCZei5IBA5HpVlACmcD8qKKpEsmXhOAPyrjbzUZ9K8U3F9bbPOikbbvXI+ZSp4+jGiis62xdD4iDScoJQpIAA/rWjksOaKKcPhKnuBUBcgAGgiiikShSflPA49qmBwOAOlFFNCLcTZHQflVuPB28Dn2ooqkSywoAfoOPaszxKf+JK/A4kTt70UU5fCxQ+JGHrHiNtbhgil0zT7cwKscb26OpRBnCAFiAOc8Dk81eLtwCSeKKKwo7M6q24m0FuQDSY5IoorRmKFHHOB+VPQ/OelFFAE8TfN0H5Vei5IyB09KKKaILKAFM4H5VKvC8AflRRVog5G81ltL1nUENhYXsUswYpdwbwGUcEEEEdTkZwe4NNtL65v728vbmUvcXD+ZI3TLHJ6CiiuaPxna/4aLeSw5prKAuQADRRWrMRMU7OFPA49qKKSAmBwOAOlW4jkdB+VFFNEsuRgHbwOfap1ADdBx7UUVaIZmeJSf7EfpxInb3rmrrXdS1DT4NOuruWa3t5HkQSSMxJbGc5PONvHpk+tFFYVfiOmj8J//9k=", 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", 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", "info": {"video_id": "71528", "label": "dropping stamp in front of coral rock", "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": "bd14c8205b5d4d125e65220cc1cc2d33da4b7325518ed0307bdac17f4de23137"} +{"episode": 66841, "episode_seed": 282748283, "split": "train", "timestamp": "2025-10-13T03:35:18.448338", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 282748283, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box in the air and catching it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "35290", "label": "throwing a box in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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xx7m+prbtLT7d4jVn+ZVYzvnn6frXO+ILr7XqdzMDlS5C/QcCuyS6djz4dznbjIFZF0okRkbkMMGte6PBrGmf5sVlI7IMy7bQ3kYGaXavovJNaK+GbWW6gcM6qpHyk8E56k/StWysbm4KCOI88Anirjx2NncmG/u3jK5yVQgDGfxxnH4Gs+RvY2dXuzmb9IR46RbZSqRzkgFcZXaRXUJb3DruVNoJ5LHGB61kW2pfa/E0t+UTzmtwF4yB0BIrQmuZZc75GI9M8Uqa90ibFmFvA2JZjI391BWbcXpAIhjWMep5NSSEAH1rnbFZNW8VzaZLqk9rGRIYvLTduZULBfYcHk+nvWljGTPSPAJW40vxEJ2LBlhx/vfPjFaOiWZR7u9f7tuhOfeuH+FF5PeWOtCeZ2ANu/J6cPXp14v9neEoojxLePvb6df8K1irR9Tnes/Q4u5JLEnqeTWTc961rg5JrGu225zUyOmmy7ovh6K6LaxcxrIsTiOKNzhWb1b2HpWnpjQW93bEEYE3mshb5Y2Dc8fTOKr6kjR6PpttFceVIYFZ4ycYJO7d9eazvKhVxJOjTOAG8xP40wRz9CKHG2hm5tu5yvjaztrnX7x7LC7cu47def1pdFfzvBjwM2TaXRH0Vh/jSXUqy2eo3HHmMqpyeSD1/kKreGpdyajY7sma3Mij3Q5/lmsE3JNHSko2ZPNKE3BGJXarL79jXUNcW6RLsjaRsDlulcFKZfP3K37scDPv1Fb+uXMtto4eB2RwUAK0qUbXCsXbi6lk43BBkYC16f4ut1l1QGL7zqqsPVq8X1iOKDQ7fU9P1i/mVrr7Nm5iWNbghQzPEBztU4U7vUe4Hu9nafbvEMbPllUmd8/p+tdNPS7OOrrZGLr0P2OG2su6R72+prl7jgGui1+7+1anczA5UvhfoOBXO3XQ0NGlNi6LpkepXspuAptoIzI4Y4DegPt/hV69vreGcyysjMwTyZBGNuAOVwOlVrXbH4buJXcxF7kBHP3WIH3T7fNVSyiVUMcEouDkpKjc4JU/N+GKVrIUpXk/Ih8aX51RtMto1Lx7VQ7h1xwePyNZccwutEMectayGI/Tpn+VS6tdy6drsT6ioAA3rs6EFcZrm9M1iKykuo5E82OYHHPQ+tYNNto6YNJJohFmy3chDnaoLAZrvIDAtnC8sxdjGDtQVyenSrdaHqWIw1zgSqQeQnetPRrnz9JiY9Vyv5UQVnYKk09i/cXmMiGJUHqeTXU+AsXOleIlnYkFYcezfNjFedac8Oo+L20y/wBRurW3lk2JJFLFGsfcljJxjGeByTgV1fw9+0w3Piewne5AtrmJdtxgOoUyDDAcZ+nFbQWpy1HaLOr0O0ZZbq8fhLeMkketYV0SXZj1PJrs7pP7O8IxoeJbyTe306/yxXGXByWq5a6k09CHTLJNQ1aGCVgsOd0pPQKOv+H41cvdUUu0sBa5Hl+WyBsFfm4KjsAB0Haq9gqfZNUklV/LWFQXQcod2Qf/AB2sy2a1FzsgnxekiRXPRiWHH0qbaXLnK8rC6kJdautAy7RuWEfzn0OQxrDvJEuDI8JMay5ZcHBXk8fgcirmuyXWiXtvcx3W59xCDODGQSCP1IrnLG+R4LpZ2CeVl4/cnGV/ka55xbbsdVGSSRDaWzpcT+ezMDGxLHnkdD/n1ruNI3XWjQymREULsJJ7jiuT0SY6jJfWQAE1zCPLYjgAHd+uBVrw3cnFxZy8NG24D9DRFNSHUkm3Y6SaW2jGFDTN6ngVl3V3K6kArGOwWq3iG5kttMaSCRo3DqNy9cVn+INI1rQtD0u+vLm5Wa9MnmQlMCAAIUDHH3iGzjt9Qa1sczPoDTGMWn6tcpxKilVPoAvFcDdOaKK3fUwjsjMuScGmDbbqGjjTd6kZNFFYyOuBo6PcyvqUbM2diyOB2yEYj9RVDVIUlFlN8ytNb73we+R69KKKpfCZ1PiOXvJ3gvkmjIV0OwEDHy88foK24pnlgR2xllycUUUPYuOwyRjtNcXPqdxpPiWW/ttnnRSNt3rkfMpU8fRjRRUsl7nafCNAE1WP+Fnt0P0y1epeNZGW9ghHCJF8o9Mk/wCAoorVbIwe7+RxMrnLVRSNJp/3ihgOxooqJG1M63xjbw3BuS8Sg29mTGV4IwBXCaLqFxZxSIjBhHLHt3jOAc5H0oop9GYrocVqsr/bLjB2gynIHT1qHS55INStJI2wxk2n6EciiisodTp6I07s40YOAAROw4q1rrk6GpPPMZooqYdRzMzWPEr69FbQy6Xp1sYFSOKS2R1KIvRAC5UDnJwOTzX0lpLGPTtVuV4kRNqn0ATNFFbw2Zzy+JHB3Tn9azLljg0UU5DpnT26xjwppdsYkaOW4YsGHUlq4kxixvru6tmaOWOeRRg8Y5FFFKO5Mt2cPqeo3VzmSaUuY41C57DpWbF++e3D9CAT78miipe5svhOg8LSsjLGMYkSQNx1GKteHpGFvcJn5RJx+VFFQ/iGtmZk+ttpWqX0Z0/T72KaUOY7yDeAyjggggjqcjOD3BruPhleXGp3evXl3IZLi7mgaZ8YyWZs9OlFFaU/iMqnwnpfjWRkvLeFeI0iyo9Of/rCuIlY5b60UVXQS3NLTZ2t/CuqOioS06A7hnI2msSezt7vWbmRoghUQldnG04XkUUVF9Rvc4nXos38u+SSTE0i/OfesKGFR5cWSVkuQGyeoooq5lU2XNKnkTX4djlcyLFxx8oNX1kaDxZIIzgGZlI9QaKKxnujSG7LniRidKb/AK6L/OudvNf1PUdOg027vJpre3keVBJIzEs+M5JPONvHpk+tFFUQz//Z", 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", "info": {"video_id": "35290", "label": "throwing a box in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2b812858e7cdeec28ba34147b9371725885abd56be366d64e36ee38cec7e1781"} +{"episode": 66842, "episode_seed": 1837406956, "split": "train", "timestamp": "2025-10-13T03:35:19.370658", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1837406956, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 washer into cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "176659", "label": "dropping washer into cup", "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": "176659", "label": "dropping washer into cup", "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": "6d6642f53b87b04fae8f35b7fb1e1972df595605f9163a234b79f770a113c5ef"} +{"episode": 66843, "episode_seed": 1181212883, "split": "train", "timestamp": "2025-10-13T03:35:22.636487", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1181212883, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping vessel with spoon over, so spoon falls out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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", "image_prev": 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", 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", "info": {"video_id": "135424", "label": "tipping vessel with spoon over, so spoon falls out", "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": "135424", "label": "tipping vessel with spoon over, so spoon falls out", "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": "6b7737f07d5177a42e136497ed5e1e40dd6e66348d9c6dd6dedfbc75bf59143f"} +{"episode": 66844, "episode_seed": 3176525138, "split": "train", "timestamp": "2025-10-13T03:35:24.169996", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3176525138, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 blue stuffed bear 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, 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": "65052", "label": "moving away from blue stuffed bear with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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opz/Ksu78e6HaqWDTSAdwuB+teLyaw8bhRGp9+aqTavNcStA1vCy7d2CDWqi2YNJHrLfFC0uJCllZ7mH998f0qhefELVtp8qO3iH06fnXmaXVyi4jCQjuEGM0+1aWSRlkcsSO5oaHFG3qnjHUNSYxTXDynGdg+VB/jXJzW8skjSMwLMcmtxYE3l9o3EYJI7UPbxsOV/Ko9olsbKmc01tLnPX8K6HwZa+emoEjPzr/AFqNrQD7patXwbayW0FyspAYkE4+ponUvBlQg1NGn/ZECsHeME1IbGI9BWlsUjG7NN8oYwHwa5ednRyoyjYIyEEbaz7yA26Qp95lQLlfb/IroWtyDuL5rG1EMLls42jGMfStKU7uxhWjZXRhv5g1CIKWz5ZOCatbXIGYhnvkinNGn2hZcHeF25z2p+a6WzmSGxW5ksmjc8hwxP51lxaTMt3scZypbKjI610FkoctnvWhHGDwtQ6nKawp8xzD6XtBycfUVWk09x8ykkfnXaG33DGwGqd1pweKQhQvykZHb3qVVNPZHd04UxHzgNw386fWhzki1KnUVCpqUdKlisea+INbk1PVrhZFUR28hjiC8cA9fqSKxnl3uWJ5JrS1fR549auvKjYiV9wGOmeaJfC14tsJ/vN3Wu2nKKgjz8Xh+evKUNtPyRjTShQMHkmoTKSdgyWY/KAepOPercml3p2/udvPVq6rRNNttyXDW0fnIchsdD605zROHoODudNbB1tYlk5kCKG+uOaVjTh92mkZNcZ6SMXVblLXWdLaQ4RxLGx9MgCulXYEXB4wMVxXjMLmxyTn5+n4VmWfim/sUWNgJIx03daC3HRM9GVWkvFJ+4i5+pqyBXEQ+OosDzLdg3tUv/CeW46QvQ4sg7dYye1BiPpXDnx+o+7bN/31VS4+JBU8wL+JzS5GJtI9C8k4yaidQP4hXm5+I9zMdsUaDPtUE3jDU3/jVfoKfs2JNM9IZkHeqNxcW0EpneVU+XBya81n8Q6pMcC5I+lUnuLif/Xzs/40+W25Suzs9X8WQiJoLM73PG7sKzPkx3rnlXHStwD1B/OsavQ6qKtckCRMT8tMbYvQU6McsRxjjNMlUA5z71itzR7GJIoUjHpUHlqJzLk7iuParE44BHYVAMk12RehxSWo7NS2xxMD6VFtJqSE7G96HsEVqaSN07+ualViScLx9KjR93UCphj6Vys7IkckhUYKZzV/QMA3Gcj7vP51VKqeprT0WEEXB5IG0n260m9C0tTRySTjJ980vXHU/jTxtXGH/DsaV9rY5xjpis2UNnDbeo4rFvRukYe9acuSv3qxr8HzG+bvVU9Hczmr6EIiYt0NBiI68D3qr5kq8CRsfWonklfhnJ/Gum5zcjNezMe7CsM9K0Y1zjDA1h2RZXHFbUIfJ4PWspm0FbQtKmByx/KopI3JwG+U9iKeHYfwn8qd5zf3azNjcSNoIXj3Fgg3IT1HtV5W3xo/qM1UvH8u3J7kYFTxZEEY9FrsPPJ1NWIyvQ1VBqRWqWA2a3ieXeVGaRo1xjHFWFTf060YUPg9Ka7EtGRc2Ucg+6PyqOG2WEYUAVszCLJKdSKotwasmww8CmDlsUrGuZtJLnUPF9zpratcWkf7wxCNN2WVCwX2HB5P9aIxcnZDcuVXKXi6Xe1qxP8AE4H6VzJcEGh725vVX7RPJJt5G7tnrUR471Eo2djppu8UxWaq8srLuKnpT2PvUErcsKuJE0MF7KO4/Ko3n8w/NHGT/u0zFIRgVsc48TOv3dq/QU0yO7DLMabinKOaGCRcTjj2qQEjsahU8j6Ul27x2pZGwcjGDWbV2bJ2VyyJM+tdOvTLBd2OoFY2s6bYWnh631TTdUvpla6+y5uYVjW4ITc7xDrtU4U7vUe4GmA4H/16xxEHGxvh5qd7CsuzOD1qB85zmnMW7/zqMknP0Nc6WptLYzJQVbg00yAdUp8x5Bqs710K5zySY5p2/hAFPhUsclutVT8xq5CwCCmxJJGjCuR96ptnP3qq282ZDVpn3IQOtZSWprB6Bsx/FWvoanZcKCTnbn9awtAhtdS8UjTdSv7m1gmfYksc0UaxnqSxk4xjPA5JwK1/DkU1tq+tWU/2gfZpvLCXGBIuCwwwHGemcHFOdFqHMEayc+Q2jDxnNROm3vV5lG0nP0qvIucfN+nSuVm5TZuOtZd2QzMwPqavzSjkdvWs2V4EBMk6ID681tCLsY1JWZTk9eMVDty2RU7NaHpNK3+7Ef60KbcdIrl/qQta2IuWrcKuG/OtezcMpLHvWMsrKBssnGRwWkBrSsvNKtvQpnseaUloCb5i7M+3bs71H5xzzis/W5prbTmkilKOHUbh1xTNc0rW9C0PS767urlZrwyeZCUwIMBSgY4+8Q2cdvrmlCi5q6HKtGDszsrs77mBD0zmrp60UVt0OYcKeKKKQDwTTSx9aKKEJkLMc1E1FFUIjNcBe6jPpXiu5vbbb50Urbd4yPmXaePoxoorSluRU2MJUAcgdgKRupoorOp8bOqj/DRE1VZvvH60UURFMryMVPFN8xsdqKK2Rixpkb1qVD8lFFDGiWMn5akveLUnHcUUVK3QPZljXfFT6/FbQzaTplqbdEjiktUkUpGucIAXKhecnA5PNdSR8tFFRjOhpg9mVpQKrTkiJsUUVyw3Oqexmy85qq5OaKK3RgxE5atS3tkaPcS3A9aKKbJCI4l44q2BxRRUzLpbGdHrbaTeXcZ0/T76KaQOY72DzAGUcEEEEdTkZwe4NdB4UvbjVL7Vb68kMlxcOssj4xlju7Dp9KKK1rfwTGn/ABjpT1xVWVm3Hk0UV5yPRKkkakEEcVRktYE5WJQfXFFFaozluVXUA8ClQdPrRRWhmXowBH0rQSRlOB6UUVEhozPERJ0xjkj94nFYt1r+p6hpsGnXd3NNbwSPInmSMxJbGcknnG3j0yfWiiumh8JzV/jP/9k=", 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", "info": {"video_id": "65052", "label": "moving away from blue stuffed bear with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2d19ae376dc19b165c30594799594ad8abf09769883ff8746c84bbdf7a7df8be"} +{"episode": 66845, "episode_seed": 1363301514, "split": "train", "timestamp": "2025-10-13T03:35:27.023442", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1363301514, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 watch 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": "102194", "label": "moving watch 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": "102194", "label": "moving watch 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": "2207002535357e25016cbabd0080e4531e18598800e3edb62163dee4b36be4d6"} +{"episode": 66846, "episode_seed": 12528304, "split": "train", "timestamp": "2025-10-13T03:35:29.092072", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 12528304, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering adapter with plastic bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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OBXmvho5ijHpXpulAYWvMktT1FsdJHkIKHJK7DyDSA4jFIrDIOeM1pHc47a3NOJBHEqjsK8k8amzj8S3BtXjLOQZdpHD45z78Ct7xp4wltEOnac3lsRiSfOCPZf8AGvLpSz5PUjn3r1HFSicuqlqX3uVVSxILY4HpVOWX92c435J47+lUGyCcgc88Dp/nFVpC24knisvYoOcZqL74Jtyjpkcde/8AMVy08olgtmHCgOuDwRzx+mK27ndtPK+9ck8jofJBfCtu+Y9+h/UGj2dloHPqXonjQAMAWI6AYH/66vpNlQvIQHlRg5+vFY8Gc8DnP51ejJBHyn0x6c1SigcjcsJxNqdnEAcFiefXFdDo1rs1bVZmHHmBR9MVzWioBr1o3OFRuPyrrYLoWsd/OMHdMdo9eMVyVlaR3YfWBfsrcjTFI+80hP5muy8QPFBollYoy+e773Uf3AvB/PFcrAcabEmcEKD+PWrsl5Jqd1LfTKqCOJYgB0wo6/iaUKqhTn3ZUqfNOL6Ido9rNeXqKgyFPzfz/pT9Ykit3vYBgOD+VQXl9P4a8MG7hI+13L4weynFcPeaxd30kksp/eSdT2zXo4ZpUkjgxKftGa1/rg+xLErfMoJOPwrgby5LXkZkyJHLfMRxg/8A1wKvyBlyxfJI9awtUZkkSUFsocrtPpg8/wDAQaqpLmXKZR0dz6JtGXAIwAvX6VbXVFSbZGodcDJJxWTaQefGsYdhGOvPJ/8A1VeGnMS7RNkEdO9Y0+S+o5c1tDbtNTjLDzVKrxz1x/nNdEgTC8D8a5C1i822dF4mjGWU/wAQ7j9TW9pF2xtGWU5aMbs9cjn/AArWcUleJnGTvZmoPsrMI/3ZLDpjr/nFD6fbMPukH2NYYLCJpgp2hiBjoM5/xNbtvMJLSOUjBI5A59qqScdmEWpaMpy6dEMt5pXP941Un09sho5Rj6dadqU7XNyYIcsExwB1P+ePzrNKylMqrFYwctnAH+Sf1NUlK17mcmr7DptNuCD93PoGxmsy4spwc+UcD0OauW+oGKcpIx8nOGLHOPf/AD6+1XZvmHB4PQgA/rWdSc4OzLhGMloYmkI6XM+8MPu43D611li+GGawIiEnI2kcdxWxbOMivJxEuaq2epSj+4SNaaITxFSM15X4t0SS3uWuYoweCcdAa9XjxtFYviSzWexc47VdOTjaRhFp3gzgvDWvy6GFEWno26NvOcsN8j/w/wC6o9B+tZ2qXuqatdtPdbnkzwA2FUeijtVa7uWtZPLABznB69CP6VZsrtrmM8AEAbhnpxXb7SSjzGXKr2M1oLhWH7tvx/rUM0M+zJjcn9f/ANVa17P9ntzJzubgfWsU6lcbSCwyx44/SqjKc1dCkkis8ErDAjcd8YP6VTnglwSY5Ae/y1eXU2jmCyHcuOcLjHvVuYgjIwQRkEc1M5yhuCSexw+rwEwl5EJVGBOR2OQf0JrKS38pkfdu4FdhrMBlsJogjbipxx36iuUeVWhyPlVTk57Vn7RyRaSTO58L3R2gehr1PSLr7orxTwtd7pVHYtXr2jHOw5rgmrM9SGqO4hffFTduDUNq2FqYtzSTOdqzZ5n4xs5v7R3RrkHPeuWNtcFcFDjngGvRPF0Wdj47155f30gmaOFyoX5SQe/+c/lXfQlKSsjnrpKV2U5bebzDmI9cgj+lVZbacD/Vvg+386sS31wxL72wDztHSnWl79pTY5HmAcZ43D1rWTnBXMFZsw7i3lVT8kg49O1c5dQIL10dSDkt+BAP88/nXeTrnnaSB2xiuP1kGHUBKR8rpj6EGs/at6FcthkNqhwO46c1fitI8cMwyfXpWctyU+VATJjJ4zSW8jlhl2yxxn0/zn9BVRjJ9RNo2oc2moK6sSRE2M+5Fa9kJJmtoGJxvLt7mubgeQ300chP7uEYyfVs11mjqH1NfRFzXLW3O7D/AAnTeQ2wBe9OkY29qsR6OwX8zUsMm4kfjUN4Ve5sx0HmbiPoDXO+x16WuZfia6m1C6EEa5S3AAGeCa5tradhgR4z6f561JeXkr3lw0bvtd/lA744/wA/hVQ300Eqq5dscEH/AD1/xr04KagjyKs1KbZBc20+TmN896xb+NkQyOjFY2B5HbOD+hNdZJIksYeNgyEcMADWPqUBktZYgpyynmoVZ31J5D2azZUUcEqMGtu0kWVHjQjLZzg8iuUhuWFkZR8jthcHnFXbGdoZlcOdu4bj3x3+taUocyuROVnY29On+z3YMnDA4b+o/WtuAImqzqhDRvCW4OQCT/8ArrHvYCzia36sc8evXP8An0rT0WKSFcMnzuuCSegHQH862lJOPMZJNOxHHMViMIkATeGYkdDit6OQxWcSuq5x8u3oeMisuLTYcvJIo3b25B4IzmtUOsiJlSAMFVK8iipNPYIJmZptxDDFK8zASMeuOemcD9apXtw19OI0ULGeACePqatz6Tuldkl2Rk5AI5H+eKWZYNLtQVTLkhcnqeKpzhe8dWyeWVrPYxX02VLhVZ+GBww5BPPHtnn86SOSW3j+zScspypBwCv/ANardrqYugVYDeRkY/zxXBXN/f3nji90w6zc2kKtIIVjUNyqbgo9BweTWU5Sb5ZGkIpao68yhJVG485rYtZAQpzXk/g/Xr3U7i5N5dSTBAhTeemc5/pXpNpcAqvNeVXVqjuerh9aaOstpAVAzSaigeykB9Kzba4JYYNaspElq2fSnCWljCcOSaZ4draJBr2yU4jOOfbmodIeMXExD9VwAe/NXvGsEi6woixubPGcZxzVLTVeNH84A54UAZxxXdzL2SMZL32Jcf6TqcVvIxCL8xx69cfyqPUJLe2YeUAJcbcj+Eeo96S9tphJG8XzsV2t2P1qKCwZN8tyxJHIX6etWnFJO/yI1Mye1uAVkclVYj5jzgHpn/PanoZrMtC4yjH93tPGe4/masDU4mn2bAEPAx+Hb8ao+ILiW30tpIXKOHXBX3qJzk3yyQ4pbofcuoiY55NcUEWSFwRx1OB1I6Vv+IFgh8PQapp2sX8yNdG1zcxLGtwQm53iA52qflO71HuBz8DZj25wSD2qeRw3Kvcv+G7grc4Axg17FoV0zIhJxivEdAl/0l8nJ39RXq2h3BU4z2rkrK0j0qLvBM9Ps5gydatmUDHNc5p958vWrFxqAGADzWF7FuKbuVPF8qnSJH/iUEj615xZrbpYtLLgsxO7P9K7XxFP5unbGOA3Ga89/s+5c7CyhQcZz/n/ACK78O04WbscGKVpqxFPvvJDHCNqJyFzgAdPzqoLKcb8PtkRsgEfqP1rSu5YtOiVY1yzDOW57/8A1zUcN2tzFnADL1/+tW0qkrXS0OdRV9SsZjMCXUr2Iz0PcVzmvSZuIQB03AfpW1pTW2oeLjpeo6hc2kE8mxJY5Yo1j7ksZOMAZ4HJOB3rldWW4ttdu7Of7QDbTvGFuQBIuDjDAZGeOccelQoP4huXQtW2ApwBkjqatTIiRqwUZPGR2rKWfy0GM7jnAz1rStZTewvEfv7c7gOnOKqK+0JvoJZM8k87MQzFo0yPTGf611+gkgXFx+H5Vx+kEjex6+c7H8OBXYaUfL01U7yMR9ea5az95no0FaCOkt5CEZh/EMVHfSBZVk/uK2P++TSQnaAvoAKpaldqC6Z6Jt/M/wD1qw6mz2MC6u40hRYh+82gbx2HpWZLZylBJklTyQpyQK07ayjhDTSEOMZUZ4HFUf7VJudpTjjAA57f1zXpKVlaB5D1fvEe2W1ZkyHSQ8EcYb/69MncCMt39adrE7RWJeJ9rbhytQ+KNA1fQNB0jUL2W4Wa+MnmwtGQIMBCgY/3mVs47dOoNZqLnqO6iek+a3lZ4z5uzPsBmtGGZ5UjjbGASMjr3oorro/CjnqbnYMALaL/AGZFA/lUurErpMpU4IAII6jFFFZR3j6ly2ZYsx9r0iFXZl3ICSpwc9c/nV6FmwckkqMZPfAooq6nX1Ij09C2g3Q8k+tc9r8jmKP5jxk9fcUUVNL+Ih1PhMqIeVdQBOA+zP8AwLrXmHibUZ9J8aX95bbPNinYLvGRym08fQmiitJ/GhU/hK3g0mK4uAp7J/WvTbGZ9o5ooryMX/Ff9dD1sL/DR0Vi7Ejmt9GJtz9KKKmkPEdDyzxbj+1oxgck/wAq56JsyS5Ayr7Acduv9aKK64bf13OOfxMtJyFPqPSqd47C1kUHjFFFC+IT2OZXPliXJ3kkZ/Ck8TMRoob12MfrRRXRV+JGcdjB17xQ2vQW0UukaZbG3jWOKS2SRSiKDhAC5ULzk4HJ5rNgYmOUnspxRRTqBEPDxPnv9RXqulMRjB7UUVx4j4j0qHwI62xdvK609nZrgAniiiuNm6KXiFiIEA9RXNFiVB7g8GiiumnscWI+MwdWdnvYwxJBwD+NR2Qxcyx/wgHA+hoorsf8M418RgTa62k6pexNp2nX8MrhzHeweYAyAkEEEEdTkZwe4NYt/f3OqX89/eSGS5uXMsr9NzNyeB0HtRRV/ZQdRxYl416AJ2rRsfk1ONFJAIwfyNFFL7InuWNKAZFz3ds/99GuytFAltkH3RGSB74oorhq/Ez1aXwo1Inbyi2ecZrmb2V5dQ8t2yvXH44oorNbmktixf5SCVQTjBrmygFmZP4vMC/gR/8AXoorvpfCzx57jdYlY6OjdyVyf61l6h4k1bUtJttMvL2ae2tneZBLIzEs+OpJ5xt49Mn1ooq6ezCW5//Z", 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OBXmvho5ijHpXpulAYWvMktT1FsdJHkIKHJK7DyDSA4jFIrDIOeM1pHc47a3NOJBHEqjsK8k8amzj8S3BtXjLOQZdpHD45z78Ct7xp4wltEOnac3lsRiSfOCPZf8AGvLpSz5PUjn3r1HFSicuqlqX3uVVSxILY4HpVOWX92c435J47+lUGyCcgc88Dp/nFVpC24knisvYoOcZqL74Jtyjpkcde/8AMVy08olgtmHCgOuDwRzx+mK27ndtPK+9ck8jofJBfCtu+Y9+h/UGj2dloHPqXonjQAMAWI6AYH/66vpNlQvIQHlRg5+vFY8Gc8DnP51ejJBHyn0x6c1SigcjcsJxNqdnEAcFiefXFdDo1rs1bVZmHHmBR9MVzWioBr1o3OFRuPyrrYLoWsd/OMHdMdo9eMVyVlaR3YfWBfsrcjTFI+80hP5muy8QPFBollYoy+e773Uf3AvB/PFcrAcabEmcEKD+PWrsl5Jqd1LfTKqCOJYgB0wo6/iaUKqhTn3ZUqfNOL6Ido9rNeXqKgyFPzfz/pT9Ykit3vYBgOD+VQXl9P4a8MG7hI+13L4weynFcPeaxd30kksp/eSdT2zXo4ZpUkjgxKftGa1/rg+xLErfMoJOPwrgby5LXkZkyJHLfMRxg/8A1wKvyBlyxfJI9awtUZkkSUFsocrtPpg8/wDAQaqpLmXKZR0dz6JtGXAIwAvX6VbXVFSbZGodcDJJxWTaQefGsYdhGOvPJ/8A1VeGnMS7RNkEdO9Y0+S+o5c1tDbtNTjLDzVKrxz1x/nNdEgTC8D8a5C1i822dF4mjGWU/wAQ7j9TW9pF2xtGWU5aMbs9cjn/AArWcUleJnGTvZmoPsrMI/3ZLDpjr/nFD6fbMPukH2NYYLCJpgp2hiBjoM5/xNbtvMJLSOUjBI5A59qqScdmEWpaMpy6dEMt5pXP941Un09sho5Rj6dadqU7XNyYIcsExwB1P+ePzrNKylMqrFYwctnAH+Sf1NUlK17mcmr7DptNuCD93PoGxmsy4spwc+UcD0OauW+oGKcpIx8nOGLHOPf/AD6+1XZvmHB4PQgA/rWdSc4OzLhGMloYmkI6XM+8MPu43D611li+GGawIiEnI2kcdxWxbOMivJxEuaq2epSj+4SNaaITxFSM15X4t0SS3uWuYoweCcdAa9XjxtFYviSzWexc47VdOTjaRhFp3gzgvDWvy6GFEWno26NvOcsN8j/w/wC6o9B+tZ2qXuqatdtPdbnkzwA2FUeijtVa7uWtZPLABznB69CP6VZsrtrmM8AEAbhnpxXb7SSjzGXKr2M1oLhWH7tvx/rUM0M+zJjcn9f/ANVa17P9ntzJzubgfWsU6lcbSCwyx44/SqjKc1dCkkis8ErDAjcd8YP6VTnglwSY5Ae/y1eXU2jmCyHcuOcLjHvVuYgjIwQRkEc1M5yhuCSexw+rwEwl5EJVGBOR2OQf0JrKS38pkfdu4FdhrMBlsJogjbipxx36iuUeVWhyPlVTk57Vn7RyRaSTO58L3R2gehr1PSLr7orxTwtd7pVHYtXr2jHOw5rgmrM9SGqO4hffFTduDUNq2FqYtzSTOdqzZ5n4xs5v7R3RrkHPeuWNtcFcFDjngGvRPF0Wdj47155f30gmaOFyoX5SQe/+c/lXfQlKSsjnrpKV2U5bebzDmI9cgj+lVZbacD/Vvg+386sS31wxL72wDztHSnWl79pTY5HmAcZ43D1rWTnBXMFZsw7i3lVT8kg49O1c5dQIL10dSDkt+BAP88/nXeTrnnaSB2xiuP1kGHUBKR8rpj6EGs/at6FcthkNqhwO46c1fitI8cMwyfXpWctyU+VATJjJ4zSW8jlhl2yxxn0/zn9BVRjJ9RNo2oc2moK6sSRE2M+5Fa9kJJmtoGJxvLt7mubgeQ300chP7uEYyfVs11mjqH1NfRFzXLW3O7D/AAnTeQ2wBe9OkY29qsR6OwX8zUsMm4kfjUN4Ve5sx0HmbiPoDXO+x16WuZfia6m1C6EEa5S3AAGeCa5tradhgR4z6f561JeXkr3lw0bvtd/lA744/wA/hVQ300Eqq5dscEH/AD1/xr04KagjyKs1KbZBc20+TmN896xb+NkQyOjFY2B5HbOD+hNdZJIksYeNgyEcMADWPqUBktZYgpyynmoVZ31J5D2azZUUcEqMGtu0kWVHjQjLZzg8iuUhuWFkZR8jthcHnFXbGdoZlcOdu4bj3x3+taUocyuROVnY29On+z3YMnDA4b+o/WtuAImqzqhDRvCW4OQCT/8ArrHvYCzia36sc8evXP8An0rT0WKSFcMnzuuCSegHQH862lJOPMZJNOxHHMViMIkATeGYkdDit6OQxWcSuq5x8u3oeMisuLTYcvJIo3b25B4IzmtUOsiJlSAMFVK8iipNPYIJmZptxDDFK8zASMeuOemcD9apXtw19OI0ULGeACePqatz6Tuldkl2Rk5AI5H+eKWZYNLtQVTLkhcnqeKpzhe8dWyeWVrPYxX02VLhVZ+GBww5BPPHtnn86SOSW3j+zScspypBwCv/ANardrqYugVYDeRkY/zxXBXN/f3nji90w6zc2kKtIIVjUNyqbgo9BweTWU5Sb5ZGkIpao68yhJVG485rYtZAQpzXk/g/Xr3U7i5N5dSTBAhTeemc5/pXpNpcAqvNeVXVqjuerh9aaOstpAVAzSaigeykB9Kzba4JYYNaspElq2fSnCWljCcOSaZ4draJBr2yU4jOOfbmodIeMXExD9VwAe/NXvGsEi6woixubPGcZxzVLTVeNH84A54UAZxxXdzL2SMZL32Jcf6TqcVvIxCL8xx69cfyqPUJLe2YeUAJcbcj+Eeo96S9tphJG8XzsV2t2P1qKCwZN8tyxJHIX6etWnFJO/yI1Mye1uAVkclVYj5jzgHpn/PanoZrMtC4yjH93tPGe4/masDU4mn2bAEPAx+Hb8ao+ILiW30tpIXKOHXBX3qJzk3yyQ4pbofcuoiY55NcUEWSFwRx1OB1I6Vv+IFgh8PQapp2sX8yNdG1zcxLGtwQm53iA52qflO71HuBz8DZj25wSD2qeRw3Kvcv+G7grc4Axg17FoV0zIhJxivEdAl/0l8nJ39RXq2h3BU4z2rkrK0j0qLvBM9Ps5gydatmUDHNc5p958vWrFxqAGADzWF7FuKbuVPF8qnSJH/iUEj615xZrbpYtLLgsxO7P9K7XxFP5unbGOA3Ga89/s+5c7CyhQcZz/n/ACK78O04WbscGKVpqxFPvvJDHCNqJyFzgAdPzqoLKcb8PtkRsgEfqP1rSu5YtOiVY1yzDOW57/8A1zUcN2tzFnADL1/+tW0qkrXS0OdRV9SsZjMCXUr2Iz0PcVzmvSZuIQB03AfpW1pTW2oeLjpeo6hc2kE8mxJY5Yo1j7ksZOMAZ4HJOB3rldWW4ttdu7Of7QDbTvGFuQBIuDjDAZGeOccelQoP4huXQtW2ApwBkjqatTIiRqwUZPGR2rKWfy0GM7jnAz1rStZTewvEfv7c7gOnOKqK+0JvoJZM8k87MQzFo0yPTGf611+gkgXFx+H5Vx+kEjex6+c7H8OBXYaUfL01U7yMR9ea5az95no0FaCOkt5CEZh/EMVHfSBZVk/uK2P++TSQnaAvoAKpaldqC6Z6Jt/M/wD1qw6mz2MC6u40hRYh+82gbx2HpWZLZylBJklTyQpyQK07ayjhDTSEOMZUZ4HFUf7VJudpTjjAA57f1zXpKVlaB5D1fvEe2W1ZkyHSQ8EcYb/69MncCMt39adrE7RWJeJ9rbhytQ+KNA1fQNB0jUL2W4Wa+MnmwtGQIMBCgY/3mVs47dOoNZqLnqO6iek+a3lZ4z5uzPsBmtGGZ5UjjbGASMjr3oorro/CjnqbnYMALaL/AGZFA/lUurErpMpU4IAII6jFFFZR3j6ly2ZYsx9r0iFXZl3ICSpwc9c/nV6FmwckkqMZPfAooq6nX1Ij09C2g3Q8k+tc9r8jmKP5jxk9fcUUVNL+Ih1PhMqIeVdQBOA+zP8AwLrXmHibUZ9J8aX95bbPNinYLvGRym08fQmiitJ/GhU/hK3g0mK4uAp7J/WvTbGZ9o5ooryMX/Ff9dD1sL/DR0Vi7Ejmt9GJtz9KKKmkPEdDyzxbj+1oxgck/wAq56JsyS5Ayr7Acduv9aKK64bf13OOfxMtJyFPqPSqd47C1kUHjFFFC+IT2OZXPliXJ3kkZ/Ck8TMRoob12MfrRRXRV+JGcdjB17xQ2vQW0UukaZbG3jWOKS2SRSiKDhAC5ULzk4HJ5rNgYmOUnspxRRTqBEPDxPnv9RXqulMRjB7UUVx4j4j0qHwI62xdvK609nZrgAniiiuNm6KXiFiIEA9RXNFiVB7g8GiiumnscWI+MwdWdnvYwxJBwD+NR2Qxcyx/wgHA+hoorsf8M418RgTa62k6pexNp2nX8MrhzHeweYAyAkEEEEdTkZwe4NYt/f3OqX89/eSGS5uXMsr9NzNyeB0HtRRV/ZQdRxYl416AJ2rRsfk1ONFJAIwfyNFFL7InuWNKAZFz3ds/99GuytFAltkH3RGSB74oorhq/Ez1aXwo1Inbyi2ecZrmb2V5dQ8t2yvXH44oorNbmktixf5SCVQTjBrmygFmZP4vMC/gR/8AXoorvpfCzx57jdYlY6OjdyVyf61l6h4k1bUtJttMvL2ae2tneZBLIzEs+OpJ5xt49Mn1ooq6ezCW5//Z", "info": {"video_id": "32661", "label": "covering adapter with plastic bag", "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": "32661", "label": "covering adapter with plastic bag", "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": "9c91c626c75ee33f1f4c51dd0068a1dd4f49e55159ef229fc3decfab07f5f09b"} +{"episode": 66847, "episode_seed": 4128364292, "split": "train", "timestamp": "2025-10-13T03:35:30.463246", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4128364292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stapiller machine 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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SY0crq/ytAo6YP9KrwKCRmiis3udVP4TrrOCO3iAjGM4ye5rasJGEgGaKK0jsc0tzpLWV/KPPatO3kbaOaKKYh9zyvPpXNXnEhIoooQhbaZwRg1Z8Uys3hFsnP76P+ZoooYI5PVdebV4YI5NPsoDEqpG8CupVB/CAWIA5z061qvKyJkUUUkORwXjPV7x2S08zbCV3FV4yfeuL3ErRRUyNobDR1qxAMtzRRUmyNuzRW4I4rX0mNJNQjRhlVfIFFFStypfCek2krgjnrXUaXM5Uc0UVucBweu6q1h4o1ZWs7O7jkuNxS5i3gFRwRyCOvTOD3BqDS7ue+vb27uH3zzuHkbGMk5ooqRvY24Rk8+tbFv8AIFKgA0UVQF0SMFznNeX+L9Tu5rmSJpT5aqTsHANFFDGjy+eRpJGZjk5xVQ9TRRUGsQFOT71FFIsst/qPxFXb7xJq2p6Xb6Xe3s09tbSPKgkkZiWfGcknnG3j0yfWiikhT3P/2Q==", "info": {"video_id": "49039", "label": "pushing stapiller machine 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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"info": {"video_id": "49039", "label": "pushing stapiller machine 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": "4904248421544b12f4baa85202b1bfe589cee08ff9ab5a5950b8b9dad650e266"} +{"episode": 66848, "episode_seed": 1411909216, "split": "train", "timestamp": "2025-10-13T03:35:32.188411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1411909216, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile battery so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "71816", "label": "poking mobile battery so it slightly moves", "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": "71816", "label": "poking mobile battery so it slightly moves", "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": "c29fe04d3d2ae6a9546800d074624b5a4b89cf4ddcdb5fd545bd2c44a0a7ddb2"} +{"episode": 66849, "episode_seed": 1663330264, "split": "train", "timestamp": "2025-10-13T03:35:34.187776", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1663330264, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "76578", "label": "showing that box is empty", "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": "76578", "label": "showing that box is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9303a8bf46d2f00497c1fb1f62618e568e27ce33b0a9a4467d2bea4d46a2e2e5"} +{"episode": 66850, "episode_seed": 4290232764, "split": "train", "timestamp": "2025-10-13T03:35:36.341026", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4290232764, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin and napkin 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', [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": "129395", "label": "moving coin and napkin closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "129395", "label": "moving coin and napkin closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6aaf84bd70c89e7856f743944f99405691ddf55e31169723e91107970eba43ec"} +{"episode": 66851, "episode_seed": 3999014302, "split": "train", "timestamp": "2025-10-13T03:35:38.056055", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3999014302, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cloth over pill bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "211676", "label": "holding cloth over pill bottle", "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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jseDXZ+Ws4VuMCsLX/EkekIsNqiyXD9C33VHr71tT+FHFObjUbR554g0qXRbw2853ZUMrqMBx6isYzN5R2oR716fbKniO1ja58qaZlzJuTckAyRwD/EccenX64moafo+kahJa3tosSmORrWZpCFlORtBI/iHzAg8dPWqOqnib2TMbTNOW0iFzLzcuMgH+Af41jXDhQMLnPNb13N5ccjg842r7Gq+m6Ybh4Z5bWS4jZysUCcNO452j/ZH8TdAPc0z0cQ404WRii3mt8LLE0e8B1DDHBGc1XkjaS42KDzjmvWG8KS6nBNPrN1vv5U2xrDxFbDsqjv7muLudGl0y9aG5QrIOh6gj1B7ik9DzVNTjyljR0eCWJmxwRz7V6RZxiNRjtXntswwEHJ7V3FrO5tUH8W0c1hI0NZrgrwB+NZmvWtrrWlS2kF3H54KujIrNtYHvgcd60IsOobP1pPs7S/6w/L/dHAqqS3OWvLlaaPK7rQNVtlnmuF8yNB80qyBse59qxJGHmku3Jr1q713Tkuf7KjT7RLJ+7KqvyZP8JNclf+D7aNJblJpEjicee/3kjGQCB3YrnJ7DHXNa2NqWK0tI5Eu88qw267mY4AFXrrTY7W1jDkvMT87E8fQCtNNKj0srOk6TvIjY2L0AYj8c47dqo6jKW8qPO4gbifrTPTpxi6ftH1MK5CmRWByVbkU+QARsfaui0zSbOGyae+gkubi8UpY2kJ/eOc8v7AEYyeOtU9V8P3ullIbmIDzE3Aq24Z7jPqKDg9onJoytMbFyw7HHPvXovh4tLFjIJU46dq5DTbIQ8EA/Wuw8PMsd2y5GCtYzdxRVkdjAAYyCcZGDg4/Wla2gMUUcMC7IQVUKmQB/kVCrhmKDqKhuIVYLkSE842OV/kamn8aMq6XI2cx42C2ctoZ0f7PMrIdoAIYEHOPxribYwxsXG4lm27iOMfSvV20xLmIxTophYYZMZz9Sea5bxNoFlFAn9k2/74HLQw5bcMdQPWuiw8NieW0X0OKnk864dlHU8U0xY+8Rmow7ox+QA+h4q1Y6fJqErPMxSFD83v7Cg7otzemrM54gZQARyabA7QSSMrlWB+XHWtvU44YZFWONY0VM4UY/yaxwFNwWGcEYz70GVanySS6kkM/zAsMHvXdeFdX2SS2jtlCxZMn9K4CcBQPetfRJWRY5F4ZTUTWhDm/gPXLW52yCRCPceoq3qN1IqC1s2BvZxiP0jU9ZG9AP1OAKw9LYyIrEnkfWuhsYoYXcrGiNKdzsBy7dOTWGzMK0L6o5Zr9b+yuYJWiXbMY3hVckIBwTnoSf5VV8L6bFHLNfyMrMzkQgfwr2/GrFyXa9mRIFQSRyPMAMuM/dzjqa29Pt1tbCGNU24QZHfNbU7tts5ZWsrDp4jcwtGRhW7n/CuI8Ua9caJqS2NqU3OnmSu6BuWPHB+ld28iopZmCqOpJwBXjviu+bUddubnb+6D+VGwHBVeBz+tbJE3sbXhrX5pNf2uIhNOgRXSIDp2IH+eK9GU3IHzPGfopFeQeDpFj8UWTOMjcVH1IIBr18vxRYpSuDSSj+AH6Go5Ck0bRzRbkYYKsMg04vTHcbSc9KQmzENgmmXIeFiYH4UHqh9P8ACtWFldPrUTvFcRNFKOCMEiqNtO0Fw0EjfMvRv7w7GsZx6nVRqcysy/faimnWReXzGQdVjAycfWud8TwyTBZ1ttksKKixq+4szEYGMdQTWrfixvBNayyk3BQKsSH5juOBgfhnPYCqNraw3ctpAqNHFHMyDLZLhR1B6+ozUpvRIyqJczZreH9N/snTQJXBmkw0hzx9KdqVmLtnkeNWhMPlsZFGAu7cevrjr2xWmsSR9FAPr1rL8S3qWfh2+kfPzRmJcf3m+Ufz/Suiximed3+q6VcuFtLSaOKPI+VxhzjggHkD+ftXeeGZbddMie0tmkyihpg+4kenPIGc8DivHj8rYB6cV6t4BCL4YQg5Yyvuz254H5H9adrFurKWkmdQZ+MtG6/UVTvrey1OHyrlAwHKnoyn2NWy9MZgetIV7HIXehPpc63ELma27tj5k+vt71vWjAxIB1xVmRkDbWHBFZoJsrnyicoeY29R6fUVjOPU6KVXm0Zr2snlOVP3TzTLrUYHkMUtwkKY3bAcsQO5A5xUQm+QMBn1+lY13b3FjqpuXngjjkjZZWYDOGbjHpyB164qYy5U2KurtHMRW91/bEdvASbl3LqynoMn5q9KgjWG0jgIUoqBSMcEd8/Xn86w9GtZn1C7u32g58lXZcnA7fTmt3ygfvkv7Hp+VbR1VznejOG/sFEhQx3TQps3NHKcxq2SSF/ugdD1rN0+w87VonmNpIrsxxJKSq4xywXqOemRn2rR+I93Ii2NrG21G3SyBe+CAufbrXJaLdTrrVoIeGkkWJh2ZWOCD/ntV8pssTNQ9nfQ9fsLKztpZblJFmuphiSckFiB0UY4VR2UcfWpb6zt9QtmguEDIeQe6n1B7GlEEKqP3aEgYztGTSNGh5GV/wB04oM72OG1HQrzTGZwpmtx/wAtUHQf7Q7fyq/ocYyGz8xHJrp8MvRz+NZEloljOJoFCwyHBUdFPt7GsZx6m9OrfRmpFIY2Vvfk1fllijQSO3HYDvWZEyyJiqms3E0NiDAxDgN84I4wM/mazhpJMqv8DKHi7UrxLSGOMmKKdipC8EgDpmq3hRzcQS2QXbErF5ZFJBYcYQHsO5/+vUN7P9q0aNma6MjxBA0xOfMPVtufcn6YrotHsotN06O3gic4GWYjG4+pzW8Jc2pxuPKZeu27Weo288Fkl5bMCZbMIuRsTG5c8YwRkeoFYFxLbySF7eEW8LHcIsFSo+n867q5sxcYeVlUKpH4HBOT+A/KvONY8RWd9O8cEMpUAqLhioLjP93HT0yaqx2YPEKjK8tmQpbXOtXxhtojI7cBR2HqT2HvXX2vgC2TTZI7m4Z7txlWU4SI+w7+5P6VN4URYtNVrHyZElUSM7AhiehBPsQRiujEsuPmiGf9ls0WFXxDqSujx670meG8aC4j2SRMQwrUsbZFUfKAQOtdtrWmw6rGGH7q6QYR2GAR6H2/lXLLaTW90ILhTGw698j1B7is5plwmpep1+gkf2ehJ4GRWx5j4wp4rE09PKtgg4U1s2rK6e68Vg0WxxVEJKqMnuB1rn9U8V29rObSzje9vOnlxdFPuas65c+Xp7R72TzmEZZDyAeTj8AaraBp1vZ2YkihVHlG446gdhmuxHlkEWj3+rFZ9duP3XVbOA4Uf7x71x3iPS7mKcwW26W0DmRIs/6tjjdj64FemzTraQNLKRgdBXJagy3MizQkOh9Oopjuc74Y06S21eC7uU2JGdwBPJOK9Gi1CKX+L8q48ny3AOfxqZJSDwcVLY0dc91GqFtwNZcmoBpDkHB96zftEjJtLZFNzmpbGXWuGV8oxx71Dc3J2ecQMxgnPt3qHdWbYwtrPiKfSp9TntIpEl8sRpuLMqFgvsODkn096Vrhzcupq+CJGvZNWeZy3m7Nxz1+9XWRW9vaxqI40QRqQpP8I781wfwyuJJE1LexPERGe2d1a/iHzdUvY9NS4ZIcgSIvG9jzyfQDt3Jq7EXuWb3xZCbj7HpML6jdnjEX3F+rf4fnWTrWk6xc6a13f3aS3AIZbNB+6UDkj3J6f1rpNP062022WGzgVMDkjqx9Se9JqrxmHyNwMpBIXPJ46CqsO54zMM3DhUKEscJjp7V6b4M/0HQQkxIeSRn2nqBgAfyrI2ASE4+YE9VOf0qaKXCjB6Umxo7YSqw4YGq13erCuAea5+K+lXHzZHvSSTNKxLGpbGaMt5vXcr5PoarzXHnxFWGGHKkdjVMNVHV7mWDT2eFyjhgARU7he2pZ1TXntNPWCIkTy8bv7g6H8a6abR45miy7GMMrSeaxkeTb90Entn+tcD4jsbJNGt9WsdVvp83X2TNzCsa3BCbneLHO1SQp3eo5zkD05pVSPJIChcknsMU1BBKq5u4y1t1tIjGrM5ZixLdcmsvUfE9lZS/Zoi13dk4WCD5jn3PasWaXVvE120CStYacOWC/6xwem769cenWt7SdJstIiMVpCqyEfNIeXYe5/wAOKtIm55x4olvLvVJ5b5BBcqqDyBzhcdj3x3+tZOmM66nbNGDvEqlceuRiu88WafDfTjzAdy5AZeoH+FYmnaXb2Nyk4dpJEbKlugouB6cXGTz3ppauZg1WRDlufpVqTVd0J243GldFGlJdgFlHNUGu0dXif7jcEGsszMWLZOaGkLHJPNS2Bo2V0UlMTtkjo3qPWpvtb3E13a2kkY8tQJnOSyE5+6BwTgHqeOK5rSGgv/Fv9n3+pXNnBI+xJopoo1i7ksZOMYzx1JwO9W/BsEtprXiC0mFwrW84j23IAkGGcfNjI3euDipUNbmk6948pp2llczzxzTI5ia4MirJgeWoGBx6n/Ct/IFUdR1W00q28+7l2LnCgcs59AO9c+uo674gYCxjGm2TZxPJy7D2/wDrfnWkYqKsjFybNbxFrEGm6Vc7pFM7xlY4s/Mc8Zx6DOa8eOAcDoK9H1Tw1b2ukSNA7y324Obic5Lkc7fQA155Kjm4YeWyOT9zb0PtVCZ6d4CCL4aBU5czPu9umP0rp91cf4TlXTNEWGXiR5C5BPTOMfyrpkuUkxhh9KRaehZJzWfqFtDcoEcYZeUcdVP+FF3erCpHU+xqhJd+YmVYgjsal2Gm07luykJUI3BU4P1rTgYxSZH3SK4rV9QntrQzQyGNyyhmWreuWuv6BoOmX93fXSS3fmGWJlwIAApUMcfeIbOO31zWLg2dPt49S54kYm3hH+0x/JT/AI1r6eB9mi9kH8qKK6DiKFyTdamsMpzGOdtcbqhMF/IsTFB6A0UVpAiY22dmWPJJJLEk/WtBCaKKxnuaR2JQTTgTRRUlDh0rlb3VLjRdebULTZ58Ujbd65HzIVPH0Y0UURIlsbXw1+VdTA7CIf8AoVbUXPiqUn+8f/QFoorQSOlDFIHcdQOK5PUQZrSa7dm85JPlIPSiiqjuEtjn49RupZUjaThmAJwMkZq7CxIP1NFFKoECypOKk3GiisjQATnFUdb/AOQY3++tFFLqJmDr/iqTxAlvDNpOmWxt1WOKS1SRSka5wgBcqBzk4HJ5r07WHZdGucHBMRH9KKK0M4lbQv8AjzZu7SsSfXmtS5kaGxeROGx1ooplHJGVryB/PwxjkwrdCB1xVacbNnJJ9zmiinIIjkJqUGiismWOyeKdk7aKKQHN3euto93eodO06+imlVmjvYPMAZQSCCCCOvIzg9wa3PAuo3WqX2taheSmS5uZEllfAGWO49B0+lFFaIye5oanGl1rsSzKGCska57KVLHH1PX6V0A4jAX5RjAx2oopjINW/wCPXb2/+uBXHSHypQo556miikyidCQFHtVmK4lQjaxx6GiipZQ95Gc5JpATRRUsDP1z/kFt/vrXP6x4k1bUNMtdKu72aa1gd5lEkjMWZsdSTzjbx6ZPrRRVRJkf/9k=", "info": {"video_id": "211676", "label": "holding cloth over pill bottle", "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": "c2874839c4d12bed8143ab6fc85d9c6c3d173ac741e2f443d750944f32846901"} +{"episode": 66852, "episode_seed": 468211574, "split": "train", "timestamp": "2025-10-13T03:35:38.907625", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 468211574, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the toothbrush into the 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', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "114624", "label": "dropping the toothbrush into the mug", "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": "114624", "label": "dropping the toothbrush into the mug", "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": "bebf91dde78c98f936dca3749ad116b36816a66a0867d6f4f2be8212e07b770f"} +{"episode": 66853, "episode_seed": 728715762, "split": "train", "timestamp": "2025-10-13T03:35:40.314752", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 728715762, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle and spidol on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 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": "20080", "label": "putting bottle and spidol on the table", "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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GJQTdNIcsxDEn3zXUwPhs4+lcf4dTM869gFz+tdhGy7Txzitp/EYQfullJmcNyeT09/WrFoTGxwSOecHGarxKQgY9KtWw3qW561FzVFx8gb2yWI4zzUMeWjz0wanuASqgfWlgjUfK5++cAAZzQm2U0DEiPaM54pzjcigjPzCplgecOEXPG7jsBk/0qCFw8TE8YNZN31LXYh8hRM7DvWfqkGdLnVeWMTgD14rWcgbgeoqAx742bGGXIHHQkUJ9xM8WQnzF+or7rtztRPoK+F2Ty7koeqvj9a+4VlCwqT6CqxPQ5qSvdFu4uhHGTntXl/j7xfJY2n2e3z5s2VU/zNdF4i1tbaBlVucEmvEL3XbjxMYJzbMiRhkjwMgjd978aiK0uzoilHQxmDTS7pGJZmySe9dL4J2xeIWXJwyqT+tUG0O6XYwAYdTg8g4q34djlttfQSKyM0fQ8Hg11YGdsREwx0b4aSPVLi6T7Y8sflqh52YwM461znimUzWsjc8oeoxW8LpWRTtQkDqVrmPFdyRZys3UptAr61e5CUuyf5Hwrp+0rwT6yX5nmcgwSDWRf4+zzDHY1tSgckflWdeQF1YEcEYr4iL1P0Oa0OVremezey0/7NEUkSDbNk53PuY7vyIH4Vg9DV7Tl3lwegxXXN+6zjpfGi8v3cL1YgCvQvDFsqRpgDCjFcG0JiktgVIDNlT6ivTPDlu32dTt4xXBVeh6NLcXxHbLcW8WVyN21voaxPDnhf7T4pt42+a2iBnYkdh0B/HFdpc2fnIUZcqayS914eE11atwyFWVuhGOKdCSurjqK8Wa2hzpJquoSQZANy+Ng9Djp36V08ckvlkx+SA3UgYJ/CvPvh1dNHczscswkyPr1rszLKkr7VkJZicEf1r6/Be/RR8RmcLVpHC+PW3IF6/vefyrz6dBsru/GZ3MAezGuImz5Z47V4+dSvirdkj2sghy4JebZz98u2ccdRVYAk4Ayauaj99PoaTSrqOy1GOeWJZUUMCjdDlSB+ROfwrmp6xR1VdJM+o44vD+8MtteW2BjbHIGHbnmui0i+t4HVIJ3dB2cYOK+Urbxl4gtsCPVrkgdmbd/Ou88IePr+5uUhu7gO+eCVAr08LFzTpzeh4mZU3ZVoL3kfTsciyIGU5Bp3QVx+i+I18keaQOOfena5420/TrTe7NtIJJXsKyeCq8/IkXDNaXsueej7FrxHdyPGbeOKQrjJIU4qGPRoLvTLJCgjnkQy+YBwx4OD+HT8aNO8V2EtvFIkjbJVDgsD0IyP51qx39nfGIxzxt5T7lCvjnBHT8a46s4p8rWx6eHjOMOZ7t3/4BxGpQ3ttbwWd3AI0QkjCj5j6579TVLhefwH5V6HqVtaalthuoWyATG4bBHrisO58JosY+zTtn0kxXJKUb6HdGppqcbtyhBJqFrJdT0q/snyS9tIFJ7HB/z+NdHJ4ZvljkLBODkAHrXDxfbh46u9J/te5tYh5qxiJM5ITcF56Dg8n096I2k7BKa3PP/htPaI+px3ljDdCTyx+8JBXG7OCP88V6fFaeE7mEJJolxCcD54bk5/WvnV2ZJ3KsQdx5Bx3qeLVtShx5V/dJjptmYf1rolGTd0zkTSPoceHfDU8ccUNzqEADEuzorkjsBgjGPWr/APwhOlyozWGsJGQoCRzqV/En9a8Q0rxRrscSM2oyuewkw3860v8AhauuWNy0TQ2s8aHGSpUn8jUOM/I0jNI9ZufBGowqHha3vASFAgkBP1xWj4d0C5srXWJL6xfesKqsUgI3rnLYI74XFcT4V+JLa3DOZbEQywleEkznIPPI9q7KHxdDJ+7kklUEc5BI/Q1Kbi9YmnNdbkGu+F7vSbSe806fzNMkiBLqwB2+/r17VyAUbfw6V6Hc+I7ax0lZJry3jsYwE/ekBQOwwax438L6sHe1urFnf5v3MoH6ZqJzV9EOLfVnHON0zMRyeadp+DfquNylgCPWulTw9Z3Dl7fUEkjGQQjBsGsPxPpk2jaKLq0mdJ1lUb1PXmkpK9imzx3xJarZeKtQt1+6ly2PoTn+tfWmo6isFrnd0X+lfN3jTR9O+yDXrXULyeaa9+zu11CqLcsEDO8WDnapwp3D+Ie4HqPjDxALWxI3csAoGaurG/KiKUrOTMHx/wCJRaaHLtf/AEq7zHEM8qvc15BBqGp2QHkTzxKo4AzgCtTVmvdW1gXE77olICjP3VHarwIO5TyNuCPUVV1FW3BpzfYseDLjVdX1dxNcPJbIm6XeeM/w/jWvHeNa60l0CcI54P8AdrO0uV7Xf5LGPefm2cZ+tWbhHlYysxLEYyay57TUo9DbkTpuD6nr2n3Fvd2qzMAR7YzXCeN79JdQS1gJwFBbnODWLbXeoQW4SCd1THTPSq0mTLudi7Hksa9SvmUp03GPU8uhlcIVFJpaamdcKVV2ppAkUZ+9UlwjYkx27VCwZenXbXkHrNnIXCGO4lQ/wsR+tX9IUs8oXrgf1rX8PaZpOs+MDp2r3E1tDcPtWZJY41jPUljJxjGeOpOB3qq1qNI1nVLRo54vs07RbJwBIoDEYbBIz9CRXVP+GclP+IWbaB59VggYH5eRXseh2gitkXHavO/CWmtPctezA5b7ufSvVbBdkYrz6z1sehTWlyxNEqwkkdBXGeKWV4FthIU38kgZxiuv1C5WK2bJ7V5xqGqW13ez/v1DqhjQH+dOnorjk7uxN4McJqE8cbBsYYcYyK72SeVlIw4ryHSb86bqCzgnap2sR3Felf8ACU6elgspnjJ25IPJzX0mX4uMKKT3R83mOClUrNrRM4zxZcBr3y8525JrlnIY4U9qvX1w17eT3LZAdjtHoKzX+WZSp7V5ONrKviJTR6uAofV8NGm9zJ1OLbGrejYrMre1UB7IsOoYVb8R+Cb3w14d0fUbwSrPfGTzYWjIFuAEKBj/AHmVs47dOucOi7xJrq0zmxW74ZUNqZJzlYyR9ciiiu6LOSR3/wDbd/a6c5jm5EgAz6c1y2t63f6jC8dxOSqqeF47UUV6ClL2O55/JH22x6T4TmkbwpphLtn7Ovf2robSVxcqM9CKKK8Op8R7cNjh/jBdXMPiy2SO4mVUtgygSEAHJ6flXMQ+KvEENr5MetXyxuOV84n+dFFW0jJbHX+GPiF4ggRbOW4S7RTxJcKWf6ZBGap+I9evLDXb/WoBF9qQs6hlyuSu08Z9GNFFYuKU9Cuh40SSSTyTSUUVsQdNAijyFAwAccVz07E3Ep9XOfzoopgdT4IOy/ulHQoua7+MYyQSMHsaKKwnuaw2KfjuVm8EIpxxcLzjnqa8shPX19aKK1WxJqaVqN5pkpksbqW3d+HMbY3fX1ra/wCEz1rUbS80+9uEuIY9kis6AMDkDGRjjmiipkkK5j+IfGE3iWK3judJ0y2eAJHHLapIpVFzhAC5UDkk4HJ59a6XxhdzS3wR2yqjgUUVNToaUupgwcqM1KnU0UVizdF60GR+NWLl28wLnjFFFZ9TToWrcnyFqCQ4YH2oopsEQTKDn35qnIcZ+h/lRRSQ5GVBrzaNeXSHTdNv4pmR2jvbfzArKDggggjqcjOD3BqG3vLjXPEE15qEplnupjLK3TcxOenQD2oorrfwHFH+Ieu6BbxJbptXGK6uJQE49KKK8mXxHqx2OQ8Z3k0EUao2Axwa85syWmJJycZoorpXwGH2y+sajdx1oMCCUcGiiqQnuRSdHHbNUWUecn+7RRSQ2UdR4tDg+/61FqHifWNU0i20u9vpp7a3leVBJIzEswUcknnG3j0yfWiiuqj8JxV/iP/Z", 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", "info": {"video_id": "20080", "label": "putting bottle and spidol on the table", "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": "bdbb8d3902ca3b963b7d54db43f43b1c3d6a459d944cbe79049c21e4c3292da9"} +{"episode": 66854, "episode_seed": 3465205071, "split": "train", "timestamp": "2025-10-13T03:35:43.625203", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3465205071, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box onto box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63213", "label": "putting box onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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JHG0qwVsHB9D2NenaJqEd9bIyqyNjPlt129j78V5ZGCCr4x2xjrXoFxps9nb6NeQNs86zjBA4ywHr681zYiSjZs9DL8YqdVUZbS/M7BIFkGckfSoJYyjHHT1NZen+K57VTHPCkjAEfvIwSP5VQvNWu9Wcxlikf91QBWUqkUrnu6xu5bGT4wje4sYb2MqbQTtAPdguSf5j8K4V1Dzfe78A8Z9BXrnivThb/DW2iClDHcRyY7/Nvz/OvJnXcxDbtqjjI7104d80LnyVTFfWakqnS7S9EU2XZkDjb0wa3fDdhrWtXkkFnfNGIx8zSsfyrDkOQBuGT2A6Vd0nWG0m8E6M53D5gvB/+vWzWhJyEedoA5J/h9atIrbiO/8AOq8QySc/KO9Wo9zLkYIXnB70hEyLhQgHz5Ga734ZTx2vjGFpSQrRSLu9OMnP5Vwsa8qxUVoQTzWYa5tpnilj5V0bDA+oNZzjzRaM6sOeDj3PqeJlkAZGDKe4OasEDaK+cdL8dakiKJbpGbuZEHP4jFbEvj26+zY8+2DfTP8AM150eaN42PCeHqRdrHst7qNpaRs8syDaMlQcn8q+ZNdn+06te3S5KyzvIv0Yk/1qzrfii91GFoDeOyPwUT5Vx+HWs24Kx24dsdASSK6sLTlrJnoYKhKneUupXhuXt5BJGfu/eHUHFaVxr8NyiM1uUfGGIcsGPr7Vzkl2uQNvIOcikEiypw3OfumumUFLc9mjiqlLSL0Lt/dR3DR7GPyg/Xmo41faue/HHH41TiBZ8A596vxZyVQ9eMmnGKSsjOrUdSTmyxEu1tzAc9Oe9W4FwqlgTnP4jviqiKWBBRfl960LdP8AVgcHoMnjr3qrGTPpCG4SXQ7JkYbXiQ/+OiowqkZ3D868Y03x/qmnyCzkeJ44gI0LAq2AMAZUjPtmuptPiHLJjzLYEd8S/wCIrxq1KXO7nzdbC1Yz2O5k2gnkZ+tec/EydPIsIA+JGlY47424zUWpfEa7VWWKOJP9+Qt+gxXnOsate6xfi6u5i7DhBjaqjOcACrwtCXtVJ9DpwWHn7RTlsgY5LrzjH61AflIZCfMHpxUzsHw5HGATz0qsCSVHJOevrXrnuHTaV481HTIxHKwmQDBB61y0QJIC8nJJU9qik3BuSMknPpUsAO0sTgdsd6SSWwItxq5JXkkcGrSDaqKoO7dz36dqroW2htuVXjHQ1ahT98jYI56g5q0JnYeAYYJvEZt5lDrLBKhU8hhgZH6V0N94Xv7GfNlC1za7jgRjLAHsa83s9XudE1iG9tlVjBwVccHcCCCAc/iK9I0z4lJcRqbmzYN3KMr4/PB/WuHExkp8yOOWKxOEre0paprVFiy8NapdqqSwfZk7vLyf++a6hNHitbQ28DOpK4diNxkPqfeslvHenC3D+XLk9vL/APsq5/Vfia0ETiytWDsMBnYKP05/WsbTbVjmxOZY7GSS2S6L9SLU/EUNnq1xp00GI45gskytwV4zx+FeqeHdVsl0OKKOSMpgBSDwa+c5b0agWmlctM5y3yjknrSWWsX2mfNa3UkY3DMZPyn8K9L2dkmehC7ik9z6UgkDFnB4yQDXknxtKmXQ8jP+v4/74roPCviyPUrHfuw4OJUJ+6a5r4yOJ/7CIbr5+T/3xUDjpI81hiO1eQ3qPQVdhxEyyMVIPAzVSEqxwp2KeCc1djR9rA7cdjjqKpGzLVqhKhj8xY5Hv617vYadb6t4R06Nxx9mTBHVG24/z614dbICEGADnHXpz39q2tM8carpcwthOj20fyxrIudoz2IwQPbNc+Kp80DkxMZtKUN0dfJ4U1W2uMLbJcoMhZI5QD+IPNaGh+EJkuBPqOyNB0gVgxP1I6VSsfiHLIB5kKN67Zv8c1WvviTcR5EUKKfVpj/TFcDg2rDqZtjalP2dkvP+mbvxKZYfCSxAgTPcRkJ0O0ZrxWQfO6EkjBBx3rcutev/ABFdyPdygxIvyIowoyevqc+9Y92v70/I2B155HNepQhy00LCwdOHKzOkQfeJy47LVOUb/mYkdRgf1q4zZkGGyQflPtVO4DK5JX5geh7Vrc67GJEAwAxxnpVyIDIOfmGO1U42wm0Aj1NW0wGzgHaeQD2rMRdXG/cDlmAOCOlXoEDqUxgOD1PTIqlBkqoHGDxjrmta1Bb5hw27sOoPUVcFdkSdkVYdBv2J2QCQdAFIBP4VoJ4e1OS3Ei6dISvfaOR9a63wzatLdQlc7RyWP4dq9jj8OJLpyNGijjnjrgda3WHgtWzmlUleyPmOTw7exuGuY1hROWwdxP4Cs/VZ42uhAh+RePTFeneL4PsTyA4+TPQZHFeNXJaSVnzySTg1FSCp6I1pNyV2V5MbmA6Z4pnIPoaUk4rc8JaLa+Itd+wXl7Jb74ZXjZI95d1QsF9hx1PpWRqZUDAgno3c4rQhUEADA+v0rOtmCuc5zxj2q/FlkBycnJHNIpGio3RqdwUA4Ax1zVyD5m3YYY649P8AGqVuQTgDJIHU5+prTswJHRGxz/F0NaQVyWyrqdpKkhuFjHlMByOvSooTb72SVRg9Se1bt1E8tltOQMHKxj+LHH4da59k2yMOh4ABFKpSs7mSfMRTNCPux84IG3pntVVGz6Ej/P8AjUsqOByDz1zVfHOFxms0rM0S0EuwFVDyM802CRnXbu3ENxzUsjieIRuu10GFY1T8wpvQADeQc49KtjWhZf8AeOFJxxwc1LFghfTGQMVs63oul2fhq31XTNSvZg119lzcwLGtwQm5pIhnO1SQp3f3h7gY0LgqqKcZPPv60DNGEbXD8Hnp61cVTG75If0xVCLhgx3AEHP19K0oNuUbaOwJP8XrVxBmfcgG8YAkjtxjIogOMnJUADlT71fvNPcwG6Qbhkrt7qOuaoAMrKvrnjtSnTdzPRmk7AwI32iYD7pG8kA+uKzxG8sypbh5n5JAySKuR2M1w0NvDEZJZCFRVGSSe1Ta5o174cngMjEM6glk/hbupoVLrbQhJJ2KFqwjuArgjJ2kGifczMQc7ccDp1qC6uzJKJioDnlz2J9anTElv5vQkHnOOavpY0joSadqtxpd350DYP8AEvYj0rW8Wa8uu2elNGxJj80EZ5BO3j9KzPDlnp2q+KU03Uby5tLadgqSpNFGI2xyzNJxjGeByTgVm3kEmna1e2DJOn2edoglxgSLhiPmCnG7A5wSKykX1uWYFUgK3yjjt7VoIFaIbmYbSNv0NZcGDGuSPmzjPrWrak7toABK4Oe479aUSi/bAs+4r93ng9RjpUl3ol3cy+bZwCRWX7i4zkDn61LYLveNH+76kcjNdVoykuN75YDlVGO3BrojTU1ZmE5cpxdvBEsskM8IzjDbh096h+wG5fba2kkpXj90ufpX0hpXhzS72zimvLC3mkCgbnjBP41n+JdLtNPtttraxQxFT8kahRn3xSVGDlyXM+Z25jxDTNLns7eRrhVErYGzP3Rz1981n6pgqGBIDZBx3rrNSKO7hSNxOeucj1rlb5gvyyMRjJG7tTnFRVkaQd9WYs6srsAcjd8uOc1Wm3yuseTuOSvHX/Jqa/niNvJ5RXexXDL1XHXH1q74h8K6j4c8P6RqF80yz3xk82FoyBb42FAx/vMGzjt065rA2ucZ0Zl7A1dgG4oD3ODRRUiNG35kAJJyCT+HStewchN3dRx+eKKK1p7mctjvvCzFLwheAuMD617mHKaBuT5SIuMUUV0z2Xqc63foeG+Pyf3nuefxFeHTE72570UVlid0bYf4WQMfmq5pGq3OianFqFps8+MMF3rkfMpU8fRjRRWBqVYmIY4q/ATx7ciiip6lLY0YHOVHpk1r2nBYY4AGKKK1gZs6vTQFkDADI4/LFZfjrTLaz1O3ngUq1wm+Re2fWiiuqf8ADMIfGco53JkgZxUdkivOzMoO3kD3oorjR0IqamgSUsvG44IqhMAuG64PQ0UUMEbniDxbJ4ht7eCbSNMtTAixxSWqSKUjUHCAFyoXnJwMk8561mQucLg4xzRRUstGjAxDKBjBOf1rVt2O09OCcCiitYEs6OxjRlwygrsJIPQ1cg8M6ddOm5ZE3AE7Gx/SiiupL3TnfxHsXhzwdomgaRHdWdrm7dObiU7nGfQ9vwryr4kxLNZySOMsrZHtyB/WiiiPwyM/to8rc4UgdMVYtTm1XPPsaKK5onURWmvvo8tzGdO06/hmcOY72DzAGXO0gggjqcjOD3BqpPqN1qmq3F/eSmS5unMkr4AyTyeO30HSiisp9SkXrXkH25H1rWt2YDGeFG4fWiilEcjcsztZgOgAx+NdhpXyyhhwRwPwoortpGFU9i0J2axTJ6gGsHxfKSrggEDI/SiilD+KzN/Ajx/UP9YSBgk1yGvOzQq5Y5J20UUqhrDY5i8BRRhjwatah4l1bU9Lg0q9vZp7a2keVPMkZiWfGcknnG3j0yfWiiuZ7mqP/9k=", 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", 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", "info": {"video_id": "63213", "label": "putting box onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f4ef539ad589286112aefc103ffb8cb7eef915188ea37ce04baa454978d8183b"} +{"episode": 66855, "episode_seed": 1085358787, "split": "train", "timestamp": "2025-10-13T03:35:44.719472", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1085358787, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a playing card next to a 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', [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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dTtgcDNeceMdSN3qzwD7lsDH9W6n+g/Cu6u9TgtAUzvl/uA/z9K4i402GS4dypnnldnfJ6ZOa9TFT93lRwYWm+bnZa0FfsehRXEVitzNIRwI+eXK5LH6Vv6ml44gW0kWICQGTIydvcDtVfQp5YI4LWSNY7WIFSqA5GTnNaN9a3F29s1tN5EYmDSYHzFB/np71nTmm+VLoaVPiTdlucL4nhZtRQuOSg60fYBbOj3DlHLZjK/wgHrWl40CRajA2OsWAB9TXOX2qyzXkJdGKhApwMk46mudpKpK5pFt042KPiOztrbU5GtPM8p8ENJyW46/zrPRdpVh3rW11Mi1fO4SRbx7DOB/Ks+NN1vnvXLX+JnXS+FFyNPOiz69aqSQYYx4x6E9qt2sgCgFsbu386fcxqQGwc1z3szU1tNtpLoqrE+X1x6110Ma20OFGOKqaXaLFAOOatX0qRWMzMAVRCT+Ar1NzgT1sULK/XWtUu7K3YhbPb5rA9WOfl/Tk1t+HY9QisH/tEIJDM5RFH3VzwPp6e1eSeEvFq+Hnuo47H7Q9zIrbzLtC4z14JPWuuu/HGpLqS24+y28LqGV1QsxH4nFdUZQgkTOFSScUtHY6mPSXsnuZhK0xnnMjNJ/AuMfnyRn6V5cIrmJXDbjE7DaVGSMZpNQ17V9QJWe/nkQn7ucL+QwKbZXQadrTVGYW7rhGBxtbtz2rlrTjUaS2LiqiTlLVmpokYjE8gUswjdQoHOSpAJ9qxWj4DDrnvXR6VDFY2N9ILxpXmAjiiycKO56nmsSZCJpU/wBoj+orlq+7aNzai3K7aFILR5HoD9KejEqsuD6N9aZbgbMHqtTRKGZ49pG4ZFczOgtwq7yqI+Ce4rrdLsVgiBI+bqTWD4ciEssgYcx4FdguIx2/Gu6ivcRx1XabMXXNdTS0hQYee4kWKJM9STjP0Ga0otIvo9YsZornFtHvafI+Zj0A+h/SvPPHGora+K7KdYUkktlVwp/iO7PP5Vtab491LU47hfLt7WRVLRhFLnj69fyrspuMY3ZLjUb9zszvtQ0qDUZrSWbcTbybwoPB9iPrj8q4XxjbyXOoWqR3KtcRoS21s4+YkA/hWHqXiDUL+CItqFy4IO9d20Zz6DFY6rdiNnhdgQecVlXrxkrIVOlUjZSeiNOOIvdKWU5L4JBz3q7rsbLNao6FFjgVBnrwTz+OagUaXqrwSTBoJjjz8cFiPfH6iruvSJczGWIbYlKoikYwmMCuWqoxjo9zWm5SlqtjFhGxmTPvipV+WbaeVfjr+VRgYkDdT0qy6kqNi/SuVnUSQEqShxkfrWvZy3N/I3zEGRiXfuSfSshsjZOAORzXZaVZiGAEDmujDPc56/Rly0t47S3CgAVCL77beS2VmQ0kIBlx/CDnA+pxU2oyLDp80m5kKRlsjtgV514N8WWWhC/e/FxcXd1Kr/u1HPBzkk8cmu2lFX94xk3y3jueo+GpLuXSi95B5LGV9qk87c9/ft74qummXFoly8s32lpZpJN7DhFK4z7HGc/hWXceNJttubeKCNZwSrSEsRj24FcXqXiXWdQO2a8coTzGnyL+Q/rWsq0ErEOFXmk7JKXQijkuIlcPlASNsg+nPNaGjxJDb3UoAJMMigDqSV4qlYXn2uZrK9kMA2/uZE+Uhv8AJra0u3ey06+ea7EhlxHFFjp6knGTXCo6c9zWUnflsc2Uxhh61YYEruHGOR7U2VCJJIz6kf4U+3AMfPUDpXG9TsRIjfdkwcNwfY1v6Vqh021uhEds05RVP90DOTWFEoZXiwRnkVbsIDdyqhB+TrWlB8tRNf1oZVoqUGmbts0t84WPcsWcu56vW7HDDAOgqKxtRDGFUdq5bxzq1zZxQWFuCr3RwZA3RcgH6da7bOTOdHSjVbeO8t4mfas8nlggdT/h2z71r6tdXtqLNbK381pJ1RyfuqvofTPr7VWzpNu1u08kAltRmPkFl4weBz0qjqPjnT7NA0MM9wTnaQuxTj3PP6V2JRpq1zCUudxko3tv2MDxpdFJ7N2Z5Rh1ZioB+/7exFc9cPJc3UJXK7PlVl6kDpmrGp+K/wC0rlZri0RIogVWOPpz6k9TmkezullhmtII545SHjCkg8+vOB9a4Zrnm3E3i1CK5kO1tMvZoDyLZdwHYknis+3+4VI6GtvxJEsN6qKoDRqEcjON2Mn9axVyJu4Vh0rkqu8mdNL4ESR9WTow+YGrUZ82PBNQEbJFcn5geamGI5uT8jdKxZoegRt5CYwD7Gs/WZA1g68/vBsIz+dX5e+eCKoXMJntzLg4jcDHqD1/mK9Z6I4aa9655LNatBJhV2qGIz6HNaqTvOsQl2kxgKDUOuXMcmoywW5/dB/mI7tToFKufUYrmqz6HVvoTgDcc56jBrQnjUkEjjH+FUP734c1psemOMr0x7VytlWFhAROBgFQeKZeRZnDgfeX+VWoVXy4885yM1HeJ+7jIYcdam+oykhAkHvxUjMyOHz905NMlUA5HasiwM2q+K59NfVLi0jIkMQjQNllQsF9hwTk/wBa0hTc3ZEzmoK7O/8ADqgTXMi/dIUg/nW60wcEEAccYNcB8MdRur6HUftMzyhBFt3HpndXctlpVjAyGOM+1d1KPJCzOSTU53OC8U2f2m8W5Ckl9y5P6Vz9mHt5i29lkXggV2fiyePT7QxEAy+YREP6/ka4u1BaN3JJJIJJqKkrI6V5GlgeWCB0PIq7aANHKB61TxhfYHirtoQBN+B+lcbZSQ+JOWGD93JzVph5kUiEdVzTIOZlJPbAB/GrKhcc8cEfWs2yjJK4H+FSRnfGD+FLtCllzkg+nbpWTrV1NaaW727mOQOoDL171aXM7A3ZXNqAbkeE9eq5rv4WWOJQc9O1eQ6m/wBj0e31PTta1CUNc/Zs3ESxrPhQzPFjnapIU7vUe4HrbAbQ2K7KNJwbuclSop2sUNeLPpk0KvjzhsH49a8ja0aBtuDkkjPvmvXrmPz41k52RuFx9e/8q888QtHb3kltFtJLbyf7oPOK0lKxrTskNt5HaCKGVg3ltke2akAGTnAIIqvAMMfwOKs9d3OTXFKV2aLXcuTwRsRuUYx3H0qxAojQ44BAPFIxGAPVe/0qxCq+Wme/FZOTKSKd3D/pBYD7y5/GoYyBJgd+Ku3ifJGQw4HNU5FCnI7ULYZJuKSq+eAea6DQIV+1zsOny4P51w2nTpqHi59NvdSurS2kk2JJFLFGsfqWL8Yxngck4FdN4Gku/wC0dds7qS4JtJliVLkDeuCwwwHGcAZxxXVSoSTUjnqVk04ndMdiZxn6V5n4/MtzqkIQEIiFc+/U16EXK5JP1rlNdsWngaWRfmSU7h6Z4/wrqehFJX3OQ0G8OnXqkAlW+8fWtB2Z4QruWCk7c9s1mIUWWVISSg6H15rQXmMjr7fhXNVqO50eRPBaRyLIrL6VNZrLagCKVwq/Mqk5A+lFmMNJzxgVZiQGYAAgEYPNc/tJLZhyJ7j7rM8EmWywwwPXms4pxmtdI+DjnK4I/wA/Ws0oWB3A8cCoTLHAhkBwDUgzLa8/eTg4rH1m5ltNId4ZWjkEi8jrz1qDWLDXfD+j6ZfXV5dLNfeZ5sRTAhwFKBjj7xDZx2+oNawoymroznVjB2Z691fnvVa/YxaDcyJwwjYiiiu+RywPHY/9YT1JOcmtVP8Aj4x7LRRXFU3OqOxM33z/ADrSPCJ67etFFYMsmiY+Sq9AGxSTjMb5/vUUUuoFGT7uOwz/ADrkJdRn0rxLPfW2zzopG27xkcoVPH0Joorqw/xGNf4TrfhUAq6sB0Ah/wDZq9KjAM6kgfdNFFdfQ54nnHjuRn1/Yfuoi4H1rFtz/o8n0FFFctU6oGgOIN3vVqx/5afSiiuZmhYjcrMmPXFWgMnn+9RRUsClOALg47/4Vg+IjjSW/wCuiH9aKK0p/EiZ/CzL1nxG2tw28UumafbmBVjje2R1KIvRAC5AHOeByea9yUBgc+maKK9JnBAZKAmmykf3SfxzXjbsZryaSQ7mZySTRRWFTY6oGknEn/ARU7DA3dz1oorjZujS/wCWUbd9tTRnEKr6NRRUAMnG6Ngf71UX+6B6UUU4jOVm1ltL1W/jawsL2KWUMUvId4DKMggggjqcjOD3BrsvhteT6jea7fXUhkuJ3ikkbGMsd/YUUV6UPhR58viZ3TKHkXd03Diuc8dTPbWEgiO3zWVW/Ec/yoooka0zhLJQVkz6VpqP3DN3GP5UUVxT3OmJcsuWfPdatwD9/GPXNFFYsonJIYgdmqg//Hw47YzRRQtwMPxB/wAgt/8Aron86wL7XtSv9Ng0+6u5poLd2lTzJGYlmx1yecbePTJ9aKK7qHwnJX+M/9k=", "info": {"video_id": "78402", "label": "holding a playing card next to a bottle", "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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dTtgcDNeceMdSN3qzwD7lsDH9W6n+g/Cu6u9TgtAUzvl/uA/z9K4i402GS4dypnnldnfJ6ZOa9TFT93lRwYWm+bnZa0FfsehRXEVitzNIRwI+eXK5LH6Vv6ml44gW0kWICQGTIydvcDtVfQp5YI4LWSNY7WIFSqA5GTnNaN9a3F29s1tN5EYmDSYHzFB/np71nTmm+VLoaVPiTdlucL4nhZtRQuOSg60fYBbOj3DlHLZjK/wgHrWl40CRajA2OsWAB9TXOX2qyzXkJdGKhApwMk46mudpKpK5pFt042KPiOztrbU5GtPM8p8ENJyW46/zrPRdpVh3rW11Mi1fO4SRbx7DOB/Ks+NN1vnvXLX+JnXS+FFyNPOiz69aqSQYYx4x6E9qt2sgCgFsbu386fcxqQGwc1z3szU1tNtpLoqrE+X1x6110Ma20OFGOKqaXaLFAOOatX0qRWMzMAVRCT+Ar1NzgT1sULK/XWtUu7K3YhbPb5rA9WOfl/Tk1t+HY9QisH/tEIJDM5RFH3VzwPp6e1eSeEvFq+Hnuo47H7Q9zIrbzLtC4z14JPWuuu/HGpLqS24+y28LqGV1QsxH4nFdUZQgkTOFSScUtHY6mPSXsnuZhK0xnnMjNJ/AuMfnyRn6V5cIrmJXDbjE7DaVGSMZpNQ17V9QJWe/nkQn7ucL+QwKbZXQadrTVGYW7rhGBxtbtz2rlrTjUaS2LiqiTlLVmpokYjE8gUswjdQoHOSpAJ9qxWj4DDrnvXR6VDFY2N9ILxpXmAjiiycKO56nmsSZCJpU/wBoj+orlq+7aNzai3K7aFILR5HoD9KejEqsuD6N9aZbgbMHqtTRKGZ49pG4ZFczOgtwq7yqI+Ce4rrdLsVgiBI+bqTWD4ciEssgYcx4FdguIx2/Gu6ivcRx1XabMXXNdTS0hQYee4kWKJM9STjP0Ga0otIvo9YsZornFtHvafI+Zj0A+h/SvPPHGora+K7KdYUkktlVwp/iO7PP5Vtab491LU47hfLt7WRVLRhFLnj69fyrspuMY3ZLjUb9zszvtQ0qDUZrSWbcTbybwoPB9iPrj8q4XxjbyXOoWqR3KtcRoS21s4+YkA/hWHqXiDUL+CItqFy4IO9d20Zz6DFY6rdiNnhdgQecVlXrxkrIVOlUjZSeiNOOIvdKWU5L4JBz3q7rsbLNao6FFjgVBnrwTz+OagUaXqrwSTBoJjjz8cFiPfH6iruvSJczGWIbYlKoikYwmMCuWqoxjo9zWm5SlqtjFhGxmTPvipV+WbaeVfjr+VRgYkDdT0qy6kqNi/SuVnUSQEqShxkfrWvZy3N/I3zEGRiXfuSfSshsjZOAORzXZaVZiGAEDmujDPc56/Rly0t47S3CgAVCL77beS2VmQ0kIBlx/CDnA+pxU2oyLDp80m5kKRlsjtgV514N8WWWhC/e/FxcXd1Kr/u1HPBzkk8cmu2lFX94xk3y3jueo+GpLuXSi95B5LGV9qk87c9/ft74qummXFoly8s32lpZpJN7DhFK4z7HGc/hWXceNJttubeKCNZwSrSEsRj24FcXqXiXWdQO2a8coTzGnyL+Q/rWsq0ErEOFXmk7JKXQijkuIlcPlASNsg+nPNaGjxJDb3UoAJMMigDqSV4qlYXn2uZrK9kMA2/uZE+Uhv8AJra0u3ey06+ea7EhlxHFFjp6knGTXCo6c9zWUnflsc2Uxhh61YYEruHGOR7U2VCJJIz6kf4U+3AMfPUDpXG9TsRIjfdkwcNwfY1v6Vqh021uhEds05RVP90DOTWFEoZXiwRnkVbsIDdyqhB+TrWlB8tRNf1oZVoqUGmbts0t84WPcsWcu56vW7HDDAOgqKxtRDGFUdq5bxzq1zZxQWFuCr3RwZA3RcgH6da7bOTOdHSjVbeO8t4mfas8nlggdT/h2z71r6tdXtqLNbK381pJ1RyfuqvofTPr7VWzpNu1u08kAltRmPkFl4weBz0qjqPjnT7NA0MM9wTnaQuxTj3PP6V2JRpq1zCUudxko3tv2MDxpdFJ7N2Z5Rh1ZioB+/7exFc9cPJc3UJXK7PlVl6kDpmrGp+K/wC0rlZri0RIogVWOPpz6k9TmkezullhmtII545SHjCkg8+vOB9a4Zrnm3E3i1CK5kO1tMvZoDyLZdwHYknis+3+4VI6GtvxJEsN6qKoDRqEcjON2Mn9axVyJu4Vh0rkqu8mdNL4ESR9WTow+YGrUZ82PBNQEbJFcn5geamGI5uT8jdKxZoegRt5CYwD7Gs/WZA1g68/vBsIz+dX5e+eCKoXMJntzLg4jcDHqD1/mK9Z6I4aa9655LNatBJhV2qGIz6HNaqTvOsQl2kxgKDUOuXMcmoywW5/dB/mI7tToFKufUYrmqz6HVvoTgDcc56jBrQnjUkEjjH+FUP734c1psemOMr0x7VytlWFhAROBgFQeKZeRZnDgfeX+VWoVXy4885yM1HeJ+7jIYcdam+oykhAkHvxUjMyOHz905NMlUA5HasiwM2q+K59NfVLi0jIkMQjQNllQsF9hwTk/wBa0hTc3ZEzmoK7O/8ADqgTXMi/dIUg/nW60wcEEAccYNcB8MdRur6HUftMzyhBFt3HpndXctlpVjAyGOM+1d1KPJCzOSTU53OC8U2f2m8W5Ckl9y5P6Vz9mHt5i29lkXggV2fiyePT7QxEAy+YREP6/ka4u1BaN3JJJIJJqKkrI6V5GlgeWCB0PIq7aANHKB61TxhfYHirtoQBN+B+lcbZSQ+JOWGD93JzVph5kUiEdVzTIOZlJPbAB/GrKhcc8cEfWs2yjJK4H+FSRnfGD+FLtCllzkg+nbpWTrV1NaaW727mOQOoDL171aXM7A3ZXNqAbkeE9eq5rv4WWOJQc9O1eQ6m/wBj0e31PTta1CUNc/Zs3ESxrPhQzPFjnapIU7vUe4HrbAbQ2K7KNJwbuclSop2sUNeLPpk0KvjzhsH49a8ja0aBtuDkkjPvmvXrmPz41k52RuFx9e/8q888QtHb3kltFtJLbyf7oPOK0lKxrTskNt5HaCKGVg3ltke2akAGTnAIIqvAMMfwOKs9d3OTXFKV2aLXcuTwRsRuUYx3H0qxAojQ44BAPFIxGAPVe/0qxCq+Wme/FZOTKSKd3D/pBYD7y5/GoYyBJgd+Ku3ifJGQw4HNU5FCnI7ULYZJuKSq+eAea6DQIV+1zsOny4P51w2nTpqHi59NvdSurS2kk2JJFLFGsfqWL8Yxngck4FdN4Gku/wC0dds7qS4JtJliVLkDeuCwwwHGcAZxxXVSoSTUjnqVk04ndMdiZxn6V5n4/MtzqkIQEIiFc+/U16EXK5JP1rlNdsWngaWRfmSU7h6Z4/wrqehFJX3OQ0G8OnXqkAlW+8fWtB2Z4QruWCk7c9s1mIUWWVISSg6H15rQXmMjr7fhXNVqO50eRPBaRyLIrL6VNZrLagCKVwq/Mqk5A+lFmMNJzxgVZiQGYAAgEYPNc/tJLZhyJ7j7rM8EmWywwwPXms4pxmtdI+DjnK4I/wA/Ws0oWB3A8cCoTLHAhkBwDUgzLa8/eTg4rH1m5ltNId4ZWjkEi8jrz1qDWLDXfD+j6ZfXV5dLNfeZ5sRTAhwFKBjj7xDZx2+oNawoymroznVjB2Z691fnvVa/YxaDcyJwwjYiiiu+RywPHY/9YT1JOcmtVP8Aj4x7LRRXFU3OqOxM33z/ADrSPCJ67etFFYMsmiY+Sq9AGxSTjMb5/vUUUuoFGT7uOwz/ADrkJdRn0rxLPfW2zzopG27xkcoVPH0Joorqw/xGNf4TrfhUAq6sB0Ah/wDZq9KjAM6kgfdNFFdfQ54nnHjuRn1/Yfuoi4H1rFtz/o8n0FFFctU6oGgOIN3vVqx/5afSiiuZmhYjcrMmPXFWgMnn+9RRUsClOALg47/4Vg+IjjSW/wCuiH9aKK0p/EiZ/CzL1nxG2tw28UumafbmBVjje2R1KIvRAC5AHOeByea9yUBgc+maKK9JnBAZKAmmykf3SfxzXjbsZryaSQ7mZySTRRWFTY6oGknEn/ARU7DA3dz1oorjZujS/wCWUbd9tTRnEKr6NRRUAMnG6Ngf71UX+6B6UUU4jOVm1ltL1W/jawsL2KWUMUvId4DKMggggjqcjOD3BrsvhteT6jea7fXUhkuJ3ikkbGMsd/YUUV6UPhR58viZ3TKHkXd03Diuc8dTPbWEgiO3zWVW/Ec/yoooka0zhLJQVkz6VpqP3DN3GP5UUVxT3OmJcsuWfPdatwD9/GPXNFFYsonJIYgdmqg//Hw47YzRRQtwMPxB/wAgt/8Aron86wL7XtSv9Ng0+6u5poLd2lTzJGYlmx1yecbePTJ9aKK7qHwnJX+M/9k=", 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", 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", "info": {"video_id": "78402", "label": "holding a playing card next to a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1393860c1fca095655d50b44cadf2b17ecdc2ddae0ec3fd507df28908e133cc6"} +{"episode": 66856, "episode_seed": 3671679348, "split": "train", "timestamp": "2025-10-13T03:35:46.723357", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3671679348, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 kerchief away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "30220", "label": "moving kerchief away from the camera", "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": "30220", "label": "moving kerchief away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1c2f328a8e52d2594515ed8a8c6adbedf19237da8c7d4c7beb2d32e0a16ebc34"} +{"episode": 66857, "episode_seed": 1962112053, "split": "train", "timestamp": "2025-10-13T03:35:47.978348", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1962112053, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 headphone plug next to potato'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "33997", "label": "dropping headphone plug next to potato", "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": "33997", "label": "dropping headphone plug next to potato", "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": "eaff06340aa92a120c880c76d8428ceabb1b421b367cd32259534f31b0e9ff14"} +{"episode": 66858, "episode_seed": 2019949510, "split": "train", "timestamp": "2025-10-13T03:35:52.584267", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2019949510, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or trying and failing to twist marker pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "157364", "label": "pretending or trying and failing to twist marker pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "157364", "label": "pretending or trying and failing to twist marker pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4ec6ac4be300038b2754fab112d77980b20378a3d5ff249d724deb481c2d85e8"} +{"episode": 66859, "episode_seed": 3065499298, "split": "train", "timestamp": "2025-10-13T03:35:53.452376", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3065499298, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "81868", "label": "pushing pen so that it slightly moves", "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": "81868", "label": "pushing pen so that it slightly moves", "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": "392536c37ba28d95f3b4402beef676ad09b91aa6dc89325b5b14e164435c6dff"} +{"episode": 66860, "episode_seed": 1057092002, "split": "train", "timestamp": "2025-10-13T03:35:55.184533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1057092002, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 notebook with pen on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "66869", "label": "lifting notebook with pen on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "66869", "label": "lifting notebook with pen on it", "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": "fc02e4ac26ec1f75b70d98f24a0a047f419b917d236d7d9a16c1349e5b142dab"} +{"episode": 66861, "episode_seed": 2164024947, "split": "train", "timestamp": "2025-10-13T03:35:58.118165", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2164024947, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping notebook with phone over, so phone falls out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "63454", "label": "tipping notebook with phone over, so phone falls out", "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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zGgwWx6Z4zVXxPp9zpOm2kFwEAnlwuxw24KMnp26V0wd3Y3q4r2NCSk9UtP0OTjs2k0e5tcqGfZtLdMjn/GsrfZ6XcbmmFzcou3EaYVB6+pPucV0ktg91bqiT+VEWAcj7x+h7d6zNS0W30tnSC/iieRSEjKb2IIx+p4zU1ZR9q431/wCAfJUYP2Skaml67c2sKXtjqnkSyOFSCOXluuSQPStmbxp4guJVVNQuIn6t5bYHtxjiuf8ACXh1zYfaTEPNEjKxZeUI/h9qtMbiyuZ7Z0y4JyYz1z6mudSXM12OiVNqzWtzqbzQ/FeqiO5mka7lWPCea68Drj9avTeGL+PSprT9xE0iqMzSbVxgbiT65zXZaAy6j4VsZCWDyWyq204IbGPzyK8+Hw61S5vZftergFR97y2kLgn/AGjjNYSjzu/Y1pzlGLSMLxJ4TvPDtpa3bzR3EU2QWi5VG6ge4I711en6rb3NjFLEwWQR5KquMbRkg+vAzn8Oa6ODw1A/g5dENzJKIk2pNIoLAgkjj26fSuAudNTRLqW2LvLH5O6B1UBo9w5WToSnJ/H0rSlaLvHqd2AqyU+Xqd7pupWeo2otJniVznbI/IBJJZz33eg71g6tdx6fOsLBizthFGMnvg+hA6jtWUtxqFvZmXykdGjUx7NqhCTksBwQRjH50WUGqeKLo3wCFLdmhjXIXdg/MeeMk9a6k7bHrQqxpyck7Jv8TF8VzmY2luOu8ykegHA/ma5/xFaXd/qssnDwFQcySbUVuh/HjPArZ1ME+ILyOQgtA3k8EEDaOcEe5NZ13omoaqszyMECHIhU8HP94jn8Kus1FRv1PmsVUeIxVSUdbaFTSpoLcLY2jmaYendjnoPSvQ7b4h63YK9neNDK8R2+b5Y+XHsOteVz6VNHqtlZokER3FQ0MmSee/8ASuqk0ttN09QLZzErZkJPP4n3Nc8tHYy5Hy8x6V4L8Wah4n1K4tb5oyscW9BGu3POD9eDVvxn4lPhkQRjTUnMqsyFpNgGOO3OeQa474fXyx+MbWOMALLE6YC47ZH8q9W1uG3mtQZo1ZgwEZKgnJ44z3rKdm7S6Dh3OC8F+Mtf8Sa49pe6SkWnNE22SKJ9qsOxYnnIzXLxxp4c8aXtlMoEW4hC4OAp5B456cV7K8n2W5QbuD0Uew4rhviF4de6uY9btDFuiXbIkg4cZ4z+ZFTGSk9Oh04eTp1FK+5PbarFHLFvdpIic7C3Xafu56EZxn14q9qNrCYFvLfa0ZB3EZ+YjlmA7KMgc1wds5DxpaRm42Rs5idCWRiclVBPzdep69avyeIZrT/RorXdLIFTBUgGbBO4D0Hp0OAa60+p76nZqa0a380WJtQt2EjJIGEf3iOgxXF6TLIdN1MbmX7Thjg9zuI/nWvqVheaR4dIngkj85liEjLwxbk4PfjJrFKXCQGK1RSZFJZmPCgd/frWsreycmePnNdVa1OnHXqcydOFq8dxqTRoVO5lD7pH+p6D+ftXWaDrl/aK+o6XcCIRJh2IHzZI+Xmsq78NS28iXks0Mr4DE3LYGc9B2A/wqr4a0N72e5kdFdY5QQqE7QeecenpXO5Jx5kzz405OXKd3f8AxF1qaBRHIkMnGcRqQfU8/wAq9G+F+r3WraJdveurzLMMlVA428cD6V43co9jfsk8G1mGUPB+X2H516T8H7p3OqQEFfuONw69R/Ws5LZonVaM9ElYpqKbGX5kZivc446fiKjmBurO7tnwSUZQPwpbiCVb9Zop48eWQ4PI69ueDg/jUdnbTC6YySq6ON4AHI5x179MVjObUknt/X6myXNG7PFtIuUtJmspty+XOYxtA6lsA59ckcdMV2Oi6nbXAa2uwGLYB5+/t4VR6DOef/11zvirSF0nxdeGUGS1uW89ViA8yNhyCPbI59qpafJdWlusr24lg2tkRoPnI4AP8We5PpXTDax7mHnzUUpbfqdPqqxaW7CeSNV5G8H5SR1APfB4z3xXJeKbpZNEdEOfOZFX3Gcn9BUtze3viJo7KO2LfZyjzMoy0hA+UfgOcfjWXroc6lBZupTyY95UjBBbp+g/Wuqk+Z2KzDFuGEnd67GHe3d/cRpbzCcWeST9nX5j7Z7Cl0Y31pNHNaII/LVlVpVAZgxyQc9cUljqEhUi5LMcklieTWrBfW8BDyEKWU8YJOPx9a5XflskfOOcEnKTbZZtLq41DU9uqPGFijd1jdQE3Aenc16J4DgmsWureQDEqrMgB/A/0ryOfE83mW8Uo3AEggnB+tdj4H1i9ttftLfUbhhaTRSRp5zheoHc8j2zUzoaXX3EwrycEn1PUbuO4+0wSRmIhSwKu5HXpnH5VEsE8t8riUbGO3Zt5xjrn86rrfaDp7CRNQiMgTyyyy+axHp8oI61TvvHMcNvLJp+n3F20ed3Kx8cc45Y9ewrmqU3JqzszaEmldoh8e6JPNpa31ozLLanzCoOQy98jv8A59a8/s9auoMNtTLDkeWCOcH+lbM/jzU9dt7iEJBbQ9GEYLOR2+Y/0xVbRoYjeSRvGrK67l3DOMdf6V2R+Lle5thqs6H71xvBmLbanc2PieO6UBtsWcHjq3Y9jxR4+8Sf2zq+nRqu0W9uSwKgHcx56HngDmrmtwIutgxgZ8rkAdOTXA6zcF9euGB4UiMfgK3p6TN8ynCthFWtZt2NprhXgETS+WSMqxbA49apvplyXckW9xvYHzJC28AdOe1VMNc2obIwpwfx/wD1VpWt7IqqjMMk/ePalVUvaNxPHw7ioLmLcFreQWskwvpV3kmRgSqsx6961tCNrc20dgbgpO87O+fukAcdepqlDc3V1GVtrRnTd8zv0x0wTVc6ReK5V0RCPmOXHyj8P/11l7JyXvGsK0vaNwWh7X4bRLDQ/sssqqIpWiBbuT8w/n+lW4lMk09xbXCzQyEL8qZOQMEZ7YP6GvP/AAN4m0vTbC5sNTnklkNz5kQ+ztIH46+3frXWP4x0uAM1rbXMj8kDasYJ/En+Vc06dvdkaU+Z6pXNawsZxM5eQyJw3K7eT1HvXn/jfTLjSNbF7bMTb3pw4IyA6/Xpnj9a1Na+Id7YIklvptu0T8K8lwzEH0KgCsHU/EF5r8EJujEI2XcEij2gfXkknr3p0YunBXdzVKpOfNBarUzn1W5uLYwN91TuHyAYOSf6mrPgjxQ+j6eEuI90ODIxChvU8rxn65/OtG0jhk0UM6rvVSjMB6cZriLp/snh6d1wMxbVI6c8cV18ux61LE08VCcZQsoq5m2uoPd3Ut1IRvmlaVvqxz/Wrd9PqE6yNbTM8coy23Ckg9cZrnLOYoQK0rSSa1nZWHBwCp7CtK6vytL+tD5ig7Slcls7W4jlxbQPbIJFkzI4OCvQg/jW697qFzc29vqFyBbu4DngKRnqcdarw30S4lZdoDfLxyfX6U27Y3z+bDbTZJPz7SQw9frWHK5u8kbzqxi1Gnfz/r/hzs9D0549cstUjMa263PGzgFSdvSvTbmeK4mazezk2GUxNIw+UbTkE+xIrwS1v9V0uAFXlS2EisYmbAfBzjB5x7iu+i+J2o6kri00yCJU/imlLZb6ACsnRcNXsW6kqk21/Xkegtpsc20+TGUXBjOc7Oc9fz/Sqfi/T/tnhq7hilCSLGWQ5HUc8/lXn134q8W3SMbaeBSoBMccI3Dg5wWJz0+vI4rEHiHU9WJt57q4YBD5iyTEhuefl4Ax0x7VEKSi3NO5UpVJtQSbfQSx1pogrm3hBxgDaemCuPpz0qGfVZE16zujEGQM0m0cY4wMfTNXtMtoJb1UlQPHIhwPRuv+NM160ih1GDywoGxuB25FdSV43R7GExak40KkfeejYnxA8Swalb6PbQIqkM80mAVOcBQCOnc9CawI7oC2H75Yy/ycfePfp6ZA5+lY3iK5J1wIDxFEq/j1/rTlhlu9PeWJGIgILsOig5/wreSTouJ4OLio4xqGyJLy1vLgj7RH9qjCkRr5uAhPU47mtHTF1S2LSwXJhcqqFd2flUYXJxjNUrG7eGERuAwUYXjpWrHfkB4YoXmkYAbVXKk/h1FcrU2uWxUqkIxbWr9f6/MtaS3217hLq5VryVkjj3ncSCecemPavRPDGn22gzyG9uVijvoWiZy2AD2A968ok0+8M37u0lTcconf8KbeXl9KyQXN5JOEACjzS4X2FDw93dMHVk4RjLb8z3D/AITDwppN7JAupieWRlDqkLOSwGB2AFPuviFp1lA81vp9xICM5dljB/OvFZNLFtZ/aribaoXLqByCemPxxWXFrEEF5GLkCXYRiOVztJ9OtS6cJNNPYLOnG1jsdf8AFdzr+qpfixS3Qx+UImbeSPXnoevNINZlmtmttkYDHsmMdOntxVK0cT2scjbdr5wFHQ81v6Va28tgS8amSMlS2MkjqP0rSNpOyO/CYiphI3rRunqil4N1qKx1C6W6jx5s5+cg444Ge4PHUetc1rOsLqvi7U71CfLecrHlt3yr8o579P1q4cWRuZeNqGR8jpwTXEWk7Bst1Jya6MPoyc7jHkhNby1Oin0ia1s/tDyRHDbWRGyy8ZyeKu6LZNPIJ96swYqqsgbOACetWtX8Txt4ej0m1AIbHnuECg4Ocep5xzVXw3qa2c0gcxKmC5aR8e3A7mlRb3kjgrQp87jTenn/AF1OsvJtKZYoILiTJUs0kg+QMe2OvHPPNcrrkaQ3UaSqjSuQzODncvrnvmr9/NY2wDi5UkrnaOv4gVjW9tLqN8JXRkgY53kEDb2ANYQurufTqdteMIxUKWt+lr2/U6SxuICmCyRbANoI+Uj8K2xaidA6CPy2IVjE+R9R6H+ea58xtbnKHa4HysvpVOfxFcWN4QR9pxgnzmJGe3A9Ov5VyOlKo7xHLEUoSdNSUrdvkSamsGjXiSwRgJMmGhJ7DHI+vP4109rbwf2VBqNsAymPdu756N9PpXBXl7fa7debIq5VMKANqhRkgD9ahkub+ytnhhupURlYhUc46eldSg1bX3jn9pUlTlFL3F+Fx+t6qLjxC7QSE/ZYWDSKerZyfy4FcqpM8jM5JdmJLHuTUtim3SrufJ3EbSParHhTS4dc8QDT7i/ltQ0UjRmOPeWdULBfQDg8n096qE7zlIxqqXs4w+ZqaHZC6LRPuKllG1SASecVp+ItEbRbiBSgjE0W4IZQ7KRwc/jWH4d1uaztblDGkplMbZkGcAZOPoTjP0qa+1S41G8a4unDORgYGAAOgArW0nUv0DmpqhGCXva3fzO00WKDT4UvltRNEMKyk/fyM/oadNfwXzSGdVt23FleIfIPYjt06isDS9fitrZIZxLKuSW3EFeBxgdfx7VPEl74iuWs9JsZWLDczMQML6segHvU1U5S5uh1UJUYU3rr07/1+BVsrwvqcsij7wwvHYf/AFq6zTZg6qVWVSV2yfu96E9/wwfwrGtdGbSZZYLwqtznBKEMAPTIpZyqI74z5YPH9cVyVUqkrRKlVjhqcZVm1KT2a09b/wBW6nQzWMMwaErFcNtARc5wCDn9Qcdx61zejX1surx2MxVrQyMkbtwRknbk+me9ZcWv6qYvs1vPsDHgIoB/PGe1Qrp8pQSO20njGOn1q4UeSLVRkqrUnNOitXp6+R23iO6j0CwkkkIVSCVGMb36Yryu6uZV0y3h3sFkPmMueOtS6357rbJK8hj80gbicZ9RmqWt5hkiRDwkY2/SrbfNGLdzH3oxm1pfQWCMllK12Nv4emvhPIjSyT7SwjSItkjsT2zzWNqek6dZ+HbfVNL1O+mVrr7Lm5gEa3BCbneIZztU4U7vUd8gdHJ4tW0t7yDTIpIlnwqsz42qBjOO7HrmtZylK3KZ0I04qftN9LGVpVqtzdHLuuxd3yDnqB/Wu1a5sLexW3mjmkuwwWZsjAA6HHQ5HauD0u8+y30UgkRBnBZ1JCj145ro7zVtOuI/tBmPmsxJULyfw7dOhqqvNypR/wCHNcJCm5Xm/wDgbFfXliit1cSRzCTiNx1Hrx2x6dOas6XPD5MUZIjXacN2zjv+PesdrS91Rhcx2s32QHZ53lnYvrk9M1trAlssYjI2rwpU8g1zVbcqj1OhTjzSqzklFbNre3n3/PojdjiE8IlhELbRgmNiAefQ8g989OKwNXtodJuku4QTuYo6sf8AWdcsPf1/A8Zqvea1PZSIjE3GV5SVjtx6EVQv9UvddmiVo0VUzsVQQBnryfpUUaM07vYyniotKcHqtUdnpdvBcaZBqMGTjLHnlSM8flXI+JtU87XrWCKUiWJWZyh6A9FP4c1WgvtS0uLZBdPFG5yUVuCcdxXM6eZJJLu6kcmUK2Se5PU1pL3KbSenQbdR11Kd1Iimme8u5Z5Dl3YkmtrRrCS4hnl8xVjjARwTydx4IHfGKo+EbLTtW8SRadql3Pawznak0csUaxnqSxk4xjPA5JwO9bel3MOg3+uW1zBcPcwymCCO5UBo8FgS2DjcBjpkc1s5PlcVuctNRdZTq7dS7q3h6TTtOt71Y5xC7bGaUKMk8qQBzyAaveHraOOBbsCRwo3Sqr4DLnBXH0rE1XX7jU1t4ZMJb264jjBJxxjJJ6mrOja0lpDJFNI5RyF2BeNuecnOa0p8yj7245ezlU00XQ6i7vbG+ndEhNpHwI3A3Djj5+/Psa5eSaNNcwoQ+WSoYchm9fzqzcahHd3PkaZBNNPIcIAmST9Op+tPtdAu9Muj/acLW8u3KK2D+PB/Cua3JF8+53z5ZzUKOq3dle39eRqwfZr2AxToGDZWSOSIupHbp/8ArrmPEPw/mH73Tn3oVyIC+WHPRc/e7deeepreO6MkK7LtOSUYjPpWRH4kvYGdLdYhuOFZk3MOex/z29BWEKU27wMamIozk4Rd7dTP8ISyWE4sdR3CEz7fmJBj7Hg9BXo9/GujwSuSIo25dz0AA/wrzw2t1cs9xKfmdiWLdSTzn86o67eXzac1vJczPEsigqXJXjpXSoqMrxfqZylVnStK/KnZEd1qsstjdMjERXMzAKeyk549KzIkzgijUVa2sbWINzgtke9bGt+FdS8N6BpGoXbzpPfGTzYDGQLcAIUDH+8ytnHbp1Bw6M+vcyxXPKyb2ViG6QRylQSQADzUQJXoaKK2RzrY9E8HeGNN1HR5NQukeSWKRSFJG098EY5FdXr6i48LLcvwY3iVET5UUH0Aoorz67bk0erl2k4tdziX6MBxt6EVyVzI017Iznnft4GOBxRRXRhjyK2uOqt9zooYwkcQUkAAge2Kgnwsj4AwB0/CiisH8R7+Fk3B3f2WcTLm0SeOInayqpB/P+tRaVqlxo2rJqFrs8+Ldt3rkfMpU8fRjRRWtLqeZW3XobXhiJD57EZKbVU+mQadewrBcMiZwAOv0oorf7Zy09pvzX5MfpRUanb740kUPko4yrex9q9Y8KalJq0d35sNvCLWMGMW8Qj9cA46j60UVhiTtwqWr/rdGf4xnKa28axxhUt0C4GO55+tc3fL5um3TsSGSPIIOKKKzo7nnZrOTrQTeit+SMXRVD3h3c4jJ/Ktl/lhyAOQD+YNFFa4j4z08FJqVk+qMHXo1ktEVs8MxB9DjH9a5e/ld3IY5EeEH0FFFZ0/iOnMdKkrd0bWs+KX8QW1rFNpOmWpgRY4pLVJFKRrnCAFyoHOTgcnmrV1EkdvBtHJDZPc80UV1x2R40376KYOGr0v4e+GNL1nSLi8v4WmkV2jALkKBgc4Heiiiq7QNI/EjsZ4Uk0LUYWGYrWB/JQcKuOnA9K4CZQnA5BXdz60UV50NzrzCclgpRT0v/kcpq0jtfsrMSFAA/LP9a2LKMCziwSOf6Zoortq/wANHNl7atbsEoAmXjsDXEB2gu7hUPDROSD7miiuboezifsej/MbpeutpDzRHTtOv4ZmVzHeweYFZM4IIII6nIzg9wa29Jmk13VL6+1BzLczt50j9MsTnoOMe1FFdXRngYhtU9BNQjVLhioxuJOO3Wq8R+Zf94fzoorWHwly6fL8j1/Rmt4tVFjbWNtbCIELNCpEuDjPzEnrT/FSI39nnYoZ45XcjqxG3GfzoorzZayPQUnTpc0HZ2e3ocbIWlt8lireUzAqeQQDiua00CS/hVuQTRRXbS+BnhYRtuTe9zoioAk46Hoe9YutAPpcgPTcp/KiiuVH1NOTlQnzO+xyV3M8ljabjkhM579au3HiTVtT0q30y9vZp7e2keVBJIzEs+M5JPONvHpk+tFFb0Vojya795n/2Q==", 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", "info": {"video_id": "63454", "label": "tipping notebook with phone over, so phone falls out", "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": "e92b4edf7018dff76269e4ba1b13806381f1d988b2ab96ba708139e770402d9e"} +{"episode": 66862, "episode_seed": 463389658, "split": "train", "timestamp": "2025-10-13T03:35:59.267629", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 463389658, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 staples'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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VjVmpycl1KWhheIoBNAE7kEiuDk7D0r0DVWEpiCnpn+lcq2lPcakkSDhm6D9a44ySm0dTX7u5i1s6bZz61OIg6LLHHne2fmAOBn867WDRbRbM28kEbKw+fjrTbLSbPRRNLDuy4xlznA9BW9r7mEZ21RT8j+zbrT4JcOBHIhI7jGen1zWJoMqxeILRiPl84AZ9+BWpcXR/tK1uGYjbLyQM8EdBXPI5gvt+CDHJux6YNe3gVzUGl2t+Zzz+K7O31OR0gO4Y8yNgQBgdxXGafK329nySdqnjk8YP9K7LVlaVJnOQpl+Qk9QV7VX0lbhWMfnKoK44WvKhWcFKFtzZrqczdts1RF5wty49BgsD/Wu602TzdNgYkE7MEj1HFVX0i2JJe3gkYknc4+b86swbbePZ8qjJIC9BV1qqmorsSlZD5QCp+lclEf3gxXUSzqBncK5uFPmrysVZNHZh9mWlRfNhlZAyxuGIrVuLCw1NWZ4g8LHKqeCv49qzc7U4pYZyjja5U/WlRrJbl1aTnqmWruVbG1jtbQKirgYz0Wudvi7Q3jKpKnyizZ4HOBxW5JAkrGRiST71TuTFBGWCjB657120MYqM+e1zF4WTWrGeFZJPIu4osklomwPTJBrJ1v5bplz/AAlevo1bVo6zHy4m8ospZtgxuAFQLC6zq0T7SBjkZraeK563tUjKVPl91sqRsw0uNsN8skTDj2KnFT+FJtl0FJ6syn344/ka6VrZrqCIzyCQDDbWHy/jUaWMFvIJI4LeM5BLIMH+VaOunTlG27uZ21NF+lcv4lhWW4syeg3f0roTcJjhhWDrTrNJBg5Clun4Vw13aNzaj8ViggwtNkO0c96nTAFVLmTD15sdWd7GIPnyRSXaIQpYZBPNIshB6Uksw28itUnzEu1hzxCOAlCWBVgPXkYqzpMm2K2BJysvT05H+NZ0twGhKpnJ4xW1pzTXASxQDbkOz454r0qOJm6XspLrocValBLmiR/2DfzXccyRxmIEjLSqOMnt171X1Swu3kdUhaRlWMN5Y3DIBB5Fdx9niCAbf1NVHEEblQSh/wBk13PEzUlN9DjRS0EyLaukqOhyGww9VGf1rSkqp58cTEhmbPGTTJb5AveuSUk7ldbnnMFrNd3McEKF5HOABXb23gzT0hHntI8hXBO7ABx2qHwbZlLea7dMFzsQkc4HX9f5V1WRioS0N5vXQ5O18Hi11FJmuQ1ujbguPmOOgqbX7vzoWCH5UYEY9c9a2NQufKg2g/M38q5e6O+2mB9KqnLlqx9UJ3cdSrrqldXkO/eCFYH0GOldbosiS+H7TcSWw8A9ByT/AIVx+riT7XHJKFDPCjBV7DHH6V0Phx1OjETPsSG58wEjqMf4ivYxq/2deVjKm/eBHw2D1Fa3nE2IYHnGKxJJEkmd487Cxxn61cim/wBCZM87q8KLszeSHPKcYLGq7ykA8mmu1M0KxTXPEj6bcahLaqySNF5ce8s6oWC+gHB5Pp71O47EO8s/WrVmRa3fmldwYYJ9KxdLmefe0jFuFIz2zWr5nNccp8lQ64RUqdmdEk8TjKuKytTuGkk8uPJA649arwyLu61Z3KRkVu8RdELCpPczlt38yORuDG4cZ9RTFsbR5zI6bmdiTz1NWbmTbGxz9KxkuyS4BJYHAAqqeJqLSLaRo6VOO6Nq4WaRI55ZdyhiqKOgxxU1jLtnTnvTWCx6XFEXBkB3HHqetJYRiSf5s4AzWmt0ccmncvXMzee3PSqjyk5OTS3T5mc+9ZmozPHalo2IbI5FEnqJIsTS+5qOJh171PrenWNt4dg1XTdVvp1a6Nrm5hWNbghNzvEBztU4U7vUd8gUI271x4mOx04fqXt2VNUzIfMNOaQ4xmoS+3kmudHSXo5yqYJrM1OdjGEHOQAPrTJtRCjap+b0qKASTTiWUYC8qDW8IO92ZzqWRt6NEltE8lw2JmXaB2ApYBvmC+pxUCkkYrS0yDMpcjhen1rtSvZI4pPW7NCUGG0CBs44zWe0nGM1evmxBj1NZDtVTdiYjnkwOtZl3MFKk9a0fD8FlqvihNM1O+uLWCZtiSxzRRrGepLGTjGM8DknA71z+uRyWGsXdnKLhPs07xhLgASLg4+YDjPrjj0rGceZGlN2kStdhVyTVI3Pmy9eKznnZyeeKFlI4HWlGgkbe2RoS3BTAXqagWR5WxyeajjilncKqliewrodJ0KRpA8ybU9D1NXGn0Rz1a4yw0eW6wxJRP72P5V1emabFYoduWdurt1NTwwqihVAAHQVaAwK64U1E45TcgY4FY10+J3+ta7msC5bMr/WpqMqKGNJ71Wmk4qG/leO2LIxU5HIq54i8M6p4e0DSNQvZJ1nvjJ5sLRkC3ACFAx/vMrZx26dQawd2a2NDQz/AMSyAcAAYGPrWkTxRRWkfhQ5bs567necK74yR2+prOwGDA9DxRRWL+JGsS0kEblGdQxVQoLc8DpWjDbRSzJG65RVJC54ooqnKUp6s6asUqeiKt2qpcuqgAA8AVIqBbRXGcseaKKXVnN0IJKyYdUudG1v+0LTZ58LNt3rkfMpU8fRjRRSQMZpAx5oHYKP51ptRRXBW/iM7aPwIarEHg1ZSRtuM0UUlsalG9kbZ19TVXSIkIeYjL7iAT2oorooHNXehrE561p6ciiAsByTRRXXD4jkexUuP9Y/1rL1I/6If94UUVL3Gtg17xU+v29vDLpOmWpt0WOKS1SRSka5wgBcqF5ycDk81DvYDrRRWGI3RvQ6jixxmqF3K6ISDRRWNNanRPYZCgHzYyx7mr8NFFbrc4nuaVmgeVVboTXRRIsa7VGBRRXTT2MpblbUf9Wv1rIeiilU3KiZ0Wuto9zcxnTtOv4pnDmO9g8wBkztIIII6nIzg9waxtZv7nVNQlv7yUyXNy7SyvjGWPsOn0oopIDOpRwRRRVgdtoFrELUy7fnJxmt+IDI4ooraGyON7lle1S0UVYkVbmVo2iC4wzYOaxZvvn60UVhUNoGXqRxbHH94VXv/Eeralpdvpd5ezT21tI8qCSRmJZ8ZySecbePTJ9aKKy6GqP/2Q==", "info": {"video_id": "112841", "label": "putting staples", "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": "112841", "label": "putting staples", "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": "a41550ba69726760e4500db9bdd38d410f35e49f353fd52fd382945e1856332b"} +{"episode": 66863, "episode_seed": 3634062465, "split": "train", "timestamp": "2025-10-13T03:36:00.885743", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3634062465, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a fork in front of a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "3840", "label": "holding a fork in front of a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "3840", "label": "holding a fork in front of a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "072de69251d2c1e5bd23d14818214c2ab7a7fe81e11ca10f9e8e5817097a2ac8"} +{"episode": 66864, "episode_seed": 1947745371, "split": "train", "timestamp": "2025-10-13T03:36:03.862806", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1947745371, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 3 packets'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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qTR/G1n4R8HaZDrKy7YgttujwSG2BgMZ54I5qJSUWrkSkotXPSiAwIIyD1Fctq1sxjJUfMpIGKr6b8S9F1eQx2MV3LIATtCLnAGfX0rUt5o9WsBOh8tZCcbuoPpXNiJRkrLc3wmIhztJnzx8X4HMVtKQAVkww79K8n24FfRfxK8MxSaRctHbtJL97eOSCK+dSMFsHvV4aV4WNcVG079xD0FaVveT3FtHBI2UtxhOOgP8A+qs01b0//lofpXT1OY0Y03D1NTR44GTjNQrjHH86lJCqBwCBmmMd5gb6qfwq3Am5DlcmoIEjNsSMAk8/nV61UmQhVDKB2poByw7ARsAz6V6h8EoseJb8sMFbcAEjrk1wIj2xgupJx29PpXbfDzxPoXhVNUk1W6NteuQLcmNnG3bz0z39amovdIntc9+orySz+OmjnUGt7iF2tc4S6UbQ31B6V6LpXiTStZgSWzulZXGRnjI/lWSqR0vp6kKtDS+l++hqsoPUZrlPEumxSqXKDPrXVghhkEEeorN1m386zYYzxWGJj7vMjsw87TPh0Mc5FSoTg+tVQ+F/rUiTfMc/gK7DAsws3nZA6CrYAfgjgmqCMUfKjJPUVagdmKgcZNMDqLjVb7VFjW5uWlSMKEQ8DIULnA74AGfavcvg3dNH4YntZXXbFOzc4G3d2PfPWvKPB/ht9dmRFIAMmMYzkf8A669R1Hw5deHPDazQxx7kUh+e5PGaicWo+5uZzTS9xDPFcthYXt7eXVyqxBiwYMAQT/OvMLX4q2dhfySpY3E21sxusgXPvz0ri/EepXt7qU0lxO0mGOFJ4UfSudkfnaBgZzXHSwMY6z1ZyU8BDmc57s+tfhx8Rn8dWd009tFbyRNt2K2Tj1NdigCHZnivjjwX4wvPButpf2y+ZGflliJxuX/GvY9J8bXfi3xFIbPXLyztJg7QxooJBCZCe3Q8/wCNVOk+Y9aEko6EHx+UK+gkd/P/APZK8bVjkAjvXUeOtc1HVv7Oa/vJbnYHKCQ52525x+QrjvPIBC+veumkrQSM5u8rlyRiARj8KuRE+Uikcis7cJVAB78H3qxHcMdoKc9ua0RB1fhzWL3RjcvYzLE9wFUkruI2tkEZ6YNaUENzeStsdmZsu5LZ3nqf+BVieH7dry4ij25MkoUY7DvXvnhbwHBbwpc3gjk3g5TH5H64p2S1FZXufP2vQXFu7yeZMjoAc+YR/WuauTnZICCNuAPU+ter/E7TBpU8kCqAGK7s9/8AIxXkVzMcqjoMJ0FDGGlTmy1eyn3EYlUk+nNfa+i6va6jo1vcpKqgoAQW6Yr4aeZmlD45ByK7hviZqMOiCys4fs8oI/fiTJwPbFc9VVLpwMp86acFc9k1RjZ6rdzhoXhVnKktwa+Yz1OPU13Xip/P8NW+rW3iHVLtWujbf6VGIkuCE3O8QBztUkKdw/iHuBwIas8NQdFNMxwuHdFybe5Op55peS4HHJzUIfkZ6CpN2SG79RXUdZcznrg8dMda3o7i41GaNrq4mncADMjFuMAfyH6VzKs7Oc4BFek/D/QxrWrW9s7BUKY3E9WNNBYxxp8hRpUJRv4dpK/iCOn0r2j4TzvF4OtFeVpX+1ySzFmLEbiVXr7J+taviHwNa2WhTm0BJ2KGOO4xzx2rhfhfrcVv4mvtFuJ1jE0WII243FSTx+DGscQrwujWjbn1PWr+yS5jkVhkNXyz8SfC/wDwjniR2hj22lzl4/RT3FfVySiS2B7jg/WvPviN4bg1/R3iZQJV+aN8dDXDTqeznfozsnD2kLdUfMBOat2JxvHritrwvoWm33isaLrs81qrv5XnJLHGsbA8sxk4xgHjqTgd6zNQtDpWuX1j5U8fkTvEEuABIuGIG7BIz64JFekjzycFRkk4xzUrndHleTjgeorPJyTzxjvViKXCMXbBA4xVAaMDoIVxgcdM9K2NLXzTJtbAAyT7elc5Dsdd2MHdnnpXa+EreCS9jWZlCu4xnnNNAdPZ+GL5zHOYnUKVAbZ0zyD/APWrnPFmjrpk8iuPuBgMADmvpnTYoZ9Htg0Me1o1JVeRn2NeKfFy0Ed85aF41YERMSPnweT+tVdMR4lN5ccTRpnO7Ofatnwv481nwbfCbSrj922PMgmG6OQd8jsfcYNZs8as2M849KzZwijAznOMVmwtc+p/h38W9M8Y3b6a9g+n3wTzAu8PHJ67TwR9DXo86CWFlz1HFfGXgS/n0/XGmtp2gm8vCunUciva9V1LxVpGl2F1caxfLLc798ZUARY2lQTjqQ2cf/XrKSunF7DSUUrHzSPu04feoorUCSN287Oe9aFqfnJ9KKKYj2n4MyFtYExC7iBHjHGOf14r2XxUgfw1esc5SPePqKKKOoHx94gAXU7nHdyTn61z0v3qKKTAjrp/BWrXWlasJ7YruQEgOMjkFTx9CaKKiWxUdyfxR/y4D03j+Vc8vIP0FFFOHwhLcl3FYsDjJ/pV22JeJSTyM4ooqyTrvDBK3CIvGf4hwR34r6p0/wD5B1sAP+Waj9KKKctgPFfjZj7Sq4BBYHOOeleEXoG/OOaKKGBRlRVCkDrUZOMd8dqKKkDf8QeLZPEVtbwzaRplqbdFjiktUkUpGoOEALlQOSTgZJ59a52iikAtBJOBnpRRTAtwNukUHnkV6t8KbuT/AISrToyFK/aFAyOnymiimhn0N4niE/h27iLuodQCUODjI718e+IZ5rPXXmt5Xjlt5SYnU4KkHjFFFLoI+m/CV/PqPh+0urhgZJ7aKV8DA3Feam1dQ1uwIzxRRXjVPiPWgfOviPWBoXijU1XTNNvop5wzR3tv5gDJ90gggj7xyM4PcGuTuNQutW1W5v72Uy3NzIZJXxjLHnp2+lFFerS+BHmVfjY442HgdKhLHj6UUVoQWoCcKPTmvRPAiCXWYWbqCACOOxooqojR9P25zCBgALgAD6V4F8Vrt59SuC6JkSFBgdAOP6UUUoiPHWZvNPJ4UkVmSsTJg+maKKTBGh4ddk1qIA9TXq91q99d2MNncXMkkULs673ZiS2OuTzjHHpk+tFFZS3L6I//2Q==", 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", 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", "info": {"video_id": "85404", "label": "stacking 3 packets", "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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ycW63EvuI8D9a8T+MEEc91YauhGy4M6eWRypUqefruFQqsJTSjqZqvTnUSg7vU8eu41a6EcCgADaTX1R8FpEb4f2yCRGkViGC9V9Afyr5XEjs8rsNp2/5/SvpL4B3jTeEbq3ZiTDPxx2IrWW6N5bo9arwT9pLr4a/7ef/AGnXsHiLVbjS4Yng2DeSCWGa8J+Oms/2xb+HWaLY8ZuA2DkH/V9KyjXg6jp9TL6xD2vsep48vsKmTt2PpUanAwRUi/KASa3NyYPgqMcV6z8CJN3jK4zxm2OB615DGjmPJHfjNem/B26Ww8UtcvkQxqBKwB+UHIHT3I4qKrtC7/rUio7Ru/L8z6eAA6CiuSsPiFpGo6rHpkMVyLppTEVZQApGepz7VoeKLiW2sY5I5WRSxVtpxkY/+tWU68Y03Na2M6mIjGnKa1sbtVVuYJriWFHBkiwGHpXBx+Kr+0gCR3AdP4TIuSPxpdDk1JtXF/5bvBOdsj44z/SuR4xVbKK9THD4+FaajFbm94j05rm3cRrnIrwbxHo0Gh37yagZUtJ+DLEMmB+z7f4h2I9OnNfS07ptCN1bpXGeJ/D0GqWk0UsQkRwQQR0oT5JX6HsKKrU+SR8qgggn+VTIy5Kg5JGaz0kLJxxT0ZlbKkcivUOUvxFRc/NjGPlY9KvxyLvxn34NZRkRpFTll4PHatGxiVp9oI+9n6ChAdrpOlXF6WWJS7BQTgfdB4H8627zwrPBpcpmUqYnKhWToT19+1dh8KYrcF2QROzqSx7qRjoO/Wuz8W2Sy6HcmG2MkzjouB2PJ/Crur2A+S9WhhiuUBBxHj8eeayvtLQ3DTRu6ODuQqSCD65rf1xIhfylCdnbPrWBNGgAYk46ZqGI9T8J/HnUNMgitdfshqcMWPLnRgkyj37N+hr6I0fWLPXNLt9RsZN8E6B1yMEA9iPWvhV8bjjpXu3gHWNSntbTT4dburSDyCY1iUN8wTO3px0PNZvRqw1FJMX9pNAs/hxvUXH/ALTrwdSRXd/EvW9S1hNKN/ey3HliQp5hHy525x+Qrgd5ByKIJJWQN33LGSFGPrUkBIUnjmqyNxt/OnqzKpCjKjmrEbOnXlxa+akNxLEkqhZBGxG8A5GcehrVgtDLAoCkk9fXHsaxdJRmuum4heB619E+A/AVneaBHdXLhnZAoC8gN1Jpq24WPL/CML2PjrR2kuHW2in81x5hAYIpbkdsnHFfRMReW1eKUfvFkbPvzmvFviRp76BqZmjDKRwCM5A24OPbmvWPD2s2+r6Pp+oQTJMtxCAzIcjeOv65rkxK1OrD2s7bnGfFLwfHrmgyyRR5u4AZIm9x1H418zkFGKsMEcEHtX2vqCLLGykZ46V8yfEzwqNI1V9QtlxbzudygfdY1lhqlnyMvEU+aPOjga2FYg5ArT1zw9o1p4Zt9W0u/vJg1ybXNzAI1uSE3O8Qznapwp3D+Ie4GKJcKPXse1d6OIuox2Egc0+3Y+eWA4AwaqRzks2evYVNG5ikLKNwbr7GmBpoodtpx8x7V2Nzrmo6xHGl1cb44tpREG0bgoXd7nAH61xFrI7yRhRjLdzXqvgXwo2ukN8qRCQg7h2A/wAadk9WJpPc5u9sLs2BkcuQ65yrEcZ789a4q58xbiS3aRj8vyKzE4JFfTPifwja2vhrMUSl4lO9gMbj2z+NfNmuSumpTyhQSGIz7YxQ7WugsjBmBYqoOcA5Oepr2/8AZ81yG3F7YzPgyMNuTgDivDZJiFKhRknJNa3hbxJJ4cunmSDzg2PlL7axqqTj7u5NRS5fd3PrPxuUn0uIRTRmVZMhd3JGK+fPirPldHgIj3RiUnac5zt6/lTNF8YXPivxWLHUtVu9Ms7p8RtBcRxrD6lmk4xgHgck4HeuH11Li216+tbhrstbzvHtuyPMXDEYbBIz64OK56dCftfayOWOHnKuq0tPIrKx4FPdiB0qt5pAIFTbhIuM8evvXadpdiLeWqntWzoup3mlm4NlcNC06qrFQM8MGGPTBGc1z8crHaCv0NbWkRNcTonBLuB9BRa+jE0mrM6fwnNLb+KtOvA4BjuFdnbnOeuc9+a+ivFJjudE2tKqSKyttyPy/WvPPB3gB5BHeuFdCWzuH5f0rk/iXeappe6w8zyQCAxQ8n8fxFc+JpTqLlj1Ma0ZSXLFb6DvFvi3TNBkW3hLTz5+eJHGB+PapNB+OAs7q1sLbTCsM0oWR7iXIXPGcCvFp5H3EyDcQe/NVdx3ZzznNRSwkKa03M8Pg6dG0t2fdJlS6hiuVxgqDweKSRVkj5Ir508OfFy9/wCEXXQ5pZIL6NkEF1GfvIOoPvXYanf+KtH0fT7q51e+WW6L74iuBFjaVBOPvENnH/16y9i+p6qmlseBRD5VNJIcNxxxRRXecokRO/OegrZ044cjjDHn86KKa3A+lPhaiw6M20dSBz25Nb3jm5e38OOEC/vHCknqB14/Kiim9wZ8q6+5N7IQAuCRheBWFdMRCvP8OfxoopMCg33c16Z4J1CeysobuLb5keQu4ZHKlf5E0UVnLoUtmc/46G0WCjoN4H/jtchRRTjsJ7gCRyOtPiYjNFFUI2dKmaGRHTAbcB0+lfV/wvlM3gyNiqg+fIOPrRRTewzzr43whLlrgO5diEwW4C7egHauS+DGq3ket32lrMfshhM4Q/wuGAyPTIPNFFZV/gNKPxo+gJjlCe+K8o+KkEb6BLuQH94n9aKK8uH8RHoS+Bnj3iDxbJ4itreGbSNMtTbqscUlqkilI1BwgBcqByScDJPPrWQvEY/GiivYR5RKo/eZ+lTQyv8AaRz1JFFFMDWsgBMMdv8AGvfvhEdxuGP/ADyAC9hyen5UUU+gHoHiT/kAXR9FzivkXXwG1G6JA+aQ5/OiihfCBzbIrOQR0qt0ziiipA1NG159HWaM6bpt/FKyOY7638wKy5wQQQR1ORnB7g1T1DULrVtTuNQvZTLc3EhlkfGMsTk8Dp9KKKQFf1+lO3EJgdzRRTGWYmJQZ9a39IcrcpGANr8H1oopoR9beET/AMU3apgYQFBx2FeP/G+JVviozg7XP1IoooW4HhNxyxFUqKKTAcjFHVlOGByCK9StvEGp6no1pZ3l3LNFCWkXe7MSWx1yecY49Mn1oorKoXA//9k=", 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", 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", "info": {"video_id": "85404", "label": "stacking 3 packets", "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": "86efd261cc748f4af638b6262b085e1ee943f06ce0237a57d5eb9d579658051c"} +{"episode": 66865, "episode_seed": 486573397, "split": "train", "timestamp": "2025-10-13T03:36:05.128298", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 486573397, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tray behind 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', [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": "213673", "label": "pretending to put tray behind tap", "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": "213673", "label": "pretending to put tray behind tap", "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": "f876c32c0943b93374a8d1a8b79001db49a070dd8a4279d55dff9e27a7d604cc"} +{"episode": 66866, "episode_seed": 2944001926, "split": "train", "timestamp": "2025-10-13T03:36:06.295538", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2944001926, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 grape 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', [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": "97772", "label": "spinning a grape that quickly stops 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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", 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", "info": {"video_id": "97772", "label": "spinning a grape that quickly stops 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": "da265d2732b96215d2ff01d07e2c50a3620dadf943287bae61986b22687f9e84"} +{"episode": 66867, "episode_seed": 3407953654, "split": "train", "timestamp": "2025-10-13T03:36:08.725308", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3407953654, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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', [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": "150647", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "150647", "label": "folding paper", "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": "fa13c477dd7723dd08f9d10a9e4de89b5e9654a339090e5f464f111e0109b31a"} +{"episode": 66868, "episode_seed": 3762274512, "split": "train", "timestamp": "2025-10-13T03:36:09.889950", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3762274512, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a tomato with a bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 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": "24638", "label": "covering a tomato with a bag", "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": "24638", "label": "covering a tomato with a bag", "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": "39aaec0c1eda24026a6399978a40214e9c9f832a674460f9dc9d09b87832f27f"} +{"episode": 66869, "episode_seed": 1111763132, "split": "train", "timestamp": "2025-10-13T03:36:13.295301", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1111763132, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a hanging light 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, 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": "85102", "label": "pushing a hanging light so it spins", "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": "85102", "label": "pushing a hanging light so it spins", "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": "69661058758f03106278294463f23731b0f902dba645b50bfd320d63bafbaf8f"} +{"episode": 66870, "episode_seed": 3510980352, "split": "train", "timestamp": "2025-10-13T03:36:16.650440", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3510980352, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper bag from behind of a bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105818", "label": "pulling a paper bag from behind of a bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "105818", "label": "pulling a paper bag from behind of a bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "346704679059f8417ec9c958b89302926827307be4791826d86c4601efb4a964"} +{"episode": 66871, "episode_seed": 900084716, "split": "train", "timestamp": "2025-10-13T03:36:18.952753", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 900084716, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 red amrutanjan balm into small plastic jar because red amrutanjan balm 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, 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": "153775", "label": "failing to put red amrutanjan balm into small plastic jar because red amrutanjan balm does not fit", "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": "153775", "label": "failing to put red amrutanjan balm into small plastic jar because red amrutanjan balm does not fit", "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": "4b47b6e612466b06ef37486dae988d2ed3a0859784c5ce2349d46a144adfff56"} +{"episode": 66872, "episode_seed": 2427212292, "split": "train", "timestamp": "2025-10-13T03:36:21.207835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2427212292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen cap 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, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "60946", "label": "pushing pen cap from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "60946", "label": "pushing pen cap from left to right", "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": "276b26d99da9d81c772681e0cf46027d128b751f4647a537672425fc3f0432a0"} +{"episode": 66873, "episode_seed": 3742006577, "split": "train", "timestamp": "2025-10-13T03:36:23.631058", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3742006577, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail polish onto thumbnail'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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+NrcXNwgYyDKqw7e9Yl74BuodRkl08RNbMcqjPhl9vpXowUKAAMAUuPlpW6FObbueParp11p0/kzpskYBlGcgjPrXUPH8mPatHxlp4udMFwoy9udx91PX+lVpF+X8KzkraFxd9TmboMsu1h04qpNAJACOGHQ1tXtu28ugyD1FUGT2wfSpR1c1yikxPytxIv61qWWqGMBWPQ1lXUeeejDpSWXmSSBWXJ9RVcqY1LlNbU9Ds9WmNwHMUzLyy9GPqRXP6THdaX4htuSskM45H867C10u5+1QwSYjMpwu49a6yDwfYyMm+Pfd7cPKDwv4evaqhzJWZy4j2crNbmNpFo+pXENr5WwjO9uueclj+Fdxe+HbK90l9PkiAjYcNjlWHQ/WrWl6Na6TBst0wT95j1NX8U4w5UTOpzHnMfw9vLWNlW7t5PQkMtcLrFvNBOEwVkjJVgeuRXv8gyK8s+IGnrbavFcqMLcKSR/tDGf6VEoJao0pycnZnG2s5YZ6MOorf03UgrBGNc7LGUYPH17+9PinAO9amx1xlbQ9HsNW+zAjbvjPOAec15t441m61TV4ftcRhWBSEj7cnr79ua17TUsMATV6Y210VMscb8Yyyg8VcZuO5nUw8Z6rc8+hu/LcFGI9MGvd/htqsl/4XAmkMkkMzRgsckrgEfzryTVvDm64E+nQu0bffRFJ2n1+leo+A/DUUPhiIXsDCWV2kwWKkKeB09h+tdCldXR5koOE3Fj/ABBcJdapPvJ2QRlI+eN5xk1c0HQYfswubiPeZOVVh/DVuLwpbC882RmaNTkJk4P19a3tgUADgDoBWKg+ZtnR7T3FFHmWo/D26h1V5tMSNrRjuVC4Vk9ue3pWLq2l3emSeVcRlHcblGRg8+or2jHymuX8ZacLzR2lVcyW53jHde4/z6VM4K1xxm7WI4zU6mq0Z4FTg1qYk4NOBqMGnZqkJjy3FIp4ppPFCtQIeTmo2FPzTHpMaIWODTZD8uc0kpxXLW011qXi250x9XuLSL94YhGgbLKhYL7Dg8n096SV2NysiPxREguIJQPmZSpPsOn8654rzTob+71Abrqd5doBXcemak2UpaOxcXdXIdp9KUqxwCeBU4jp6wliAByaRRb0ib7NlfLJ3HJI6+wrfsLuZpdpUEtwq9hWRawGJMHvWzp1tIZ1kxhVOc0zORtQwlW3yNvfH4D6VMRmkXpThTIREaFOTjNK1YPiW7uLPSGmtpWjlEigMp560t2Vsal1GksUkbAFWUgj2rnHXjFQ6tPJBokOoWOuajKrXP2fNxGqLOQu5njxztUkKd3qPcC068VNSPLuXTknsZ8q9az54Qe2K13SoJIQV6c+tQjZOxz00RLcrn3ot4pFfK/KexHWth7XJ6VNa2BeQBRzVqwpTbJ9Pt7m5vI7lyQVIwfQD0r06wjRbWMouARk+ua57RrBHwZMHaBx611UQ2qAOKpHPLVjyOKjY4qU9Khl4BpsEKSDHnvXC/ECATix55G/H6UsWpz3HjW50u51e8tLZ5tkbRSxosfQkkuMYxnjqTWFfXN9LqN3a3s9zIbaVo0W5xvTkjnHGeBnHFKcWo3Kp1FzWRy8sZTIx0rOnVlO5ODXS3MAcE96y5bQk8iskdvOrFWx3zyKgjJcnAC85NdbaeF9Qe4VJSkadS27J/KsbTYTHeREP5eG5YcYFd+t5HbiN85Lj5R61oopmE6slsX9K0q30wEQlmd+Cx6mugtmxIUJySM1mRMXIjh++Rkt6Ctm3jWKMKOvc9zWi0OZtt3ZPimNT8Ux6TGhF5OPWq86K6MjAFWGCPUVi+Lb65sNCee0neGUSoA6dcE81zetnxLo2kadeXWp3gluy/mRFcCHG0qCcfeIbOP/AK9Cg2gc1F2NaLoKnWiiiIMlFGaKKpEsCaAeaKKYiQUxjRRQUivP0rzjUNSuNI8UXd/bbPOid9u8ZHKFTx9CaKKIbinsY3hu5kuY5jJj5QoGB9a3wOKKKzn8RdP4UOUCr1sigBscmiikjRl1OCK6KH7iYAHA6UUVcTKRZQ1JRRSJGGuY8XnGiP8A9dU/nRRTjuU9jivE3i2fU/sVudN0628tAiSW6OCiLnCAFyoHOTgcnmu2YDA+lFFTiN0Kh1IyBmmFB6UUVgdD2E8tfStS2iREG0dRk0UVrEiWx02lIotwQOT1rWSiiqRm9x7dKhm+4aKKoEeU6xq7aZ4j1RDZWV3HLOGKXUO8BlHBBBBHXkZwe4NY2l6nd6rqurXN7KZZXlDliAOTn0oop1PgIp/xDRZRg8VWZQT0oorFbHUxY4139K3rNRPIGkySAMe1FFWiGdppIAtEIHJ5NbEdFFWZEvao2oopgjkvHJI8OSf9d4/5mvMtb8TarLZWWnzXTywRyO48x2Yktjrk84xx6ZPrRRTjsZz3P//Z", "info": {"video_id": "36850", "label": "spreading nail polish onto thumbnail", "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": "36850", "label": "spreading nail polish onto thumbnail", "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": "97b14a2a4aac25d847c3eec26423c434c30e09d9c816c72d44b918f02f570b67"} +{"episode": 66874, "episode_seed": 2741011012, "split": "train", "timestamp": "2025-10-13T03:36:24.118867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2741011012, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic orange baby bottle cap so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "37894", "label": "poking plastic orange baby bottle cap so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "37894", "label": "poking plastic orange baby bottle cap so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c8651c2f857579c2e4167f7824cde8801c2c20a273daea172ea0d9aba7ce5a44"} +{"episode": 66875, "episode_seed": 421125965, "split": "train", "timestamp": "2025-10-13T03:36:26.825852", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 421125965, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile phone out of plastic 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', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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W1DUFunt0Zkjjj2r06nJyfpXlMszTzSyuxZ5CXJPUk81Uo2dxUtSZZeAM9f8AChZMbhmq4b5AfpS7sS/WpuaNG74f1P8AszxDYXu7CxzKX/3Tw36E19ASSY+lfMm7IGTx0Ne8+G9W/tLw1YXbtlzCFkJ/vL8p/UVvRfQ5cRHZnyiqMq4II+tPhXL1Pcz7lWPAx1zmmW54J9qwR072LUf3GPqasuSkYAOMCoI/uqPU1LIwZ9tNFHqOhfFnULTQks20+GW6Vdq3BkIBx3K45P41xFzezXl3NcXEhkmlkLu7dSTyTWdZShRg+9OE2c/WnKTY4QUdi4rYnb8P50rnCSAdjVfzP35/3TSyPgvg9eayuaJEiP8AID6GnRX9xY3JntZmimUEq69RkYP86qQSZRlJpkrfOjevFVezM7aGdrOqXmqzwm6laUpkjP4VRI+WroIjuHUqM9if5VWnlEspbGMnGKd7snZtIkgXCn8qvRffX2Gaqx42KPWrkZG5z6cUyjT0LXrnw/rkF9bqrlch42PDqe3t9a7vxV8SbrxDo/2GC0Fnbvjzsyb2fHbOBgZry/cCQ3cGtEzjyB9afM0rEqCbuTh9wb6UsZzCfp/U1WSXJP8Au0+F90RHrkf1rNmyWpJM2CpFKW+8PUVUnk+VfaniTManPahPQTWoSapeWtsVtrmSNGOXVW4J965GPJGTznmuinAZJU/EVjyPEIhtTGfu+1U3oZtWaIFBLVoQjGfYVUtwDJV5CAjH3xTEiwh2wivXvA3xO07TtAjtNShuftMK7FMSBhIB07jB+teOTS4CoKuWDhePeqjKxMqaludN4m8QTeItcudQmQRh8LHGDnYg6D+p9zWSW/ej/dqu0oLvTi48yP34rNvU1SsrFlj8zjsRmoo5PkPsaR5CGz6qKggky7KaSZUkXrfUJtPv4ru3YLNEwkQn1H+TWR4r8SXuvyxfa9m7cSSoxmpp3xsb0ODWVcW6PdEu2AOg9c1aloZyityl/DU1uOp/Go7hUilKI2RjrmrEQHl/WkgLUXBjH411vgXW7fR/FMD3UoigmBjaRuinsT7VykYHmD2WkbmQHsKqLs7kyV1Y+lfGXi7T9K8L3Aiu4Zru5hMcMcbhjlhjccdAM5zXgW4c4/u/0qMELbnGBk9qYjDkZ/honLmHThyonjY+T+H9TSSOA6tUcT4iP0NMmkG1fWs+pdvdLLN8rD05rotJ8cJo/h6fS5oZHWZmKurY2qwww/n+dctvGFb1FZ9zloWB6qauMrMiUFLRmC15FKSxkAJH90irEVzAEI81c/Q1lRk7etWo2OOT1FVZGPtWa0dxAWT9/HgD+9UqlZJCRLGfT5hWHLzA+OCBkfhV23IZmYdwv8qfKP23kbEMMpcFQCOejCpVtpwOYm61nxvIoyrEfQ1aiu7lekrUcqKVddix5conUmNwMYPHtTnzsBOc4qP+2bqKSL94CpRywKjqBSnXb1LGKZo4HdgCwaP1pexT6lLExRDDJiRh9ac7Bozz0NbKaiRbrM9rZO+PmBh4FZ+kFNe8Uy6dPOLJHSRohDDu3OqFgvoBwTk+nvVSo8rtcUa8ZLQw9QuEgljYlR5inqKorPESMSpx65qpc3U106SSuSSPy9qcucrjHNTykOpZmvFcQFl/fR4H+1VlJUKNiWPJ/wBsVjAgryBn6UgwtwnAwyMMe45o5R+28jdSNiuFKk+zCrKwTmPiJj82eOay4BiNcdcCrcdxOnCyECnyoarJdC8sUqnmN+np7UQbguCCCG7j2pseo3SYPmfL0OQKVdeuvMVMQuTOY/mT+EDNL2afUpYiKGXBwp/OiOT9x9DVpNZka+WF7O0aMjJZk6Cl1zUEt7BhDZ2ysWGJFXB69KfsLRvcPrMXIoSsNwOeoxXP+ar7cbRjtu6muq12Gxt/DkOqaXf3cu66NqGuIFjWchNzvEOu1ThTu9R3yBwsYDA5VT74pcliZVOpr2/GckZx6irOH8tQAeTmseNUOMov5U9lAjcoMMAcc96LEqqjUdJGlB2Ngd8VZg3qw+Vuo7VmWrZwQTgoD171pQ3MsfKt+dHKWq0epayctnNOMmHiOe/9aWPU5u6o31FTf2qm6BZLSJvMfafbgn+lHs79SvbxEYnYP9kkfrVaN8XGDVoavZPafaH09tuTwsnUZ61bhGlTQJcGzmQHnAmGfyoVCVmxyxEHYzZGDKw/Gs+7dEeN2bDYIBxmtfSItH1Txb/Zt3d3tnbTvsjlE8SCP1Ls/GMZ6ck4Fcvr6y2Ws3Nj/pUYtp3j2XGBIMHHzAZGeB04pezfUiVRMjLZcdBk1fiOQi1kJLKCP3r/AKVaS4nXBEufqop8ovao10k++1MVyUJrOW+nEnlnyyNhb7nXFXorjKjfHGR7CjlH7SLLwmYxEejU+Nzu59P6VHFPabcPEwzzwTVqP7CxH7x1OOOKTgy1Uj3GW8nH/AsH8qjnb5CPQ1ajhsR9zUEGX24cY+Ydqc+nLOSiX1ruPGC/NL2U77F+0jy2uVUf9yMnpUMo+dh2YVPqWk3lnpzyCeDIcD5ZBnn2p/iDwtq/h/QdK1C9mmWa7MhliZMC3A2FAT/eYMTjt065p+zkZuaRwqHC1bU8CiirOMkIzkdsVNp5Pkj6D+VFFMDSTtUoJAOKKKQFG7JAJHZX/UCtGZR5QXtgUUVXQRpwIv8AZszY5J5/SuaGqXGja5/aNps8+JmC71yPmUqePoxoopz3KpmHIMbB6cVLGfmAooqCpblhetJLx5Z7hv6GiihbkmrB90fQVZWiimAshzGR7VWtSf7Rx23SN+OFoopoRfABlyfQ1N4jUJYRADgY4ooqvsi6mZ4g8Uvr0MEMuk6bam3RY4pLVJFKRqDhAC5ULzk4HJ5rmoicGiioZpLZFpD8gqZaKKkkfpxJj+igfqa00ooqmBOnGaqzsVljIPSQkf8AfJoooQixGi/2dEuPl8scfhWnYjdbSZ5BTp6cUUVotmSzDXXW0e5uYzpunX0UzhzHeweYFZBwQQQR1ORnB7g1japqFzqmoS6heSeZc3MhlkfGMseeg6D2oorM2+yNiPKn2qZfSiikQI5xLGf9lx+lasY+RfpRRT6ATACpG+WMEdciiigTKsRLXcSnp9pkb8cVZT5NQ80AblXg/jRRWkPiREtifXyTaxtk5bDH86yb7xHqupaZb6XeXs09tbSPKgkkZiWfGcknnG3j0yfWiiplubUtj//Z", 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", "info": {"video_id": "135727", "label": "pretending to take mobile phone out of plastic mug", "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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eUyzNPNLK7FnkJck9STzVSjZ3FS1Jll4Az1/woWTG4ZquG+QH6Uu7Ev1qbmjRu+H9T/szxDYXu7CxzKX/AN08N+hNfQEkmPpXzJuyBk8dDXvPhvVv7S8NWF27ZcwhZCf7y/Kf1Fb0X0OXER2Z8oRA7QcHnmpFXL1alnAg2hAN3T29sVDAQZM+lYI6lqi3FwT7CrSnbCv51WjPyE+pxVh2A2rTRTPRvBnxPudE0VdPn09boxjbFL5uw47Bhg5x7Vzetazda1q1zf3jhppTyBwFA4AHsBWFZSBHI7ZqdpgXenKTegoQS1RZZv3q+6/0qRj87e4zVTzP3kXvxT3fGGz1XFZM2SFjY4YelDzFJEdWIPYjsR0/pVaGXErAnrmidvk+hqrmdtDN1m9vNQuEN1NLOULYLnJGcf4VnEGtOeQRStIADkZAJxms0vvkye5zTvdkPS6LEQwo46mr0XEjH0GKrR/fRfSrEbARs3qaYzoPCPiq68L639ohiWeJ1CywucBvQg9jXReMPHl74phghMK2tmjbxCr7izerHA6c4GK89jYCRH96vyTgxoB6U3J2sKMFfmJ2bMb/AFp4b90DnuP5VVEmUenq4aAfQGs2a21JHbFwPeh3IjPtzVSWUhwc1K7bs88MKBNElx4i1O2tktoruQW4B2x54GeT/OuOjyRnrnmtu6+aAHupxWdI8QiAVMZ+7VNmbST0IFBLVoQjGfYVUtwDJV5CAjH3xTBFhDthFeveBvidp2naBHaalDc/aYV2KYkDCQDp3GD9a8cmlwFQVcsHC8e9VGViZU1Lc6bxN4gm8Ra5c6hMgjD4WOMHOxB0H9T7mskt+9H+7VdpQXenFx5kfvxWbepqlZWLLH5nHYjNRRyfIfY0jyENn1UVBBJl2U0kypIvW+oTaffxXduwWaJhIhPqP8msjxX4kvdfli+17N24klRjNTTvjY3ocGsq4t0e6JdsAdB65q1LQzlFblL+GprcdT+NR3CpFKURsjHXNWIgPL+tJAWouDGPxrrfAut2+j+KYHupRFBMDG0jdFPYn2rlIwPMHstI3MgPYVUXZ3Jkrqx9K+MvF2n6V4XuBFdwzXdzCY4Y43DHLDG446AZzmvAtw5x/d/pUYIW3OMDJ7UxGHIz/DROXMOnDlRPGx8n8P6mkkcB1ao4nxEfoaZNINq+tZ9S7e6WWb5WHpzXRaT44TR/D0+lzQyOszMVdWxtVhhh/P8AOuW3jCt6is+5y0LA9VNXGVmRKClozDN5FIFy6AqMcA1NbzwqOZo+nrWXCSeCasxHoTj61VkYqrY10miKKBNH1yfmFTkiSUFZEIH+0KxdobIwORjNSWR3pGcc+Xz9c4pqJXtvI3I4ZSwwueR0IqbyJwWJif8AKs+N3TlWxVuK9uVPEh/IUuVFe3S6EziRTGSjDB9PepW+59Cf51H/AGxdRCMb0JMqo2VHQ06PXbh7WSUwW74dgoKdQDij2SfUpYmKKyvtuR6ZqVmDblPcVp2eoJc2gllsbTzOoUJ2xmqmkiHXfFUthLMLKN1laIQx7ssqFgo9BwTk+nvVSouPUSxEXsYGpXKxLGrMAGyOmemDVCO4h3580Y47GoLu9lu2iLtgAZC9hnrSITu68danlSM5VLM1o7qAsSJkHHGTipxLEYtqzR5P+1WRuzjvSIcTTL6qrD88U+UPbeRuohYLsZG+jCrS205jT92Tj0IrMTIPHFWUnnU8SMPxo5UUq6XQu+TMFf8AdPz7U6IMI1DKw4IOR70yLULlHAMpwemQOtJba7eytbqWjbdEzvlBzzgUvZJ9SliEiOckEfWn+b8iH2q3Y6zcXF3JDNBabF43GLJ9qZrWrPFYMkdpao4IIdI9pqnQsk7iWIi2UZdp8xeOQT/WsLzVkC42jA6butdP4gt7KLw1DqWmaldyK90bUmeBY1uCE3M8X8W1ThTu9R7gcRGAwOVX64qOSwpVFua9vxnJGceoqzh/LUAHk5rHjVDjKL+VPZQI3KDDAHHPenYlVUajpI0oOxsDvirMG9WHyt1Hasy1bOCCcFAevetKG5lj5Vvzo5S1Wj1LWTls5pxkw8Rz3/rSx6nN3VG+oqb+1U3QLJaRN5j7T7cE/wBKPZ36le3iIxOwf7JI/Wq0b4uMGrQ1eye0+0Pp7bcnhZOoz1q3CNKmgS4NnMgPOBMM/lQqErNjliIOxmyMGVh+NZ926I8bs2GwQDjNa+kRaPqni3+zbu7vbO2nfZHKJ4kEfqXZ+MYz05JwK5fX1lstZubH/SoxbTvHsuMCQYOPmAyM8DpxS9m+pEqiZGWy46DJq/EchFrISWUEfvX/AEq0lxOuCJc/VRT5Re1RrpJ99qYrkoTWct9OJPLPlkbC33OuKvRXGVG+OMj2FHKP2kWXhMxiI9Gp8bndz6f0qOKe024eJhnngmrUf2FiP3jqcccUnBlqpHuMt5OP+BYP5VHO3yEehq1HDYj7moIMvtw4x8w7U59OWclEvrXceMF+aXsp32L9pHltcqo/7kZPSoZR87DswqfUtJvLPTnkE8GQ4HyyDPPtT/EHhbV/D+g6VqF7NMs12ZDLEyYFuBsKAn+8wYnHbp1zT9nIzc0jhYuOatxn5BRRVnITL0FOseHcdgSB+dFFNAaqdKmU4P4UUUhMq3JIZD/tqf1qxac6fB7rk0UVSA1dKRdjnHIT/Gue/tO40XXG1C02efC7bN65HzKVPH0Y0UVUghuYMgwUHpxUkRJb8KKKzKn8RYXoaQ/8fEfuuP1FFFNEmrHzU60UUgHSE5X2IqDTfvuP7sagfmaKKpCL9oitdgEZBZc/nR4iGFb6r+NFFU9gW5Q17xS+v29vDNpOmWpt0WOKS1SRSka5wgBcqF5ycDk81zcRODRRUM0kWkPyCplooqSR+nEmP6KB+prTSiiqYE6cZqrOxWWMg9JCR/3yaKKEIsRov9nRLj5fLHH4Vp2I3W0meQU6enFFFaLZksw111tHubmM6bp19FM4cx3sHmBWQcEEEEdTkZwe4NY2qahc6pqEuoXknmXNzIZZHxjLHnoOg9qKKzNvsjYjyp9qmX0oopECOcSxn/ZcfpWrGPkX6UUU+gEwAqRvljBHXIoooEyrES13Ep6faZG/HFWU+TUPNAG5V4P40UVpD4kRLYn18k2sbZOWwx/Osm+8R6rqWmW+l3l7NPbW0jyoJJGYlnxnJJ5xt49Mn1ooqZbm1LY//9k=", 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", "info": {"video_id": "135727", "label": "pretending to take mobile phone out of plastic mug", "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": "cd3cb08262a1f0f080027fc6afd1381314f431a7127d87de21998bfdda7cea0e"} +{"episode": 66876, "episode_seed": 2081158857, "split": "train", "timestamp": "2025-10-13T03:36:29.628991", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2081158857, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "159812", "label": "pushing cup from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "159812", "label": "pushing cup from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "26a18f4e929474938b323a0b85680080e5ffae2b8068dd746a5c734e1f5feb18"} +{"episode": 66877, "episode_seed": 1151897257, "split": "train", "timestamp": "2025-10-13T03:36:32.042586", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1151897257, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fish fry is inside the steel vessel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "55687", "label": "showing that fish fry is inside the steel vessel", "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": "55687", "label": "showing that fish fry is inside the steel vessel", "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": "b5cd43c1d7548fdd0cdd9f21f9ad965c11f0af42186a29765beb2b90e88b637d"} +{"episode": 66878, "episode_seed": 2012144148, "split": "train", "timestamp": "2025-10-13T03:36:35.132579", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2012144148, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lamp in sand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51606", "label": "burying lamp in sand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "51606", "label": "burying lamp in sand", "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": "05dfa2012a708db9c2f2a913180c2af94918b51315fbeee78063b7740c2445c9"} +{"episode": 66879, "episode_seed": 1471601422, "split": "train", "timestamp": "2025-10-13T03:36:36.546582", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1471601422, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book with apple miniature 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, 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": "74067", "label": "tilting book with apple miniature on it until it falls off", "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": "74067", "label": "tilting book with apple miniature on it until it falls off", "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": "0603daafdade500d4d6d459894fd06c54632294fd7633bbbe84d9723b2dd1b68"} +{"episode": 66880, "episode_seed": 2861791469, "split": "train", "timestamp": "2025-10-13T03:36:38.982307", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2861791469, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sponge behind spray 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', [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": "1288", "label": "pretending to put sponge behind spray bottle", "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": "1288", "label": "pretending to put sponge behind spray bottle", "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": "d2a845af3e69b3e94bf75b74e1e751dffc5fc67633214073d1d5dace64513c8f"} +{"episode": 66881, "episode_seed": 2962314879, "split": "train", "timestamp": "2025-10-13T03:36:40.848540", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2962314879, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dish soap onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "7875", "label": "throwing dish soap onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "7875", "label": "throwing dish soap onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "33689890ae2135aa17f3aa67d10863b718e0c20101fa2414059cc51bfb6dc1dc"} +{"episode": 66882, "episode_seed": 2619600175, "split": "train", "timestamp": "2025-10-13T03:36:42.567928", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2619600175, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 elephant up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189720", "label": "moving elephant up", "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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"info": {"video_id": "189720", "label": "moving elephant up", "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": "ffe91e14f6f1d0dbebfd57eec04c832addf805b01801eb846fd1f587d14616bc"} +{"episode": 66883, "episode_seed": 4237663552, "split": "train", "timestamp": "2025-10-13T03:36:45.561642", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4237663552, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 usb cord 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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", 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", "info": {"video_id": "21690", "label": "lifting usb cord 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": "21690", "label": "lifting usb cord 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": "77af7c9ab5e1c58da27b88ac0dd7f27abf123333dfa902e67a58b17666d5cb42"} +{"episode": 66884, "episode_seed": 886140412, "split": "train", "timestamp": "2025-10-13T03:36:47.400107", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 886140412, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 carom coin box set 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": "993", "label": "pulling carom coin box set 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": "993", "label": "pulling carom coin box set 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": "b56518c9c7cd3eb82a4336a31e7d22be438815a9443e1557991b32c5f023bfcd"} +{"episode": 66885, "episode_seed": 4118861315, "split": "train", "timestamp": "2025-10-13T03:36:52.792692", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4118861315, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping sand up with plastic spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "205506", "label": "scooping sand up with plastic spoon", "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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n/PrVpbf/AEgu2VRRjdjv7f8A16kSLlrBEZZGivQ+7nLDBHb8uMVp2plG9CFJTADAYB49KwQI2bEfDEg7gOfbFXra5miRt7RyyDJ2qME/ifSgCdLXF1JI0zPJIfmyx4Hoo6YqwjLysjFsnO4N049KghugQz/KucDcO4NNZj53lxlSpBLsfT6j+VADrkiNkcgHG7GFztIHesOfxPdW4Esk/mgHJRuh/wDr1uIyyW4zkw4IBxnIxxj2/wAa8c1G5mVSQ25AfXpSbLpxTvc9fg8Q2kuny3ULvIrKAsQXDM/ocflXQQF3iWSeMIME7Cckf0rwLRvEE1i+6KQqD1HY16V4e8VnVbXyLmdkljHAJ4K//WoB030Ore5tLcMY4ld5CXIz1J9f0qsdagcNF5e/PJwuF/Pp/wDqrQtfD11qdqssLokci8M2eeeoGKtnwVI6Ks16uc8hU6/rV8rMudHPSPZz3aSPNIsucAbgRg/1wB+FX4cJJEY5fMjckkNjHpx+NWr57SytyptlzCNqlsF3PuaxkvEab92ph3HopyMeuKm1ik7mjdW0Mlwk0h3SIMI3XZn0FPOIZFIH7wDgFcjPfIqil9K0/wA5AAfkAZ47c+uKlkuFeAmInzD3z2oAsSkTI6oCHC4AB4B7Z/z2ry/4m6i1hc6YxVQx8wdemAv+NelKjbmXqAu1pCMbiR2x/kV558Vore4bSlmjAbEy59B8pJzQtxx3OIg8a3iyRrGkUpVgcMOMDsa910Lxdql1oVnOUt4JJo9+yKPhB6c1wejeGtJj0XTprvSrZ7lYUDNs+ZjjuB1P1rp4rS8mv4Ygyx2kKk4Q8sT2OemP8Krma2FPlnZtam/ceI9Xjhll+0u21CVVEHLdu1R/25rE1hLBdASsWDK/pjtx1z71SkuViAWHDc8lSTx7H61m3N7cu4AK7jyEzx6ZpczJ5UQ391czsElbbIBmQk45I4XH+ecVEI2d0USvCuAxeTjPYH39P1oS9uQ7b9u4ckDhc+mTzUsN4hbNzbKN7YLY4JA6/pSA1YY0htjub5V53N6fX1qODUIbyMuqS+WWwhdMAj1xnNJbCM2xU4YZJAyCOTxRgKruwUHp0+9QMsSsssabVbb1X5eBVTcA8hYqBwuc9aesxVcHoeNmc7agvAU3yodyABmRBnGFoFY5nw5HHbeGrJjCsbvbKTgY3E/17/jUdvcRSTTRiKTZEQvJO5z1OB3Wrd1i8Yp53AwVAH3QMjI/PFZEkyWaSTZmaJUG35uXOPlG0dR/Om9RdR4EbPJNK4yXOADnofyBq/J4i1SGwFs+pXXl4KogkOAO2fb61QtkhaRWwA5XJQnBXI9PzpY4la8E1wCRndyOB/8AWFF2th8qe44WizW5dyw3Hh8HnuMf401nRVBbqGPy4JxVmaYyygKXwDgJgfnUEau7sm8FAxBUjk+/50FD7e5jkCKrMXkXcqH5Tj1OauhYwi/KpfOckY59c1VkjR1SDa/zArn9easIh8lYkZGweuCMY4496QXJ0lQ3CCXc4Y/Njg7emM0CFEOVMiLuzhuSPb+lIlq+4O7nIBDfL1x6/wCFTxyIV3rkcct057ZoEcd44fyUslHABfA/LvXHySucYz7Ad66n4gyENYKONvmcf981T8G6RNe6hHqEigW1swKl+jP2/Lr+FUi07I0dI8MC3jju9UhLysMxRDP7s+rDv6/hXW6bq0thaKjv54DbmRwRuJ7g8bPbH61Fe6xGIQfNbe7+WDs5HPQeuev/AOqsVo5bm4QbtsaPmRG+ZmYjjmkpWZm/e3PQbIC9sheQERwufm3YByOoY96zblQ9wIbdS0ZzgJ3+vt1596zLCWNbcWwcxDdnYHLKCe4+tadputkdj87HIQhuAPT+VXKaaSSJhBxbbY+W2SCVnQEEDBUdB07/AKUrTW8UxUuhd22A/wB/2pCj+S7KHPIwWOcnPA+lTRx7yJJGU7DkFR1HaszQXcswC7lf1KjAA+v9alSNbdhglwBjaxz9efWqscOyfFmf3cbEvGmFBJ9c/X9ankJSUBUcgABgOBjjOKAJ5BNNHIEYLIsYYg/Lx6D3NeD3d0VjZd3GTmvcoYnDSF4mAJJLf3uP0r59ubiJ45EMbN83DEHAosVCVkySGRcbg6nHYNzXS+GodS1h5F06aOKRV+QzEjefQYB5rAjij1R4khgiQKQCVGCeema9X8O+GG0KOd7K9S4klQrbM6EKFPXPqRTtY052tTQ0i51HSNIFpczzz3Cud26U7VB/u89OtS/2jdFTwqn724sSR361bCgOiSBS4jC7zwD68evH8qimhSQ4T5AGBYkZGPTFK7MdHqWFd7wHzZHJb5mZyST9amdFtozMSWAXBbb8yj2qO1tnhB5wMZJPA/8ArZq2yO9u/mdGUk0gKNrfRTlFR2LyIHWPGGIPQkH8a0VhhClig8zIY4OD045/Ssk+VOVhXIkcFFK/wjg9R0rTRGFsI8JIVPAVs7cDrzQBZac5CyMOuFXOPrxXMeINItbjxJYJKguoY4ppEB+XDBk5Pr1PHtXQrDOzI2YwQSpyePqKi1GASmI5C4DJkde3GR0/xxTEVIwWmQSYORycjrn+fI/WrjxG2t5WSXEsjgfOeM8cVBYSI5UhhsKlgD/F2Jx27VBfC4u8/NEYiMOhOVK56H3xxQIjLoli14kquqA7Xzkk5xxnjHuOtQMJGkimlXaMjhRxz7n8KFUHTo7cOqsw2QlQc8DPGeg9MCqUsVxJummeTPs2KCkW2AgLBAWmk4Ax0+mKgj/eyskqj5flPy9Qc1XQ+XMeSDxuOec//Wya1Y2LrGXKtgdP/r0AQRgiIIqLEFI2qvAIx3x268VOJ2gVQql8Ej5Tk81XlW5huiiCOSIRlwCSCzdhmpLecSSBTjzgoJjwAFB9xxmgCeBfO82RCocsFZ242juKneZYtoUmTK/dIzuxxnNQBwSWYthTzxjAFSqsdxbL50Hz7t5bdggY6emM/wAqCbnKzpIkMoikWFSpIVh9wgHr6/1rNadYQkskuQIzvkkPMjdjj8K0ZZwxI5KntjGOAeT1NZdxK5GHEGxjyMEkDtj8aEDK01zK0bOCqkrmP5TyO2e/qafaXU/lrl8E9dx/z1qu6IFlKqdzDrvJAPtUsEYRBukOQOpPWmBtKrwwbiSzkZyvPP8AQU+3ExkVygBIAIyfTtUUDhY1eTCjGCeeuetPtp405QEl2znPUZ7UDuXPOgQiMlUcg5Gecj2qSPyy+QhLheTnjg9ves15VkcqWBwfmHf8D9asxSiJFOGKdQNpOD/k0gLMduygmSYkltwIHINTNtjGCc+i9OapSbreVHjiVTIw81tuTj3/AArIsPO1bxjPYTapPaBg/krEu7LKhZV9B0JyaaVxG7B4a07xHcRtqyyH7MCVjjfCtnrkjnsOlMmjgE32e1REtEGFRRgDAIHT6/maz/Bmr3b2OqSTTu5WKOOPceFLk9PyqKS6kTWpdPKq4jj3RgHliDgtz7Yp2FcdNCHj5k2AnJZ+D/8AWzUJjZk2qEeIjMioMyc5yMcf5FWHuIYJo4ysiGUceZ1OB7/Smx30WX4+ctjaF56DGT61Nir2HJEGMBdPL5JTcOfcY7+ldDZwLKwDu2O46jGOnFU4JoAEkfqgPHUg1di1GIsjx4TGCH6d6AuXZElV12BdgB3EkAHjt6VYhQrFtlTKA9Qe3uaqPexSIIkR5RkchePfP4U/7cphdgAsQUZIPAphct7YJQVXbtLfMARyfX+VMb93bsYiLhuQoUYyc9v89qoptLhlZV3HjZxu7nPvVPxJqVxaaG8ttMYbgSoAUxkZJz9M0CNphLNCQ0e1WXkjIwR/Svne2s/Pt3eR2U84H9K9Y1C+ng0aG/s9f1KcG4+zFriJY1nwoLvGBztUkKd3qPcDd1PSvD2n3dvNBo9tGGkEUTJHkIOm489c9/U02rBFrqZmheDrGay0nULiMR3sVuPOhVBtlOOC49eeT6V0VytxDCWjjSSWJSgAfYFDdgPypr6hbxQeY9wQIzgqR0GOp/nWZc39rFdLGEjVkBcsTj0B+vWpC7GTFXhnQhi3HmN8y7ScZwT06YpiXjgRr9oJ2jAKgY+tQzakJ7aVN2EbjBOBiq4lhlYoOcELkHpSZSOljvdqbBIrkjBx8v8A+qhrprhmhj7LjaO/pWbAY8KZXEjMAvHJAHf3OKv2GIcKsRDEgkZw3/1qAuX7byI0WPcqSAZOSMgjrxV2NIQ4GW3Bclew56/U1ll45ycFSASGIGWGPQ/Uc1bglWAINwCdQScZ/GmItILx2kLsqgncpyMY/wDr9xTm064mtpZLVYjKFOAxxknp+tcVHqk1x43n0271i+tbWWby4zHNHGkWOcneMYxnjqTitrwfqF/JrOtWd7PcuLZtuLnAdQCw5xxnpnFPlJbBbdoIvJuHBOF8zy8jfkc/gMH86il+0KkS+XAEMg8xieg659S3T8s1NcTJJeLMx27s42n17+uKA3mRBvKWRlOVGQozjqM+lIdyBhCmLmaJpJUZkiJXLFRjoPU0wzKsqQneGdSRKTwR/wDrzx9adNa+a5k8sxSoNodjvXkfe29P/wBVRvbSCeLBV8py7Zyp9vf/ABoGhIIoJJ2AKsSclgMFjjGfpWgkMayqp3YC53Z4qK3QI771TO0ldy/icH1pZg3KquWbGBnigdxLmTfPGsALYHXPBxUUcZhUSTj94Pv7W2qoHr7VOQtsoZMGTG0qOBiokvmY7SmJschjkZx3NBI9LcMwd5CcnB3cdecYqVFjhCIAzKcg5Oefc9v6VieLLiS30QXCXJidJUAZDjnODkfhWXq9rr+g6Np19cX94k15v8yIrgQ42lQTjhmDZI/rmmkJsxLy+uEtpVWQgRgsPrjNZ2oXUyXUZDcspHTp8ueKKKSGxYXYmM7jmTqc1NFkSklictjmiimBoAlMYOTvQZPPXFWSWUNKGO8EgN6AdKKKA6i7AsyDr8x69+TWw6qiJGqgKetFFIZTB87U44H+40QY44OciuYn1CfSPFFzeWxBmgmcIZBu+8pU5/AmiiqiSzX8FqDbXqHkb4/0DYrStIUm8RS3T8zKm0N9ev48CiigRW1r/j3MuB5keArdxk8/yqlbqHic/dJZc7f9rOaKKktF+yURac23JzKRz9cVqSARbVRQAxAP4nFFFAh6Za2lcs2doAGcACpVXeFGSFPJQcAnd3oooYIs2ESvcyqc/Jhh9TVHxrGkeillRQfNUZxzjPSiihbg9jkdV8RvrT20MumafbmFFSOS3R1KovRQCxAHOenJ5rsPFUavZWcJB2+dGMg4PJ9aKKqRDNbWYI5rWa3dfkZkU46kZ5rjph5jCRiciMgfmR/IUUVJaK9uzPelSTtXgAdB1/wrRgiRELAcliP5j+lFFIZoWnzzxJjCsu87eM+30q7EWOWDFZA33wfm6j1oooGiwsKJNABnBfB5+tbckKRW6ooyCdvPPv8A0FFFMTPMNa1l9M1/Ulaysr2OaXeyXcO8BlXggggjryM4PcGtvwRqFzqDeIL+5k3XE4QyNjGdzc/T8KKKt7EFrUS0OuXIR22tGV2k5ACkYA9Opp9tqd1POm9lIaNiRt9FyKKKhjjsVYtRnYBDtyzNlsc/e/8Ar1fubuSKFnXG5U6miigZWgupGYOxB4BwenSg3s8t2I2f5QCwA/Af1oooGx7zyC3V88s+CD07UqHG6MABQvAHbk0UUCM7xU7Hw+wz910IP4muPm13UtR0yDTru7mmt4pXcCSRmJLYznJ5xjj0yfWiiqjsJn//2Q==", 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", 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", "info": {"video_id": "205506", "label": "scooping sand up with plastic spoon", "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": "c5a13fa43c614147893c514a6c0e6f070a0dd0f2de2d26ef2a126df42475d3f9"} +{"episode": 66886, "episode_seed": 492152537, "split": "train", "timestamp": "2025-10-13T03:36:53.819655", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 492152537, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 straw 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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", 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", "info": {"video_id": "65127", "label": "putting a straw 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": "65127", "label": "putting a straw 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": "f15d977c9cab74369844d0e4e85ef8e419bdab208c4af267aaef49048bfe6db7"} +{"episode": 66887, "episode_seed": 576583537, "split": "train", "timestamp": "2025-10-13T03:36:54.820401", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 576583537, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting wallet 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', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "74445", "label": "hitting wallet with remote", "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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", "info": {"video_id": "74445", "label": "hitting wallet with remote", "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": "528c5b9157825a429dcdd241bafa8ed8fca3bcd47e55af3ddd15198cedb3d07c"} +{"episode": 66888, "episode_seed": 1253488186, "split": "train", "timestamp": "2025-10-13T03:36:56.707516", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1253488186, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cotton buds 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', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "190001", "label": "moving cotton buds towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "190001", "label": "moving cotton buds towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "84f196f59c17848f3dad5324c9bf73366a5c873c28c18937922f0cabe016e951"} +{"episode": 66889, "episode_seed": 972635879, "split": "train", "timestamp": "2025-10-13T03:36:58.186430", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 972635879, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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, 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": "100044", "label": "tearing paper into two pieces", "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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Y3ZUaT5gGB7Z64/pVa8v57u0aCeQuEjAAzkMdww316g0pNfCjSlTb94gF21vFeQw5Ecz4LDqVGcKPrmopQ0CISNsjZYY5HAyP5CmwRSPKXU4WMcDH3vU1Fc3HmyFfm/dhhg+p4rK7udjim7I6K9vYPtdnflC6yLhkD4yemT+n6VeSxDi4S4IPmN/o7F9xKgZB+o/lVa4Q2trbmOEyN5QSSNVySNvXFUJru1uYkb94JvuKpPyjHGR/dIray3Z5zfY2op/MhBc4f7rD3HFauhzRW8lw8srRqQFBUdzmuXvXa3n2MVDkBiR/Ee9dD4X8y8iuFEoVPl3gDO7riiEvfsKatHmN+xuUS3mQRyJscjc5B3H14rDu0kjklnifzMne6kYP4Vs6oot7AeSgVAw3AelYd7qbNIUs9qpGMFjGCSe/4Vt0MY/Fd7GrbhL60WZ90i/eCkYJPvVYuuoxy2xjEW0AoyHO1h/Ij0qCDWjBpsLtAWZ32YUAZ9xjtWdqN7cWkflhVt98hJKNuznv7fSpfc1SXM4oNZvbaa6gimQG4jI3HHBPseo9azrLVZbNb5ZpWkwcRqTnJPpUeotZXVos0Jl+0KpJZu5Hr6HvWMZBJL84bc/LEdhWEpa3R206V42ZNFNJBKt0rfMr7gR6966G6nkS5ilgkCQ3gG75sBTjrXOXjJthVQBg44+laiWxm0m1WeQiNuQQOVNEHdWIqr7TLvlTSzSW0cpDwjd8z7gf/rGrEU3mQgkYYcMPQiq/2i5igjMCRMyja82P0I64qBro/NMAF8zkpnOCOtNrlRz/ABHV2ok1GxuJWfaZRsiDZO3blcn681ScQRzW1ldEvcibcJMYGDyVH+ziqfhbxBNq0kgkC7EzzjBLZ61d1WFNUmZLW5U3NuRlQ33D2z/hWs27JozS1aZqXip9iuBtXBjYkY9q8081Rxu5+ld5cfaYNMlae6RtsJ3ny/b61wCRbmJXeWIyRuPapqatF0dExzSD3P4GoXf0DflUwBaJnUFlTrxUboQQDwTj9azcWldmyknoiMOf7ppSzY6frV/TdL/tCJ3FwqFG2suMkVJqGmJYwxP5xcvIEOVwBwTn9KXK7XBySlyi6ZDBd7o3j2usfDg87s9f/rVdjjWwsZon2FipJZBjd/nNc6l7cW3kzQttbYhZMZ8wsentxWh4gupLdIpFY7WyjIenrn61SehLi7ljQLa8uBdKjIyrtIL/AMGc8gY5PXj3rpLNbKbUZHt8YEYLR4wA3rj3FZfhF/nvW7MEx+tWRZXcOqC4smjaOT75GAuPX3optpJkVknJo1dTaKDTpZGh8xYk3BAcfr2rkr28S+j3eYiKp2x2+WPB6kkdSTW/rF5dWWnvLuhDEhFwCck/WuOjRHO5idiDccfp+JrSbbkoomkkoObJQkYlESyZkU8/7JHeqrhLS5xlG2rt+cHBHUEEdDUu6eVmuVDIrsFGxcsB6/Wkl3eadjMrZ6g8HHrSqwUVtodOHqOT1dyvFBNdzqsIaaYjG7BCr78111raR2NnFCMHYMbj3Pem6TeR3enoyiNZVGJUUAYPrj3rK8UMTHChJ27HYAHHzDAB/DNSkkriqSc5cmxrXMUV1CY5QSOxBwR9DWZqcu6z+zFt3zAE5yenes2CSaTXgwZjIrsJDngIOMY+tN1bzItTjmVSInxvI6FunPv0pSemhEY2kkzMJa0uBJESGU5Brfgge4J2D5R95uwrKaND94A/WvSAttHp2B5cMbKAS2Mc9uamjqmXXfK0QaJa2i2vnRASEscORzxTNcvI7EwyNbLIXJG4sQAQOM+v0pmnWV/ZTSosqC3PK7+Tn6DoKzvEt3OrRWbyIwYb2VVx34Ga25vcvsc0Y81S25m3JSeXzmuBK5XzJH2tkeoHbHbFQeUkwYxyDCkc9iRzj9aarC3jMwDO75RAehH+FIkc0IKyMwATdwPlznofpTjTvFO2pr7VqTinsVFmVIjGjInzZ3FW3Y9Djg1Z0vTXvblW2MLZX3u7dXI7UkFwbW4SUruhVgHjcBhj2+ldgHR41aJlaMj5SvTFYwSZ1VajitFuRttRuByeTVSe2jadbkFkkUHJU4DfWsG/nlj1i6mRmEqCUdeihBgY+pzUmis226XczW+4Ku85y2Pmq+bWxy8lle43W2F3KpP8KDketavw/uns5L9CrGMhCzHsQGrl08xJ5reUMqqfkB7KOmPat/w8sCrc+ZcGIEpwOjdetZQf700qJexZ1+qXruIGDFRIPlULkn6Cq8enSvcSRSkAAA71GNwPqK0Yp4bq3PluGTGAV7fSsWzvHsNRkt5xIVkPyEj+ldDlaS8ziULq6NKaCKytRHD5ESHgmQ4OfrXK6mY3kYRqWBYFZGY5OOu0dMVt6/dW0umMjGTJI2ELj5vxrmoZp3dVeRvJQHq3ApS96Sgb0/dXtOxFMrgOdpOVwcDrVeGVIPOeQpuzgoTyR2P0qe3ujub5nlPQMR2HeoFQNOqPPJCrtgNjcoz/ACrKcEtDsp1HK/MVSjyXBIGC5wi5/WuyW0DWMdrKB5aqAQDgk1BZaLb2T+azGab+83ao7/V/sl7HB5W5Tje2cbc9PrVJcu5hWnzu0Stc6bNb/wDHvLK8TH5lB+YD+opdVfyrCExYLLx0xmnW+tJdXbW/lsvBKMTw2Ov0rMv73dctbONrKSVweCPWpnLQmEXzK5X8MXF9aM8tqqEAqXLdxnGK7XRLSFtWu7y3R1gUeTGT/Hzlj781y3g21W6JW4YeQnzMD0/Gu5XUGn/caZEBEnBmYYH0Fa09jOq2m0irrVhfXv7uK6jS3YDfE4xkj3HUe1Zd1ZW+lWQkecNKzcnby5xwqjsK3TBKcmafce9cfrkr3OqTQxo8ghGwBQTjuTx78fhTk+R863Jppz9xvQoSXMxlRY8R4/hBz19femvBcvf/AGdDiZi3DnHQ9eaZLb3NpHFcSxGKMvwCOSRznmtCaEWOmS3dxIWvLtNq8/d3c/p1J9qyvKekjdctN3gX9K019P8AOvLplMpQ8J0UDk/jxULXUfiDTJooFaO5TEiI/XjofoelGlfbmCTzTeasijzY2Y7sHocdBx6VRudN1C3dUggeXZxDPFJtZR2Bq9lZEJ80m5PUyFvVhuIZTAd8ESxhG/56DjP4CtaO8XU7CTzY1V1JDL1GexFZiqyAzXLF5GkcSZ+Y5HUn29/erPhXS4Nc1mTSbm+ltFmjkddke4uyIWVfbpkn0HvWV0bSXVGjo7xrDcWrO8cbxBmcHkBeo/HOK6Tw1A8OjR7mJVyXRT/Cp6D+v41y3g+0jv3uGu3zDEibgx4IPPP5V2X9o+d+7sId8a8GQ8D8K1paRRz1pXbSMnU7LVr+6CSC3FujEoQ3H1I6k1U1C3g0u3SIOHZlPyj7znufYdBXQeXO3zSsB9DXCX10by7llUO2Wwu0/wAI4A/rRJ+zfMtwpp1FyvZDo5Z5r1I0bbnC7U/lTLW0nurkwxyiKRVUtvJ6+n1qNo7qzmgYqYndSYwOCO34davajEml6etrG7NdTsrM46jB4x+PA/Gou5fEbJqm/c6mokA0PSbmZMTTY3sSMAn0+nNUbuQa3prxPtt7+H5wjNgHjt7EfkasWFoB50JnWUMPLuIuhU46/WqN5oN28bIbiF4kBKs6fPgdvrVO6skTGSbvJ6mKby6aSaaM+W0zB5HQdPb86vtfLLp9s8rDzJDjp1IPNVWRksVdFxG8QDMx4B56etZxmYvEuCvljbGP5nP1rLmTRq1rfoaM0g8wrXQSTNqOkrHcxslwkghijB4YsBzj2H86qa7o+mWnh231fTdSvZ9119lzcwCNbghNzvEM52qcKd394e4HS6XDZ6faLe3jbp35XPJ/AdqqirXIqz2ZqiGWKwEUUgMqx7VdxkZA6n1rnv7FvLq7abUZo8Njd5ZySB2HoK2zcXt0MiJYYz0DdcVS1SRrLTZpy+XC4X6ngVvJJrU5YSlF6bswdSnjhnaKEo5RjlgMKnt7kVnRefPBIxZmjRlLDsoJ6n8M1EtvPOyCK3kfPQkHH19KmsrSae9ksHkKgMTKV7hf/wBdYurOR0+yhBabkmn6VPfwh/tSpCcgryWwDWvqF6+kpaW9rbeYhBBGeQoxnHvzWVdlJ9UW1t2MdtbRFH7gqOTn1GcfjWgbBrnT40S5V/LO6CccjB7Een+e1OMbLQJVHJrn2M3WdjbdVtHR4pkMUqnqpIxnHr/hWVBf3Nr5KhtsCYUpj73PJ+uauX2lXEMkVxcmDDSqp8oHJz3NUrwGMRh4zsVi6gnBYZ4+lS5a6lpJxstTQu5YjeMgILqvIx0rNlvHjjKq7KHPJHtWj4PtdO1zxKtnq93PbLdNjz45Y41jOcksZOMAZ4HJOBWRrdq2n63dWLpOn2ad4glwAJFAbGGxkZ9cEio+1cd1y2Oz8Pau0mnyW9s6m5RcgN2HrXQaPNNdWCXF0g87kbwPvD1rkPC+nG7wIcRgqQ8ncg12/nWdhElur7mQY2rziumOq1OSpZaI5vW79dTuY7aBZT5ZOQVwS30qnc2It7cxysUOQXPb6V1Rud+XCYHqRXF6nqMl5cl2ZdgJCAnhR9PWpclB8z1ZUU6qUFokMa4hydkbboxhSOBiqbzIQ0bKwbpx61JbTxr5oaMybl2qPVs1oQzNo0MTXEId53JK4GU9KiUnU3N6bVG9tTYsp5l02J711V8YyeOO2fesXXR5WpW8r8RS4G49MiptQnXVdLLGM7oXDSRg5yPUVk3GooNNNnJsuYT/AKpt+HT0+tOT6EQV3zITT7m3trh5rmUKQTHGOuOeTU2p26STpdxt8+QOvBFY80Gy2MmTvBAx65rovEPhnVfDnhrRLy8edZb0yebA0ZAtwAhRWP8AeKtnHbp1zWb2NHpIp+HmaV4bQsRE3zMF43HPevSAq28CRRKFRRgAUUVtS2OavuRMTzyax7NBHJeMo+Z7lyx9cYxRRWj6GK2Y+6toryAwzruRvwwfWs+8tYp9RsoZQXjjhdgpPXG0DPrRRSkXFleZjD4mhkTrJEUYdsDGP51u96KKS6jl0OHvpXttS1C3jICb2PQZ55PPpxVHSdSuNHv11K12faIiwUuNw+ZSp4+jGiiud7s7Ft9xo+H13Xv2bcwicqGAPXFehtiBBHGAqrwAKKK2pbHLX+Ir3DHyZOf4D/KsnSkWHSrYIMbowxPck9TRRVvczjsSXNlBebPOUko25WBwQaz7oKuqy3JRXkijiCbuQNzEE/WiipZcWNiHkeI/3ZwLlGMg9SpOK2TRRSQ5dDgb6IQaq9kjN5AmAAJ6Amq0kzpcm1yDFHIwUEc4BPeiisWda2NXxJ4rk8QW9vDNpGmWpt0SOKS1SRSka5wgBcqF5ycDk8103hvN9I11ckySIPlz0H4UUVVPcxq7G/K7bsZ4rI1pBLaRxvyrXEYI9RuooroexzR3JixPHb0qAWkK3hulTExG0sD1HuKKKkpGRZIiQGIRr/pEcjyMfvH5iMZ9MVNoRKw3NtnMdvKUTPXHJooqTR7Mm1aFZtKuA2flXepHUEciuIRmuTM0rMTFFvXnvkf40UVE9zWjsXdK8RyacbnzNN0y+jnZXaO8t94DLnBBBBHU5GcHuDWfqWoXOq6pNqF7KZbm5kMsrkYyx5PA6fSiisymdbpFxJbaTCsLbfNOGYda7C1tooIF2LyRkseSaKK6KexzVdytqcrJYXBHBEZrAstGs5rKKeRXZyuT83FFFE1qgg2o6FdoI4/E0SIgC7QcAcdKiuB9p8SBJSSqHAH4UUVBa/Q0NJuXvLPz5QvmKzJuAxwDUGqWVqtjczC3iEgQncFGc0UVXQnaRzl+ubMTEndlR146Ul54n1fVNNtdLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oorlhszql0P//Z", 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", 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", "info": {"video_id": "100044", "label": "tearing paper into two pieces", "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": "fca9486bd276b40e1816699aadd053460bbd8889c39f14d1b76831b777c114f9"} +{"episode": 66890, "episode_seed": 567570187, "split": "train", "timestamp": "2025-10-13T03:37:02.205646", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 567570187, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail cutter on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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F7a9JPJuePf71UvG0pOtRQseYbWNWGehIyf5iop3mfTbYoMfv5Mk9+FrN1q6a61q+uGbdumbn2HA/lWVV6WNaa1OP1Sd/tJUk7d3NYpZbmLIZhIHKrt5yp6cfXitfUMPMWPdqhht4MWEMTK5JDyyDruP8H0UfqTUR2Kle9j03w5pq6NqOn2azLdWrRR/aXLYKzMOVX1Gf616VJhVCRqFA4AAxXkfgoXeveI4reMN5UEwllYdFUf4kAV7LJavuI4+uaumutjOo3pG5BZRu0jN6DFXCNo5pY1jtosEgc8k9zSsd1aGZxvjYF2tD2EM/8lrl2hREl+UfJaon4kr/AI11PjeXctrHEQT5cu89lUbSf5AVyhka4YptKLcAOT3RFz+p20xksgES3CgAbLWJPz21r6AGfxHtUZJtVz/3ytYJd5ow5+X7VMEIz91Vxj+f6V1Hgsqdc1NmxlU2r9N2P5AUgOqk022ubOa2voY54Zhho3GR/wDr96wX8CafbnzNNnuLY94y3mIfwPI/OupZd5GTxT1HIqJJS0Y4zcHeJyv/AAh8rBTNdxqB2EZP86sx6db6crLGNzg4Lt1P+FdAQznOcDtVO+tt37xSMnqKiFGEXdI0qYirUVmzEcsWwK1lRlRQeMDFQW9oTIJHHCngVcLKQQCDjg1sYELHhvYV5A8SpHcFhkiCNPzwf6V6+zRxAmRgAQeprx6SVi86yjB3CWTHYfwr9fmFBRLKixtenH3Io4/x+X/4k1M/ym8U4+S3jT9Uqrlp5BG+Qbgm4kx2UBiAPwyfxFNkaR7RpzhWuZiG54AUA4/Nv0pgegaDDI+jWe1T/qhzWVr/AMPIb67N7pU8drM/MsLqTGzdyMdP5V2FqsFpaxRIfkjRVAHoBRLfon3QKl6gtDjLTwVqaxhZriOMjvHO5B/Airy+EY7eBpLq8klK87QcD863WvZJCFQEAnk1HMHljK5yCMc1iqEL3Z0fW6trJmLi2s02W8aL6kdTSW07NdJ14OcU2SyljkKyKRjofWtDTrLy90sh5PQH0rdJLRHO5Nu7Jw7t8xPFYPifJWPk/wCpk/mgrpHQbcCud8S4SG3TrJLlB7DIJP6CgRz0tuAJyxOVtY1P1O2sm+vWEgjtm2r5SxO3dsAZH0rT1K7RbO8lU8yuPL91XPP06Vxsl35WOeetTNtaI0griahd+Vn5j6VhXN4zQsp+lPubgzSHJrOnPz4qIxLlKw+MeYAN4GPWvSfBnhnV7Zze/ZxKkibY9j5BBwd2QMYrzS3gmuHZYY2kZVLkKMnaOpr3D4Ntqc2lXLXb40VGynmd2/ix/s+tFSHMrBTq+z96xY0yD+1ZHVblFVBlioyepHH5Vt29tBpw/dZ393J5Ncr4es5oNa1B7KVv7Gtp3jgyOXJ6An/ZBx+VdMwdxuxknpSp0Yw2CrialTRvQ2bW8MkRMhzg4GO9WBLnnFVrO08uBA2Q3U/Wp2BDAYrYwPN3uNlld7j0mXv/AL9Mm1VRqrDs9rxj/rjWdLbXFzJqyqcLG4499+P5Gr9loqjUtPeQ5/0ZS2enCsP5CmMqnVpJdKh8pPlW4cEn3VSP5VkvPlHHXnrWpqZhsvDqIgG+S54x7IM/zFc2ZRgFuDWFXVm1PTUp3XzNT4FjghRgMysePaoXbdk+lJbbpbyMLknIAFQkW2e2fCnSPsVleXbD5p9oz+v+FehOAFJOT7VheEwtv4Vs327dyljx71uM4UZJ4I4rdbHM9yF1QMTx1yc1VuGMNuQCcu3c5xUj3cAcJv6ccjgmquoSM0AKjhTzVCOO8Xz+VAmMf6pv/Q0rlf7QCzwDrusyB/3w1a3jic/uUGctBN09tp/pXH2drPc3WlucgPlPw3EfyNA0WTrOLK2kQ8pM/wD7Ka6bwZczjxbfowbDo5H4OD/WuattJRNJO87j9oAA9fk5/pXd+EIwfFt7IqjbHGwJ9yQP6GhjO4hWRY97ZIHNOtblpHKuBxyMVPuyMdvSolCKSEAHr60iSRX+XHpxUboZD14puSsoz0YfrSCXMjoCQyjPSkA11TkEEYI59ag2KHGDjBy20/zpbi6iiXe7YGOg9arLeJIo8v5s8E9/xqgKE8xklLMepxj2ryi4v0H9pMRyZhn/AL6b/wCtXo13K8Kvu4ZSeK8anE013qCIGwQZP/Hgf60AjYfWB9vjCj79rhf+/WKz3vnutNRWdkCyMw9wQv8AhVdrVoVs52b5hH0z0wxH8qpTyvMRFHwBUTlbRGkY31Z6x4V8SrriravKI7xAPkz98eo/wrqZYJYtoIG48kmvn+EtZypLHKySqchlOCDXYH4lavJBFG5gLIu0yMvLfWkpdwcOx67GqiCNscseaf5AJya800f4lymaK3v4omRmC7o+CMnrivTVnRmKbh5ijLL3Hv8ApVJp7EOLW4xouCWqvIhwQrgBhwR1HvVsuGGOx6EVWc4HHA6dRwPWqEQPJsSR3A2pwCDya5TxNcmWyQuQCzFB7Dqf1ArotQkVLNsNnBHPrXCeLropp8JHXzD/ACNAEGqGGOHUgMfu4RGg+hUf4/nXn9853/hW1qF5JNdyMMhJVU/gQDWHf9RWc9zWOxnqSWpI5fst/HMYo5QjhvLkGVYehHpSr96tWwfT2stSt72IGWW3/wBGmAyY5FYED6MMg007MT1RYsrG4sPEuk3enExRXbJNbO3IVScMp9dpyD6j616TrXi23s9JOm6WBHYKCoKjHmc8n6E155p9xcyabaWdwwEFoZDEB1+c5bmlaG51vWrTSrMZkmYIo7D1J9gKmUruyKjG2rPV/h/PJfwXSEZtbdAmMcM7nc34/wCNdeLCNG3Bc45GTTfD2h2vh3R4tPtzuC/M7nq7HqTV+U4wwPA7etXFWRlJ3ZUMuMEg7NuSx7U2SZIlDseD0x3qR+SV6k8Mc9Ky9SfbcDpgKMCqEclII0a/aLBEsoRMfxHOf6D86SaUI947Nhbe3ESn8QhP6tTYygOmKOhfeT7+Zj+SiuO1jxC00t1ZW/Mcr4kcem7OBQ3YpEOo6i9/JHAoHlRFimO4J5P6CsW5uWRtgPTirUr+TEQOGxgH2rGkJZuuax3NVoWfN3AKPxrf8K2X2rVUJGQGCj6muaQEnA616V8O9N339r8ufn3t+HNCQpM9nt8RWy20ICpENgz7UpLMeMlhx8x6UjMLdFJBOTzipwuSTWpic8bZxKUcndnFXLpiI2gQgfLgk81fnQYJIGfWvO2ur688bX2mf2xc2kW6TyhGobJVNwX2HB5NMCr4hs2a6t2nP3Ip8j/gOP8ACsGK/trQ2qll/cIzY/2snA/lUN5rV1cWMjXd1JNM+0LvPRep/UL+Vcpe3OxFOepqJSs7FxjdHc2rRNcaXGzghmEjD3L4/korpvAbFr6+wfvIpP8A30a8et9VeN4yJCGB+U56V2/gXxJHYanIk7/JOoQH0OeKOe43FntAYDjNZguCt3kHJ3kGnrOJBlWyOlNEa+aXx8xqkZk890FVW6kOABUEtzIWwxJyP4OMUGHfICf4efxp8WJd67funHPegDJ1KKacRNjbGpIwKltEW0tnkJ+YkAVssi7CpAIrk/GVzNZ6I81rI0UiyoAycdTTAg1SOaacyFhtYenevNrmaDT7qVVAeV4Fjb2JVc11mrTSpocV7Z65qEyNcG3zPGqLMQuWeMDnap+U7vUe4HmsjMzkkkknkmpk7Fxjcnmn8wcHj1qozqi8VFcTbQMHgdaoyXOWxnisrXNWyWeXCM2ee1VGuSUPPNTm3kudOubpGUrbsgdM84bI3fQEAfiKNM01NRtr7Eyx3FvF56K5wHVfvD64wRVxiQ5FnQ7S81HUIhaqjyK4IQnrj5vy4/WvUND8Uyz6pFdXMnmzzslsYf4nVy3T/dwPwzXGeAGj0+SfUpRkJgADq3cAe5OK6jwZp0Daxc65dBYmndxax9up3sPbsPoaZLdz0RrvbEFUhEX0JJFc/c3dxNevsJUKcLj0reFuhcHGcjmmXGnxF/NXKnv71SJKrY+wgz/edegFcPrkJ1GJlAwIwDz2+YD+prTguWv/ABrLpd7ql1a2rSeXE8UsaLF0yWLjGMZ46k4rMH2sarf6ZKbgv9pEQFxgOgDH72OM9CcccUwMLXreO2FksY+c26bvwFcxfHLCuj1668/VXP8ACqhVHoO36YrnLr5n+lZPc0WxQUfNVmCIyOMdKYF5q3ARFHk0MaRZmuBboFHX0rsfA88WiRSatPbiS6lxsJPKJ7fWvP483V4A3Qnn6V0wvXWHaD2wBSSsEnfQ9Mm8cXJuImVIUhz8yt1I+tJqni95QzWhKQqQckcmvPrZ3fByd/c1qJE9xAwJxnt2zVpmdjvtK8RHUYUcoFZ+CQO4qTVAQUldsAjH0rmLiO50fwpDcRO0MwdTvXryTVXxHaeIdO0TTbu+1C8828LmSFlwIcbSgJx94hs47fnVkmNr1/PbW9mImC4iJ6f7bVx0PyuCOc9c0UVMy1uF1M7Lgmqi96KKzRoy5p6K84yO9e1fDm3jE0jgcpFx+JooqkRI9GYArzSr92iitDMrzcg149r+oz6V4zv7222edFOwXeMjlNp4+hNFFAHJXjHy4x6ZFc/qxPkqM96KKxfxm0fhMrzGyvPSur8DILjxXpyy5ZRPGcdj8woopyBbHuekM32vVIiSVS7YrntuAJH0ya2EHJooq0YsmjA2g+vNKQAeOM80UUwIpWNcn44P/FOv/wBd4/50UUwOC1XxLJrKQRS6bYW5iVY43t0dSqDOFALEAc54HXmuQJ+Ymiis5mkDIunYnBNUs5FFFOOw2bHhONbnxDDayZMVwkkUg9VKN/gDWZCNtvcMOoAXPsTz/KiirIOo0VjHozuvVWyM+uK6/wAMs1xrtrBIxMaQs4Hocf8A16KKwl8Rq/gPT4kVFVR0Cio7piEIFFFbmJ5jqWrnTPEGpRmxsbyKWYMUu4d4DKOCCCCOpyM4PcGo9NvJ9Q1x7y5kLzzyGSR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", "info": {"video_id": "140520", "label": "pretending to put nail cutter on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "140520", "label": "pretending to put nail cutter on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d2d3c636afabf99459ae5497876cf3f3e9bac593b128c4a9d28aaaf28e9be7e6"} +{"episode": 66891, "episode_seed": 63393223, "split": "train", "timestamp": "2025-10-13T03:37:06.436580", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 63393223, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to scoop water up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "84236", "label": "pretending to scoop water up with spoon", "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": "84236", "label": "pretending to scoop water up with spoon", "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": "64a31aa59016d21b762957450372d86d648309ba220f20ebe4c212bd54ffbf6e"} +{"episode": 66892, "episode_seed": 3735314706, "split": "train", "timestamp": "2025-10-13T03:37:07.734810", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3735314706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cream bottle from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "198516", "label": "pulling a cream bottle from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "198516", "label": "pulling a cream bottle from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "48f8f09a76fb80009639b6d338a3f38292c5d36990769a7a8c0f42e82f0c8967"} +{"episode": 66893, "episode_seed": 2378384214, "split": "train", "timestamp": "2025-10-13T03:37:09.726081", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2378384214, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 three pin plug, remote and keychain on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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wCIRiLy1AEZyoGMYHtXxbpupSWIjnWKGUR5GyVdy9u2RX0hrXxZ0nw5Lb2FtbC9lEKtMYXCIjEA46decn0zRUT5hw+E4zUJ4hez2+8K0UzJgnoVbH9K9a1IRxTkZAJ7Y61846zrZ1HX7zUYk8lLmdpgmc7cnOM19Ga5IkE299oBQEsxwKi1gkYt1lmOAR6GsqZVXczMFGPvMcVoSXRlYrGhAxw5GMj2FZ9yERjyS2P4u1RLQqJkymSdikCgKD99xx+A//AFVQf/RmyFBdTwzdQfYdB+FaSu0cpfru4I96zLyZctu+Vt2cA9azua2H+GvEU3h3xCbiQFradQkynqBnqK9E8ceKNP8AD/hoas7pKZCPssec+Y/Y49B1NeM3Nwpn3hyT02rWdqV7LeqkEs8rRqpSONzkKM5IGenNbKdjKVNM5fVdZutS1Oe+ubgySzPuZzyanstUKphzlT1J6mq+paW0fzxOu09dg6fnWPmRCwAbcOBuqm1IpLlO4S+ieHhzjO6vQ/hJMGk1jYwwfJwev9+vEInuGC7yGJGAor2b4MuETWldlBTyR7fx0mrImWqPU5pPKQnLFiOAp5rOlneXcG2qMdAeTmrFw4bGwEjsazWHz5Y9up4xWb1EijOSpwu1eeMVmTMApYNwDgsTjH41oPI0zlLdcj/no33fwHf+VVJYzbOW4ZxzvPX8B0FZ3NkihLJLJn/lmBzucfMfoP8AHH41yvjUEaJpqyXEgtnjdZVzjJSRjk/mK3bsTLdiTJ3MDkA9awPGFk0nhme6dsLFMqeXnOMjkj68V04f4zCv8JxWl6hNNIZyYZbgy7B9oUMp3dCc9On86+sPB12Lzwpp8mCCIVGNm1en8PAyvpXxhZTyRNmN2RlIZSpwQQa9XtfjNd6X4K0XSdOuW/tONX+2TzL5hJ3ttAz14wSfoKqoveuENFY1/F2p/wBneMdVs5F4WcsOezAN/Wsy11sRXKSQMFeNgytniuO1bxHc63qMmoX85mupMB3wBkAYHA46VVW5kVXKFcn+I9qlRG2fU+qSy/2hJHHGeDku/Cj/ABrL8xdx8yQuc5GR0/DtWtr8ghu1YEEunAPrXPTzKWGSAT19BUNiS1FvCRC8rkLFkDJPrWXJKiKGDfeGCV61Q+ImsRRaNaabYSBnU+bK6njcRwK43TPFam3a1unCupHB/i/GplT0LhPU6e+uzGGVVOF9+Rmsp5JSN/3RnBAPINPh1G2mglI25XkE8898fjWfe3qlZTvY5/iI/pUpNaGlyxHPtly7KVPJ47+5qv4o+I+uQWtlp+iCa0trRTultpADI5JPI9AP61jLf+cjRgMzZBOeOvXNUAWe6wGGM/LgcYrSKs7ieqsc9q2sajr2oNd6tPLcXBAXdKecDoKdYDE3C7sdgetdJPp8Mu5iEZtvOKy3tPshU7fwPeq5r7E8tj2v4FzGVNbUnJXyOPT79ej6vLIs6pHEzEr1J2qOfX/CvMfgJ118dP8Aj3z9f3leo61IIvKbqTkAGgiRiMxZiJpsj+6owv5dTWXrMJu7G4tUPlmVCquByvHJx9DVy7nUDLEA9/Ssv+0YnGUdXQgbdvII+tZSfUqKPOobLVre7t4JtolsZpfLk77CQNvrjIJA9zXRyaiBGBLxIvXPAq2dPe6vpJ0umSNMFo2P+swMAH25GaztVYGJZ/JVPLkXzEUYyC23n8SKbjzLmKUuV8pRe4CzF1UsG5+YkZFcz40f7dounJGoklgaWJkzyoyGUn8D+lb13OUiYKqna2QinNcP4osH1GKOWCQCVCQU/ven4iqpS5XcVWHMrHLXDPDGyYCHAyocN/KptIhac5XJkyRktxWclrMs2xonBBweK2tJhkt5CxHyjn61rKV9SIxsWzZ3SyrnnaQSewr6s8S28Ze0uHUEhdoLche/Svne2WGWL5sZbDYBxX0L4rlY6NHJ90K6jA56iochyWhzFxL8xdXJBqm86Mdrc45JHFVru9PkMVALBSQOnNYUVxI8RleZ5VZ2CFuDgH6Djt+FZSKijR1G4CGRA3C4Ybf61hS5uVcMyLheOePr9eKmnvFdGVjtc8fL6ViGVre5kdW+U8deRxjFTFFj5zHGrKqnYRkFh39qxZroOrHpjkAn86kmvA+/JYbVOWJ7VgyTIGMgkZweCM5rRIVy7JdkyAOQzY/hHAFVrmyWV1devQ57UkQd5Nzrt4yMVpKxZVLfKuOBim3bYEZcUao3zjAU4/CvUvhG8Uf9tnAIxDjB/wB+vM7wLFEQqlmJ447VueCri7hF60cTGINF5nykj+LGe3r+VHQiXY91N+rsEgUOf7wPyj8e/wCFV7hVGDIdzHnaRwD9KxofEVnIiKswDAAbR0FN1PxJYabZCW5mUs7YRQeSfes3foES8CyzeZ3HH1FVL2cAv5mFz0wf50v29Lq1jkQ5WRM4XrWYX+0SBXdR1wMf5z1qFqbIz7ydZJdy5O3jAPArG1y6jk8P6jbTGNGfy5IwxwGZTg4P0bP4Vr3BWABVG0bSCSeW/DtXJawsV/bT2s7bQwwMHnjkGtqcuWVzOpHmjY88uNsR2maFjk/6rJ/WmadzdBScbu9T3WiXVvLtADqRkHpV200aVGjldcY/WtZTvqyIwsbMWkRS7SobGNxPUmmzafsiKj5T6d6u2E7W6Biue2emR6VNcukh3qMEnJ5/Ks1J3KaR9EeMWxHaSADBJUmuOv2me3JVtp42nJAOOfwFdhrvmXemqIkEjrIpVTXD6nctFK0EqneOpP8AQVF7iS1Oe1O33Rxh2DPsG8r0J/wrg9Wsiu8pw64284zk13NxdQxyAOcKwx16VhaykN66sBtUcnA6AVUW0OWpx2m67NZuySOxRiRk1oTay4icqzOT0weBWZf2nnxx+WpG3OMjBNZUN1JbkxyfcPBrflizNNo6WO7kuVUkY/vbfStNUEHy84OGDda5NNQUIAp6GtWLUw0apk59u1YtM1TR0CTKnPQHrnmqF8BOwYuQqjgDvVT7Ufu569qn0CzXXfEjafPqMtqjxyGIxpuLOqFgvsOCcn096aVgbPW/gMmx/EC5yP8AR8f+P16P4qbZbW5GPvkfpXk/7Pl3JJ/bzSOWyLcjP/A69V8TzAaSsny5WQEbqly1IepyGomaS2ODg9uwOOx9Kxmf7PGkQYBto3bemfbPart5fK4KnLcfe6nP0rBmniWcq7YBGRz6VG5otCydQkjywXIQYbnnBrB1PUptSeNI4ZI7UYkYyld0rDoAAThe/JySB07pqEiTXGVkEabdx5wD7VRlYT2wWKZlHX5B1HpVxbSsS0m7kN3exm3PnbRzjHf34rKdwJcQLnfyC3Y96l+zhpWVQGGQR/Xn1qxOscaxuoHXOTTemw1qUkslYiVoxvzgjrUj2gP3sA5zgVadlzvA+Y9QvHNZ+r3TRWJaByj7gMg0ldj0Q1pBHOsahiBjOK+j9bkFzoFwhOMKG+mK+ddXsrO10G31XTNWv5g139mJuYRGtwQm53iHXapwp3eo9wPeVuPtWnOjcGSIgjPQkUTeiM3qcnPPF5Pynr0Y9yPQVz1zM+9VZsDJ74p1zcomwSPyRj05rGvGnkZgoIVcEYGCD61KLJdRuJIFRoXBkb5cY4OayGeYI4LguTn5/XHNO80OD5is7ruJA45HvWYZUgOSCQ3Jfrz9aFbZAVrlXfJnkyTxgdCaEt0S3ORgjggjGM1buPLW3afC7ixA5yOgx/Os8yOYypPznjjvWjdxJWLYZGjQ4AKjAx3FH2gKCDnOKzXmCqq8kDqB2qQuSuDkY5wO9LlsO5NJKXIycn1rtfh9qAt7DWbN0JW4MJ3EcArv/wATXI+GbPT9W8TR6Zqt5PbQzttSaOaKNY+5LGTjGM8dScDvW34UaXTvFl/orJOpN2LcR3AAkADMPmAyN2PQ49KJPQndnW3PhyW/kQWeTO5woj6mvKNfkujqYt5JHeSM7SpOdpBr3ma6MWjPa2zCOR1KyzKcE/7IPYVwDeFbeO78+VVkfcGOaUJJCsdRoMnk6JBFIDuVOSvY/WsXxTqcen3VnZ2vF2GWW4bOSucbE+uCWP8AvD0ratbyPTNJuD8klyxCxqRkJ3LfXgCuAuIZbnxGz3Dksz+bI7c5PX9TUqKWpdzfur0CZg+1V5O5q56eWOXMkUfzg8HHWrN3ExkDPKXbd6dvYUIqwwMDjfjIwf0q9EgTuVo4S4DyndvGRkd6sLAqrnAY4/Cq0V+qx7XfgdM1ILrMedw2nj0pasexFcruARCAo5yBmopPkjOW3AjIPc1BqMrx2peNiuGAyKveIPDuq+H/AA/pN9ey3AmvTJ5kLRkC3ACFAxx94hs47dOoNNEs+mNFAm37+cLmvMPFc7jxDcoCNpXpj3oorFbDRxtwN6s5zljz+X/16zWuZTA6BsArg4HXBooq2NGPeuRcMnbisXWI1RFIHzEsMn0BooreJnIxwSDkVPHPIGGGIooqVuBs28jfKM96fb6rc6LrRv7TZ50LNs3rkfMpU5H0Y0UUFHqXwEcoNd29vIH/AKHXrHiRy2gTE9ipH50UVhL4hHnN5PIrOAeNua5+5yYS2SDyfxooq4lMrXUx8sxbV2uwzx7VUSeTB5HcDjpRRSWw3uQ6hIYYItmBuAJ96gmdiEyff8aKKpCI8lnyecVT1ZibRiezDj8aKKpCE1vxS+vQ2sUuk6batAiRxSWqSKUjXOEALlQvOTgcnmvcbaZxGpzzxRRUTJPPrmRluZCMZ81hnH+1UE7kSYA9ee9FFQzRGRcMf3rZ5J5rEMjTTpE5ymPu9vrRRTiOWxHekxWexWOPNJ5+lUd75272Az2ODRRWxBNegQ6i1vHxGAo/QVWErrKMGiikw6Fmy199IkuEOm6bfxTOrmO9t/MCsucEEEEdTkZwe4Ndf8M7qbXPifHe6g/nXErPcuxGMvgnp6c9PYUUVMthLc7S4lYzypn5RI3H41lXszg+WDwwOaKKzjuUVLVmuJAsjFsnBPc1RfEV7IUUAu+Ce+PSiitOrDsAbesjsASqgL7df8BWOZXeGTcxPWiihDMWeZ0jVhjOas29xI0e5myQB/n9KKKroT1H6mxFqccZKk1BeeI9V1PS4NMvL2ae3tpHlTzJGYlnxnJJ5xt49Mn1oooBn//Z", 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", "info": {"video_id": "85520", "label": "putting three pin plug, remote and keychain on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed 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": "85520", "label": "putting three pin plug, remote and keychain on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "890f73372d753cf9dc803b7dda53f292d02843788f3aac14ab3b9551f741fdec"} +{"episode": 66894, "episode_seed": 678208696, "split": "train", "timestamp": "2025-10-13T03:37:12.771688", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 678208696, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging a plug into a plug socket 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, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "188675", "label": "plugging a plug into a plug socket but pulling it right out as you remove your hand", "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": "188675", "label": "plugging a plug into a plug socket but pulling it right out as you remove your hand", "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": "83497a1dc3006e30013cb732121f8a89e152aadfe6bd1fd9df96c75eff5ea821"} +{"episode": 66895, "episode_seed": 3001339610, "split": "train", "timestamp": "2025-10-13T03:37:15.686179", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3001339610, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothpaste 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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", 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", "info": {"video_id": "213318", "label": "pulling toothpaste 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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", 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", "info": {"video_id": "213318", "label": "pulling toothpaste 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": "37059b373a0e517859742ee2bc66ccbb0f347f997b41add4f0ffb8a26fd1a57f"} +{"episode": 66896, "episode_seed": 462321914, "split": "train", "timestamp": "2025-10-13T03:37:17.189683", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 462321914, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse 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, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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6fn7U7TEW6uXigjtZoYwoZiApGe/T5j15rtktYEkeUbHDjbL9Dxg559KdeQ21oElWFYwWbPYDBwD+lSNzja1jlNQIsIVeLT3mUsc7AOMH2rID6pf2kd1bRqkMsxi8vbuKDgbuevU/lXXpexSzrBblp5W+7HGMgE98+lOSFbePyo0VUUYVE7GmQpW2RxPiG1u5pbciN5FSSVEOcj5QgJ56c5+tZ0en36xMWXYmDklx0rpNQ1AafaM11vZGmmaHd3wVyB+J+lNs5xfw2omhaOO4OWUcnYO49iSB+NJFcrOfOgTzacbpSoPB2kHJX1rp/B9lNpomSU5WQ7l9eODxWreSBLmMxq4VIS7RvjaPQYHfg0r2RtLaG6WFQWAEsgPJOP8AGmtw6GpDcIXIJ5rM1XT7KS4E8sUW44BZhn6Vn3d21jOLlnURbeQxxmr9vew6gkc0bAr15qtw6GLfwQ212qGKBYnUlSISWXjqT0Az3NU7wWFqBNBcRs7IMLJGpHXg4xxxzmu4MFvPGyyupU9m6ZHT2/OrkNnbTBUmgV3Uhc8ZC4JFSUpRW6OWt7H92rTWsKyE8CMht3Gc5x1NZEl/PJfRWMFhJbyyyBRI46DHJAHHvXWTXdvbgBpEiZTkdd35UwBLuKO6EJ2rkRTSDaSeMke3SmRdX2OasIdVBkFwMStOkKBPl3DO4tkcYxntXK22n3rIgjt3C4zzxmvRr0T/AGiz+z7w/nqeAOeuf0zXNwaxFdailtbQl8ruZ842f/qpPcrWWpkDTLq4ukglI3MOcncQPwo/4Rm6N8YFdc5G1h05Gc5+grtdJMH2W4u3WUO4LF1AGFH3QD7jn8aksrY3jxQTRLJti3EHgls8Z/AGkxWLtnKYdPjWT76Da31HFXYrhJosZzkdDWK7tHfTWsiBGzv2g54PvWQdaj0ifyZZw7FuVHO36+lXfuCXY0LrS7ZVmMFtArjkb0+X3zWRFFp9zCfOkjhOwnCwhcc/e+YZ9PzrqLeeOVBIjfK+DkVfjtbdZXlARw67Zcc8HjBzz6UmNNLdHFabGtzcPDDHazxRhQzcKVJ79DuPX2q7qGzT4VeOwkmUscmNRxzXV3cFrZhJUhSMMzZ7Dg4BrNjvoZZ0ggYzyt9yOMZGfr6UkTKUW7pHIeZql/ax3VtEqQSTGLyyu4oOBu/U/lUPiK2u5ZrYiN5QkkqIQcj5QgJ56c5+tdskCW8flRIqoowqJzg1zt/qAsLRmu97I00phDd8FcgfifpQxrXY5qOw1BYmJQohHzEuAMU/+wp5tON0NvHbnOPWugs5xqEFsJYXjjuDllHJ2DqR7E4H41u3jrHcR+WrBEhLtG4G0egwO/BoYWtuZXhWCTTLOaGU53NuQ/of1FbdtqOLloSw3Dsagl0821pFdrEF4HnPnr0H6GqN8LaIvcyOI8gHfnFVeyCxqapDDesiTRqwHzDcOhrn763t7W7RDFbrHIpKt5RLDjqewHua0dI1NL+3Z0fzBExXcRgsPWtqO3gubYrM6lTwQ3Q46ex7Un5D2eqOIvEsLUedDPC7MgwkkYweeD+XNbUFgPKVprSJZM8CMhs8ZzkDvXVQ2NrNsSa3VnXC5wMhQCRWZNdW0AAaRISpJGTz+VCFKUWtEclJfyvfxWNvYyW80sgVZHHCj1x+tS6fHqm5xOu2Vp0gRU+XdzktnpjGe1dIoS8SO6WIlUyI5pBtyTjJHtUF75/2mz8jeH+0L90deuR+WaAUr6JWON8N2tw9u2UWKO4PljA+ZvU59AM8V1eoxyxRQ28JjhtsBPLVevI/LgdKxdBJvPKLOyfZl2jjnfnGcemMj8a0pJd1zIwJKqdqEjI6YJA7c5/KkkS5FqGGJobieZpCzpJGFBJ746D6UlupjtbcsGxKhHIp2lSqtszKIgwldpGZsA856/iKryW19qF0ZBKkcVuzG2+YgkHuR6EZ4pjuAmAj8vBBEhXn3/8A11Do9qvh2a1ju5TK2o3QiKowXaMdTn61GXMs08DyqG88rvX6cHFcdq+szvefYnZHitZG2soxubuxPU0guev6aDPJKmxQVwCFOf4sniq3idbNpbX7ZqXk2u4p8sW5d3U7mPA68fSvKotVuIpBLBK8D4+9E5X+VddoPieWa4isbto7lJgQHZc7v9llPFDRKa2Z2MCw6Vb/AGazjMYcAsS+TIDzx2GfaqVyzIn7pGec5KIO5Pf6d6s3F5FJBBaadbhpIo+IIjgAZz1P3V5/wqDTrS9tNSNzeJ5xkDL5kQBWNeCOMn39znNJF2OP8VadeW50axaOOYr5m1jyNxIySPTPNbOl28gV7ohHnRfLRj0GOpH1OePYU/xnO9readKJCyuJUAAxtJ2nGagEYs9MWJZWZ2IHy8EE8uRz06mmkJyGwpNNKUnlLM7iNmTjIVSf5g1f1K7gttEktoc7li4aQnGcdieO3rWejp9qtVkVDGJeVxjJ5A/mOa0ryeX7MsMYidmdSy78YQ9c+nB/HNOwXMa4h/tPSnVoxJIoJRT03Y4/nVXRrK80kFbiSMg9VVs4/GtKNI9HtmW4YCMjOQc49RVC8gmlkS5tp4pGxzESOfcHoaduoOXRG7Hfxrb+YcYyRknvjirz69bpBKYJFRyMKzjdg7dvTv3rkFjeIOSSmfm2MQRn2I7VkapcNGm1XOGOeDSBnVaMLCWd7iSV7qeM5ZT8hQ9icHNdLNdvdlXc52nKkdFA7f59a850HWUtbhHuFVnwVEh6gEY5PcV2CQ6hqVtH5CGO3chi7kBpV77eRtHv15pWBK5Kltdz3aXVsMRWytsZ+A7EHkewwR071xHhu2uHhf8AdpDHOfLGPvHPU59AM8V6jZiRtNig2NbSom3ayfh+vX271wGhE3hjLSFDajaOMfPnGcemMj8aOo+axsahHLFFFbw+XFbYCeWo65I/IYB4qxp3lQyNezvKWG5QoJPQ46D6VRll3XMrKSUB2oSM9uSPxz+Qq3pUii2ZwI1YSu0jM+Aec9fxHNOxPMZ+qXxk1N54tuI0QADrjLZz+NZer6DPqV3FcQeTGkiZdmOMtn9e1bV5ZT6pcSy/KhRm8ptxyynpkY6deCe/ao/tMc0B05pViltwVZuuR2IHehK5XNZaEOmCbTIIbG7njMjswj2nnArqtLxKWTHIC4GevzZPFcRJp1zcKkM+11ibfDc25XcD75PIrqLAXMLhkniJ2c4JB6dMUMS1Dxg8K+R5t6VgGQEji3bm6nJzjvx9K4uLxLeWBKWd1JBG33kQ9frmn+KtTb+1PIZj5aqCAe+a5qVvOuCUUDceFFCRLPSNM1d7+0JVTJdDJVFHLE/5zWL4qsLy3OjWDxxzMvmbSem4kZJA7Z5q/wCCbG6sLkXNxAzJKjKHADBBxyR2z/Wr/jK4e1vNNl37lkEqAAY2sdpxmkyk7DNKt5AHumVHnRPLRuy4649icjHsKihWeaYpPMWaRhGzJxwqk/zBpVQ2WlrGszGRiOF6hjyxHt1NNRk+12quqmMS8rjHPIH8xzTsHMaGpXcFvoM1rCxLiEgNITjp2J4P51ktZfbvD75jM0iMQgboXxgVs3c0v2ZIY1jdnddy7/4D1z6cH8c1lNFcaHa5kmU2bSBmTJYrnrg+g9KEgUtDL0jS9Q0aQyTSReTIcSKGzj39M11EMhSPYqqxweScduMVjX9lPeAS200Uh6+SSDn0IOcGr2nw3ybVmt9mzHzbx0o20BPm3OvWPZbyFZUidgAjOM87cdO/evOLy9s7GQNDO9zdljukljKCIj2zkkeh4rqdevprbSmkHzGGA7QDxx1ryy4vxcJJk75HIJduT70RJehvjxrqRuY5Li5a5iQjKOqjgemBxXW28dzeXEF7Z/6iBC0bPwGZh1HsBkdO9eV29rPfTCC2QvIewOP1r2fQlk/sO0tsNbyxxBMOmMnp+vWhjTscTqWmSMnm27OhByQpxmsY3Dq2wOy5IDDJrthxFkHJrntfsHiha+s4w8qj5l7D3x3qpR0uZQlbQqww3SILmGR+3yscbz649RTIobp55fMuZJdzj5TwvsK5+1u7tbgzC6fzD13HIP4dK37XXYGjEV9GFboJIs/rWNzaxo22kCeeWaWQJDtXAU4YYHX2rk9c0K5hv2eMSSq5zuOMmu0hX7bbyJbXSsjAgGIjIz7dqvR6cBaokpeVlX+L2H9cYouNq6PJ4vPj5VGK9+OK2NGim1DUYEtlcOHGSDtx7Z7fWu1sdChuLVZltwjPuJV1IIOe+faptGsho95cS3c1nBEW+X5xkjHPWjmJ5dTd0CIw6YQYSkjO2Y8YOeAM+pIGefc1e0iXUXurm3uYovK3Zh5JKjHr69a5y88X6RZ3Pmw3M1zIFK+XB91vQljxkDjPNYWlavfeLfEsumTapcabaTJK0cMA3lmVCwQnsOCST6Uk9S2zqvEFtYz3BigkiecEmURNnYe3sD16VxN1bz2ErB3kZScqSeBU/gyaSUXHmuTgJ19810d1bR3cbwyYAPQ+lbxjeJg5WkclCZLt9m52J4wO2MVLcx34hELXbgK4Jccl+e9Y+sLe2d0bRi0UI5Uo3MnuT/SprHVrm1VBI6XEQ7SdcfX/ABrN3RqtdjUkhmliYZLOf43JzwQTn/PemixFsPLt7iRCAcqpG0/hViDUbG6bMMohk/uS8flR/ZkzXfniZ9pXGB06+1K4zGuTfIyxlwQ3C5GMj04781BcWF6IA8igBuQoyTXWx2iveWkTwOdzF1YqcAjgZx0Oe/TmtHUrG4axjS2jtwVKkeYdoHr/AFouFjz3T7W5a+hUQtjeMsRwK9RH9pQabA1nGPNTbuaQ8e49TVU32jadbbbq9tw+3BCcnHsBnocGsHWvHRTTUt9KE5kTA+1THBP0X39TSbuCVj0a9Ns2nCfUmgghOCSzbcnOeO+Sfzrz3VNMkZfOt2ZDncQpxmqmuxRSaJb63b61qN6Xuvspa8iCJcYTczwjqEU4U5Hcd8gdOCPIBzk+9aU1e9zKbs1Y4n7TIreXvZRnByauW8N0EW5hkfHGUJxvPY49RVrxBp7xxNfWcYeQDlOw/wBrHeuStby8S4Mwu38w9Qxyp/DpRJWKi7o6GJLoTSmW5kl3P93oD6A0p09ZZ2uJmKquCm0kMOMZ9ulRWuuQOgjvkCt/z1izz9avyoL+2Zbe5VlIODEQSPwqL9ykilcQ3caqYLh5OP41BOO/P05qTSbrU7ub92ImHdiWAXjNXbSxkijRX3yEDv7D+ta2gQKkCXEUARm3HDLtIOeevTj0obGYet+Eb/UW+0xzxyy9AApXnt196zNC8N3zXiyXMRGwnCEc7u2a7q0ubm1urk309pBbFsp8/JBHPU1VvPFuj2d150VzLcSBSvlwD5W9CWPGQOM80r9htGr4aj1GOSe1uYY/KzmHqWAI/wDrmq3iC1sZrgxQSxPOCTKsbZCHoPYHr0rmNH15/Evik6XqGoXem2F0+1Ps9xHGsfqXaTqMZ4HU4FP0OCSz1jVrGX7QhtpvKCzgCQAFgA2OM/TIqoX5kZz2M65huLGVhJJIyk/KSeBTIWkvH273Yk4AHbGK6u6tY7tJIZMAEfKfSuB1Y3tldNZlmhiHIZDy/vn+lXNW2JhK+jNy4TUFhELXbrtcEyDkyc+v+elTmCeaFhuLSHHzyE9iCc+nb86xbHWLq1VBKyXMQ7SH5sfX/Gt221SyuWBt5hFIf4JTg/hWdzQmt9MS0xHb3ckbKCSowVP4HNRfbr+0mETPC4fhCylcgY9M889PammyuDfCfzn2ldpHarsUQe/tI3hY5ZnUlTgEcDOOhz36c0FXL32LUdSs2Sd4LcOPulWc45GT0xwOlcRf+DdTsLlUjUNG7bd2chT7/mK9Ev2vVsYVslhDIVxvbaAO/H50+61rTre2K3uoW4YrghGycewGTnPNFw3OW0zRL/TLeKS0hDTKwZ2fp7g16Bcx239mifUGht4epYtt5zng9cn9a891rxwE05bfSvPaVSM3UvBPr8vfPqag8S6Nr2maLpGraxd3Ul1fGTzYZEOLcAIUUnoGKtnHb6g0XZLRrW0rPGAx71oKoZRkZyKKK6DkR59rFvFa61LHCu1ThsemaouxDCiiueW50x2RJESXQZxngleDTzeXaO4W7uAF4GJW9frRRUsoj+03EiEvcztz3kJpsI3yfMWbAJ5NFFIYsYHXHQ1Lpeoz6P4gS+tdnnQswXeMj5lKnj6MaKKEDNXw47QzzhOB8o/nXXQksxz3oorph8KOafxGZ4ntYptIeR1+eMblI7VxSn9zRRUT3NKew1GPTj8RUgd0g8xJJEbOPlYiiioNBDeXeQv2u428cea3+NMleQsQ0sjfViaKKkY5lCpHjvyabcgC1PHRhRRQNG3rPid9e021jl0rTbYwKscT2qOpRF6IAXIA5ycDk810lrM7xYY9KKK2pdTnq9DRUAqMjqK8+1m2itdbljhXapw2PQn0oop1NghuUJCQwxTlJLKOme68GiiszYd9ruo5HCXU428DEh9aPtVzJGxe6nbnvIaKKljGRZeT5mZsAnk5pYwOvvRRSBFrS9bbSL+eE6fp99DM4YpeweYFZM7SCCCOpyM4PcGtjStRur/Vr++uZPMuLmQSStjGWOew6UUVdP4kRU2Z00RJc571l+J7WGbSXlZfnj5Vh2ooraRgtzi1OIqajHkHB+ooorA6R/nSxxb45pEOcfK5FKb+9DBftlxjj/lqaKKAQyWWVnO6aVv95yacygLH7jJooqRjLgYtTjqGFaN14g1TUdAttOvLyaeC3keVfMkZiS2OpJ5xt49Mn1oooBn/2Q==", "info": {"video_id": "210079", "label": "pushing mouse so that it slightly moves", "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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6fn7U7TEW6uXigjtZoYwoZiApGe/T5j15rtktYEkeUbHDjbL9Dxg559KdeQ21oElWFYwWbPYDBwD+lSNzja1jlNQIsIVeLT3mUsc7AOMH2rID6pf2kd1bRqkMsxi8vbuKDgbuevU/lXXpexSzrBblp5W+7HGMgE98+lOSFbePyo0VUUYVE7GmQpW2RxPiG1u5pbciN5FSSVEOcj5QgJ56c5+tZ0en36xMWXYmDklx0rpNQ1AafaM11vZGmmaHd3wVyB+J+lNs5xfw2omhaOO4OWUcnYO49iSB+NJFcrOfOgTzacbpSoPB2kHJX1rp/B9lNpomSU5WQ7l9eODxWreSBLmMxq4VIS7RvjaPQYHfg0r2RtLaG6WFQWAEsgPJOP8AGmtw6GpDcIXIJ5rM1XT7KS4E8sUW44BZhn6Vn3d21jOLlnURbeQxxmr9vew6gkc0bAr15qtw6GLfwQ212qGKBYnUlSISWXjqT0Az3NU7wWFqBNBcRs7IMLJGpHXg4xxxzmu4MFvPGyyupU9m6ZHT2/OrkNnbTBUmgV3Uhc8ZC4JFSUpRW6OWt7H92rTWsKyE8CMht3Gc5x1NZEl/PJfRWMFhJbyyyBRI46DHJAHHvXWTXdvbgBpEiZTkdd35UwBLuKO6EJ2rkRTSDaSeMke3SmRdX2OasIdVBkFwMStOkKBPl3DO4tkcYxntXK22n3rIgjt3C4zzxmvRr0T/AGiz+z7w/nqeAOeuf0zXNwaxFdailtbQl8ruZ842f/qpPcrWWpkDTLq4ukglI3MOcncQPwo/4Rm6N8YFdc5G1h05Gc5+grtdJMH2W4u3WUO4LF1AGFH3QD7jn8aksrY3jxQTRLJti3EHgls8Z/AGkxWLtnKYdPjWT76Da31HFXYrhJosZzkdDWK7tHfTWsiBGzv2g54PvWQdaj0ifyZZw7FuVHO36+lXfuCXY0LrS7ZVmMFtArjkb0+X3zWRFFp9zCfOkjhOwnCwhcc/e+YZ9PzrqLeeOVBIjfK+DkVfjtbdZXlARw67Zcc8HjBzz6UmNNLdHFabGtzcPDDHazxRhQzcKVJ79DuPX2q7qGzT4VeOwkmUscmNRxzXV3cFrZhJUhSMMzZ7Dg4BrNjvoZZ0ggYzyt9yOMZGfr6UkTKUW7pHIeZql/ax3VtEqQSTGLyyu4oOBu/U/lUPiK2u5ZrYiN5QkkqIQcj5QgJ56c5+tdskCW8flRIqoowqJzg1zt/qAsLRmu97I00phDd8FcgfifpQxrXY5qOw1BYmJQohHzEuAMU/+wp5tON0NvHbnOPWugs5xqEFsJYXjjuDllHJ2DqR7E4H41u3jrHcR+WrBEhLtG4G0egwO/BoYWtuZXhWCTTLOaGU53NuQ/of1FbdtqOLloSw3Dsagl0821pFdrEF4HnPnr0H6GqN8LaIvcyOI8gHfnFVeyCxqapDDesiTRqwHzDcOhrn763t7W7RDFbrHIpKt5RLDjqewHua0dI1NL+3Z0fzBExXcRgsPWtqO3gubYrM6lTwQ3Q46ex7Un5D2eqOIvEsLUedDPC7MgwkkYweeD+XNbUFgPKVprSJZM8CMhs8ZzkDvXVQ2NrNsSa3VnXC5wMhQCRWZNdW0AAaRISpJGTz+VCFKUWtEclJfyvfxWNvYyW80sgVZHHCj1x+tS6fHqm5xOu2Vp0gRU+XdzktnpjGe1dIoS8SO6WIlUyI5pBtyTjJHtUF75/2mz8jeH+0L90deuR+WaAUr6JWON8N2tw9u2UWKO4PljA+ZvU59AM8V1eoxyxRQ28JjhtsBPLVevI/LgdKxdBJvPKLOyfZl2jjnfnGcemMj8a0pJd1zIwJKqdqEjI6YJA7c5/KkkS5FqGGJobieZpCzpJGFBJ746D6UlupjtbcsGxKhHIp2lSqtszKIgwldpGZsA856/iKryW19qF0ZBKkcVuzG2+YgkHuR6EZ4pjuAmAj8vBBEhXn3/8A11Do9qvh2a1ju5TK2o3QiKowXaMdTn61GXMs08DyqG88rvX6cHFcdq+szvefYnZHitZG2soxubuxPU0guev6aDPJKmxQVwCFOf4sniq3idbNpbX7ZqXk2u4p8sW5d3U7mPA68fSvKotVuIpBLBK8D4+9E5X+VddoPieWa4isbto7lJgQHZc7v9llPFDRKa2Z2MCw6Vb/AGazjMYcAsS+TIDzx2GfaqVyzIn7pGec5KIO5Pf6d6s3F5FJBBaadbhpIo+IIjgAZz1P3V5/wqDTrS9tNSNzeJ5xkDL5kQBWNeCOMn39znNJF2OP8VadeW50axaOOYr5m1jyNxIySPTPNbOl28gV7ohHnRfLRj0GOpH1OePYU/xnO9readKJCyuJUAAxtJ2nGagEYs9MWJZWZ2IHy8EE8uRz06mmkJyGwpNNKUnlLM7iNmTjIVSf5g1f1K7gttEktoc7li4aQnGcdieO3rWejp9qtVkVDGJeVxjJ5A/mOa0ryeX7MsMYidmdSy78YQ9c+nB/HNOwXMa4h/tPSnVoxJIoJRT03Y4/nVXRrK80kFbiSMg9VVs4/GtKNI9HtmW4YCMjOQc49RVC8gmlkS5tp4pGxzESOfcHoaduoOXRG7Hfxrb+YcYyRknvjirz69bpBKYJFRyMKzjdg7dvTv3rkFjeIOSSmfm2MQRn2I7VkapcNGm1XOGOeDSBnVaMLCWd7iSV7qeM5ZT8hQ9icHNdLNdvdlXc52nKkdFA7f59a850HWUtbhHuFVnwVEh6gEY5PcV2CQ6hqVtH5CGO3chi7kBpV77eRtHv15pWBK5Kltdz3aXVsMRWytsZ+A7EHkewwR071xHhu2uHhf8AdpDHOfLGPvHPU59AM8V6jZiRtNig2NbSom3ayfh+vX271wGhE3hjLSFDajaOMfPnGcemMj8aOo+axsahHLFFFbw+XFbYCeWo65I/IYB4qxp3lQyNezvKWG5QoJPQ46D6VRll3XMrKSUB2oSM9uSPxz+Qq3pUii2ZwI1YSu0jM+Aec9fxHNOxPMZ+qXxk1N54tuI0QADrjLZz+NZer6DPqV3FcQeTGkiZdmOMtn9e1bV5ZT6pcSy/KhRm8ptxyynpkY6deCe/ao/tMc0B05pViltwVZuuR2IHehK5XNZaEOmCbTIIbG7njMjswj2nnArqtLxKWTHIC4GevzZPFcRJp1zcKkM+11ibfDc25XcD75PIrqLAXMLhkniJ2c4JB6dMUMS1Dxg8K+R5t6VgGQEji3bm6nJzjvx9K4uLxLeWBKWd1JBG33kQ9frmn+KtTb+1PIZj5aqCAe+a5qVvOuCUUDceFFCRLPSNM1d7+0JVTJdDJVFHLE/5zWL4qsLy3OjWDxxzMvmbSem4kZJA7Z5q/wCCbG6sLkXNxAzJKjKHADBBxyR2z/Wr/jK4e1vNNl37lkEqAAY2sdpxmkyk7DNKt5AHumVHnRPLRuy4649icjHsKihWeaYpPMWaRhGzJxwqk/zBpVQ2WlrGszGRiOF6hjyxHt1NNRk+12quqmMS8rjHPIH8xzTsHMaGpXcFvoM1rCxLiEgNITjp2J4P51ktZfbvD75jM0iMQgboXxgVs3c0v2ZIY1jdnddy7/4D1z6cH8c1lNFcaHa5kmU2bSBmTJYrnrg+g9KEgUtDL0jS9Q0aQyTSReTIcSKGzj39M11EMhSPYqqxweScduMVjX9lPeAS200Uh6+SSDn0IOcGr2nw3ybVmt9mzHzbx0o20BPm3OvWPZbyFZUidgAjOM87cdO/evOLy9s7GQNDO9zdljukljKCIj2zkkeh4rqdevprbSmkHzGGA7QDxx1ryy4vxcJJk75HIJduT70RJehvjxrqRuY5Li5a5iQjKOqjgemBxXW28dzeXEF7Z/6iBC0bPwGZh1HsBkdO9eV29rPfTCC2QvIewOP1r2fQlk/sO0tsNbyxxBMOmMnp+vWhjTscTqWmSMnm27OhByQpxmsY3Dq2wOy5IDDJrthxFkHJrntfsHiha+s4w8qj5l7D3x3qpR0uZQlbQqww3SILmGR+3yscbz649RTIobp55fMuZJdzj5TwvsK5+1u7tbgzC6fzD13HIP4dK37XXYGjEV9GFboJIs/rWNzaxo22kCeeWaWQJDtXAU4YYHX2rk9c0K5hv2eMSSq5zuOMmu0hX7bbyJbXSsjAgGIjIz7dqvR6cBaokpeVlX+L2H9cYouNq6PJ4vPj5VGK9+OK2NGim1DUYEtlcOHGSDtx7Z7fWu1sdChuLVZltwjPuJV1IIOe+faptGsho95cS3c1nBEW+X5xkjHPWjmJ5dTd0CIw6YQYSkjO2Y8YOeAM+pIGefc1e0iXUXurm3uYovK3Zh5JKjHr69a5y88X6RZ3Pmw3M1zIFK+XB91vQljxkDjPNYWlavfeLfEsumTapcabaTJK0cMA3lmVCwQnsOCST6Uk9S2zqvEFtYz3BigkiecEmURNnYe3sD16VxN1bz2ErB3kZScqSeBU/gyaSUXHmuTgJ19810d1bR3cbwyYAPQ+lbxjeJg5WkclCZLt9m52J4wO2MVLcx34hELXbgK4Jccl+e9Y+sLe2d0bRi0UI5Uo3MnuT/SprHVrm1VBI6XEQ7SdcfX/ABrN3RqtdjUkhmliYZLOf43JzwQTn/PemixFsPLt7iRCAcqpG0/hViDUbG6bMMohk/uS8flR/ZkzXfniZ9pXGB06+1K4zGuTfIyxlwQ3C5GMj04781BcWF6IA8igBuQoyTXWx2iveWkTwOdzF1YqcAjgZx0Oe/TmtHUrG4axjS2jtwVKkeYdoHr/AFouFjz3T7W5a+hUQtjeMsRwK9RH9pQabA1nGPNTbuaQ8e49TVU32jadbbbq9tw+3BCcnHsBnocGsHWvHRTTUt9KE5kTA+1THBP0X39TSbuCVj0a9Ns2nCfUmgghOCSzbcnOeO+Sfzrz3VNMkZfOt2ZDncQpxmqmuxRSaJb63b61qN6Xuvspa8iCJcYTczwjqEU4U5Hcd8gdOCPIBzk+9aU1e9zKbs1Y4n7TIreXvZRnByauW8N0EW5hkfHGUJxvPY49RVrxBp7xxNfWcYeQDlOw/wBrHeuStby8S4Mwu38w9Qxyp/DpRJWKi7o6GJLoTSmW5kl3P93oD6A0p09ZZ2uJmKquCm0kMOMZ9ulRWuuQOgjvkCt/z1izz9avyoL+2Zbe5VlIODEQSPwqL9ykilcQ3caqYLh5OP41BOO/P05qTSbrU7ub92ImHdiWAXjNXbSxkijRX3yEDv7D+ta2gQKkCXEUARm3HDLtIOeevTj0obGYet+Eb/UW+0xzxyy9AApXnt196zNC8N3zXiyXMRGwnCEc7u2a7q0ubm1urk309pBbFsp8/JBHPU1VvPFuj2d150VzLcSBSvlwD5W9CWPGQOM80r9htGr4aj1GOSe1uYY/KzmHqWAI/wDrmq3iC1sZrgxQSxPOCTKsbZCHoPYHr0rmNH15/Evik6XqGoXem2F0+1Ps9xHGsfqXaTqMZ4HU4FP0OCSz1jVrGX7QhtpvKCzgCQAFgA2OM/TIqoX5kZz2M65huLGVhJJIyk/KSeBTIWkvH273Yk4AHbGK6u6tY7tJIZMAEfKfSuB1Y3tldNZlmhiHIZDy/vn+lXNW2JhK+jNy4TUFhELXbrtcEyDkyc+v+elTmCeaFhuLSHHzyE9iCc+nb86xbHWLq1VBKyXMQ7SH5sfX/Gt221SyuWBt5hFIf4JTg/hWdzQmt9MS0xHb3ckbKCSowVP4HNRfbr+0mETPC4fhCylcgY9M889PammyuDfCfzn2ldpHarsUQe/tI3hY5ZnUlTgEcDOOhz36c0FXL32LUdSs2Sd4LcOPulWc45GT0xwOlcRf+DdTsLlUjUNG7bd2chT7/mK9Ev2vVsYVslhDIVxvbaAO/H50+61rTre2K3uoW4YrghGycewGTnPNFw3OW0zRL/TLeKS0hDTKwZ2fp7g16Bcx239mifUGht4epYtt5zng9cn9a891rxwE05bfSvPaVSM3UvBPr8vfPqag8S6Nr2maLpGraxd3Ul1fGTzYZEOLcAIUUnoGKtnHb6g0XZLRrW0rPGAx71oKoZRkZyKKK6DkR59rFvFa61LHCu1ThsemaouxDCiiueW50x2RJESXQZxngleDTzeXaO4W7uAF4GJW9frRRUsoj+03EiEvcztz3kJpsI3yfMWbAJ5NFFIYsYHXHQ1Lpeoz6P4gS+tdnnQswXeMj5lKnj6MaKKEDNXw47QzzhOB8o/nXXQksxz3oorph8KOafxGZ4ntYptIeR1+eMblI7VxSn9zRRUT3NKew1GPTj8RUgd0g8xJJEbOPlYiiioNBDeXeQv2u428cea3+NMleQsQ0sjfViaKKkY5lCpHjvyabcgC1PHRhRRQNG3rPid9e021jl0rTbYwKscT2qOpRF6IAXIA5ycDk810lrM7xYY9KKK2pdTnq9DRUAqMjqK8+1m2itdbljhXapw2PQn0oop1NghuUJCQwxTlJLKOme68GiiszYd9ruo5HCXU428DEh9aPtVzJGxe6nbnvIaKKljGRZeT5mZsAnk5pYwOvvRRSBFrS9bbSL+eE6fp99DM4YpeweYFZM7SCCCOpyM4PcGtjStRur/Vr++uZPMuLmQSStjGWOew6UUVdP4kRU2Z00RJc571l+J7WGbSXlZfnj5Vh2ooraRgtzi1OIqajHkHB+ooorA6R/nSxxb45pEOcfK5FKb+9DBftlxjj/lqaKKAQyWWVnO6aVv95yacygLH7jJooqRjLgYtTjqGFaN14g1TUdAttOvLyaeC3keVfMkZiS2OpJ5xt49Mn1oooBn/2Q==", "info": {"video_id": "210079", "label": "pushing mouse so that it slightly moves", "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": "a2c8a80d0e5b358cc484ac98b2347745aa22ba1122b0c54c81a072bfc04c3494"} +{"episode": 66897, "episode_seed": 1441958509, "split": "train", "timestamp": "2025-10-13T03:37:18.355725", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1441958509, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen in front of cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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z+VXI41OzKAqDlSR0PPT8yKnl8zsjiaUdqS+d2cNc6H4rvol33V5937rXnXtwqKPyzUKfDSa5y91exO3X7jOSe/3jXpCEsAT3JzxxSyogDhzlBwQBnHt/T1p8q6lf2hUWkEl8l+tzgv8AhXFhCFEdzPuYYLIqKM+mAM8+vPvVhPA+iwbg6SzMveVjgn8OK7KUbPnclVxx0+Xj6exqKRd4G6FjnvjaR9cdqajFdDKeNrz0cmcvLarawLHBGEiQcAcAe1MgmCnDAZ74rYurYFmYqQwIXdk8rz26Dr17+9YM0XkTsANqnBUdvwqakFJHPGTTLN1Gv7k7Qc5IyOKijUKmQAMcdM4x2qQTmdEUYO3rn0p8UfT+E4HKk8enPeopq0bDnuOjVnSGR1XcBnKHKjjnn07CtGM4Ut8529lGT+A/Oq8SHy87c4PrgZ9atxjgsSwwSM9S36/zrQknSM5x685bv/n0p6RlRiRlc9yFxn3xnj86I1y7jAAwpyV4/wA8flUhdXcBRkhC3rjtn6dRTEQMPkRQ20g5wcZb69/y5prI4A2fMgXGMZbPqean+fYC4xMAMjPHrjjj2pmz5VDOfMzxgZxjt9P8aAKTZHDBz15A4z6E+v8APFVHjGNgUqM5wDnGeSf51oShGSVwXYDIKgE9D0x6+/Xmq8scm0yIPMk2/dJ4J7fNjjr+tAzIIjS5ZJFQ5zNCT2zww56HnP8AwKnKqkBioznlvf8ArU2oxswR4QGkhbeBuxuA4P5jIp6KW27o/wAz045z64pDESMJIirEhB4I4yBj9eeP1q3BEiMxCgZOc4zg4HQenTpxTEjACMeVB6YzjtkH8/8A69XFOwktu4AycZ79BgfnQIkWGJmClULEZACDOM9jip/s67AVihI75G3jHOOOucen1pqvtBUNng7VB5qSKbdGr5UIy5LBsg0wI5bS3/jhh3ZA5jHft7VgappKXPnC1itraWQECVIsHnhgSOufbp3610QDBhlWOWIwQTt9eg9KbLaJkCOMMX6MV6HnOe/f9aLIqM5Rd0cdpj3mhQiC+YMhb5XDlhgngHOCP5dq6Ca3t9RgDMoyeQe4qS8sWEbgsjwMvKtz6/p0rGgnl0yZLaZ90UmRC5PPH8J9wO/cVy4im23NHRGu5t8+7JDokkfnMJDIhwQAMHOMfjUl4jLb2aSDIGeCO4xW5blGhXBByKoasGBhCqD1PJ+lZUbuomxVH7tjLjQKD0A6Hvgd/wCtTxK8kcTOiq27I2NkenX0/wA9qIU6EjZxkHOePf16VZhjIQ5Vsr1H3cn/AD1ruOYniP7sHPyhckDLcY7Dv0q1Gm4qRk56E+n9KjTPJLYx/EeM8dvarClS5XK5KZAOex5/mKYAqPz5pU887c49hzznp+NNbIhYRnBDZB2Z6Hpj9P19qnZlDID97kH2xn9P8agO6aMZUI4zsUgAY7evp9KYjIvYVuVG+NZEAJYliSPYEdR71kFWsHR42PlluByTXS/ZnZS5YREn5Qeo9j61TuIWWViXGMYcHoe/NTKKkrMqMmi1ZX0d1bjOPcVYS3icE7BzXKEvZlJ4mzE3b29a6Sw1OOSJRlelefUpuMrHVGd1crwqVKqAxBGfvZx9PXnHtVhUYDaXAJ+bke/IA5/PrTIVWOEK+JPmzuJ3n/eP4/0q0hSHyoXl2u4wCeNxHP8ALntXonIx8QcOqNGNoHUNjnuMH25qdQFhyPup90AfewD0A657YpoDCZQf3isQFKDOO359eenFTxIEYjGEx8pBAOSeAAO3496YhQ6KWQON7DeVDZODgZI7Zxge9OEWcBo1fcQG8zjaoXgAY5+nuealwpT5wArjBwByPQEdTyaVI1YSIhOBwzN7d/8A9dMCJh+7IToG5DLx17D9ah3EMNwfaAQc9Fx6gdfw6VPtUhnDblzn5OQR7e/86bIpYMuQUIGFKncD/wDqx+tAFKaImLyi5JPyg4xkZ4B6+w96y76CO4Lxsu/BAKtj5e4yK1WkikUujA71wrN0J/XHbmuHWe61Hxfd6Y+r3FrD+88kRLv+ZU3BQT0HB5NIC/bW7eZIVJwcNleT1OetX441YlwoBJ+fPHvj9TxXM+D725vzdC4und8KU3MPlzkkgd+cV1qI3l/uREX3DIOQv09en61JQqRBPK2OVHZVIGe2OfqD9atRMC7DH0BwM++ffp0/nTDGHB2bUcKfmBySPf2/wq1sCyodxLD7pORk4wM469+DQIWOOVdgGzB3bmY4wOSPl5+nXtTlG6LBD4+8QTtOQ2ccf5NPU7UPGDuGVbHPYfhUo8wyDcSx4+QkD/gWe9UIhL5VwwJVscBeBkf4c4qN41z99g4IYKTgk4x07j2xjn1qZCzyHzEUSEYIXqq9QDnrTJHfycqhkYjAVyAevqfX+lIZXk3MOO4ySRxUGGZmIO4AAhSeR17jg9qndXEnMhOPuycf3vugfQen5VgeKri403Qma2laFxIioyEDjOMAdAOO1IC7NtVSXwByOeMjtzTYxjAJwrcqACeOvB/MVyurXEsGiw6hZa7qM4a5+z5njVFnIQFnjHXapwp3eo9wOxWNmiVGy0ZXBLYHPr/nuKBoBCcKOQFO1Tu46Y/GpEWTD+blh1wFOcenuev51Ko3TNvhfAA+cEH6jHX/APXU0UBRyAFMZB+997/9fJ9KYhEiI2nAZiRuIbjrzg4546D9RVobl+8GQK4UNJ8uTxyPb0+lNjHlIwLAAtwSB8o6Y9/qas7lRsMuQByCTj05z396YiNF8vH8KhSqxqoABzknOM8+n1oKhkULtVtuCByB/iM08ugXbIrGUY+RAep44PT1pF2qARjIIDbhzz9O/wDhTAryRZV1kCmOYYIH0OeR1/p2rC1OxjnUo/3ByJB1Vuxz61vzOkbbFGZTlvLL8cYzjPQDIqpOrTxsY+Qrk7oyBhgeV/n70mM5i01W4s5Vt71DHJ/C38MgHdT/AE6itKef7aEMZBK5ORyRnFcqoj1HxfLouo6hc21o022N4pY41hYAEsTJ2xnpyTx3qbwql9DrGs2VzLck20vlRLPtDLy33gONwwM4z7cVgqXLK62NOe6szpo1y28Kd5IyDwcdcc/55qxHCUjHlscA/dABz7fjTQjLCzRxI8hwSu7AY9gTjjI/z0qz5W/btTbIDj5jke4x/nFakD1PzMOeB1xgsemeuPapYzIAu2MsrPjIbhR2LZPJHoM80wqP3TO43cZKkfMcdOevNToch3YcrgNx09ge1UiSJUD71QlWwyblGCnHYkYz7454qbKhyWA2sOBjLH/PpipAX3DEeQowVVSWPPGKQMHcsEKqDtGDncPUgfj9KAI/JZkwkmCACNvO3H16g/X8qrzxqwyqgO4wcDqfr+dXHKlPnAk2E4GOcge3Xg/rVR3kYKBnD5KZUj+HPzHHH/1uxpDMW5hOdgX5GB7jPUfmOTzWDLJJptyWBPlcHrWt4ukms9HkntpDFL5q4dTk8kkjJzx7dK5jxDp2u6RoOm3V9e3XmXhk8yFkwIQNpQMcfeIbOO3T1qZRUlqNSsehRs0cqop+VlZsem3GMVYgkYonudpP+fqaKKpAyxHKw83odgLD8Mn+lTxneJCeits29sYB/rRRQSyQcOq4yA5XnnI296kEUclw0DLlRwp7qDkcfhRRVEjEUeZKgGAisFxx0xUTQJIiq27CBSMHHI57fT8aKKBkQAK+aMhnKKeSR19D9TXl2u3suk+Nr28ttvmxzuBvGRyu08fRjRRUvcZN4KAEl1H/AAlkU/grEfjxXYuoEyx4yuMnPeiil1KWxfjA3k4BZVLAnnnANHERhCDAkJDY44GT296KKBMlmQ4i2yOoEgyA3DAsAQfUVZlQR+WgLHcuCxOT2H9aKKsQgRcdB+6by1+nHX86qyuRLB0+Ziv04z/SiipGgkjVy6tkqHJAz6DIrnPG8YXw3NIM58+PjPHeiikB574j8Vzaja2itpmnQNGojRoEkUoi9FALkAc54HJ5r1CBswxnaAHGSo6Z4oopMaNGJfnkBZiAVUAn1H/18VaiQJCpDN8rcc9uePpwKKKYCROQABj72Dx1x3PqaZBeyPfXEW1Asc7QggHJUKSM80UVSJLqsd8MefkaTBHttzSBdkLDJIVmwDz0oooYIiDMfMyTwoYDpznFV5pGWVO+6InB7cDp+dFFSM8x1rV20zxBqimxsbyOWYOY7uHeAyjIIwQR1ORnB7g1b8JXc2o6jqV7dsJLi5lR5HIH3juOR6dOg4oooewLc6+QlCFHdlBPc5YCr0MattkI59v5UUUhkkH7wsTkfjnqeetR6lPJaxKYyCfMjU7lByrHBH070UVSJL8WXi3sxLK5UfSmJ89tazNkyEDLZ55PSiimwGTM3lKQSMylDg+gJqC4c+XdDsMY/EZooqRo53x0SNDdCxIWSIjJ75I7V5/f63qF/YQafdXUssEEryKHkZiSxGcknnG3j0yfWiimgP/Z", 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", 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", "info": {"video_id": "19499", "label": "putting pen in front of cup", "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": "19499", "label": "putting pen in front of cup", "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": "525ce08f4769405be47614b1ec57d8bb64f75ae61aa37fb0f613edad1d79e80c"} +{"episode": 66898, "episode_seed": 2193248332, "split": "train", "timestamp": "2025-10-13T03:37:20.025154", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2193248332, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bathroom tile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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Zllu4ZI47uGbygpTOIZBuH/6/VaIvJ8yA4cAloozIQNzuQcDPUHGPxqq9h9mZJMZ3LvywJOAcnjrxxTU8tLWz82NY3gnSTejEiQ5+XIxx1+mcVSta8RM2kWPJWFsrgjb2Pf8AnmuW15mi1PS4opNjtJvEy4DEBkLKPbAII+tdHKVaTzoG2uZAMdRtHb8qzdZggfy0Zgs5kLQuFyYyer+g7/XJFaS2IW4msWNrfZuJbUXQt/nEIcpuPOAfaqemwzXdsYjMm4AkcjAjHBVR35JFQaNNeXaWf2m28p2DxybWBW4TeMOMdB1P51NdxqmoND5m5IZPkJA+UY5+nTp7VlDVu25o3qV5L2z02xhuZpVtpGYRhnJ2A9RnHXGM84rb8+3ltLohA87SoxLsNszH7p46L9eOfxrHks4bvyJ2wsceMArkMG45/wAagi01YdbeWOJ0EiNH6JIAylN3sCDg/wBKJqV7r+vMFbqammXhs/FjrIwNpeCOPGf9TOFJU49GUEfVRXotsu2MIfTGPSvKtUsG1GzliZ3gu0cpHIMZUhgy/Xaw49ia9A8Ia2de8P297KFS5LNHcxj+CVThh/UexFXG93cT2sVdasI/toWQRx20qkk4wfMXJH9T+FZN1cNqbSTTgyTSxrv8tdqADBPXoeK6fxDLCmnuko3u4+RB1J65/DrXF2gCyyq8OcoERkYgxuOxB6jH6ihxV2DZrJ5Los0UuDIA6up+8p5U+h4P86SYGK48xSu4/KB0256E/wCetVtP+zNpVlbo+5YI9qspzu2/KP0/kamMbSW0bXDIW2bST0Izxkd6uN7GbOH0uZ5tVj8lQbSZVtPPccl8Hdj3OOn5V0MqTS38yQ3MbtEBskD5JQnAX2KgdPauTEEslnFpt3DFsgHmLgkxyMwGw5HfGa0pNO3MjuXLxZKFHJPQg85z3xn0rljTcotM1b1JbJUga5jtpCzhnk2q33csQOO/3RVybVLW0t7lJncTrhdrE7cnncvrkLkmlighi8y1WIi5aACOQDIZ1QsOT0JAIwfSsS80z+0NQmu3mV5VVIpY+hGR3UfdPNZ+1TXKykrHJ67rkg1pVmlaBo12iSM5IPPHuOlauk+Lb+3i3zATwdDLGePx7iue17T4ri7Z4DujKqQfTI/xqPRJJdOPlG3Mw539Cyg46CtvijcSketadr1nqkBELqkjDAXGc54OfWpJUEQSSOQszDJCnO3B9fSvM/D2nXNyXVJ3jmRiwb1XPpXqCNBcWlu9uSyyAhW242gnv71rG+zFK26LcMMs1xLI7oQ+0KpBwCP8/pVwSFW8l8BmYhCee3rWfCk7rsjPlyLGF3Fu47H2NaURl8pFWIElGLLnHQdvx7VpexkznvFHlPEpnjV5BE626bujMVAP1H+NZ0er6pJZwBntnmtDlPLHyblyAcdR2yM4NaOv2P2i+sGYbSA4L5GVcYwDjqOc/gKhWGWGNI5YiZCSBJwFPVic59OPxNYNRU3zMuO2hHGLzUriORhHbFHjR0X5s5wc/TdVyeSS1sbg26yxXULsuI1x1AJwT16VUeeCXTC6ltizOSwcgqpBXPGCOxP0FRQ6ldy3UF6jIvmOLe6iySkhXapkyfukAHn86wXMr2WhenUs20oTSAyEecMJMFUNtDNuyW98np+NOhuBLqEXnnagwC/sD1/z2qIOYoJLWGILvnJydoUIORnHXmmEGRRpzwKzJIzrIGGSMdPw6fgKKXPGHvdxyabN62ksZ7+TT7qVobnc+wq3DgOwBGeA2ME/SoP3sV/cW6y+cURh5jDO4+34YqiY0ublDDncVwS579qsWW/7bNKrCOJYlUqpyIyxxke/B9a6IxcSG0x0ChGlVl3YUM27oe2M/ia1YpI7l9gXDxt8xIwV7flVGS3WKKKTBaNzgSc9Ce/5cGtGCKHcsiFR8uNwHUY4z6/jWyIYyZTHbDcBKwTIbGM//X/nXEjUnS9soruR5QVcOkZ4GWwAfY56f0rucQweUUQ4MeC2Thhn9c9fauAMSC1uIrb91JcupaVD8ybTnK+h4FY1rtIqCerR1Fw15BNbxPGzSwQgoVB/eIBknPfGSMD0rMtvPgvbzzHASV87ducfKMjHYAt+lU0l1GUQy/a5knG1jIygEjIzkdOcc4xmtfR9PjvNRh8+5ZLqeNjnp1PBA6HIHPcY7Vk48sk31sUtdiRpja6fNcx28AyUeVGOGJzwF/Mc45q0lxNIAk0ZQMzp8+ASASM/jgVqaj4IkvGgkS8jjaEjJ8vOf88U+58G3M1wJIrqCPKgBdp69yT3q1zc+24aWOatGuftM3yLLFlWUHAKYOOB36+3StCV7UxcsjkrkeZ91+AOCRWzaeC9QtraVPtUBkYq0ci5BVlYN/TFWT4f1SbTHhuLaze7H3JEbgnseQD04xT1UtELRo4/ymso45I2CKwwoHbHbHf1q/H5808pCqI2RcKGxn2P5/oarm3EFtEjsDLueLGc5IOD+FTQNcbVSIN5oT+LGCwJzn/GtYks0FZQTG6APuITdj0/KsPxJfeRNp8cjJFHJLje4B4ABH+fWtyJ98URMJdiCx6EqQvJB/A81znim3heGOeZSZvKdIUbg+aSADj8fxqartBijuWHuyltaRbSJYSZImOMvGTgYA6ng9u/es4zyDXPPjiTyGi3rnoGLYJ49aj/ALa1Ga0gfZbefa8oqfMm4DGc/eA/2c/jU0MdzqV5HKdtsFkVGiT5uMfTOMnt7VzTjyvnfaxotdjT0tYpL5vLVV3BllDMSOv3sdzwB+eelSSXq2s621wGxvEKOwJB9OR0B49OtYGpwzXV1BZxI8bq0q3C7cb0xn5fUbhg1oyb2t4SpBeXYqAEZyORgdyKbneV07dB20sySaUHUootvmQvuB+Xo3BHHpRpGrr4d8Uwyom3TtXiSOVFHEVyqjD7R03D5T+BqrHLLFfD7SGQ9AQpJU+uB9Ku2rW3mh7lx5ohLArwfMyDwe3GR9DWr35iSe7u7+/1Ke9WaSKNF2CE4xsz1+tIlxNKIvLQFhMCzd8f1ODUUEJc3KkeXHsyFLcKAepp0D7S5weSrJtHbOD/APqrWK1uJ6mnGPIYCRDtbdknkH6H+lSsQI9pTMbdTwQOOKggklbzBcR8opKqB8rjHBHpT5UaVCsSvGVVWRSpGB14x256GrMziNJutMle4jjLvFkNk5I3AAHae2ABVzUC0LiGNpJDLCjIznIAwcoQO59c965/TrdPKgSPdvVSTtOMkD9c/rXT2sMiQQiaRHtIgIkHIIIPAz9K4nq9XZN2LhO+y2M3X2kkEWwbppV474deRz64BWmXKr/aFwoXiVRmQPtwvX065J/Q1sAxygRPDvCnnA4BB7HvjBqveSQkGFo4yOP3qrlyAMAZ7jHrWzp2emw0zmLjTwsDsy5BO1W78/5PNQS6YbZYXZCkj5LkN94DArZhj/ebSnyLwMDIAySDj8qsrBIRLJw7odm4kEAcE7ffvVNBcr6ZHbxRHYsYcZILDAUAHn8xXZwKLWCzC4aF1CsMYHmAEH8M1zt5p6W7SQCdmRmKbuAwXGVYfnz9K1zqRu7GGSZ1LOimQocBXBZSPxbJqHJ3i1swVi45+xX/AJcRYxP8xGOVGP5Vpwt5iJKr4TJIA4Of6HrWBb/aUv03LvyAsgJB3A8jB/PityOFY4/KRvkHVCOT7f0roWpDOU8VrLbXFg0EjEQq7AKSMHjqO5xn86gS6W7sJbW83Qt56NHk5JOMYz7Hjj0+tS+KJdt5a29xI4QFwSVzgDaRn1+tFjdWivlipiwxLehznP8AM/hXHVdpSl1VvuHByvZ7DxZ7rWW3dgnmgF2Xk8jGfT0FQppDGyW1mmhhPmBy8p+QnbtY57E4H61LHJLdOoOeNwYD5d2MEZ+oPSkuHd4FEQDBQc5PQjt781s4JpOxSbEDeU53xIFQBgo6nnH49aRbaKNHDoZLg7mjKnnnoSfTrTI1kuZio3MYgCpBJPI7DsaspIIZbOOVGWPcTuJ5TtgnsMkVUrJagiFN1rJ+7m3Mo/gXjP1/z1rU0G4gkt5WZ9o+SFgRxLkZBz653ZpkdzGttKq+WB5wdHz8pJG1/wAKqx2tzYm8szCpVmQpjnG0Hcwx25FYy/eaLRpjWmrNB7sQWM1uyszDOOOCAe/tjirdgTF5O1/MtiuQ3b1/CstkX9+Zwyhf3iyYPCZP8wT+Va1oRaaazoPlViCpb5f16fyreD0IkWLudTFImVG9WVCRkE88ex5FeTWWp78g8nHQV6xqAV4WSKQ+YvIC+g4PB+p/KvIYraC3iAiBBz94nOTU1dbG1Dqb8V7czGPKqiKeQvU9v5V1/hxGl1O1Yscp8uR3Xk1xGnS7lXPfiuw8IXIk1tYwykruAGfQf/XqErvUuSUYux6aoyfapBgjGOAajRgF3elSq2VAPfpWtjlF3guSTkDip0PII9arYxkEdalhDADNMDzy8hitb51UK0EkzAnuGDNkfXNV3b7Fe7fvpLjkjJXg8H9as6/Ns1K7tnQInm70cfxHPP48ishJ7hr2FpUZyVwVK8hTggj1/nUU5NrUuSOhgYuEkjI2Bidw6n/J61y/iGyeW809dx4EjrKG6t8uA38/w7V0kEJjiKRsGjJ3ZbOQO34+/WuT8VXE0F5auJSPJ3nAGGbO3Bb14JFVVdoNkJpbiJFJDGkckBWTJ+faAuANxOc+nFMmlgn0pWHCCR8tuJ2hsrnsRjqfwpguo7yxa2ui8Ti4VkDckkrjGexHI444z3qX7C0sctvJJsjkUbtnJJYfeJ9eg9Kw5ZVN+n5ml0ivBfzS3tvqZmjiMzmO5iPEbbThmweQ30qa4V7mUKXWNVYPC6nftYHg4pV0xBaRwXNwkIV/ML7Syk4A6DkEkDmiKWS11W0nnUMqh12bezIVOPXnB/ClGmld21QX03JjKbu4lmeRFliO/wCXIDADp1/yKfGy3UyyHCAL1UYxjnP6UixeXafY4lVjIpw7cDBOePypjWe5PNSJzESw3bvmOzG7j1x/WttFZCuaNnEJBPfbGkIISTcAN49/0qxKnlwQ3EZDIuNyc8HHb86z9BnFtFeRyM5TzY5gN24eWwC9/TZ+tLNcyJbm2UjYBkYBHvgHt3qacndp9Aa0Ny1lW4jDRhGJT7pP8/xp1yZI8zs+5UQbgT931+vXrVewG/ZdRDB24MRPKnsP8+lOvmCR7ZtpjYEMDnK8dvw7VuZnmOk3EsYnXeEUcsHUH8v89q6RYrtjNaPgREb2cHO7I4/kDn61l6WsIuN8kLSKQBgDoDxn8OtaOjXjutyrFdm0qQRk8Dk5/CuOlaXuyWu/+QoSfKmy2xihyhlVZyxfnv64qleJDnK53SKxJYcHjv61I9zDcG5WMAyxOEJfnA6gj61BGHeVnZEKHcWbH3Se2PTOK6r3emxatYnFvFBaRu6udpABQgq5PBH1qkkz28bJENwkmIeNvvDrwPqBitG5lt4rSF0B2r8wPHJAxj3I4OapzQFL8B38yTIO/BxvJolFMaZfs5Irn7fHdRo8WxFiYnk5A2/Tpz+FXIbBYIzhFy5Yv8+BkfdI9+Bx9DVCIyaedojWeGRiAQMMG6c+o6Vb+2zSxNJNb+bGh3MoADKR1P5g/hUKmopod2aUVrIBC8L741QHy29s4P8AStCMtI0k8Lxq0iBdjdQwOcE+mSPyqOIkWw+TdFIpxux8oPbjqMVxcFxd3HjGfS01m6tIgZUiMahyxVSwX2HBOT6VonFq6Iady74ohle701nQiYBwwzkMOOnrUawwpLFa34j3pJu39jnnH4c81iafql9qYae9uJZ/IUOu5uRkcgevT+VTm9jiube5Te4wEXJyRheDWEudTfYnZO50lyssbOsBUSbiA/UHpzWfLdMNyCRTI2R8jY2kDH61Qu9UaZ7W7hOFSXa0eeqkcg/lmp0aG6mWMDdG/JB4zWnNzuyY4yRpafG+9vlBTjDISCeOMfl096qTTEBJmdnlbLMjZKhT0H49Kct21s7xKwKFCoCvhsqPl/pRC/2iCaDgyybXQldpIwDgZ9+3vVtpFobY3DWd3DGPLET7gxc8KxOAc/T3rbQokpkuJlEm4kPg7lBHH48Y9KzU2yQzrJCmVJ3QgZAyQABnt706101grYZ28p2Qq7dVB4I+gNSoq/NbUbfQ17JPLbYY1iRgVRQSyk9c/rirDJ9mu2jit90flbmj6q3Xj65zVTT4RaNLvEphk+VUc9wDkHPGD2ql4tu7zTtBS4sppI38xQxXhgCDxn6iiMtXG2xLXU3ytvcgzxtiXbtLIf0IryRIsAqQcVt30stloEV7puvajKr3Bt900aoJsLlnjxztBwDn1HuBnYAGTSn0NaHUdaArIoXr0rsPAyFNdXzcBjETtHrjk/jXL6QVF8GZAyAHOTj8veun8IsjeJ0TfmSOI5X60QSsKrLWx6iuAgHpUIikk1a2lyfLiifI7EnAH9alA3fSpU4HFVYyJSRu6VMD6VCvSpFpiPMtXtTLrd9vV23zvHtAzlc5BB9M4zUcUE3lQsm2VMDOOD1zn6cmn6/eKNa1GJo28pZzueMHcGH+FWrSVFt1cKTCwJQgYKgjv/iKmy5tSm3YnjLzSm5iUMjR4w55DZBxjse2a5XxRNvnsluSYJH379w9CCOR+NUra8kPjSXTLrWLy2hacxJLHLGipwCSxfjAH4k49azLm5v59fltb6W6l+yyvEqXBG9OeNwXjPAzilVtytXsQ7dTcsbm1Rm37DGFY7+DtOcgj8yfwp8Zku3AYdAQwHAJByM+uQahjgtxJFb3yqk0cmSc8Edf0zV+4SZSyQMFfeRuPfpz79KmnBcznfctvoVbgySwqYBlVUnvkHHQVDbwvczSKqh9n3c8E8DAzSXFyWDxmRWZgQWBICkcfrirtjC7byVWSMHKjb3xkfTt+daJ8wbDRK9tcWyyRjyFDM4AyU7Hj8as213Dcwy5uDFEHDqSPm/ukD3PX8ayX3RpHJEHE4G537c9OPbvRH+5MUjK6QowZmRN2CDkHkHjkZrOdNvYpPuaTWklnezxpcBkZSpBXAKAq20e9WIYZfKlESrKpIkVGyOScng9OuPwqL7dbwRFU/0gsc7dwKkN/MDGfyq9p0iuCwn+0DGGOfmUDpx1JpqFrXE32LEDM9kscfmGVCDt6Ntz6n2zUt1JvkMEqCNBhkbB2k+1Yfi66uLTTXvLK7aE5RUdBhvf8KxdYk8SaNoWm3l7qN4kl3v8yFl4hA2lQxx94hs47fXNa7EGZesYYIWjO05UHH8WR3qk80iXszK7DAQ9eKKKxq/CzOexZiuJP7QZwdpkCowHQgD/AOvWrBIVtJ+BncRn8KKKqjqmVHYji/fzbT8igy/KnAPy56fgKt2+ZLJ7gswkUqCQfvY6E+4ooofxP5GqNCJRcW4eQc+TG3B77gf5jNa6QRzlsrtwR904z9aKK0RLJ7b/AI/3jydqcrjsGGSPpxXm2rX82leMrq+ttvnLO/3xkcptPH0JooqILR+rHIr6RIbe1nEYAJdIwe4GD0pdSG27XuVO5Se3FFFKp8JAywkaSWeNjlVbIHpmrgjLAv5jrtAwAeOuKKK5Iv3mc8fjZRsppF1r7MXLW8iuzRNyudp59jXV3ar/AGhGhUMML97n0FFFaU/ij8/0Oun8Bdt4kXSWlK73CnJfkt83erFzKyWtjGoA5I3Y5++w6/QCiiul9AL15Ag0+VfmyJVIYsSRwD3rm/FN3LN4cmZ8ZQwEY925oooj1E9jmdZ8QNrFvFHJpthbmDbHG9ujqVQfwgFiAOc8Dk81O/3R9KKKiZtR6lR7ma2mj8p9pKk5+hre8K3Elr4tgljPzNaSZz/vD/GiiphuYT/iM9Nt9Zu2U5KflU0er3XqnX0oorcZdi1KcxFjtz9KsR38xQH5eR6UUUCOO1yJVv7q5T5ZJGYtjvyKbbErK0KnbHE4CqOmCoP9TRRWdVfD6oqPU891fVTpnijVIzY2N5FPcbmju4d4DKOCMEEdeRnB7g03TLibUNWuL25kL3E8m6R+OSQSfp0FFFTX/hyJ7GnC7HU1ZmLsirtLc4+XFXJpnOurBnEaxycDvjb/AI0UVnS+BfL8xS+JkIjSS4RHUFHPzKenWpEncXN1b8GNIXIz6qOP5UUV1FBbM0qpbuxMc1ztf3BTP8xVqEFLJmDEkKx57knHNFFStxi2drCAxVQpjndBjuN3etKyxDHPPGqqzqWIxxkLxRRWFT+E/wCupUfiRk+OuPD0Mg4bzUOQeuRzXGXes397YW+n3N1LLbwu0iiSRmJLYznJ5xjj0yfWiiugzP/Z", 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", "info": {"video_id": "157371", "label": "throwing a bathroom tile", "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": "157371", "label": "throwing a bathroom tile", "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": "9f52138c5f5d8cfe19b716ea314d940792ef0f477d19612b7e9ddb6c171922c2"} +{"episode": 66899, "episode_seed": 2800100053, "split": "train", "timestamp": "2025-10-13T03:37:24.283073", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 710, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2800100053, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pouch onto a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "139380", "label": "dropping a pouch onto a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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dm6jEc5fLx5yEJHQVqaBcRaPoUt/KmDcOVT/a28Y/WsfXLpbzV7y6U8SzOwHoM4H6Vv2AV9AsISgwiMXDDIJZi38sV6WYSdPBwi99F+BvlmG+sVmvIxb/AMTXl1leitxx2rD8+SGCQfM258scH8K6i8KNKSgGOnFZl0ykxxHJ3SKcdsc5/nXgwabsetXwHsYOfNc53zZXJ6Y9KuND5cMD7ceYm768kVZ1EQJpdssbRmTz5twUDco3cAnr/So5nMlhaE/wBk/XP9a78L7tVHjy9+En2/zRl38ZaHcozg84q5ayfuE/3RVjT5FS9jDqGR8xupHBDDFXrnw29vay3NkZJEjy7xtyVX1HsKvHU1zJozoTtuZn2cahq+m2rMAskwDMegXIJP5Zr2ExWNsjgSDK8hRwcZ9+leOW8iR6jbzSyrFHHuLufTjp7+ldWtw0d3O89xKkdxGsUQST5sOCWbOeW4A/GuenpFFzb5rmxrHiy70m/C6LcIgMYErlFdg2c4BI6Y2mqtn4z8XX0kgh1hk2AE5RB/7LVTxnClrqNraIATb2kau3csRk5Pc9KPDYCaTezcbnnjQeuACf6ivTUo08CqyiuZ913f8AkGCpLEYpQls/8jVl13xl5LY12TGOisB/7LXO6jqPiP7O73WpXTxjqPNNb01wY4stxWFqM7SwS7iCNpODXmLH1ZNKy+49/EZRhqdOUle9u5gDUrgJtN3clfQytj+dPe2dbSO5JVo5DgfWrH2WNNMv5DCrFViKSbfu7uoB/wAOfzqGKXfoZiP/ACznDD8RiuyniZuaXc8CNKL5k+if4F7w1P5OvWw4AkzGfxH+OK7C2l2OrZ5Brzy2mNvdQzDrG6v+RzXcrKPMbHTccfSqxqs0znpkvjHwt9stP7ZsE/fBczxqPvj+8Pesb4c6M81lcaiE5M3lK2OcAc/hk16Vp0gfTUBHVP6V5foeq3mmeGFECk5fMad2JOOPQZPWuRJbmyk1Y7m/soI9PvvtQWSMIZJY92WIAz+dUrD4haRosKR6fol1sjTYvm3mePpg4qrKkt/ZahNcSgwWtqHJic5aVTtO4H+Esp+uK4eOMyzxRd3dU/M4ruwFGnV53Nbf8OZVakm0kekal49tNcWIah4OjuhEcp58hbb9CFyKjfxzGoAj8H2ICrtXzd74HpyOlRS+XFeTRJkKjlRk9gcVVnllK5jXd+NcKzCC2p/iz3KmT0o256tr+Rnah4yke6Dro2kQspyAICSD+JpD8QPEcxKwSwocdIbZcj+dY+paXPNdmYxS7W2lioBxkgHA/GobaNNJ8TLBucxK+wsw6gjnp71u8ZGSvyI8r6tGNXkvpfcvT+MfEM+Q+r3QHojBf5CulgvGurSzuWbLSQqWPuMg/wAq8/mBSeRfRiP1rp9Dut2kwoTzFI6fgcMP5mujExXs+ZHMk1OzPStEn860GTkjisrxRevZatpska7nMUynnHy/J37c4pfDVyu6SIt83UCsT4kXxtZ9HfzSqb5CyAcSY28E9hXDfQ1I4NfvNTtt8cLyt9pEceCMEYwz89gSBn3rmdfikt9evIpZ/PkR9rykY3HHXH6fhWt4KeXU/GFtCnl/ZoVeZ/LzgAHdjJ7bsdsVgaldfbr+4uj9+aV5G9OTxj8K7MtjL27l0S/Fv/gfiY1npY3dDsov7HS5lVGMszgBlBwFwK0ZIbNEy0MP12Cq+lk/2FZQkYEYZs+u45qK5eWdtkADAerYFeXi60niJtPqfZYSFOlhIOolt+Zmawsclqxt40jKkcgY74rAa2uRZtd7l8oP5ed3Ofp+I/OtfUZWjiaKWNo3bHDjGMHOQeh/Cq+ozwjTrm3DsJzebmQA7cbeD7/jV0qk+XVs8XMvZyq80EreQ27WJtMsbiNFVn3K+0Y5GKl8Pz+TrUGekgaM/ipH88VRVt2kIP7k38xTIJTBPHKvVHDfka9PDXnRs/M87F/GmuqX5HoFrJ86HPcV30Df6OmfSvNIJMgMp46iu70u7F1Yxt3AwfrXnR7CZ5z8RtVh1m9jvoEeNi5JRh0GAP6V0Xw+0oaF4XvPFN6hSW4heO0U8YXBO/8AEj8h71zmnaGvifxnY6RJIEhMbSzc4JVTkge5xj8zXrfjuWGz8BX0cKKiBEgjUDAXJAwPwzWlBc7S7lVYqLaR4KQSPc11km60tVtyNrqoUg9RjrXPWNuJ9WtrYsCHnRCQeOWArsvGYj/t2S7hBEM5OAR0YHa39D+NdWdT+CPq/wAjvyKajUmn1ObkNZl8+ySNuflOfyq1NMVkNZGqXA2jBrxafxHtY12osjuY5Z7R77YqwtO2MsN2Sc4x7cfnUgGdLjPpIf5UiSGTwsFTOftu0gN975eOOvWn+RPb6fJHPE8bKwbawx7V303acfU+apvm5ov+V/hqVlYqwIPIORXo/h28T7THuxiVeM+9ebZrqtLkYaXb3CH7hKN7EHj+ldmMtypnLTvcm8W+GYtHjutRtVHlMymNCARGSfmH06Yqh4J02bxN4psbYRKUhYTTvj+BSDyfc4FbXja++1aJp7KSfOJUgdzj/Gu+8F+EV8NeCpzcjy7+8i865YdUAGQn4Dr7k1xJLY1eyZ5d4ruhd+KtVkQ5jNywXHQhflH8qu6DEEsF4++zH/P5VzsspmleVjkuxc/ic13N/ph0XR9JkAIFzaI/PZ+rfzBr0M1fJho013X4I7ckcfrTb7MyLuUu5GcqDgVkagf3H41ekbB/Gs3UXxDnrXz8PiR9HiZfupXM+8uzseJJiEeKLcgPBIHT8KZac2FyP90/rU2my4sdXb5f9SDjODycce3PI71BYHMFynrGa74uzT80fL0vem15P8mR5rrNNnMtlEx67cH8OK5Kug0Uk6fIw5EcnzD0BHX+dehjFenc4qe56H4evPOtnt2PzIOPcV5ULk6Xd3dm0km7/VuThs7egUHgD8/pXaaNe+RqERzw3yn8a5ey0W48X+NhZQfL58haaRRxGinDN+nHuRXnp3NbdTobRJ7T4YXV7M7F9RvViXd/Ei8n8Mqf8muc09S+r2pXAIlD8dsc/wBK7/4ngadaaVo1vGI7KAZgQHsFCkn8T/OuP8N2El7qMrRjP2e3edh7DA/rXq0EqWEnNdbsmilLEwi9rr8zcu5PkZifmkPX3PWolkKADJ6dahnk8ycKPupmguCOvNfMn0GZzvVS7IsecfU1FKYnwZEViDkEjkGmbulNYjaTRc805S+4vpwTn56vaFPtlkiJ4bDD6jj+tUL/AP4/X9wD+lP0tiNShA6sdv519Gvfw69DgqLlqteZ21jdm2uo5R2PP0qt8UWWW10qQeshz7ELUMco6HrW/YaVbeKNb8P2t5InkwJNK8bHmbYUIUf19ga8uJQ/wpor+EPAN3rV1Eft+oQsE3D/AFEW07fxPX8R6V5vjjHtXunxGvFj8EXYHy+dJHCB9Wyf0FeL6fbi51e1tdwIluEjz2ILAV7OAtGnKTMKurSOnZHsbbyXUrIiBCp6ggVRgLBiwOFH610PjYRtrbXUAIhlJBBGMOp2t/Q/jXPRfKvPevl5S5ve7n1eKqqWGjbyLnnll2kBl9CMiq09lY3Ybz7aMknOV+U5/CkyR0pN5zSTa2PIM290iG2sZjbtIyfeEbHO0jvn6Z4Nc9XUag7JYzMp52muVHNe1ls5ODT7nHid0dZps2+yhbPO3B/lXW+GbrbNJATww3CuM0VTcaO+zmWBzx6qef8AGtXQ75Y9ThJYAE45Nc87KrJdmL7KZyF/fXFr4lWezleK5iKLE6HBVu2Pzr1Txhrcl/4DVJ1H2gXccUjgYDMqliR6fSvG7szXGvMIM+aZ8qc4xt759sZ/Cu98QSNF4T0uM3YukuLqedJljCCRQqqGwPctWuBhJ14W2FiW7to56yDPfwLH98t8vOOetd3rQi1Lw8ZvNX7SpWUxHAKnGGH49a8xlndGDRNtZeQfQ00avqg/5bA/VRXVmWH9vUTT2LwuJdFK3e5q3OQ5ODzzWNqg/d5rQXXtQFqImWBjnO4xc/nUEviG/EKxPHbsAT1jrk/s2pD3j0a2bKrBw5bfMh0bU4Y4YbW5lCpHcrKuUz3wec8dSeldT4glSaxX50aRlZ+D2z1rlBrk54NpZke8VS/2rNLG8f2S1jDrtLImDiqVCd0zylZTU/UhzXTeF50eC4tJOVYhgD+RrmB9RWv4OtP7U8TGwk1Ca0DxSGMxx7izqpYL6AcE5Pp710YxKVFxFTdpXLeo3t3od/pUkpjuUtbs3ESOnysBg4Nex3XiW21nwFqOrWTMiyWkmUk6xnlSD+Oee/WvnrVb+5vIYmnlZyqnG7tnFd1YahE/gPUPKWZFFvbW4DxlQdzZJB6Nyrc1w4ZylUhFq93qXVdlocycyEL7BRXpmsyf2voIliRisMKSrgcKyjY4/IZ/CvLxN5TrJgHawOD35rdt/HsNrE8MKGOJ2JMZjyOetd+b0Z1ORQ6XLwVeNG8ut0V7iXhT6isq/lJgOM1ftNT0S5ukS5muIoQDkpGSaW7Xw68oVdSuTCepMJyP0ryoYOtfmSPdrZnh503FPUxNHmMltqUAWQyywAKEXdnnPTB74OcgdfSuqudMs4dND28So6IEZh1bI5zXItbaMkrFNQuuDwRFWsmsW32aK3fUpXjjIODbnc2BgAmt3Tn2Pn4tqrCSeiepkqeK3vC86peTQPjbKnQ9yP8A9dYI605J5Ld0kico+cAj3r0cRHnoyXkZwdpJnRahLc6VqCBI1MRIaORm4+n1Fd18HJtMOn6jJE6nWJJiZEfr5Ocrt9sk598e1cfr9nbP4ZivbTVr64U3P2cG5hWNZ2VNzSRAc7VJ2nd6j3AyPA8zW+uPcxSFZreHdHg8lmO38evNePGo4RvLobTaSbO4+K1yJvElvEQ2IrQY7csxJqv8O50tZ9VnKqzi2VQrd1Ljf+lZ3j26e48W3HmY3RxRRnHTIQE4/EmqnhzUILC5M0kgG18NGf40IwRXt4mLWAtHdpGVBxda8tixqw/su/nhY5CsQp9V6g/lisoaqndq2vE93YazLDJanYVTYytgZA6Vjv4N1A2qzxmBgy7gBMucfSvno0p9UezUnTrWqc6TtqSxarETgmra3KSKSprmLjQNUtXU7oRnsZhVm2h1GNhv8ojvtmWrdCXQ4nUSdiPUkKXC567cfrVaGQxTJIOqMGH4Greqby8TSbA7BiVRg2BmqAr28N/CSZy13ed/T8js9WxDCL+MExsAZAozjPesG91a4lfS2s2mguI7hhFIPlIY7cEfjWl4Tkh1TV4dL1LUbm2tp/3ayRyxIsfqWMnGMA8dScCud1WwurHxHJp8ZnjNvcvs+0YV4whzlscAgDJxx6V5CjKF4djR2eqPU/GuttqPg62WUAy/bfLZwBh9ikkj05Nef2G86hAI/vhsrj1HNbPiKYL4e0SOO6kuYpWuLmOWRQrMhZVUkAD+6351yMlw6sDExV15BHY17mGi44JRk9WmckZONRSetrHq+qhNS8OvciVTMMT+XwCpxhx+PJrllZnj3AblUdRXG/2lqZ48/P1UVpaZ4iubCNoriESqWySPlNeL/Z1S3uanovGc0eR7HRL88bODwDTcnvWW+v2TW7iJZI2Y5IccfnTYdTSQAhuvvXLOhUh8SsNTi9i3qZzYyAd1IrmFra1G5xYsUcbiQOfesVFJ6An6CvTy5WgzmxDu0b/hi5MV1NH/AAsoJ/A//XqxqOmx2WqwXyRK0Ekg3gjIU/T0NYETXVo/nRrLH/CW2kcGuq8QaJrOjeHtMub+5ufMv/M82FkwIANhQMcfeIbOO31zWGMi41+ePzHTacLM41/3a6rOvEhkWHPorFi2PrtA+hNd34I02HxT4UFtqDSBNMnaO3MRCnbJ87A5Bzz0oorXDtqaaJqdTJ1jw/aWGp3FtE8xRCANzAnoD6VraB4R02/1KCGczlHh3th8c/lRRXUpS01M2jtz8OfDcS5NrI5/25SazNc8G+H7bSpZYtNiV0GQ2Sf60UUp1JvdsSRwCW9pFytlbH/ejBq3HdLF9yzshj/p3T/CiiuVyl3LsW7bWLjz0QQ2ignHy26D+lcxYeIb6PWn1dfJ+1RyNtHlgLypU8D2Y0UVnUbsXHcy7qJXntYDkI7hDjrjIFdkLh5vh/c5wFj1j7MiqMBY0Ryqj6F2oorfL/4sSavws5WZjnHaq/lqe1FFetX+IwjsSpGoGQKR1GKKK6Ka9xCe5RKjea0tPsop2AYsPpiiiuGW7NDsNO8J2F0oaSW559GUf0pnijwxp2kaXHcW/nM5kA/ePkUUVyV5PlepUNzO1vxK+uRW0UuladbNAixxSWySKUjXOEALlQOcnA5PNZfhKyt77VrtbmJZFS2cqG6A9j9RRRXnw+Jmz2NnxY5bxdrHtdyKPoDgfoK5W6AkI3c80UV9JW/hxOOG4yO3jZhkVdeJEj4HaiilhkrMqZn3KjcOKiSNSeRRRXPVS52VHYuwIqA4FTY4ooprYll3S9abSY54zp9hfRTMJDHeweYFZc4IIII6nIzg9waZqt9cX8N5qdzJ5l3dTBZZMYyGyzYA6fdA+gxRRXiz/iv1Z1L4TovDFmnifw5Cl87qNNY2sBiwCYyS/wA2QckFjz6VnanoVrZ38kEckxVcYLEZ/lRRXpRlL2cVc52tWX9K8N2M+q6fBI0xScKX+Yd89OPavRh8NPDKEs1rNIf9uZqKKXPJLRia1JF8EeGoRhdItz/vgt/OvO9Z0iws9UuILa2jijz0RQMfjRRXNVk5LVlxKVrELSRniYlunzgNgfiK17fU70SIq3BUFgOEUf0oorBaIt7mBd6pe6mmo/bLhpfInVI8gDaNzen0qrq3iLVL3RYtPubyaaC3d5E8yRmJZ8ZySecbePTJ9aKKwl8TNFsf/9k=", 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", "info": {"video_id": "139380", "label": "dropping a pouch onto a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cc083fee994bc48b9914386eb2e76777830582b1fc853524801ce23c4880e1d5"}