diff --git "a/video_unshuffle/swap/train/batch_000556.jsonl" "b/video_unshuffle/swap/train/batch_000556.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000556.jsonl" @@ -0,0 +1,100 @@ +{"episode": 55600, "episode_seed": 3429181199, "split": "train", "timestamp": "2025-10-13T03:24:50.005992", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3429181199, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 potato peeler onto floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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vLdSrJK2Mbic0UVt0RlH4irTH+7RRQzZbkQp46UUVmWPHNXbP54rhW5Cxkj8xRRQiZbEQp60UVBZR1v8A5BhP+2v86y7vxBqmoabb6bd3k01vbyPKnmSMxLPjOSTzjbx6ZPrRRWsNjGpuf//Z", "info": {"video_id": "148225", "label": "dropping potato peeler onto floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "148225", "label": "dropping potato peeler onto floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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0ooqDUkXrVhBRRSYFhKmUUUVIFmKrMfSiigTMjxf/AMi8/wD12j/nXH3Gt6jfWENhdXUssEDtIu+RmJLY65POMcemT60UVrDYynuf/9k=", "info": {"video_id": "148225", "label": "dropping potato peeler onto floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "148225", "label": "dropping potato peeler onto floor", "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": "50d592ba0eb56ce2e15f092ca4357227d77ba762ca8b174a23302145fdabddf2"} +{"episode": 55601, "episode_seed": 3179235487, "split": "train", "timestamp": "2025-10-13T03:24:50.903670", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3179235487, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cream tube onto bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "55127", "label": "dropping cream tube onto bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "55127", "label": "dropping cream tube onto bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "55127", "label": "dropping cream tube onto bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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iXeP3UOck9zjpXbM5HP48VXsrGKytEt4RgKCcnqT3NLIW796TY0TR3hiI9O4qzD5T3STRts3rg49ax5Q6N8wPPINS28/ln1B7elJSKsbiyOsIWReVJGfWqsjFTkAcUsNzujO45Xtk9OKSQB8Y4OetaEChwyjI2+oqvKVIJDU47l9eOmaxfEd1Nb6W8sLtHJvUZBoAkuHweOlaq7Qm4Hp6iuT1mOK30GDU9P1i/mDXX2bNzEsa3BCbmeIDnapwp3eo9wOwkiwgYY2+oNS0FyvIdu7B70olJRfbrSABiSRimyAqPlxjH6VIx3nFD36cE1MJ47yIxSDDgcHvWe4dkLDkDrUcbkPnOCOho5irHW2zMmiXJjwxSSKQ5HO3JUj9RWGTv1KRsfdHNWtMvN32i3Y7fPt3j/HGR+oqCJ1bzZOrPgH8BWujSIWjY9JCGwyjHqKbIVwMnB9aaUYDIzjJ7Ux2bGOSPr0pAVbggA+tSaQA7XGQTjb0/GsTT3i1Hxg+mahqN1a28smxJI5Yo1j7ksZOMYzwOScCtLwnHcR6vrlpcNcf6LOIwtwBvXBYYYDjPAzjilYTZosuHx6UFQUxnPPTHIq1LCoc8cE1E6ncnPGcA1Nh3KE6GJs4GKheNJJYyMIrEbj1xzVu4HB6lt1RSwM8KgLyfapaKTJXuLK0zDbsLp1c/vBwg/HvUMVwMbTjrlTjpVHYYyVAwFFND7c0cw7GotztkwenUH0qR3UgtWUk4c7Xqw0hRcE5FVzEtEdy4wayZ354pNduZIbBnico29RkelVfEWhaxoGhaVf3k9ws96ZPNhaPAgACFAxx94hs47fUGi1wvYr3UjyOzuxLE8k1Syd4NFFAo7oSPmYj6V3scCQxIkYwqKMUUVKOirsiO54f8M1CGIWiio6mfQupIzRqD24qe0lbbjOef8aKK2RDHzHAIrgbvUrjSPE81/a7POikbbvXI+ZSp4+jGiiqRLMe2+UlR0AArrPCsSPcySsuXRMKfTNFFLqM6/onXhuoqK6QBR6+tFFJ7DRScl7Vdxzg8VXBIaiis5blou2jtmRc8Yzip4XbzFXPDAE0UVpHYlliQZ5zzXN+KzjSG7/vFooqiTndc8TPrkVvFLpWnWxgVY4pLZHUoi9EALlQOcnA5PNemToqxjA64zRRRISKY4XIPTmkH7xSW70UVBRUQlZsA4BBqq3BwKKKiRSJ4ZG25B5GcH8KssxA47KDRRVQEy4hLQgk5yCagl4BHvRRWhJwt1rbaVq2oRtp+n30Usocx3kG8BlHBBBBHU5GcHuDXVfDq8n1W+12+vJPMuLh45ZHxjLHcenaiimiWdXcRqrcDvWbKANygcAnHtRRUgiGdR8hIySBn86cpxMEHQDj1oooKIpIY2uGyo79KzJo12lu+cUUVMyolH+IVMxPTNFFZopmPr5P9mE/7a1iX3iHVNR0230y7vJpre3keVBJIzEs+M5JPONvHpk+tFFaw2Ie5//Z", 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", "info": {"video_id": "55127", "label": "dropping cream tube onto bed", "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": "bf3b5293efd428ff3b6f48aa0d6ca6ee4e1108b2b456169ac9bf42c6ad439e3f"} +{"episode": 55602, "episode_seed": 2963634563, "split": "train", "timestamp": "2025-10-13T03:24:52.833238", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2963634563, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a ladies wrist watch next to an eye wear'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "168202", "label": "pretending to put a ladies wrist watch next to an eye wear", "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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cG969FtbeeRfIZoxZyRvAYjHk4YHBJz1BwfwrzOWN4ZmjfIZTgioU1JtJlypyiotroeradKLuGOYABZ41Yj0yMH+tPdCoQt1U4P8AL+lUPDMeNDsnwcupyfXnA/TFbVwgbzABwRuH4jP881zbSsd2rgmevi1mlQZm8lCOVhXB/M81zniTwlYPpM9xCHE8eZC7MWLeuSa7CuZ8Y65a2Oj3FqJlN1Mu1UXkj1J9OK6OhzPVnmduALWP3ZjVqEYgcgfwNj9KgRNtvCvX5P6//Xq6qD7Me37s9vcVznT0J7ePdJg9CSP0FcvqWgGXxFE4iKQ7NzSZ5LdOB/OuuhBWZAOzf+y0TpvSJ2HIzg022tg5U1ZmKtmsMMKou1c8DHQCpLq1D6fcAjOJM/p/9atO4RTIgxxz/KlaIGG5XHUAj8jXM0+p0q2yMbRdGtrOW4liQo5UDCnjHXp65FaSAeY6AcH+RqaxX98Qejp/9emyrskzjnpV3d9SLJLQn02GKUO8szR4AGF/iNZGr3MLXwiti3lQoxZi2d7UmozyQO0cbYV8sf8AP4msgZ8qdvUbf6f1pKPvcwPYfYjE8eccAk/lV61uJ45lEMjoSMna2PWqdoMO7eiGrlkn7wkj+H+gok9RxWh6NoN8JvAhe6k3SRpJFIW6k5IH5giuL1Kw+2aQyLEJH8sgA9zTopJUBt/NYQbkbZ2zjr+taEAJjjHY7q2c7pWMIwabucromiraW8IZR5pGHZeg+lX44Plc9w4P61rQoq7xgDv/AEqFIwYXAGDz/OsZ3bbZvTSikkZGp6dHPfTq6AjqMj61pm3it7VI4IwkaoNqjoAOlS3ceblWIxuSpQu+yiPcDaf5f0qFokU92VHOURu3I/MVw8C7VZyOBnFdwwzDKg6hcj6jmuNUcInYkA/zrWLsZyXUn82aAxxpK6hYwThjyTzWxpOoT6VcW91bkeakf8QyDnisOYl55fyH5f8A160WG1gvoqj8/wD9VNytYSjc6TUfEt/rNmYrhkEQ2tsRcZO7jNV7dCxI6ZDfzqrBCxhPHRU/nWnCoWZQR3ampN6slxUXZHn19ozr4pWO3b5nQyEY4A64zXQwWRtrOGJSWAOMk9T1NbtxAjvHMAAcc8deaSe3VfLQcAE4/KlOcnZdB06UYty6mXc2olsLxXGRkEj2INZOg+G0tNXe6ifCmMjay5Jzxwe1dYIQy3EZ6MimoLFNssfH3kI/TP8ASsYtpOxrKMW02hFASc55zgn/AD+dc74jTH2Vc9GcH8MV0s6bJc+hIrD15A08D9V2lvx4H9K0g7MiSuZVuAjZx/q0Zj9as6dHiUe0ZNQKcwTt3YhP8/nVuxHMreiD9TV30JtqW4h84PT5c1d2/v2HuP8A0Gq1uvzPkfdXH6Cr6Lm4fPZx/KmgkYPi3TWu9MSZFXMaEkn0x/k1k+HrKdxb3LRhVVSVJGdxPAx+td3Naw3lkYJV3K8eCPWoLOxSKJAqhVi+UKOgGKbqyjFpGaoxnNSZnRKRyBgCUfzrmfEnho3WozSQYV88gd/eu1SArA3HfP60t7bj7dIxA+dc/r/9esIylGd0dEoxlGzKlhYvZ6RbQNGI2iRcqGzg9+atSDJQ+oIP8/6mrUi77WNv7yf0qq3+oJ7phv6GqUm9WTypKyLl7411e6t0gEoiDHDNGMEgD1rnpmeaeVnYsc7cn6AUyD551GOFH8zToWD8nq7j9TmtuZvcwUEtjTxtbbjoFH9f6VdjjzaPk/8ALMf+hCqhI82T/eH6A1fTH2WQHuqAe3IqEzVonijxNGw7v0/CpZIy1v8A7p/z/OliH7yNhxiRf5CrW0CGZT1xTYkZyxhpF9gQfyqwiZEwH90cfjQF2zMM4+WkDf6QwB6oaymaw2KtuNs0OB32/wAxUV+cZx0Bz+fNPZvLcMT9x8/kc/1rkJprvUvGt9pL6vc2sAaTyljUNllQkL7Dg8n+tNK70E5KK1NXUWEnktkZ5U/Qc1m/8u4/23B/mf8ACsLQNSu72G4a5neXaq7Nx6E1vy8GKP6/4VSVtCW76k9qhMUzEdMLWjAv7xx2Ab+dVoADakAfelA/WrtsNxdh/dJ/U1D3NUtC+sIa4YHr+7H6Cr0CkRJ7Ow6f59ahUL9qlIH8S9fwq3EpEJz/AAyH+lWloZN6laWPbK4I4P8AWhYtsH1z/Ord4oLMV7IKhYgQ9f4amWxcNyK8TJhfqCo/l/8AWqOM4tZB3VyR+hp8xJt4j6Y/niue8TXtxZaBcyWszRSiSLDL15yD/Ss1qrFN2dy3JL5VwR0OelcvGm64QDuSfzOKqa1PJDo0Op2WuahNuuPs2biNUWchMs8eOdqnCnd6j3AvQAAySdkXA/Af/qrTlcdzPmUtiNPnkDf3pM/rn+lam3dIxJyQcfkP/r1n2iZurdT0z/StSMZyf9pj/IUpPWxcVoasQxavgY5QfqauQqftChu7PzUCA/Zm9N6D+dXolHnxg8jzCOKqOxMtxkkYMCnn5SR/Oo3QySR5/wA8VfCBraQntzVdQBLznpmh7ErcbGi7n4z+7/lVJFEbo391/wCtaCti4AP8SkfpWfO2BLxggk/TgGs1uayHah8u76iuf1STzkgB6gn+n+FVJL1r/wAc3GmXmq3drayy7I3jljRYhwckuMYxnjqTisq3lu11DVLW6luWNtKYUW5xvXkj5scZwBnHFXGDSTZm5q9i70towRyzZ/TP9RV+zT9zMB/EQv8AKqM3DxpngKTj6nH9K0rEZtoj/elzVdAS1LluuPMOeSP6mr4yJ5O483GfwNVrRPlIbqQBWiik3Mpx/wAtiD+tNEsfbxgpCfVCKYoKbxjtVqBQIoeR1I/X/wCvTZ08uVvwNJ6htqVEjIgbPcH+dF3HtmjIOcr1/AVZIAhAHPFR3RBSBvYD+YrLqbW90jjGbLaf4GI/X/69Z5kUTMjHg5H9KqeJL2ez8PXEttM8UnnR/OvXBBz/ACrmtftNf0PSNMvru+uxNemTzIimBDgKVDHH3iGzj/69WoN3sZymlozZt/vzt3AP8jUtkoMsA7bh/Kiir6MzW6L7dZPq38hWmgzbt7hf50UUo9DSRo8KFAA++v8AIVawDJJn0P8AWiimyUQzookz6AVXh+a5bPo38jRRWUtjaJm3Jx5v4/yFeda1qVxpnjK9v7fZ58cjY3LkfMm08fRjRRV09zOrsVvCwwZ07box/OusPN0ntGv+NFFU/iIWxoW4Atbc+r5q3afxDtsH8jRRWK3Zv9lGzAAbiY4/iX+lXIuUmz/f/pRRWxiTSICjf7n9az5/kjIXpRRWcjWAy6/5B6nvz/OuQ8YMRoko7F0yPo9FFTDcc9ji9d8RNrUNvFJpmn25gVY43t0dSiL0QAsQBznpyea6aP8A48JT3wf5iiit57mFMfZ/8fkXsrGtW35A+p/9Coornl8R0x+E2OkX/bQfyNaEQ+dD3EtFFaR2MpblkfclHbFVZBtmBHUqP5UUUMERD/j6Sqdz99h6gZ/I0UVmtzR7HnOpaw2m65fRtY2N5HLKrFLuHeAyjggggjryM4PcGodHvbjUtSvLy6k8ye4lWSRsYyxyfwooro+ycy+I1pGP2weyL/KtnT+bW2+hP6Giis30Nka9qBjPoV/pV23+aVie8pP86KKtEPdFuFQLZT3DH+YouwCZCeuBRRSe4EMhxF/wH/GoJh/oqex/9moorJ7my+E5jxZ/yA7kdvMi/wDQjXB6hrupX+m2+n3V3NNBA7SKJJGYktjOcnnGOPTJ9aKK2pnPU3P/2Q==", "info": {"video_id": "168202", "label": "pretending to put a ladies wrist watch next to an eye wear", "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": "235cb7b00937d43710e1e4c1a17f52232df13edff677939a35f14745c6ffabbc"} +{"episode": 55603, "episode_seed": 4156325718, "split": "train", "timestamp": "2025-10-13T03:24:54.517485", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4156325718, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing bra into paper 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "207729", "label": "stuffing bra into paper bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "207729", "label": "stuffing bra into paper bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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WpdM1q5tbgwMS69MDp+Nb1yILu33BSpI5HXNFyrnlmqTo8BE6Zbog6c1x90MNyn4g13Wu2Mf2rDIWGThs4x+Nc9eWSJA3lI8pJHU/dFXFqwczT12OYeNHbO4qfXFel/CCIB9WbcGK+V+H364B4wp6c13nw3cQNqZAPz+Vkdv4qd7BJprY9B1C+iRuHUBBkjPb1rP/ALdiuY3MTM2w4xj9aq6sgMIuA+115+o9Kw7DT7y5voW3CC0H7xmHAI759/amlczbOutDJLbPcyqI0UfK3evC/iUGfxKLrH+thUZx12kj/CvZdd1SP7KLO24KjbtzyPr715z8SNNWPw3p2oFv3iXBix/ssuf5rRF2Y2vdPNVBgMbspGD81aNxqchKxWrYJ71TceaN56yLhgP4ahgPksGPUiqepKNm1itipe5zNIepY0s8oduAAOgrJ+1HBI605LwsUyvGcVDizTnSNays5L+6SFOAzYLY6V3lj4f0+1xGsIkkHV3GSTVDQzGsMYSFQ2M+nNdRb2y7TK+WYjjBwKhjubt/LdQysIyvln27VjaVfyWmqsshUIx4A6ZrpXaK8s96sOmDXI3VokE7MSgGakk6a9tPtDi5tmKv144rJv38rDOTvHDNjvVrStTaKHEmHiPQjnFQa5AtxEXTGepPtSYzD8QxRanZxvld6DA9xXA3NtsO3HA7113mMpKHLc9PSsy+twcuv5elUmBykkJhkwjfhQGB4cbc/ka1o7BJGPzMuTzu5qGezRJWQElc4GRg1d0Ck9mZ8kZQZUfL3waks5fnU/hxU4sCQxRyDjgVBFakyjzRz7cCldFaW0PUvAEYmhviyAnCYJH+9XT3VkrKBhsZwSK5b4dxxwRXwjUDPl5/8ertY5kWRnbJVeBk9TUsgy3hTTWW8Esiqo2OCvY9CfoaviNr2PcQCp44NV7ycXYZG+VORj2qC1uIbePyd7GRMK7dOccGnugIjZmwvM+UGB6nqa0J4obi33R7kY8lTyKjtxI8bMZcljxu6/nUuWiU7pFIHYioYzlNX010JdkOB3zxXH3yLIjBhzivSdQukdCvb2NcLqYiMrbVqkI4uWDypunFOlWNkVG6t39KvXUfNZbqyv8AOck9DWi1JegwRGOXYcdeD619GPYrJKhMIcYHAbpXz+YV+zRsxAIOcmvomK5Fva5CgyOMnJ6elTIaM65MemXkZjiZfOG1yDuww5XP15FXxbx3NvuaZCHGc+1Z1yY7sHzGYtkHIPcc/hTDqMd1AAsYCvnAP8JzyKHqhkMFnNZ3rPFKAmeDn+ldMH+0wBZQGOPvDrWVFFDsVCzEqM7c5FWDN5XKLt/3TioAr3OnPljC+SegI6flU8RuLOHE5Ur255NWI58xFy3bisq8u9zMQeM85NIZmayIpUaRmXAOSxOMVxF3dtHeKUOYVGMAfe967O5InhkGPkPUEZH41x+pWLLKBGpKMccHOP8A61aQt1FJsqX9qJAJ1IBIyfcV0XgDaP7QO4ceX/7NWBqTkBIEO0L1K+g6CtbwiwEV/KjKrFow4/765p2drh5HoDwrLG0TruDcqM45rMe+eySQyxKqLhUTHRv68d60LeRmQTDLbR6VU1F7HU1BkBSVO2eD7YojJbMlrsOuoYLyOGUALIpwWHXFcZ8VXx4YsraPJDXQPTrhTz1966S1v002ZTchnifIKAZ4qXXZBewo8MyzWhG5dygkev0pJ63NHtY+f1tZVVWB6nPHao7iExsTkkZ4zXZaxpqo8lxbERkdQOhrDZTMu2WNZB69DWikLlVrGMCTG3T05P8AKljYBCNmRu4PpWwbeEKR9mZsc4JGKh3RLwLfYe3PFF7i9nbqdXoVwkcagcyAd66uaeQ2v3stj1xXA6ReJbSAyFcHuDXSvrEbR7UC4P8AerJoDtNNnlggNmzrLLCfLYrz7qfyp99pxuISxU5HPWqRg26qLlisYddu7dglgcrj171YnuJJ2RIpmwTyGGRSlrqgRHpz+T+6ltlKng4XArRnt454iIsL7NyKgaKXcG3hQOhAqQXJQbSysR/s9agDlNWsprd8hQQDkkdPyqnGVuYirBlOO9dXeuPL6DJ554rBmX5idwGB0p3Gc9ewi0DuMb/4VJzk1DCP7RszG2PtEYyHrQ1K1E/zYHmAcH29DVKyBs4ZpmTBLbcHgn2rRWtfqS27kMUexQ8o2NjnPaiW02vkCmXTyXMfmMy/KeVHT2NHhu3fWPED6ZcalNaxlJDFsTeWdULBfYcHk+nvT5GLmO38CEpDqAA5wgH/AI9XVTxCOFBn5h6GuA+Gd+7SXpuJWdm8rYCe+GrubqYLuAP41m1ZlrUqTOvmCPB+oNQXlqY5UuUkbbgRyD1BPX8DRaNvlZiQQATmrEdzDO7ROTjGCPXNNOzBloIUhQH7yj070SSHyMO3zfzqrbSlGa3dyzRAfVk7GluGJzjgD3pSVmLcyNQmKBvl6+lchdyZlOTXUX53DAPOO9c1PCDI5z+VCAyJOSaqPGrcMMir8qYJrN1FnityyEhsjGKtAJJJmVVIIVcAE9698uiitkEYAGee9eLavplhbeH7fU9O1S+nV7r7Lm5gWNbghNzvEOu1ThTu9R3yB6rqFzmJVDYPHWia2FHUdCwuZmDLjHeo4bHydUKgnbN+9XJ/iH3h+XNOt5Rb2iyN1P8AIVMdl1aebC7CZD5ifUdvx6UovWzGy5MuTkHA9RSLLl8cA+uetRQzLPAssZUrIMjP8J7iomfy5BwCalqzAsXt3NDGQpG36VkG4lmhyz446VfluIZoT82COqg1AUUQkj8OeaSAoSTMIyvyn1rLu3DZXBB7EVpXCuT1JBHQ1k3DbHZcfSmMwL2F4mZpHLqTw/8AjW34Td1t9QCcq2z73qM98msrShBqfi06ZqV/c2sEr7EkjliRY+5LGTjGM8dScCtfwpZSQXPiCwYTILacRiOcAOvLD5gOM8DOOPStW/dIW51miX2Imhkbcc4xmrFzp6b/ADlyCOQKwInS2mUFgpJ7V0YuXMSo4JGOG6A1mUVITZ3Ept7jC44B7irF3pyWunukJJQ56965y/ilXUPMjOMnlu1bMNyZbLbvJI49aEx3OD1azLS7FKjk5B71g3dgLUAlwHPJQHOBXZalBuuCwYZzWV+4vGltpE+ZeFbufU1aYNdTnIo8vgjrUUsAVypWtV7M2jEzMu1TwfaiWKOUCSM7gw/KkIzo4EI4RfyqdIlCnbn6DpUV+z29qWRipDAZFXte8Oar4f0HSb+8luFnvjJ5sJjIEGAhQMcfeYNnHbp1BppNibsdhqU7tp1w3AKLvUjsRyKtabK0srOwGSA3HqRmiio+yPqX4ZDlkwMAZ5pSc8kAkHiiioAqXA8yTBJAHpVKWNdxHYDNFFAFC5AMhOORWLq7MGjXcdu45XsaKK0huhS2KlqP9JQdQ3BB6EVR+3S6Dr0t7ZbfNhdtgcbh8ylT+jGiitXuR0Nj4fMUurhVOANn9a7q+kYRDnPBPNFFZz3RcdiC1kZbZiP4jzT7RiXJPPzd6KKzZQ64/dzQzqT5gl2Z/wBk9RT53dBJGGJCnAzRRWj+FErdmPd/OSSe1Yzj73JooqEMouoOcisjWABZnj+IUUVa3E9hNa8Uvr8VrDLpOm2pt1SOKS1SRSka5wgBcqF5ycDk816VcyM0q57iiinMUC3dSMY1XOAABV+Af6P75HP5UUVkWRwoI5r6FchEAlUZ6McZqtdyMihgeT60UVrPcmOxJEqyQhmAznqKkmOQB2NFFZjIbgAxk99v9awbj/XMe+cUUUDOVm1ptK1K9Q6fp97FNKGMd5BvAZRwQQQR1ORnB7g10/ga9uNTudcvruTzLi4eOSR8AZY7u3aiitH8JC3NTUh5Fwrx8Hiuh0+5ka22kggDGMUUVBTIrq2il+crhsdQaq/ZY4LB5E3buB1oopAc9rU0iWu5WILOFJ9qxbRB/aCHnhT/ACoorWHwMl7kF9+/S4dx80UuxSPSobBAQ59hRRT+yw6lLWfltDj++Kp3niHVNR0y30y8vJp7e2keVBJIzEs+M5JPONvHpk+tFFKOwS3P/9k=", 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", 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", "info": {"video_id": "207729", "label": "stuffing bra into paper bag", "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": "67e6397e342cb733d720aaa9d34c8f21792d841eb557d2a3cb7c129a6db1dccd"} +{"episode": 55604, "episode_seed": 3045536026, "split": "train", "timestamp": "2025-10-13T03:24:55.399630", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3045536026, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of glass but nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177860", "label": "pulling two ends of glass but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177860", "label": "pulling two ends of glass but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "177860", "label": "pulling two ends of glass but nothing happens", "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": "573e4965acdf65cb22339416e2706b393e4bddc509df74e8edcdbe813ac9984b"} +{"episode": 55605, "episode_seed": 1870578763, "split": "train", "timestamp": "2025-10-13T03:24:57.010363", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1870578763, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 absorbent paper sheet 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "157515", "label": "tearing absorbent paper sheet into two pieces", "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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O0hJns5BHlfnbLCvRNURp7TbEyqwcHLjIrhtGtlazuvNZm2TsAmflz64o6k2umeeePg4vYw2OBu49wK4u0tpL29jgjBLyNj6V614n8OXF7q1rcvGDZsRG7hhwxRiox/wE1R8M+FI475mUBiCRu64GaaEaNjbR2NhCvDsqgO1V9XtFvNNmUIPkYnp2xXSXehNDN8hG1h0FSNoxNqVOT5vynA6Vm07nVCcbWPny8tXtbt4SDgdD7VHFEXmWMcFiB+ddr4u0kRXrSIuB0rnEtd21hwwNaI5ypEhD4I4r3D4JtZ28upZdllaFN3yMQV3HjgHHavHEiIcgjoa9r+B08UOtXSsQrPaEdeuGB/xoA9OfUI9Mhe4sYo5QWAkZQcR57881T1u7nMgV5/MV1DDHA59q62SSOeMqCCPzrh/E+62vrXJBSaURDHamhGHf2/mQOw7CvGIdGkvrX7UEZYt5QuV+XPpmvd9RtX+zzx2y73RM8kDNeeQW0+keGH0y6AiuBdusqZz8yswxnvSbsG5yNr4JtZ5ldtXt4x95owcnH17VduJP7CtpHsLhInjX5ZIunX9a39FsbtNdvBAjlhYSDgf3lx+ua5XxT+6tRHKdnPT1xUtgkereAtV1fUNKM15IjvxtdUxmuuaWUKWk4PrXlvwj8RqYzp8zYA4Gf0ro/iXrEtro8a2k+xpJNr46kY7Uyos848Rave6V4/m1K0mYTW9xvjJOQDj+XNdjoPjbSdRlR9RWNLydtsqCIlSTx+ua8rnMkkhkkYuSeSTmrWkkRX0bn+8MH0PrSsPmZreOvBFz4e1WR4l3adLIfIl2sAAedpBGQR+uK5yOBodpU5HqK+vtT0yw8U+Hmsr1Q9vdxKwweVJGQy+hB5rzjTPgwLGUzXt/BcrG4McXlHa3P8XP6CqRBhfD2yuU8OyyRKymWVmZunAAxzXNeO7SW48WaTbkgFpRk/UKa9P8PWEX9n3vmuxEVwyrGOEz64Fcr4z0O8HinStSMQ+yB9rMGHDFCRx/wE0XC1mc09naxTNHLqEMbLwQ4IIPpXaeD4UitPkkSRSSwdehrh9Y3Xs+oXAcPgliRz3xXdeEEaDSLWOQFZFiUsp6gHkfpSTEzq1POR1qZVEpII4xVYNzkVYtpVwwJ+b0psEc1feG7WBoPs6lI4lZdg6HPrWJPoaeZGUzlD36V3V2QeKw5QPM49aixupyRyHjrws83hZdTgvCfsX+ugc4BUnG5fcEgEeh9q8ntVdJhIOCDxX0prHg0+JfAkwhuALpyJYF3YRipPyt9efocV5P4f8AAGq63qf2QwSQLG+2aWSMhYh3z6n2q0jOcru7JfCM88sUaFC0Quvk4zyVGR/Ku11qO5XTZnkJGEDBWPTkVLfeF08NJpllb3BaAXZ2ybcPk4ySenatDVtNEtndQWq738vks2WY59TTXUhq9jnJfh/rksRjMtjIOSGOcgls5/pWinhvxPFDHF9ns3CDaCspBxXe20iyIGBBB5BBq6jVm0mNSaPmb4iaXe6TdWsV9Ekcrx7lVG3DbkjP6VyFtxzXpfxxl83xVbRK5byrRMr/AHSSx/Xg15rAdp5GDVIC8hqdn/dxj0BP5mq6nipZOCB6KKYyaJ8MDmvU4tc+06VY6hNeRReXGqsxB3fKACAB3zXlCdqt+YfLC54HQelDGj3S21u11TTmuLSQvGHKEkEcge/1rl9HZ5Z9RjWXy1W5J4GTWd4MvCNBu4s/cnB/Nf8A61O0efbf6nk4/e5/nS7CtudBaeGdS1zUZVsbmEi3VXYTdy28Dp06Gtiy8KanoSs9yludwxmI8f8A66n+GlyH1bVyWGXjhwCeeC9ejzRLLGQVDfWghnmjW7ykuUyF5NJHKkeWYjaOtdRryLY6Le3TBY44YWYnHTivn/WfHl7LKYLQJHEDy2Mk0rFJieObmN7428QHJzXJwRETIP8AaFWJ7qS9l82d98h6mljQBww7An9KpAVCuXz611fgfUJNO8QwbX2LLuiYn0YYNc15ZGKs2zNFKrqcEHg0hnu/h3xPY2F7/Zc9+kk80qrEkSkhCTwpPSjxxdnFmynlblcfrXj+lXZtdZsps/cnRvyYV6J4zuS6KQfu3Cn+dK90O1pGvqMMxsLiRrskqrNjAA6VHL8NtdlgCG40+QckEhgQSd2f6Vn6reM2mPFu5dDn6Yr2iJg8KMpBUqCCDkGmyDzqPwz4pit44vKsG8tdgZZWU49OleN/E/SrvSdStre/ijSUxbgqNuGCTzn8K+rK+bvjpMJvGgiWQuYbeMEEcJnJx+oP40lFLYbk3uebaTdz6bdLcWzlWU5rZ1DV77V5RNezGQj7o6BfoKxYMAYxV9ACKoEDqDAoxySTn8qIMo4b0NSuPljH+zn8zSIuOKCj2XSvEBl8PaXfXF9Fbi0QRZOSxCYGAPU16FaeI7LWdJa7sZS8QkKElSOQAT1+tfNMUhEAUngZwK9L8AajjwxfQ5+5chv++l/+tST1BrS5r6E8s11qkcc/lqt0TwM5yaiv/DGp6zqm2xuoSbdFkbzj13blHTpjms3Q7nZqWq/Ngedu/nXWeCbsTazqbs4y8cW0E84Ben0Jluc/ZfD3xNpt01xAunsWQKVDFQf/ANdcf/Y14PiFqEOoTy29zaiM7baQhcFRgZ7jGK+jx92vBNSumk+MHiAM+7hVHsFCjH4VNle4k3ax21nbKIgTJK3Hdqc/ysSO1VRqVnaW/wC+uY4/95gKy7nxbpCEj7ZEfo2abGitq3ii307WBZXQZVaMMso5AJzwR/WuLTxndra3EUuHnORFKOCOe/0FQ+LbyO+1pJoJFdTECGU5HeuaB5osVc908G6qG+HMEa3ZEokkjMbjII35ODjrg/rT9A8TWNhejS7i/WWaWRViSNSQhPQZ6V4xbXUqQeWHYKDkAHjmrWl3X2fWbOf+5MjfkwovZjtdHrfji6x9kZSMrdKR7dah1GGU6fcSm6JKozY4A6Vl+M7gvGpz92dT/OjV7stpkkQY5eMn9KfVkPZHU+GMx6BYKc/6hevuM/1rdEvFY+jxuNPt41ViViQYA9hWxHZXco+WBvqeP51mmJ7nzz8T5Tc+OtQz0QpH+SCuQSD5sgV7BrHw11PWfFGo3U1zb26STswDEscdulSWnwjhilH2zUw6/wDTBOf1q7qwHkqwscfLSmJi5ODzXtSfCuwUkxyyOP8ApoQP5VG3gWxsyciAAdzgmi4zyGK3fIJQ47EjipJVK5wvtXqklvYwQPACHP8AD8uRWO2hWM0pdrNWJ5IUkD8hQxpnHaTrF3pzmCBY9k7oH3DPfHH51vQ3QttUvUbOJJOvoOef8+tdFpPhWxS6M32PhhhfnJx9KoN4Vt77xhe2D6hd2qhn8vaAxYhNwHTjp1oC50Xw8RW8XvNHKzD7KSRn7pJAx/nvXsqP8ozXivwptvs+r3srXLyA26D94R8uWr1w3sEQ+eZBjtnJqbks5/4pXIt/h3qmOsgSMfi4r5d8rexPvX0r8Q4pvEHhM2VkrhnuI2LSKVXAz3/KvL4/htdRqDLOvviM1SYjgYrf2qcW5CnjqMV6bafDgSIConcj1wBWjF8PWDBRp+4/7bcUXKPIltnc4AP4DNWEtiisdvI9a9lt/AN2rYjgihA5O3FXbv4bvcqy5gmGOrKVbP1oC54M0jRuGA5Bz1rqDrl1rWkXFxdLGGSdQNgwOldJq3gS309Qlzp3ll+jiRv8cVha9FDZ+HvJhhaMI6KDG5GRnvnNK2hV9S8byG/tpN0hjIQ4OeuP8a9w8Lx+V4W0xOf+PZDyfUZr57udI06PRkvrDWdSKtObdTcRqizELlmj77VJCnd6j6D6J0mSKDR7NHlRdkCDlgP4RRcl26GlXy78UJvtfxB1Vh0WUR/98qB/SvpGbXNPgODOGP8AsAt/KvBNf8L3Gq+KNSvWnjjimuXkTIJOCcjI7U7iPORCd3SrKQk4wK7aHwZbxt++u2b/AHFx/OtO28H2YAIBkz/ekx+lFxnnjRsTwOAMCp47VyVLKQD3Ir0+HwpbhdyxWiAd2cE1Z/s+3hiMRdZD7DIPtQFzy6RNuQFHHHWr2i69eaSzWtukZS4kQPvGTwccfnXfDwat0huf7JeRDyTHkD8hUuneBBHeR3CabKqSDAOWIA9s0WG2c9Bera6tfo3/AC1fr6D1rpvB8aN4uWaOVmH2RmIz90kgY/Wufn8PWkvje70671G9t4zNsR1kjUJwDliwxjH45rZ8BWjaZ4n1SOae4IiTywtyVDLh++OM8dqQNpnr0cvyqPWvkjxdqdyPGGs3NrcSIZLuX51O1iN5/wAK+n5NasLUAzXkK47bsn8hXzVqvhjVLzU7m58pEjlmdwWf1Yn+tMg5eO5nlctM7Ox7sxJ/WtK3cla14fBkqgF7uMeoCGtS38LQJjMkjH04FMZzak5z9aIYWd8AfpXZpoNqnSAMf9o5qxFpixsGijVMddooGccIinylf1qJi0bhwOVORzXpcHh9tWHlx2azt67cH6ZqaP4eNdOYhpUqMOpZmX+ZpD5jk21m61nSbia6WMOkygbBitNrqK+tpAZDGQhwc9cf411XivwbZaT4ISWJZ7adJY0IR8ggn3FcdqnhG80fS7G6mvbxJbnfujKj91jaVBOOpDZx/wDXoFod6fEOp6btFvccEdHUGpV8bayTkyQ/TyxRRWEQYw+ILoylzFb7mOSdp5/WrZ1S5lQNlU9lFFFaIDIutcv9xXzsDOOBWRLczTN88jHNFFUAqQJIuWByR1rrPC9hbsW3xhuRy3NFFUgOzTS7RZR+6HHsK8a8SXcmm+OtSubcKJI5227hkcptPH0JoopCOm+E0ETnVS0asVEIBI6fer0vyYmG4xJn/dFFFSwIZ7eK6h8uVAVU5AohsoEXCpgUUUkIsLDGn3UUfhT8AcgDNFFWMMAjBHXrQqhRgDAoooAq6hDHNaskiBlPYjNeH+PoI4NOnVFAUTrx+NFFMDkdU8QtrUdvFJplhbmFVjje3R1KoOiAFiAOc8Dk8171dxpA0USKNrAdRmiisp9AM3UWMExROg9aifSreWMysX3kZODRRTQGRJAiOVAzj1pyQoeooopgKqLuAwME10lholncRo8gcscHrRRVAzsLa3jtoFiiGFFTHpRRQB4Z4l1M2Hi/WUNpaXUclzuKXMW4AqBgjkEdenQ96h0m5lvbi+vLhvMnkIdmI6k5ooqZbAWhcOyscLn6VDI3nJhwMUUVMQEWJfSpkjX0oorQCbyUABxV2ys4pSQwPTNFFAHfeH9MtrbMkSEED1rfoopsRx3xN/5E9/8Ar4i/nXkdxq19d2UVlcXMkkMLs673LElsdcnnGOPTJ9aKKQz/2Q==", 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", "info": {"video_id": "157515", "label": "tearing absorbent paper sheet into two pieces", "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": "949ff439d9c118b4cc137af1b5186414a8e90e3ca55b4cf922ba683e4c0e76b6"} +{"episode": 55606, "episode_seed": 4123463560, "split": "train", "timestamp": "2025-10-13T03:24:59.216090", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4123463560, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ring 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "186464", "label": "putting a ring on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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ifnQDMUoB9+jAjr6UkmniWUK8gE7vvChiok9cA8E9vyxW7NdCZWaVEDx5dd/Q9zgdfzrKMrMoa2EjKm4iEA4brjGfunPOe2aVh3K8tqj3ytIXltQNyl/lKgc45IJ5yfSqWoz/AGXbtIu7MuciQkkMO+QD1Byfxq8RaJFuuUKEDcED/dJ5y2Se/HHWm3ENpcW7yLPJgLkIxO4kHA3Djqck1VguU1vI3VTHIrKq7c4wwI7H1+oqRLw+tZl1eWzxW7wKFkePdIQMZ7D+R/SoUucLkmspblI1Zr0gHBrHvbze3l59zVe4vgCcVjXeoBQzA80hj7y+ZLiUFuatRasyafGrNhUGSa5ee73u8jHqaqT3M10RGCVj6BR3qrAek+CNLn8YaykcMsaohaR9y5CgcKT+JJ/CtF9OJ1KSwtUMc1pEFchQxkYH75PYk5/DFc14I1iXwhJLdTJJJDOhUCMc8c11tlDLK0uoytHLJeyi5JV9jxKRwM5HQf5zVRS2MbPmbFmszH9niTaRIOTGv7xWPBHAzjGeT3xTtQ3WFsWjdp4XRUkikYA7D3ywycHuferSyJerJKt7sikbeZdigDHHUYOc4656Uw2KyxYgnjAbiR8DGTkjdkkcdTjv9K0sUZsdzbSWDCAqEf5mTcN4BGCeTgg8554rxpjyRXsfk2LWsrEKZ43Zc43bxwTkAcnHOPWvGm4Y/WkUhpNOUcU2pO3HSkA8LggN0PbNCxeZgL1PSmxkZwePfHStC1iR3G5wo6AsOKTGT2ujSzw+bFghRliRxj6V2fhbSbmHzJBiNeVKsoOzPBZT6dsU/wAN2aIoLodrDZ5ZBJbjk/T09+tdhILaOzEhhQbxsYHIY45x8vT+lJCbKUGnWyThyxXylxPEjNuX3CnnA4PHrRDZxrcSPf8AIHCzOwVhngHBOR0C8+nvU00kjbiFluUkKps/iQZ5JbI49hSMLKEq8zSpIpxujbO0egznkgdD0zmqsTcyby6NrOkTqk1my5jZg25Mkg8kEdemfX0rlfHNyt0bGWOQSKVfDYweNo5HY9q7bUYreKze8E24Jh1TLMvTJyBxgDiuJ8eNbM9i9suxWD7wP72FOfyIoGjjsevStHSYEmuUViefu1nheMg59q29EQPOgOFcHP1FIZ6X4cs4TgSMASvAwckdzXXeQk0Mgc44+Ur1BHSuZ0mQWtvhsM/3nyeV9Px9q1P7UMkbJ5bCPPzHP4DmqQiOTRLeeOcJuL+WxC7uMnpn3oW0021+FEhuIlF4V3ySscEMGxgn9K0Fug0eQoVBtLOy42kjPHrXJXmh3mq6u0V5M0elzN5vkl8BmxwMfWpkiWrmLotpHqOszXToIrb5ljznaueg+n+Fdbc2YRY0QkGIBZdxwpz3z1Jwf1NJDa28AMdqpiwQWAXIOB6fp+dSKYyxa6h8suSShb5jjp/M00tCmyvfiN4GNpiO5RM7oxkccEfiP5VnxaixjMdwjK5+XO35TjJwRWsr2NygQNsRG4yeDzjj6Afmaz0ureN7iyCcFlSLIGQT0x/nrTaEbTTAKttdq+xs7WSQj3wSOTTRAlu0uCnmGPchUbCx9SOvpVf7SsqsonQhU3lFUjbjoB+A7VbMmdPX93sC/OXJO9uM4z/P1oAp3Gnm8RplnljlGGikB3bAe5UfQj8qb5c9kvkJGxeI7/MOXDknqT3K5PXjPTpV1lAMQbb5zZcLEcBFPTI9cf1qVXt7uyl2ERpGx3grsXdtHLDsKQ7lDzhHYIGjZ41Jfzd4ZQ2eCce3PqPSrDX7sEFzJ8/mHZMsY+YEDkjB4HByOoqmIDEkhDxRsRvxtwxX6dCMdO/r1qFTBDKLdCBbStvjdiDhTx/Pg46UgZZmvDFcfaPLeVU+XzdrL8+cbCSOAc5H9c1GbhZoWkUhHDnMkcm7kD1Xjj1x36cVI9vDc2F0x2pPGRlwoGceg6leeTUBsLNCqXKRSSZ2qYwyqjYGMD2657ihCKGLcyvEIYkZ8lC7bo37kFjyT16j161Xu70Wd808JATBhaKWLfnHBPOMHoR0raSbdHI6psCso8xuqMOjdOR6+x9qr3azXQcQyGOIgeY45PUjofTj64pjOZ1YxQzq8YC78k4HB4HI5ORz1rOa/wAL1qx4uMlobRJI1Vm3kuoxv6c47fT61yr3XvWbWpa2L9zfMc81myTlsljxUTykncTVSWQyEADj0pqINiuzSH5TwOlaWlWa3M2zKoeCdx4x3rPTLLgAkDtXV+FIoxct5+DlVKHsTnp6Hv1qiWzu47W3jgtbSdIxtbaVVwQpxn5sHuPxHFaC/ZgjG2BhUKFVXTbx6/N7Y+v4VBBaebFcQqwSUR7GRivz+hYFTx15/Wm21i/khmkubRZOWYtuLcnkZPA9Ae1WSRXEkj3WGuZBMwJSLHlKePuoMHP1J9fWqc0j2DW7wBpFUgzxSOUYjsCcZJI9RWn9mtf9TMDlR87qD8rdQxx+Bz9elV9Qgh2h2sYnlddrR7cjjnr149e+aAMyRwbmK90+MmRjvEHm7t4OVyDjnjPJ/GvI2+8frXrotVEBtpw8ZPK+TMQpzzwTyO2R9DXkTfeOfWkNAoJNLyMgGkBp3XikMcnzEBR1/lWvpkDfaAibfmHIcEj8v84rLiQg5I4z1ro9FtHub6NdxRwpaNlOWLAcDNJjPQrOSC1T93LHbbYw0iuOV4GcEDk5x7YNSwX0cLTRiBjIWLFRtOFX/lp82OOfXr0zVOykEkXmhMbFG/dld3bPB54A6e9XLzTRMlg0OJoWUERzOwXA53DceFHHAoIFnZREqK0yxMm1oxN5e8Hr8x4wevHOMVQt0tZdrBFAiYNIHGxkHZly3Pfkdzx1q0tnaQHzGlcvGASgkDLtA6AdD7VNE0I8uWNFR/mxJgfOnfBPcHB9cE0wMKO/Ed5LGBbzw3RXarglkyeDuH1P0rlfFsIha3EefIdnKgoVIYEA9efT6V219bS3DbEggWJWOGlj3AnqRnsOorkPGCRiSzBjaOXDBwzEnt/+r8KFuUjmIVycDrXQ6Vp8k7q6sVfIAdecZ/rWRCOFJAAH612+h2vltGrH97jcVHRR70Azctre4s7VYIkB8sblccgP/XHr61owylbQqE81CWdyWyfbNTW/lz27/NhUJ9gx29T7VDHAwDbWjjLDK8Y4/wAOtMRaTUG+zHzZGkUsu0gYOfQe3WluLhSyNlpVjOZHx90YyMVQLx27kxn91KQck9D3NaEcUc4uIWYBljwGHAA/qeKBEX2qO6aUsqq4AHyPnA64rOmMIm3Ou4v1mJ3HPQE+n0HpVuOzhWBDdBNvXCHB6nr70+MxpN5KxB1RTuB7qaAMbUMQxwrGfKlh/eEqMg88AdqhnuDqEPnnYlxkkOoChSO59K2p3kkjRICskv3QT24/z+VZn2V41ZpkE0bHklfuk9QcdaGgNGGQwRqo3tLKxbe3JUn1PqT6dMVZvpJPs0ezeHcrChYZ2ep9yBkVTsit3M0eWiYPuwFOTjgH/PX8qsXOB5qCULGF346Nk9dvuRxj3oApo08URV53EakuYjHt8w4+Vcjt6/WtK2uTJfR73h8zYzfPzhuv3V+8BgcetVGkjlnw+HhRMAlckMQMEd+uKba2L/avNgldQqt5RfGWwcMcDplufw+tIZram80sSMqu6gBhKAGLN2Izg+xz2/OsGHM8twLm2hik42lXAAYY3MM9GHGQMZGK0Z5GiDJdN5k0BDeYwHB7gY69Ppjmop0DRSXUkYilADkxDDAjOMLyDkZB/wAKGgM1m8u5jijkk3q3yyFSOpxtb26H0Jq9qUqLCHuA7whFZmjUOFb+8eQQo7H1FUZAjmArfNcKWI8hG4jUjKhVHUnnj2qO2tHuYZGktHWKMM2ZT5btzwNoJ+X6j9aQEdlqaMzyt9oZQSpkC7Vx1GV4A9yf61rDzGjJhG/Ee0lCT1AJwCe3GPpVGKSNL1oWkZpVfPmOoAKEdx6gkfT86x9JhXUvFkulyalc2cRSRoBH85dlQsAPQcE89uPTDEZPjud5Tp4ZNhVXBGOe35+tcjuAGWNaWu6jcXwt5LiZ5TglS5z1xWIWJBBosWnoOeXf0HFKvXAzk96SWPytqZBJAOR709FORjtzwe1DETJGMgg7G9Dx+ddj4bjilg8sTyxYRnzzx24IzlemR7A1y9sh8oAfK3Uc5z7Yr0PSLNWtY5bR5Y3IBXjI3jocjkA8qaEriZcjuru353hJWOPVZFA5U+vB7960J5ENnEJMQl127ncKV2nOcnjPXH4VizxOyec9pB5XmKPPd2ZstnAAHUDB5NT/AGqeSQ2T3MbSM22NGVZAwIzkgHoO3cdelUImjv8Ayr1keaCNsBWJwwkU989B05q7HIsPlyJkAt2AbKjg4P54+lYtvY29qWxHGpMYf5jkzr3OPXv7cVFq9xc6dG6Wl6Uk3hQhBLque5PUf4496EDNaS8ieDyjtfDnIJBGOex68fXmvEz94/WvVNchhj0KHU7LV76bdcm33TwrGtwwTc0kQHO1Sdp3eo9wPK++aQ0A45xxT0Gc8U6WRWVUQAKOT9aSMZzyBj1oGXrRd5DFCwPHOOBXR6LFFEzO0BmQjGxchh/tKe359awLKJw6MEBGdwJ6f54rvdJEMVrtfdNFdLgruIxnIwPwznPcVPUGTwwbrVLuJpFlkDGZpAV3HPIJPCt2IH1q7ptzM9/sjcSpv+7wfLb7pb6HA9sVHNbSQIPLYyM4xtmOC7qOCCOCCvX1x61UuBNZS3JnktreWIKwKKIYySAcAnOabQi5eXEUcjss8EcsalRE8hTcg6Z+vY9sGm2d7FdQCNJxKxAZIiu0jJ/hOOxPOaheH+0olcu08aufLW4QBGcqSTnH3evHIz060QQwPa7YnGFTepTrCwOD9cdcdPbFAGhPcC3jkCltm4beBgY4OMeo6fSuN8bXS3NxZlMbRuIAOSMhfXn/APUa29AuBqHiVtMvdZuoLKRxHHIjxxovfLeb2A7DknArlfEkUsesT2sxuAbed023AUSLg4wwXjP049KARnrGy46/N0OK7TSGkS1SVyvlgZdehc9lz+Vc1Y27SqEPRW5J7D/OK7Wzgj3GLC7Y1wh7Fs8U0Nm3azmW9jV1VjtLlDgDd15HoKvak7NCvy7ht3NIBgZ9qwrO1kW9MsXzpECFZuN5/iP51oyzS+Q0dzzLHhwq8ADsD+tUSU4mF1dOk9vjEZCgd2PT9KiuJDbsqGc7i25WHUY/zitHylu90qgRsRkEnAGOhPrWbOJjbrOJU8h3AVVX5mz1JPpU2A0p3xYxibhSpD7RnAHQCsdNTiF4yLMSsYGDGOg7g/SpICZrmS2jklfDABk6ID1JqNIoLVgo2p8mYgoySQeh9z1pAaSPvXdF1L5G3qAO5/Gq8t6VEqbdjFwVJ/h9hWTrsrWMDNazyQyGRQNh4APv+FL4h03W9E0PS7y/vLozXjSGSNkwIcbSoY4+8Q2cdvzpgbSwrmE5O7nn6j/69TXQaG7mRJGAQoR065bn9BRRQA+MbLOOZeHRxtPpwBmobW5dZV2hV8wqrYHUY4+mPaiihblD76JJbaJ2Hz+Urbu/zMMj6VJbJtsoWViG+5uwCcc+oooo6kmNeqtha3M8CgFZQAv8PXrgdx2rLv7p9NktpYAvmEhwzD7vzcgYxwdxoopDNiCOOYSs8alV34TnGAen0rkor2bSteN/bbfOjkYqHGQNyYPH0Y0UUkI4++JWQQ7iUjJCg9hVXtRRVLYpDlUEnPrirkSAOwHQDd/Siikxly3GWjPqyoR6g16XoI82xttxODvjOABuUcc/lRRTgTIqSIbfUprOOWUQBtqJvOEz83H41XXUpbBo2tYoIhPKRIqxgBh8v+JooqkJF2dFa7kOMeRKUTHpyayNZLT6bcrI7N5LxyI3Q5OQQcdRRRUsEZ2teKpNfs445tK022NuqRxPbJIpRAPuAFyAMnPA681w470UUIaA9atwxqAx7jp+HNFFAzYtQAYP9vr+OK7CAtb6pbxI7FfOWL5uflJ6fhgYoopIGbV/axtYy5Lb4NzxSA4ZSpGMe3NY9n81q4wAUPlg43cLgg8559/eiimySxb3lxMJUklLBVLx5A/dkORxx6CoWhWNXEZZAw3Hae+AaKKQznG8QSabNcyPp+n34u3V5I72DzF3oOGGCCOvIzg9waytS1C51XUzf3km+5uWMsr4xlm68dh7dqKKAW5r6WcAt3BY/kK7RI1jwwAym4jPqBwaKKaBl+1PlP8AKP4jGM9gD2qK8BkgVyx3MrMSO54ooqySXT2MtnGz8nBFZkyCO9mVc7cDjt0J/nRRUDIUu5vPk2vtCqz4XjJ4FWbqNWuFz2wR7cn/AAoopAYfiFdlpNb7iYw0bjJ5Bz1rCv8AxJqt9YwaXd3k09tAzyr5sjMSzYzkk8428emT60UUAf/Z", 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", 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", "info": {"video_id": "186464", "label": "putting a ring on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "186464", "label": "putting a ring on a surface", "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": "abd6c914be59f06d160d96d89c321671047fb7207ca032f85b7aa6cf494befe9"} +{"episode": 55607, "episode_seed": 1973353605, "split": "train", "timestamp": "2025-10-13T03:25:00.161073", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1973353605, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "122129", "label": "lifting knife up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "122129", "label": "lifting knife up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "122129", "label": "lifting knife up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8cb3536b9bdbcc08e264fe5fc8f1d436b79ec9c7611269aa9062f3d050cfaba9"} +{"episode": 55608, "episode_seed": 3049996462, "split": "train", "timestamp": "2025-10-13T03:25:01.727476", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3049996462, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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"info": {"video_id": "128841", "label": "turning a glass upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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"info": {"video_id": "128841", "label": "turning a glass upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "128841", "label": "turning a glass upside 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": "e544577486f090fbf11e8cff9f6d8c70f2161855dce6a5e8d0fe4c5e760b883d"} +{"episode": 55609, "episode_seed": 1717076887, "split": "train", "timestamp": "2025-10-13T03:25:03.527605", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1717076887, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 vegetable cutter 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155991", "label": "lifting vegetable cutter up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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lVCj0FcR4V1bXNa0l5ruWGFUbYs4UMZeOSOeMVcur7WtJVZJHiuYCcbtmD9D6UbgqbbsdQePTFJvI6mq1vcGeCObaQHQNj0zT2fIHrUk2ILqFmfzoTiUdj0YehqjaSkXGy3/iYB4c8qSeo9q0mkA74NUbm0W4lE0TGOZeQwpN9SlZmizW4fAkkIXgkIOx+tRsIRyTNz9M1mRagwm8q5XZMTgnbw3vV7dgLk4BOAc8Emso14vQ0lQlFXJo4raYhftTxk/89I+P0NeffGCytrI6E0jksUuGD4yoI2Y49K7RSRcEKrSBQGdQCeM9/Suf+KOhX3i5dDj0mACONZw7SHasY+Tgn8K6Y6ox2kjySXxbqbxfZftCNagYVHgjIx06FeK7bwVJ8QdVEEVnqN3p2kpgeeUVFCjsi7fmP6e9dB4X8CWfh0LO+m/2hff89rh0CR/7i84+p5+ldVPd6vGA0drbED/ll5hLH6HirQ5JPYZ/YusgnPjXXT9BEP8A2Wj+yNXC4PjHXD+MX/xNGna/9sumtJrcwTqD8ucjjqPY1q+Z60m2iHBxdmZB0bVWXnxhrhx6mLH/AKDWbPpWpxP5UvijUx3RyItv4/LXTeYOaguBHcQmKQAqfXtU87FZGFB4eu7mN/O8SajGykBg6xYJx2+Xnipk8NXO5WHim+LA5B2ISPT+GrCyyWEfkznzLYtlWzyp+tXUnWQBkYEdNy9Kh4hJ2ZqqUmrooJotyox/wlF7kn+NUH/slWrfwnPdTRyXep3NzEjBgGmUpkcglVAyallztzkDv9a0dAntw8m5/wB6wwq9iOv51rGSkYyukfLvh/xHeeHtWF1BnriWJsgOPQivYdL8Y2WsJELOMvcPnMckgTZxk/MQa8WSySJQ100UxlxtZJTuQere1dh4Z0C60XWEuZrrTprba2FF9H1K8BhngVFjo0e528OpCXXZZJLYtLGwiQG5VhHnjIwvP/162bnTbi5Y/aXEsaEsIUfapxng/Lz0rD8PrpcWonUdS1rSbZkuN7RNL94r0xgYxnFdG2v+Go49jeKtJ4THDMcny0XJ49Qx/GuiyMqlSSlZFe7vV0+FGmt9qMdihXzg4zjG3/OKraZqa6xZXF3YqjRwcuHkKsFDbS2MdARz6Dml1fWvCd1aSQf8JRYMvmBxw5Iw0h9P7r4+orKsde8M6HqkF3aa5HLGMiQSREb0IwwA6c0nCJnzSZv3EOoRSFPJhysnlsDP90kZGTt6N2Pespr67lZrdtHZmXO7NygwfocGoZPHGhReXGt5G0UYaL592XgPRDx27H2HvVK48Y6VNt23a/aE6SEHcy9s47jpnuKmdODVi4SmizG+p2lxn7LOkDH5kdQ6D8UJx+Va8Nwj24McqsrHGBJuAP58H61Tt9bSWIO0NwSQMlIHx+FUdTmt79CsVpcC6PCybBH+DE9R7ViopbGjbe5zPxPllWTSI5JHZSZNoLZx93OK5VbDT9QtZLmK8S1SLhTcN88hA54HrxWr40jafTtNaSZnfD4UnOzGMgVi6JPqK3IttLtY5pmwoBgWT8fmBA+tVFXKjdIu+ENN1TXNY+y6WfmT5mkB4A55x17V9RaFobaPosFirTTtGGJlccsx2sf1BA+leIQHxTpLLdXGt29lcsmzyrKKNX25z8xVRiup0/UdVutPE95ruqlixA/e7QR68CtNErmdXnkr9D1a4sUaKRZU/dNlSMcbSSP5MPyrio9NnsSnlSBWSUMnOMHofwPBrnrm6jjT99rN6xPQG8zn8KwL/XtHtgBJdXMknp5rUe0sYqJ6tLqcTIJA+xmXcFPRT3Ws28vLSeM7pFB25BPb2NeQyeKrYkiC1ncZ/imJq9puu217OsUtqVB6fvCeaXtr9DSMNbo7YzXEKtc2rRyohG+FmAwDVzTPENtsIiEBbBHlSgnbznj1rNj0+2eIFBLhuoUGmXGlwY3oTuHbof1FYcsU7xVjaU5NWkdHaa+SDcLZwkNuUlV2HHSuEg+G9ol2JoNSuktycyRMobcvoGHY+4rRi1PULN/swtUuB0QrxsX3Pc1sy3aQRgZVj32Eqfypt3Mk+XYnsbKz061W0srdYLdCSqR8jJ5PvWfqchutTt7Bg3lAea4Xq3tzioJNVurm4eK0ktIY4gC8t7Gz4J6BQpHbnJNXvDunf25dS3F3qLTPCSiG2iWBTgZ4Iy3r3q4RuylPl99k8v8AaVzGYraEWsfTzZBuOPYDIH4mpUkitYVjkuVbaPvyyqWP61v/APCMWPQQmQhuPMdnP8X94n0FQalYvYQslgWtgyspaBQrLg4JBxwcEc1apmbr6aGL9qRiSnmy+nlwuw/PAFV5724hJB027YAhSSFTBPTOW75rdsH83R47tlMjWxPm7znch++OfxP1HQ0k8ZiLwuGcQptkA5LwN918dfl6Z+XjPrT9mifanKSX15dhkbSZg3T/AFmCPxwR+tZjale6Y4SdJYISfu3Ckpn2kHA/HFdUw2zGGTbI+Mo4xh1xnIOMHjuOOajWQEkBRgjoGXpXPOlFPVHRGrJrcfZa3dGIxiaWIkZMb4B55yD3+tTx31xMCs7btv3WI6Z65rl9VsVMkNtbyNbtISsJUcxHkkLj+E+nbnHU1b8Pw6rA866k+9UwIWLYbvn+lNdjOdkjpVcbM7v++e9MklWMM7N0XJ9gPyqqZx5hDEjHTeuR+YqK+vobSzkkmddpUgKrfeJ7AGqIirlPSp0knn1SZXaWVisaRozEL09MfrV6Ke/uLveyrBaqOEJDO598fdrE8LXcrwTxNnyUIZTg8E9Rx9M1u+cCoOQR/vA/zpzdnY2qOzsWHkOMVGX2qOBioDcbQScj6gj+VR/aVJwCD3+Vh/8AWqDIstLvUqwyD6iqE0N1akSWbqVHJjyAD9acbqMnBGGPrwasbwF/5acj0JrOUIyeppGpKK0ZUs9cglkaKaOFZi2XilBKk4x/TpW0+rGOWOVbO3DKBgKhGPxrJuI4Jl+ddp/vBcH+VZ093eWEn7qJbiNvuKTk/Umrj7qsiJe87s+eUnEk7NM7gN94qP6V2ngnRTJcG8KJKp4CSenriuet9JnklUPsOTz0Fek6ULLT7CNZWVcDG4OK0ZbbMXxvcFJ7e3WMxovbtXJTKTIMEEn1Fdbq1sNSvhJbTs4B6bSRTB4Z1G4VSLNpB6qMUc4I5F4mKN8rdOo5qxfss+nWaq6GWMYxjn8a7mDwM5i3TboWx0GTipLfwQQ2fttueejIQf1pc47I4JIZZfLdFUsF2sqkrke5q3Dpd6YxILeT5ODxlSPQ45NenWvh+C2A3adFOR/HndWoI9qoos2jTP8ABwaOewaHL+GL6/trH7PdW0r7T+7IDDj0rZefUJYmWO3lQnPzF1ZR+HU1fa5G8jzmXbnIkWuWtXuNT8X3GmvqktrEfMMPkruyyoWC+w4PJ9Pele4m7DPEPhi51OHThCXaG13CVWwhIOOn5VDBcXunqbOxSO0j6HyjjP1I5NZSeIL42rJPLLMXUFd7cisKW/kSXdHPJG2eT1rWOwKT6HV3SvC4leZJscsrZAJ+vU1jT6/f3U+UuXjROAsRwAPpWdc6vfSxeWLhXXHcVmxmTzMlWGepFJlXb3NW4ne4bfJM8h9XFKkSPErhWz6qcimwtIVxvU/7wq7Fbs8O4x5wesZqGOxU2BHHTae7JV63Z1IK449G6fnTfKGBlpVI9Vq5CFzud1PsU5p3KR1vh/WcqIZk56Z2/wBRXT+cp2bCD34kP9a88ghdJFkhQnHOUatHV9Yv7fRi8bSxSB1AYip3ImdXcl2IBSTJ9xj8xXDGDVHdlg1AOh6BmIP5VY1JzFo0Op2Ot38ym5+z7riNY1nITczxAc7VOFO71HuBdtIPIha6uYg8aDczKecU1oZqRPp+gy3UjS3U0vlrhPkGSdoAJ59813ngyxjs72WOHe0Rwfn65w1cfaavo1raK9xrMNu5y5UvuOSc9Bz3rQ0L4hWlm9z9j03UdTndgEaKIKoAHXLeuT27VpGVmRUlKUeU9iVFI4HfNVL61iljVXKjnnccZBGD/IV5hdeNvGd7ITaaJbWKA5DXVwZCP+ArgVRlbxXqi41DxdJaq3WKxgEY/Mc07pdSFFs7+yWHw5BMl1dDy5GZgFBXaM54Y4A6nvXL3fjXRLYLAl7BO8W5UjiJcYPYou7cQO7E1zEXgaye5+0X091qxzwJ5yw/Ed624YrTTk2W9ibRRx+5UL/SpdVLYpU11KL+KL24TbY6RfylfuySW6xnrkfO5yBnoMcUvm+KL1iz2unWSsScM3nMB9FwP1rTe8DRgCWXBI5YZFNd9zbVeFsdhwahzb3NEktjJtdKnt7+W9vb5bq4A2oXjMaxjvtAPU+tS3w1BlRrCSISDO5A+S/51iW1/Jc+NZtLu9UvLK2km2I8U0aJH0JLF+MYzx1JwKtaDcXo1LVra7M8zW03lqtwAJEALDnbxngZxkURVncmUi0JfEpjCLF5J7sCM/1xUR0Zp3zf3ztM3XIP8z/hWnJcRKCGWVCfQ1Gtwqg7bmN/9/vVOXYFVa20LEKR2tusNtEBGO8T859T6097hWYIz8AZIkSsyTULeLLTRgY6GI1WfxBaQqdt0SRyRIuahhq9zaZyxVVB57xPnH4UyQKM+YzNn+/FXLnxUjSg+VG5/vRnBrPvvEc0hIjkuYxSK5Wdqt2i5G+LB6Dfj9DUi3sGDu55xwmf1FeateSzsGe8yD/erSsJ8H5GDjsVbafypFOJ2z6hCI8JuwcdGYfzpftnmqyLFcN6YIx+dcprOqXFroxeGaaKQSKAeDxmotZs9e0TRtMvbu8uBNeGTzIim0QgBSgY4+8Q2cdvzqkjNuxn2NnAEX5AfrWzDFDEQVt4jz3QGiiqkaM2rVY5/laJB/ujFPljEIBQsMn1oorIkQXEyDiVvzp0ExmOJERif4sc0UUhk8luiRZVnH0NVZndIg4kbcCO9FFPqIprdSPMY5NrqWP3hzXG319LpHiq4vrQIJopW27hkfMpU8fRjRRVxFLY56UmNU2sc9M5qlKxMhB5+tFFarYcRRAhGcH86nhGxhg9+9FFJmprQFSeUQ+5FaKwJ5JZQVP+ycUUVBRELiQHaW3D3Ga1dKhinuR5kSHGO1FFSI7JbK2aFQIVQjnK8Gue8UzOuhOu7K+anB+tFFVEiexz+seJH1i2tkfTNPtmhVY43t0dSiDogBYgDnPA5PNdVbxrGm0ZKsMEHkEUUUSMYl+xtrRCAtjaD38lc/nWrJBGsJZBt9l4FFFIZU8+WI4VyBmpUvpiedh+q0UUikW4oknj3kbW/wBniqz3E0WQsjYyepzRRUDI3vbjyh+8/QUkYF0JHkA3AjleKKKoR5/qGsNpGualF9hsb2GSfcY7yHzAGUcEHII6nIzg9wal0nVr28utRv55i9xOwkkbGMk5PQdKKK0Wxm9xl3r2oooAuCQxOcjNBu5biAM7YP8As8UUUDSMya4mRsiV/wA6jSdnlAcK+fUUUVLNC2kccoAKAcZyKj8xkJA5GcYPNFFSUiVJVw37iHOeu2poFDsOMZ9OKKKELqQ6vcSrphQOdokXj8apXHiLVNQ0uGwu7uWaC3d5U8yRmJZsZzk8428emT60UVaMpbn/2Q==", 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", 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", "info": {"video_id": "155991", "label": "lifting vegetable cutter up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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iHxJc6sk2lNI+pMNoa2t08wg88kL/ADr2LQ9J8Zz6asuteLdRtbljkW9v5bbF/wBolevsK0dPtG0q0W10zR7WzhUYAEo/M4GSfqain1zUNPw13ZRvGTjzYnOD7VevQfJzPQnGj6wCD/wmeun6+Vj/ANBpDpGrE8+Mdd/OL/4mtG2vEu4I5487HGRntT2kGAahyZFrGJc6Lq6qXTxXq7svJD+Xn8DtrOGl3shB/wCEj1RojgMNsW5DnuNtdW0oGDWbcWzfaBc2rhJgckdjS52hpK5TbwvcLIf+Kqvsk4b5Yz+fy4p6eHrmIAf8JPqAXcTgRoBn/vmrcN/HM7BgEmJ+dCep9qtBiwx3HrURxEZaGkqU4q5QTQr2f5I/Ed1Ln+HfGp/9BFch4/8ADkGnzaNFJrD2dxM0zmecGUMw2cuQcjj0HFdtvVJlDt8p5yOuM9qwfizNayWGlCOZGUxyqquud/3e/UGtG04siDfOkWPBVhr2jlpLvxBDqFhJF+7igLFc5HzbifrXWGZG3ExIGPfJz/OvDfCus6xpV+llppE8c7qPs0vBBPfn+lepTx6uW3QX8LSL1j8rCn8ahM0nDU3DSbiO4zWBpOr3d1dS2l3EqyxgnKjHTqMVs78YB4oehLi46MdKVljKMMg8EVj3SfZ9qysfLB/dS90Pp9K094AJ7VFKY5UKP8ynqKTAW0k325kuWI52qyDIfjPBqT9ywHzS5zk8AVkMs2mp8mZbYnJQjO0+oq3b3K3KB0O4fkaxddJ8rRqqDa5kWf8AR8gM8yj2UH/CrlnpsFy+4XXmKByoUqw/OsqZl8tmL8JwfY+laeiXCwymKWFxLKBscqRx6VvTakYzTSPmTw/4jvPD2rC6gz1xLE2QHHoRXsOl+MbLWEiFnGXuHzmOSQJs4yfmINeLJZJEoa6aKYy42skp3IPVvauw8M6BdaLrCXM11p01ttbCi+j6leAwzwKdjTR7nbw6kJddlkkti0sbCJAblWEeeMjC8/8A162bnTbi5Y/aXEsaEsIUfapxng/Lz0rD8PrpcWonUdS1rSbZkuN7RNL94r0xgYxnFdG2v+Go49jeKtJ4THDMcny0XJ49Qx/GuiyMqlSSlZFe7vV0+FGmt9qMdihXzg4zjG3/ADiq2mamusWVxd2Ko0cHLh5CrBQ20tjHQEc+g5pdX1rwndWkkH/CUWDL5gccOSMNIfT+6+PqKyrHXvDOh6pBd2muRyxjIkEkRG9CMMAOnNJwiZ80mb9xDqEUhTyYcrJ5bAz/AHSRkZO3o3Y96ymvruVmt20dmZc7s3KDB+hwahk8caFF5ca3kbRRhovn3ZeA9EPHbsfYe9UrjxjpU23bdr9oTpIQdzL2zjuOme4qZ04NWLhKaLMb6naXGfss6QMfmR1DoPxQnH5Vrw3CPbgxyqyscYEm4A/nwfrVO31tJYg7Q3BJAyUgfH4VR1Oa3v0KxWlwLo8LJsEf4MT1HtWKilsaNt7nM/E+WVZNIjkkdlJk2gtnH3c4rlVsNP1C1kuYrxLVIuFNw3zyEDngevFavjSNp9O01pJmd8PhSc7MYyBWLok+orci20u1jmmbCgGBZPx+YED61UVcqN0i74Q03VNc1j7LpZ+ZPmaQHgDnnHXtX1FoWhto+iwWKtNO0YYmVxyzHax/UED6V4hAfFOkst1ca3b2VyybPKsoo1fbnPzFVGK6nT9R1W608T3mu6qWLED97tBHrwK00SuZ1eeSv0PVrixRopFlT902VIxxtJI/kw/KuKj02exKeVIFZJQyc4weh/A8GueubqONP32s3rE9AbzOfwrAv9e0e2AEl1cySenmtR7Sxionq0upxMgkD7GZdwU9FPdazby8tJ4zukUHbkE9vY15DJ4qtiSILWdxn+KYmr2m67bXs6xS2pUHp+8J5pe2v0NIw1ujtjNcQq1zatHKiEb4WYDANXNM8Q22wiIQFsEeVKCdvOePWs2PT7Z4gUEuG6hQaZcaXBjehO4duh/UVhyxTvFWNpTk1aR0dn4gP/HytnCQxKkquw4zinJIGfsB2B61ycWp6hZv9mFqlwOiY42L7nua6PzPKhAAbH+wwYCqvc55WRcZgQRuOO5PT+tYutXBlNvp6MF89gWYjOFH0q+kqn7rJ+RU1zGvaov9p2xtX3TQdWBB5z0yOv8A9erjuaUleSOha7eG2W30+1kYoNqNL8iD8TgmrMBnS3UXEiyS4+ZlXaPoKi8/BXJ2sRkgkrj86Y0vOAOepwAf5VDYm7ljeWfOM0zzsHHT1xVdrpc4LLx2Jx/Oo2uVC8g4POcZH6UhEs8K3J3Aqkg6NjpWe+o3OnlUvVDwbgRKGBIwcjgVdhlSQnbux/snj9KeXVhhlYrj+JCR/KsnTi3exp7WaVrlmx1aKSF3igtJA45k8sk/Q1h+J9Ft/FkNrBOXtWtS5ja3xzuxnKnr90d6kng2bntG2y9QpOF/Kl06/muPM+0QxxCLAVmB+f39q1u7GWzuirofg+y0R457iT7dextmKaRdnljGMKK37icW1rLOFJ2IWxjr7Vl3WsrbRSSBHZh90K2Qx7fSqU11qLGOKbUdOiE7BGhtrQs3PXl2IH1x+FCVzS7kXtIMy2rXSW8lxc3BLMQQBj0znp+FXYobxbk3N9cKgxhIUO1QPfdjJrasfC1nHZp+9uZhjjdKQM85+Vdo6j0q6PDlnCHaO1jD5IRigJB5x1Gey/nWzhqS8Qm7o51ryAHas6FumE+c/wDjuajkuHVC8drdOBjJ8naOeOrEVfS4uItbt/PmmaFhhYiQEUewHcgnPsBV2aEWnmq0YKWo+ccDdbt6/wC6QepHTpzT9mjL2tzlJtVu0JQaTc8Ntfe68d+QMkdaz7tr5iLiHT7uIjkNG27H/AeCa6q8R15JLyRqA2BkyxfwuB364JwBznJ4qmzJsVkVCrjIIYDIrKpSjvY3p1pWsjH0jxBcM75dvMjILyIhVkPQb0YZX64x710D6vfNtkW5LnHoCD+QqhdQpcIJCpWZAfLlXBK56jryCOoPBFcuLPVcfatIuCIyxTyediEHBx61C93YJau7PEEnEk7NM7gN94qP6V2ngnRTJcG8KJKp4CSenriuet9JnklUPsOTz0Fek6ULLT7CNZWVcDG4OK0YNsxfG9wUnt7dYzGi9u1clMpMgwQSfUV1urWw1K+EltOzgHptJFMHhnUbhVIs2kHqoxRzgjkXiYo3yt06jmrF+yz6dZqroZYxjGOfxruYPAzmLdNuhbHQZOKkt/BBDZ+22556MhB/Wlzjsjgkhll8t0VSwXayqSuR7mrcOl3pjEgt5Pk4PGVI9Djk16da+H4LYDdp0U5H8ed1agj2qiizaNM/wcGjnsGhy/hi+v7ax+z3VtK+0/uyAw49K2Xn1CWJljt5UJz8xdWUfh1NX2uRvI85l25yJFrlrV7jU/F9xpr6pLaxHzDD5K7ssqFgvsODyfT3pXuJuwzxD4YudTh04Ql2htdwlVsISDjp+VQwXF7p6mzsUjtI+h8o4z9SOTWUniC+NqyTyyzF1BXe3IrClv5El3RzyRtnk9a1jsCk+h1d0rwuJXmSbHLK2QCfr1NY0+v391PlLl40TgLEcAD6VnXOr30sXli4V1x3FZsZk8zJVhnqRSZV29zVuJ3uG3yTPIfVxSpEjxK4Vs+qnIpsLSFcb1P+8KuxW7PDuMecHrGahjsVNgRx02nuyVet2dSCuOPRun503yhgZaVSPVauQhc7ndT7FOadykdb4f1nKiGZOemdv9RXT+cp2bCD34kP9a88ghdJFkhQnHOUatHV9Yv7fRi8bSxSB1AYip3ImdXcl2IGyTJ6cjH5is1D4hik+RUuY+0gIx+fBrA1JzFo0Gp2OtX8ym5+z5uI1jWchdzPEBztU/Kd3qPcDsjKAo3wFVx1Q1UdDCU/IzJLfW73IvrloYe6jn9B/WprDSrO0lE4dZ5P4N527foKma4iZ8rO6eznrTZLsKPmMEv0PNNt9CvaN6Iv+eU3M4lQe3zCmCVTzmJmPJ6qayH1ixiODJLDt5OOQTVK68Uwx/KkkMoPXcuKgEjohudSSZlBPQgMKieWONshkU5/iUpx9RXLSeJwbfCRyxn/AKZnIrHl1i5uGIN3KoPZ6RSieh/bY+pZD0+6wb/69ON9bA9wfXay/wAq84gm+YFp0dvQ/wCNdFZXLqAR5mPVXyKQNHR/2gpdyBKTn+Fs/wA6w/EpuJ/Ia3mltX5wZDjd09OlZ2n6guoeL5NMvtUurW3kl2RuskUYj9SxcYxjPHUnAqKJL2XVr2ynaZvs0xjEdyRvGCRzjgHjnHFWtNSE9R1rYancF1lug/m7Y1KtnHOSfyBrpbbw/BboHaSczr8wyMLmqUU1laXcVvcyLasg8xmZwB0wOv41PdeKtFtdkcWqPdksA6W0ZdlHf2zVJ6lObS0PZNKQfYowy8//AFzV8ovXsOf5f4V5hN8SdUuIMaN4UvNmfle5lWIfkOf1rLfX/Hd6SjXmn6WhOSY4jM4/4E2atu+phGL2O/1LRVnuIJ4po08iQsSMsdvpx7E1Q1rxRpNlJDNcX8EUsYKsZXC7gRyFBbg9DnaTxXn954cv9WH/ABMPFupXbN1TzPLX8FHFWbHwxpOkIDFpAkkHWZ/nYn6mk6iRap9yzc+NbN2j/s+G5uwmQPIt5JgwOfvMcbhz0Jx09Kqf2x4iut0droixoSDuupY4gvGOFXJ6fyFaqXaK21WnTHRf/rUn2gOXYyr16SJ/WodVstRSMe707Xby3K3Wo29qrEAra2+Tj/eJ/pV2CFLSCO2iEIijXAXeR/PrWd4ou7m00Np7eTZJ5qAPE3PWsbWovEWjaPpd5eajeCa8MhkhdOIQApUE4+8Q2cdvwNSlcHIy7GzgCL8gP1rZhihiIK28R57oDRRVSLZtWqxz/K0SD/dGKfLGIQChYZPrRRWRIguJkHErfnToJjMcSIjE/wAWOaKKQyeS3RIsqzj6GqszukQcSNuBHeiin1EU1upHmMcm11LH7w5rjb6+l0jxVcX1oEE0UrbdwyPmUqePoxooq4ilsc9KTGqbWOemc1SlYmQg8/WiitVsOIogQjOD+dTwjYwwe/eiikzU1oCpPKIfcitFYE8ksoKn/ZOKKKgoiFxIDtLbh7jNaulQxT3I8yJDjHaiipEdktlbNCoEKoRzleDXPeKZnXQnXdlfNTg/WiiqiRPY5/V/Ej6xbWyPpmn2zQqscb26OpRB0QAsQBzngcnmti71S8gZVjmZR7UUVRzmXDrV7czFZnDD6dKiu5JAciRh9DRRSLRnm6mwQZCw/wBrmpoWV1BaNMn2ooqGWSSxrEqunyk9h0pBNn70cb8/xLmiikWTb1ZtoijUf7IxVqMmJVdGIP1oopokyTr8unajeJJY2F9HNKHZLyDeAyjggggjqcjOD3BrY0K6m1bUtQvbxy9xKyyO44yzZzRRVvYxW50ywwSvG81vDMyjAMqBsD8a2bS3t2QbbeGP/rmgX+VFFSUxs4MUh2Mwx05pq3s6nG4EZ7jNFFIaLEVw07KsiIQfQYqS4j+z7TGzj/gVFFSyisL24D/6w9+oqKS7lclHIZSRnIoooQjG8ZwJFoZZMg+cnf3NcVdeINUvdOh065vJpYIHeRfMkZiS2M5JPOMcemT60UVpHYiW5//Z", 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", "info": {"video_id": "155991", "label": "lifting vegetable cutter up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3b348e21e01202d165850fd4f2318d715de87de3529c765290d9753b10c4f2a5"} +{"episode": 55610, "episode_seed": 3594318877, "split": "train", "timestamp": "2025-10-13T03:25:06.117854", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3594318877, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to turn perfume bottle upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "114364", "label": "pretending to turn perfume bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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Mi5VywLDHGwEbcdcOM1iabO2ma4UlUrazn95Gn3Suc8juB/Sn6/4kfUpZbe3Lx6e0nmmLPDyYAL47ZwOK9eL6o8+SfNY9EbWLbVvh2niiD91remSJa3CjkSpg7C3uVXbn/ZrR8N+NF1TT5r+5CJcWQLSRA/8ALPaQCPbOB7E15Z4beM2d7EXYM+0Om7hk5GceoJ/WtS10krH8jlFK4DZ6j0NTKKvzGsJuOiI7H7RHez3cw3Gdt7kHoxJJ/nW/FcQyD7+0+hrLNpcW6ZIDj1ByKWFoZnKPKsMmPlLfdPtntSc1FXZdLmk+VG4CrJgnIPQisQ2pJwqH8jT53ksRiT5QehDd67vw34aEmLm5Xg8gGuHFVVZM6OV9Sj4U8KtI63lwuFHKgiu/CC0UAfdxVhIVjhwgCoowBWZfXIWM5PSvMcnNlpWKut6msVq/oF4968B1S8ubq/k+0M25HKhT/DzXq13PNqmoblXNvE+Pqa4Pxjpn2W/j1CJf3Nzy3s//ANevQwdoys+plXu46HT/AAyubPT9O1C/XEWrxXECxXLxGTbAzAShB2baSSewqD4nWV1aaxBqkltHZw6vunSCM58ojAGT3JBVj7n6Vg+F/FH/AAjxuA48yM4kjG3I3Y2srDurIzAj1ArW+IXjG11Gyi0K0MV1HbyAm8wQzbeFIz0GCeB6nOT09Q83VSscxLaSXhSWIqFkUn6N0I/P9CK6GxnWCMRyoVIGOOcVkaHZ3k9ozkhIc7kV+CT0JHtwPyq/IJLckSRjis3I6qfu7G3HLExGxxn0Ndd4RcD7Xjjdsz+tefxxxSRiS1nR+BlGOGU+mD1+orpvBN8CNSyfueXkZ6ferixU1OhJL+tTuUJRep6D9sSC2kckDANYWo6qsiogfggVzOt63LJut4jgd+awjdTtjc546c15tOjbVg5dDpWuIEd4iRy3NUvExj1DR7tBIB5UJwPU4qLSNOlvLqO4mVmt1O4/9NCOdo9uOTWRBdS3g1G5vBk3DP8AIOiZHAH0rvp0m9UZTkloef2wBlRSepAr1jTb230mHT4bnykgtoTESNPWY3LbmwyMQT8p6k+oHvXkG9opOCQyn+Veg6T4ttYbRJp78pcOhDokfCEk8DDLnrnvjNerFnnVE+hxlzJ5lyT7nP51FuqawtZNRv5IonUHLMGbvzWjJ4ZvIxuLow9V5ouVynR6LJCul26GTDBec1rqysuCcg9xXO2fkgCCSUQsq/Kz/dPtnt9asTySWK/Pwp6MG7/hWbqrm5TshCXImaRIH3dxB9jV6z02aeMzSBo4RkgsOW+n+NXmg0zQ7P7ZqEgLchU9T7DvXOjxLe69r1rEpMNt5gPlg8uB03H09uleTGi5K4+dLQ9Gt7IJpjRW0YLAYGTgA4715L4zhkiaIyxBX89udxPG3p+fP417hpcQk0w5HqT9a848Z6A+r6xFZwyLG5zKCQSOAQR/Knh5qM02VUV42R5Q7sEypK+uD1qt5pClexBrvZPh5OGWNr+Is2DgRnoaR/hyIHZbm7bIcKFjTBIPfJ/GvS+sU3omcvspdj0RJ7q9trN7sI00dukYU9FUAEDPrzSvYvK4JjJXsPT8aisgFiSI5IRQvzDqK3LWWN1AByB6UkxsyJtFUrtCggjlSMg/hXO6j4PtjIJItyq33kHQH0r0QMm3Ln2pklqrk7cfMMnjg0ybtao8oTTTYF06Kx+Xdx0oJA4yM11niDTJJrm2SNAhyQSeB25rMvLjS/DEQa4K3F4w+VAASPcDt9TXBWg5VGkbwmlESy02CKFrzU3EUS42IzY3k9M+g/U1naZ4nkv/ABgwKbbZYWjjjPtjnj6Vg3l/qXiW8RGHy7sxwL0X3Pqfer76RJ4c1bSjcODJNksFGNueMe/Wr9moR13HGfNIydW015xcNbq5mgmICr1Kk4Irm9Q06exKNKmA+enQH0r0uUQnW7uKCWJpGkyV3Aemah1nRl1DS5rdADICXQj+9XXCfuoxkveZ5na3D21wsiEjHB9x3r2DQ7BP7BtTJGWkaPeVcevP+Fc34W8IJayJe6ogaYcxwnkIfVvU+3avSLUDdlunoaty6ENGJHpCyZKDkfw4rMv/AAobjc8H7ucDpn5W9fpXoMcSAcKuD0xRJaKV44bGcjtSBNrVHjc+hXkW1pTlVb7mevvXvVrEFhRVAAwOBXLXemRMAzLj8ODXVq/loD+Arz8ctInTRm5ttj2LMDEvrWRrVifsrgHB71r2x2+Y7dcGsTW9SQQr8wyRzXBBanQZGnwpbWxiI4OOT61ha/Yxan4fish/rmG+P/eGcVLqOtQxwOY5VCrgM5PQntVK133EaXBlU4x5ZVucf0rtpwk2mjOUlszy51dWZCpDg4KnqD6V2fhfwT5gS/1SNivWO3H82/wrXt/DlomqvfupZmO7a3IDdzXU2xBAAJ9DzjFeg6lzlUNSrLp0JZQsYVQOGA/pUdx4fWSLy3jDoeg6EfjXUW6oyqPlz7irSwo4yQBiouDPKb/wjPBIGgl/dPyueoqTRI30i3vomPzOVw3rjNelT2KuSNuQeQPT6VyutaWWngjt1OWJDE9M8dazrK8GXGpJtXZzj4LMzH5j71q6fpUTxtdXz+TbpyATjzD6Z7D3/KpJ49M8PW4n1F0lnbOyMDOT7Dv+PFcjqerX/iS5SFU2whv3cA5yf7ze/wCgrCnRcndlyqWN6w8Tm78YLAqbLOKJ40TGMkd/04qpaLi6v4MfKJTwfrVVtIm8PalpUl0y75mJIX+EHjGe/WtedIf7auoYZImldg2zcBjgZroptc2hE/g1OGk8LzzXUpWTq7fw+9aNn8PproDdfCP6x5/rXaJbiNztweT0rQt2C43HFdNzI5vQPBK6PeSXEt0LhghUJ5RX9c10EekCTlBgjtitq0ALZbp6GtSOJAMhVwfSi5J59qHhH7SS0P7uftz8rf4VzVx4fvIVDysCqt9zPX3969nkswU44bGQR2rLvNMiZdzIQPYcGi19RqpJLlT0PH9QurvVro3F1MXY/dA4Cj0A7V0HhXRzBcwX8oIyxEY9Rjk03RNE+33I3KfJQjd7n0ru1t41u4IFUbYoy5wPoB/I1z15qEOVF0k5SudVpTIbHCnqK428m/4qfeMFoonx9TXWWT+Xabd2COgrDTTTPqVxMF+8dorzVodhnWUUstysxXLxtnnuPSreqvBJfI+CQFzjvz2rcFgljb+exAKjJzXHy3HnSyzRgnzG3ZB6ZNdGGjeVzOrKysWZJzGGWPK9iTUkF0YY9lvtYj16UxpIktUGNzScZY8jFPtlW42DJiOT8x716CRy3NS3n+ZeWZz970+lajXK2tv5sg3Z4IBxiuetA6ykZLEng5rKik1HUvF9zpravdWsC+Z5QjUMNyoWC+gHBOTVEkHjHxJLYSKLWPM0qnY7tkJg8nFeast1eXBeR3lmkbknlmNad3cXWoTK91M0jKM/Mc4zXT+F9BAIvLhcHGUB7D1+pqXaKcmGrdkSeHdFGk2/nzH9+xGW9PYew/n9K5/xlqEs9/bSRS4iQ7VbGeeuf/rV1Ov6kIo/sUQBLHDY/hXsK43Wld9MUnIKTKcdsYIrngnP35fI2b5bRR0qpEZHkjU/NhmZ1wzZA5NW4JELKikE45xWXZSvdaXZ4b+AA89SMitC2QrOTIFyB8prVbEvc01iQLuLD3Bp4mLSqEyqJ973qvbkTyGMFMEcnvn2/KnyJbm4KiT5TwcnHPeqRLZrQXvmSeVHkEDJY/drRtnDt8vLkYOD/OufKTQxA7BtZsBqbrWoXFlojTWkrRyh0AZOD34q0iGdLeT20MDASJuXqCM4NXpGwyk/dxmvNdamKaJFqdjreoTb7n7MWuIlRZ8JlniA52qflO71HuB6BqFyIoGY8ZXiuHG/ZOihpcq3+sfZYXVMmVuFArktQdo7d2lkzMQVUf1/WtBJVIe/nbCKePpXMXd5Je3jT7CuWwAOwrGjSuzac+VGR4WJkF9DOXkKsrBNuQCGwSa6mPZE4LsAMVzGjyG18UXaZ+WQyAZ/MV0SxyHc4YHJrsMW+pqwBZUUlsKeee1WC6W+cAMcdqpRukUS4wBjgY61daOI2vmSON7AKu3oSKZNye2ufs0ZMm5m68da04rjcqtIQA3IU9R9axbeFZceRtZycFevFWbaR1mbfgEHAwOKpIlnRxvEsQllO1AMA9643xh4iTTCnkIJp3BEfGFHI5PrUUOoSX/jCTSL7VLu1tJZdiNHLHGsfQksXGMYzx1JxXH64Lt9ZuLa6kuT9lleNUucB0AOMHHGeOccU+S+5LdkYVxNeahdNPcSNJM55J5/AV3PhnQzpsJubj/Xtgc/w+3+P/1qj8MaAJJVvZ1wF5jB/n/hWrr2opbwfY4gN7nBx/Cv/wBeoqzd+SO5VNfaZyvjfUZZ7y1aKUGOMkBjzz1zmtqNImYyxrlnCuzsm0sSoJNc1rSs+ldxsmU4/Stuwme60i02tzsCnnkkEinGKjZIbk5K7Ne3kjLqgYE47dqvLEuNxZfcH0rKtkKzZkC5A+U1o25E0nlgoQw5Oen0/KtERcnExaRFjyqpy3vWjBfb5BDGDuAyWP3QPrWVJHB9o2iTjocnHPepiksMW4KNpIAaqRLOgtpQ78cuRg4NPvZ7eC2ceZHvUcgjNcxrWoXFlohltJmjlEiAMnXHesfxFbeINI0XTr+9vrtbi98zzIynEAAUoGOPvENnHb86p6IlK50OlWsVvAscS4Ucf/XqfTR5upXTN1D7B9AOlFFeXifiZ20fhOlt0HC84xn6VYEKRkFV5zRRXL0Nupz/AI2uZYdLWONsK5Cn6E1zdsoitfkGM4FFFd+E+FnLX3RqWltEQm5AfrUl/bxW8TtEu0kbuPWiiutGJBpwO9nLEkL0J4rl9avptN8d3tzbbQ9vM2wEZX5k2nI+jGiirQupkaPZwy6sIXXMajOPXHrXduxhsXZMAhCR9aKK5cT8JpS+I4WV2mdnkJZm5JNVL5QdKnz2AI/OiitFsR9osaIx/s2LnoTj861YZHMxy56nvRRVLYp7myVEbxOnysR2qRrZI4BIMlt2eeaKKpEMkmlaNSgOVXLAH1qPXAG8MuSOksZx680UVaJZyms+J5ddgigl03T7byAscb2yOpVBn5QCxAHfgda7zxDI4iVQeMCiivPxnxROqh1Oe16Ro47e2Q4i2bseprERQXFFFaUvgFU+Iz3G3xPGRxkAn8j/AIV0Cs20AEgdeKKKvqLoaunIHiO/LZHerdvCs4VHLbVOQAaKKZJP5Yt2l2E/Idy+xosZnkugGxwu78c0UVaEzm9d1t9D1/UI0sbG8jmn3Ml5DvwVGQQQQR1PGcHuDWZZySa1r73N/I00tzJ5krHjJOT+A9qKKtkP4Tu1PlWblABtQkD6Vws0jzytJIxZmOSaKK5qf8SRpL4EVL5AdKuAcnC5H4VLobEabGc9GbHtzRRWvUS2NiB3aYZdu9bRQRmJ04Yjt9KKKtECyQqkJkGS2/PNTSyNGhQH5RlgD0zRRVoTINcG/wAMsT/z1jP61xmoeIdU1OwXTbu7lkt7eR3QM7Ektjrk8428emT60UU5Cif/2Q==", 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", "info": {"video_id": "114364", "label": "pretending to turn perfume bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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TNaTj9/Jl1b/aA4P615rGZbaY8mOeF+voQf8AGvYwluXl6o5MQm2e+39t/b+k6j4b0iC3NlA6y2T+UUW0iWNWGO7szsVLezd68PtpGu2kib/WSAsoJ/iGTj8RkfXFejaT8RbGCznu52RWgVQLdlOZDJlnGQclVkBIHo+K80kvrnWdfmvbeERT3E3nbY/uo3Un2Gea7HoccLvRmjpdrLayGVwGVgBkHpXSw3UDjklSPWs1rG4hXd8j9zt6UkLwSSGOaQQNjKsR8pPofT61jKairs7aKbfKjeRkZMZBB7g1zH2Y54RvyNXbiRrIfMyFScBlbPP4VP5bKODz9a5cRO6TRvKLWjM4WhIPUY9QaBFIvG5fxFXgZFzjNTW8c9zL5cSmSQg7V/x9K5LtsaSOE1SMW2phWgDMDuJJ4kH07e9dFoen2SW8Mk+nNeNIsh8lDh3bbySuf9WoPGOSeemKt+O9M+z6XpwWJGlHmSPMBy3QbR7Cs2DxQtroCs6yPqRdTFKx5UpjY+fQdMf/AF69elNzjd7nBWi4uyNnwpqn/CL+LG8Na4I5dLkc2sznjEbkMrj2B2uPTJ9TWve+I5PBvjC88Pk+Zp8U3lmVx8yJu6e46V5RLdvd3v2m6keSR33SuT8zc8n61193aLf3iyK7SOFwjFs7l6gn1q5pT1fQINxZ0nxEunvo7DS4CrLFvnJB4YMfkx+GT+NZVncqiBJgVIGD3qsumTDaUkDADG0nkD0+lNdngJEsdK9i+dt3NyN0JGxwa67wa4BvdvG7Zn9a8/SHzE821lWVQOmcFT6Ef1rqPBF8CNSyx+Ty+M5x96uLFzU6Ekv61OyMZRep6F9sSC2kckDANYWo6qsiogfggVzOt63LJut4jgd+awjdTtjc546c15dOjbVlOXQ6VriBHeIkctzVLxMY9Q0e7QSAeVCcD1OKi0jTpby6juJlZrdTuP8A00I52j245NZEF1LeDUbm8GTcM/yDomRwB9K76dJvVGU5JaHn9sAZUUnqQK9Y029t9Jh0+G58pILaExEjT1mNy25sMjEE/KepPqB715BvaKTgkMp/lXoOk+LbWG0Sae/KXDoQ6JHwhJPAwy56574zXqxZ51RPocZcyeZck+5z+dRbqmsLWTUb+SKJ1ByzBm781oyeGbyMbi6MPVeaLlcp0eiyQrpduhkwwXnNa6srLgnIPcVztn5IAgklELKvys/3T7Z7fWrE8klivz8KejBu/wCFZuqublOyEJciZpEgfd3EH2NXrPTZp4zNIGjhGSCw5b6f41eaDTNDs/tmoSAtyFT1PsO9c6PEt7r2vWsSkw23mA+WDy4HTcfT26V5MaLkrj50tD0a3sgmmNFbRgsBgZOADjvXkvjOGSJojLEFfz253E8ben58/jXuGlxCTTDkepP1rzjxnoD6vrEVnDIsbnMoJBI4BBH8qeHmozTZVRXjZHlDuwTKkr64PWq3mkKV7EGu9k+Hk4ZY2v4izYOBGehpH+HIgdlubtshwoWNMEg98n8a9L6xTeiZy+yl2PREnur22s3uwjTR26RhT0VQAQM+vNK9i8rgmMlew9PxqKyAWJIjkhFC/MOorctZY3UAHIHpSTGzIm0VSu0KCCOVIyD+Fc7qPg+2Mgki3KrfeQdAfSvRAybcufamSWquTtx8wyeODTJu1qjlvAWl/Ybi/BX5Ts25HI613n3F3+lZenQCCab93tJwOn1q+7+Ydo6A4ryMWv3rOuk7xQSwNcBnbpmuQv7HGqCQknb0Fdld3KQIqk4BTNcTf6tCksjyOM/wj1OeKzppmr2J5zGbyJmwAEfI9MAV5T4w0/7PqjX8SnyLpicjoHHUflzXXXGotdag1vHLGJBwylsYHfmmX+kR6jZm0d22btylT0PrXoUIyjLmMKjUlY8+0vRrvW75be3XA/jkPRBXqOkeGrHSbIwwxF5MZeRxy5+vp7U7SbC20yBYYFCAdT3J9TXRWmN2W/I8iulzbMFGxjR6QsnKDDDtjpWbf+EhdZMf7qfqD/C3+Fd9GiYGAuD6U6S0VkIHBxnI6ipuF7ao8an8O3MGJJGDbW4UfzrQYBcnIx+teg3mmxMpZkwD0x0NctaaIpQz3kqxQKSSCRnH17Vz4hXsjWE23eTMy1tpbyXZCobnk5wAPep9e1O28OafJa6e4lu5Pkkl4yh75GePYfnVLVvFyov2PRI1jQfKZtvH1Hqfc1naR4ZvNUjlu2bbCqtI0jDLOefzye9KFHlXNIHUu7I0dRuRfeF9IlZcsgCs3rkc5/KuOutBu/tE0UaMYUOY3buMZCius06W3l8JOksiJ5M4ALH3J4/OtKCJZoVl3IyEgoQ2c8V0UZWTJq6yR5GQVYgjBHBFdh4G33mqJFJvMcEbNkDOB2H5mpNU8IXF7r263AjtpvneQ9EPfjua7vQ9MtNKs1trRNo/jb+Jj6k1vzaGTQs2nQs6gIFH97HWornw+ssOx03L2IOCK6q3RHVQQpb1Iq0IEcdAABzSuI8nvvC13bSAwPmJvuk8EfUVZ8PpJpUGoROfnkKfNnrjNeiz2Cvkbcg8gen0rmtU0omaKOBSSxOSRx261jXjemzWFWTkk3sYD4LMzH5j71q6fpUTxtdXz+TbpyATjzD6Z7D3/KpJ49M8PW4n1F0lnbOyMDOT7Dv+PFcjqerX/iS5SFU2whv3cA5yf7ze/wCgrlp0XJ3ZpKpY3rDxObvxgsCpss4onjRMYyR3/TiqlouLq/gx8olPB+tVW0ibw9qWlSXTLvmYkhf4QeMZ79a150h/tq6hhkiaV2DbNwGOBmuim1zaET+DU4aTwvPNdSlZOrt/D71o2fw+mugN18I/rHn+tdoluI3O3B5PStC3YLjccV03Mjm9A8Ero95JcS3QuGCFQnlFf1zXQR6QJOUGCO2K2rQAtlunoa1I4kAyFXB9KLknn2oeEftJLQ/u5+3Pyt/hXNXHh+8hUPKwKq33M9ff3r2eSzBTjhsZBHasu80yJl3MhA9hwaLX1GqkkuVPQ8f1C6u9WujcXUxdj90DgKPQDtXQeFdHMFzBfygjLERj1GOTTdE0T7fcjcp8lCN3ufSu7W3jW7ggVRtijLnA+gH8jXPXmoQ5UXSTlK51WlMhscKeorjbyb/ip94wWiifH1NdZZP5dpt3YI6CsNNNM+pXEwX7x2ivNWh2GdZRSy3KzFcvG2ee49Kt6q8El8j4JAXOO/PatwWCWNv57EAqMnNcfLcedLLNGCfMbdkHpk10YaN5XM6srKxZknMYZY8r2JNSQXRhj2W+1iPXpTGkiS1QY3NJxljyMU+2VbjYMmI5PzHvXoJHLc1Lef5l5ZnP3vT6VqNcra2/myDdnggHGK560DrKRksSeDmsqKTUdS8X3Omtq91awL5nlCNQw3KhYL6AcE5NUSdZYXX2i7uyoICqpGTn1qaW4EKDJx61yHw+v7m7OqG6laR8RHk5xndWlq90ZrhbaM8twa8rEK9Vo66Xwoh1PUJdRnxGxWFPlz65rzzxdM32q2aCUiJCQGHIJ65/+tXW61era24sIhlnPzkfwj0rkNaRn0rJyCkykfTkVtQp2V2E6nRHSIkbEyIrDcAxZxgtkA5NXLeSMsqK2TjtWVYStdaTZ4YDCBT7kEitG2QpNmTaSB8p9K3Rm9zTSOMKWLD3BpwlLSrtBVU6+9RWzCeQxhk2kc5H8vyp0iW32jAf5c4JbjnvTRNzVgvfMk8qPIwMlz92tG1kWRsLguRjIrAaOaKIMFXYzYDd6j1vULmy0NprOVo5RIgDJwfpVpEM6W/uraC2cCRQ6jkFfbtXiWua9eaw/lr+5tAfliBzn3Y9667W53XQk1Oy1vUZt9wbYtPEqLPhMs8YHO1Sdp3eo9wOS07S5Ly4SFO/LN/dHrTjFXuyZOwzQtCl1K53Pu8lD82ONx9B/Wu7vrldP057eF8MQUUDgdME4q3DbW2jacuMIqDk9/8A9Zrk7q9kvb1rjbty2AB/CO1YN+1lbojVe5G/VmZ4Zfzor2K5LSbWRgm3gHOCT/KuljKRMNxUADvXM6LIbbxJeR5OJDIBn8xXQrHKVZwVbJ7mtUuwpPZmpAFlQHOAecmrO5LfJwGbHaqKOkUKgYAxwPWrhjj+zeZIwDMAF29CRTE2Wra6+zxlpSzHrwOfyrSin3qrSEBWGQp6j61iW8AkwYMSMTyM54q1bSMJn3hQQcAdq0SM2zoo2iEYklO1AMAnrXI+LfEEelFRBGs07g+XjhR05PrUUGoNf+L5NIvtUu7W0ll2RtHNHGsfQksX4xjPA5JxXIa0t22s3NrdSXJ+yyvGqXIAdADjDY4zxzjik430YbamJcTXmoXTT3EjSTOeSefwFdz4Z0M6bCbm4/17YHP8Pt/j/wDWqPwxoAklW9nXAXmMH+f+FauvailvB9jiA3ucHH8K/wD16xqzd+SO5pTX2mcr431GWe8tWilBjjJAY889c5rajSJmMsa5Zwrs7JtLEqCTXNa0rPpXcbJlOP0rbsJnutItNrc7Ap55JBIpxio2SG5OSuzXt5Iy6oGBOO3aryxLjcWX3B9KyrZCs2ZAuQPlNaNuRNJ5YKEMOTnp9PyrREXJxMWkRY8qqct71owX2+QQxg7gMlj90D61lSRwfaNok46HJxz3qYpLDFuCjaSAGqkSzoLaUO/HLkYODT72e3gtnHmR71HIIzXMa1qFxZaIZbSZo5RIgDJ1x3rH8RW3iDSNF06/vb67W4vfM8yMpxAAFKBjj7xDZx2/OqeiJSudDpVrFbwLHEuFHH/16n00ebqV0zdQ+wfQDpRRXl4n4mdtH4TpbdBwvOMZ+lWBCkZBVec0UVy9Dbqc/wCNrmWHS1jjbCuQp+hNc3bKIrX5BjOBRRXfhPhZy190alpbREJuQH61Jf28VvE7RLtJG7j1oorrRiQacDvZyxJC9CeK5fWr6bTfHd7c220PbzNsBGV+ZNpyPoxooq0LqXfAaiEasqcALH/7NV2J2N1dzHl40O3PaiivLq/xpHZT+FHKyu00rPISzMck1Xv0B0mfPZc/lRRXb0MOpJoZI02PnoWx7c1rwFjMAXbByetFFJDZssoRo3XhsdRU5s40g8wFt27PJooqkSNuJniOxT8oG7B9aZrgD+FHZu0kTY+pooq1uS9jkNZ8Ty6/bxwTadYW/kKI43tkdSqDPygFiAO/TrXQ+HbWKKzSRV+eQbmJ9aKKVT4WH2kVvE08nmxQ7sJt3Eeprn8DzBRRWFD4EVV+Iz/ueJlK8Zxn8q6HeyphWIG6iitoiZqaePNQh/m+XvVuCITKiOW2ryADRRVLclk0a+RJL5ZIKNlTUlpIzXPODgBvxooq0Qzm9a1p9F1vUFWwsLxJpwzJeQeYAVHBBBBHXpnB7g1n2Ukmt6/Jc38jTS3Mu+VuBk8nt0FFFEh9DvFPlWblABtQkD6Vws0jzytJIxZmOSaKK5af8SRrL4EVL5AdKuAcnC5H4VLobEabGc9GbHtzRRWvUS2NiB3aYZdu9bRQRmJ04Yjt9KKKtECyQqkJkGS2/PNTSyNGhQH5RlgD0zRRVoTINcG/wyxP/PWM/rXGah4h1TU7BdNu7uWS3t5HdAzsSS2OuTzjbx6ZPrRRTkKJ/9k=", 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", 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", "info": {"video_id": "114364", "label": "pretending to turn perfume bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cda308547d15588f0cfb172d0b17669a563c188062bcb5f5d0a2d491217ea4be"} +{"episode": 55611, "episode_seed": 1732758790, "split": "train", "timestamp": "2025-10-13T03:25:07.083086", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1732758790, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ceiling light 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "28260", "label": "showing ceiling light to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "28260", "label": "showing ceiling light to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "28260", "label": "showing ceiling light to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9b919928576a3fdd3c14d69808ca0822b5ebad848889ba563198d397be19c2fa"} +{"episode": 55612, "episode_seed": 1357075707, "split": "train", "timestamp": "2025-10-13T03:25:08.390208", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1357075707, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cable next to books'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "50800", "label": "showing cable next to books", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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iihjRwWq6vdRTsqFF5645rmjK7Slixz60UVEdhyLti7eYwz2zXS6aA27IBwBRRSYdDTDHis3XCf7OPf51oooApa54ofXobaKXStNtjAqRxSWySKUjXogBcqBzk4HJ5rr/ABDrl5pyotv5Y3Dqy5NFFUI4e/1nULsHzrqQg/wg4H5CsSVmJ5PWiiqGUyT5lWbR2S6iIP8AFiiipYkeg6Mx+zN/vVekdueaKKhbFdTOuZnUHBrBuruVmI3YHtRRQHQz7TX30ea5RtO06/imdXMd9B5gVlzggggjqcjOD3BqCfUbrVb+61C8lMtzcuZZXxjLHrwOg9qKKskgZjS27bZXbAJWJyMjPO00UUAUF7VIKKKALcE0gj2B2C5zjPFTB29aKKQw3n1ppY0UUAQTsfL/ABFW77xNq+p6Vb6Xe3009tbSPKgkkZiWfGcknnG3j0yfWiimI//Z", "info": {"video_id": "50800", "label": "showing cable next to books", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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iihjRwWq6vdRTsqFF5645rmjK7Slixz60UVEdhyLti7eYwz2zXS6aA27IBwBRRSYdDTDHis3XCf7OPf51oooApa54ofXobaKXStNtjAqRxSWySKUjXogBcqBzk4HJ5rr/ABDrl5pyotv5Y3Dqy5NFFUI4e/1nULsHzrqQg/wg4H5CsSVmJ5PWiiqGUyT5lWbR2S6iIP8AFiiipYkeg6Mx+zN/vVekdueaKKhbFdTOuZnUHBrBuruVmI3YHtRRQHQz7TX30ea5RtO06/imdXMd9B5gVlzggggjqcjOD3BqCfUbrVb+61C8lMtzcuZZXxjLHrwOg9qKKskgZjS27bZXbAJWJyMjPO00UUAUF7VIKKKALcE0gj2B2C5zjPFTB29aKKQw3n1ppY0UUAQTsfL/ABFW77xNq+p6Vb6Xe3009tbSPKgkkZiWfGcknnG3j0yfWiimI//Z", "info": {"video_id": "50800", "label": "showing cable next to books", "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": "a02566c3f3baf7a429d6d942b3bbda3005a85c8ac48be525b2e7f42b925d0f4a"} +{"episode": 55613, "episode_seed": 3148876889, "split": "train", "timestamp": "2025-10-13T03:25:09.360345", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3148876889, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a mug up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "52673", "label": "lifting a mug up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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EDdT5UK7PNPEnh/WjE6wSQSxnvtIb8uleU3/hm4jV47i2fB65FfS8yhgQRxWLeabbTKfMiU1PJ2DmPkW3jmY/KpxXT+G7+70jUopwGK5+Zap20TPhIkJPYKK6LSLEvM1lMpScjcvq1ZXOlR0Pe/CmvR6nZoQc8c11QFeS+E7DUtPeNUgfYTjHtXrVqrmBfMGG9K3i9DnkrM8J+I+sS6T4guFhuJI5XYYVSQD/AJwaj8A6imueIrdLjdIpkUFJmyWHOcj8Ky/jH5i+KrgnoFG0D05qL4RPv8Y2G4DJJ59/85qWtRJnvqwx2viXfEioLq0O8KMAsjDB/JsVfdqpuwk8RKo58i0Yt7F3GP0U1PK1WgGswzVSZuKe71Tlfii4hsMKTSlioyBjOK0I7ZR2qnp3LyfhWqgosJCxxgVMFFIBT1FMYo4pwPFJTWOBSGP3U1mppNRM1ADJDnNV5DxTpHqtLJSbAo3lvHM2HUGugjjGBXPTSEtXSx9qESyRExUV/p8Gp2E1pcIGjlUqQasingVTBHikugXehi80eeBpLVAz2s+OArHlT75ryKSyaPU5FZTuVsYr671bTk1LT5oCAHccNjpXklx8NtTfVXkEcRDH759KztbYuUuZ3Z1fgOWay8MG0hhZpMZR+24jFdraQCzsobdeREgXPrgVT8PaT/Y+jxWjNuccs3qa0X4FUhEcj1Xd/lp0jVWkamwIpnpLNVkeUEAjABBqKVs1LphzLN+H9aESzlPGHww03WbSW602FbXUACwVBhJD6EdjXzxc29xFfPbSIySRsVYEYII9a+yF6VxXi34aWHiS6a/t3FrfOMO2Mq/uQOh96iceqNIS6M+fNItbCXVLaO9adbd5lSWVAPkUnkjNaviXTf8AhGfElxbWsxkgV2VXbBLL05rp/DnhtV1/V/BerxpFNMDLaTHtMo4we6sp6e1c344sLvR7uO3uebiOJEcE5G4AZwfxrJRubyko2Nn4b6hLL4mtYbgEsZV2lR8vBr326G3WrBx1McyH6YU/zFfNnw1uwniq0up/kjibc5/uqK+jYrmLUdZ8y2dZYLaAgupyN7kcZ9QB+oraJzy30NB2quz8mpJD1qq7datkkcj9aozvhTViVqpXBzHz0PBpCZ5jJ4PGkNKIEGWO4HH6VoeD9Ch1LW4ppFJktmyff616PfaZHeQtwN2OKq6DpLWMjyYCAtzgfeNZ8upqpux1MVvFEBtQAgY4qXFRxPuXmnkgDNWQfP8A8YbB5dcluFCsqja3PIHr9K57wFDHBqam5nksg7KolwMxjrkfjivQfiDpdzdX809sQ+c7o27/AErivDNi0viO1hul+Uy/OhHWs3LWxXL1PdNGm0828stvetdzSsDLO+MsQMAYHAA9KtSEEEg1kpDb2sxWBFRSgOFGPanNPtHWtLklmTpVGY9eaVrvjBrz2bUtQvvG17pn9tXVpAGk8lY1Dcqm4L7Dg8mkB6RpRy0v4f1rXHFeb/C3Vb7U/wC0mvbqSfYIiu8/dzuzXpPeqETxoWGamEdRQvghasg0DGeXSGHPcVLmkzSAgaI+tVZRirzdKozn5qYFOU8mqcrVZlPJrlPG99c2Hh157Od4ZhKih0POCeRUsDVdgW611iAbRXhep6neQaRDf2Wv6lKGuPs+Z41RZiFyzx99qn5Tu9R9B7pGf3SmqQmTx85zUlQKxB4qehggpjSonVhUVzOIomOelc1d6m+4lTUt2GdWHUjINRyuMVg6dqjyQZ6nODVyS6JTJ600Illaq0jcVBJckd6ha6yOaGASPzVrSSGkuP8AgP8AWvMZNYubnxzdaZcaxeWlq0xSNopY0WPoSSXGMYzx1JxXSfDi8v5tT8QWt9cXMptpERFucb05frjjPAzjihbgz0JByKnqsGxU6fdpsEcf4z8Frrl5YatZ3KWeoWcqOZjwGQMDzjuOcflXlnxPktdY1eea1fLLyNpyG45Fey+Kropp/kKceYcH6V4brmmIlwzc7Sc/SspabGl7qzMzwco0rUEkkjSdmdcxbfvYP3ffNfQGj6pN5Bhk0yOxUcrHHjGPwrxHw9Z+TrNm4wyCVTn8a9rkukNxEoYZKnNVB31Jehptcq4PaoWcHvVBpsAkGozORyDVNklmVqo3D/JjNYXjPU7qx8OvPaTvDKJUG9DzgnmuQ1uXxNo+kadeXWqXoluy/mRFcCHG0qCcfeIbOP8A69CBntUR5NRzSMhwPWiimNFmGRto5p8kjbetFFAzhtcJN4+fWsK2tov7Wt5goEgbqKKKxe41sdFFM737BmJAj4/Op3Y7OveiiqJIHY4615TrOoT6Z4yvby32+bHM23cMjldp4+hNFFUB1/wf4OrjsPJH/oderdh9KKKpCHw/60VcFFFAwJpM0UUAMcnBqhOfmoooAoSnk1xvxBP/ABS8n/XeP+ZoorPqB51q2vtq6W8cmnWMBhCpG8CupVB0UAsQBznp15r6Qj/1S/QUUVaAlQZcVK5wtFFMSMXVpGEBwepxXMXBODRRUSGi1pJIgb61pysfK60UU0JlOZjgVXdjiiigaPKNb1dtO8TaqhsrK7jluNxS6h3gMo4IIII69M4PcGu3+El5Pf32v3dy++edopJGxjJO+iimgPT17VaPC8elFFUxI47xK5aZFJ4xmuB1mFGByKKKymWjG0f5NTjVTxvH869Ps0DXO48kKaKKUBSJmJw31qJmNFFWSjmPHbH/AIRh+f8AltH/ADNedXetahe2ENhc3UssEDtIu+RmJLY65POMcemT60UUIZ//2Q==", 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", "info": {"video_id": "52673", "label": "lifting a mug up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "52673", "label": "lifting a mug up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d8d3ebcbd44ed4d84b7f32594406dc33157a73f568188e4d459312d4973c5df6"} +{"episode": 55614, "episode_seed": 16878524, "split": "train", "timestamp": "2025-10-13T03:25:10.332107", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 16878524, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 green trash bin so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "93303", "label": "poking a green trash bin so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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5HrNvdaVokLFIIrKJVGMqqE/kc/nXH6x4xjvdXWNEcxOBHEQPzY+g6VwkRmvLpELSTOzYAJLEmu1u/DltF4dlmuZYobqJfNErEDYR0XPp2/GlJ3VkdWCw9qnPJ3KFxrzwsT9kZoQOXVxnr6Ve8YeKH1aZpT+7tol2wxjoq1yk+pSrBEYoJXDgN8q52Z9TVXVrgyuFB+Rf1NcVZ7HuQhc9A+Dtxv17Uo2PLwB/ybH9atfFv4fahr9ut/pUQuJ4W3CIEBip+8Bnr2NcV8P9YbSvEv2hef3LBh6jIzXvNprematbh4ryJWxyjmuiirwseVjZKniPNWa/I+SJvCfiK1cpNoeoIw6g27f4VUbTL+3bM1hcr6h4WH9K+vJriCGRm8+3bIHJlAxj8Kpy6xYoD5l5ZL7GQt/Sr9j2MnmlnqkfKVvpOoXJCwWNzIfRImP9K6HTvht4q1EgrpcsKH+OfCD9a9/l8U6VAD/xMIOP+eaE/wBayLrx/pcefKa5mP8AsqEFNUV1ZlPNJP8AhxOP0X4JMrJLq+oLgEExQLkfiTXobWOl+GNIkjtx+9mITe5yzEnp7Vx158Q5mbNtYIG7PLIWIqnbHUvFUrC4uG3YJ3AcIPYVfuxVkZ03Xr1FzvQ3rq/tULSyXEaL0DM4AqxY69YaXb3WoBklvUQR2uCDgtnLfpXFpCbFX0+8QbrXMZHXK9Q3PY9azS9uk80sJGxgM4OeRmuSo7RZ9DBXZX17UHuZ2MjlpJDuYk1698M5Vu/COx+eQCPbaB/SvCLyUtO0jdT+legfD3xP/Y1irMd8G4rIm4E4ycHHUdfxqcO/eMcfHloXtsyP4ifCfVr/AFP+0dGEVyWG2SMyBGOOh54J7dewrz8/DXxepYf2LKSpwQHQ8/nX0vD4k0O/iEsWoxIT/A56VmT+ItNtNy/2lZBQSQSWY9c9OK6nTT1PJhjpU48kbNI+dx8PvFobZ/YV36/dGPzzWrZfCfxVdsBJaRWynvNKB+g5r2XWfGllY3lpBPJKsMltvEkSD5jnPQ5wCDWLc/EKwVP3NvdTnt5ku0fkMVEIRkrm+KxdalPkS1svxRgaZ8GLW3KvrOqg+qRDaPzP+Fd1ougeG9CXNnaQgIMmeRCTn/eIxn6Vw914+1GTItILe1HqqZb86wbnV9S1OULc3k8oY42luPyFbJRjscLeIrfG/wCvRHceJfFsd3rMFpbDfBtbMueM+3r6Vzt1rGoxq0qQwvHjIUAhh6896uahplnpvhRp9RcQXWQ8AZfm3AcKB7859jXNXct9JEphhDQlctlvUdAKxk9bntYakoU1ExbvoTVzw6sqRX08bgxwxB5I8csu4Dj0Izmql/xx05qraCRmZElaPdwcEjcPQ+1cVN2dz0asFKLi9mbUzKzFlIIzSxHsarzxhiSOjAOPxHNUWXHrXcqmh8zKn0NsMoBywH40PdQLx5iH6HNUUsrNEQ3F4AWIJCDOB1OalhjsRIyrFNONgGVUn5s9vbFJ1vIpYRdWK19ECQNxPtTrOQ3V0qYwpPNP3JEQY9PVe481gB1J/rUmhjzLqSUgD5i2B2qfaNmnsYxskbVp4u1mxiaytbCzS3jLKjkHdjP3jzyaybS5cXdzPfs0xlO4u7byWFV8XRcsQmCcgbqZ5E7kb2VR9KXMeuoW0Jb6S2mLyQJtbADHGM+n9a567IDVvG3ZI3zIHJx2rn7z/WEVzS+M64r3EaltPbR2Ft9mYfaj5onTn5l4KH+fSnrfQxtl9yg+2azdPZFdG43qQfwyM/zrRttLm1PVLfToB+8mmEQOM7cnqfYDmtoS0PKxlO9ReZ0XhG6iu/EMZhyfIhkmJI2gYXA5PuRXMzXypqFwZFbcZDkYr1rQfBUfg+71a685ri2ks1SOSRQDncSwwPov515LJcFrqVxDACWyGdgO55/WpjUvNyRtVw/Jh1Tl3uIb53HyQsc9PemtNcmMuYyqDqcVLFcTeUqCSPA5wsZY8nP86juDPJEQ0khHBKlQoxWnPJnF7KEVoi/ZNcQ2MlxbzmG4yNko6rz1FOu7vUb+2EV9qctyFOQrjIB6Zpzx40mNN5Tc3XHoKp+R8uPObGfTGadzsw8fcuWotQNvbLAF37RjOarXowTQLWPnc7Mc9c0/UBtLVz1nsdtFblbQlun1qFbRlErEgBiQGGCSD9QK1pLvzsTQu67gCQDgj2Nc1bTTQ3ayW8zRSryrqcFT61qiMiCMk/NgqT7jn+taUZW0ODMaUZJTe+xow3Er5DyufqTUhBOeSa59mkUkCR/++qtQ2bSW4nmu1jVvugsSTziuj2tjyY0HLRGqzoiAMwH44qs91CucuCfbmq4t7BJdrXTSAq3KDoeNtSiOzBzHaXEvplSO4/8AripdZ9i44RLdhDMLi4WNQeTjNdPpfjKPR0exg0WaRkYq0wlx5hHc/L0rnNGQS6i7hNihshf7o9KRprhpWPkuFLE9RRzs7cJTjq0XDqE+qapcz6qxbzVC8rtUAdFAHbmq01vZxM5s8AYAZV6D0qs32iQ48sKCSTlqmghdIpd4UE4wFNY1XeJ6VJe8jDvO9WdOP2SyF7HMC3niF4TjlCuc/gRVfUAQce9VbZA6sf4gDisoO2prUipLlfU2JJVLsVPf6GrGl20uqala6fCMyXEojH49T+Wa7Lwn8OP7cWPVNVLx2MuJEgXh5Rjuf4QT+J9q7K28F+HvDuqDV7G0eGeFXKDzmZRkYPBz2zW0q6R5lHL5zs3ojzX4g3Cr4p8rIVIIVRRnoK5s3sOOCW/3RVzXbxdR167uWt2lLu3zZwAOgxVJJ3QOqi3Tc2do+YjjHAFFKbjBJBi6caleUmxDczMGKQMABkkirViGe1nmLlGCYVx1U+oqrM07xsDK4BHACBAfz5q/DEBohDbgHKjI6+tXzN7mMIRU0kiCUNLFia7uJjnGZHLY/Onf2hJFAIoyAqDAJ60w20eADvI7ZNKIoUH+rB75NK56Nivqa/vDWbCSsw+YqM9R2FbGrL+8J9axyuJFyCRjnFcsNzsmjfmCnhTkAsoPqM5H6EVnMMEirMcm7acEB0Rhn1Awf5VE4xIwrrhqj5vEx5ar/rfUWCURL3BzkFEBJ/E1IbpmXGHLcZLSHt7CoOnWp4bS5m5jgkYeoU4/OnyozVSWyEDMTkLGv+6g/rWtp/7mzup2IGEJJPHaqUNi7ShGkhRhk7S+TgewzxVyfCeH7jKMwkZUIAzwTQ1Y2oqTmuYzX1S1jjb94u/0NXrKOe/wbWzu5we8URI/PpXZ+FvD+lR6PaXB0+BbmRCXeSPnOT2I4psFzeXni660saxcWkAMnkrEobJVNwUeg4PPtWXMezY5e80+6so1NxaXFv5gO3zivOOuACcfjXI3g/eH611tzql5qaIbu5kn2DK7z93PWuZvU/fVjL4joivcL3g7SX13X4tLT5RcBg8m3JjQDJYe/Ar6A0Hwpp3huKU2ytJPKf3k8mN5HoMdB9K85+CenBtR1fUSufKiSFD6FiSf0UV7HIQVA/OhvoKMFfmtqcl4tlkGm3gQ/KsBAX1NfPYdg+QVXnsor33xNMkSyhjkbCP0rwoWitlxOipnB35Bz9BV0bNs58xUuWLQze7nLSMe3JqaCJWboPypVitgMm4ZjjPCbR+Zq7BHEY4iiMrOc8vu+UcenrXRY8jlb3HavdizS0i2uxKFsKM98f0ptnbavqEqtb6XcNGRwXXav1ya6Kx0TUJ/EdneLBGbSMIdzOPfPH1rofElxc2OivNbyNFMJVUMhxwT0rKT1PVpRtBHOW/g/WnQGSKyT2eVj+i1iawuBx0rrtTvLi20WLUbHXdRlBuDb5njVFmITLPHjnap+U7vUe4HLasMxA98VjU6HVR6nMcrID71vR7RahQ+/wCVH3YxzjB/UVhyKevvWlbuPJgwCBh4zke4I/nV02cuNjzUmNlXEjUQNGhJZVz1BKbj9PSnz/6zPqKj9+ldFrngpuLLX2shTt8wN0BXagxn0ApplaTqi/8AAiWP6mmQwTTf6uKR/wDdUmrUVhO0qxt5aMTgK7gH8hzRyo056ki7pS+WlxOQBtQngYHSqZu4UjLNJkgdM96tyFYdCvGc4VwEz9SBW54W8IaHd6TBez2onmk3AiRyVGDxxUSdj0sHH3DmY7uCQhRNknsMn+VWlQhC37zDd3iZB+BI5rp9N8mLxhNpP22XTrUy+XG1s0USxcDJJcYxjPuTisfWLm+fUp7W8nuZPs0rxqtxjevOOccZ4GccVnN+6d1NLmOR1Nf3prrvhV4QTxBq8t/exb7CyI4PSSQ9F9wByfqK564sbjUL+K0tImmuJnCRovVia+hvCfh2Pwr4Zt9ORg8gzJPIP45D1x7dh7Csk7G0lqbZCJHgABQOg7VyfiO9VLWYZ6oR+lbN7fhI2GeleX+LtZ3JJGrckYqXroaxVldnl8jsZXyFOWPJGadvdsZduOw4/lT1tXlLPuRRnku2Mf1qVYbZTh7osenyJx+ZrtSVj5yanzNMZBCHJPHAzzWnfvNBY2cFvC8skrEhVGc4H/16itxB9nLJGdzNsVi5PuT6V1Ol6Fe3OpaffxvGltbAE7s5Jzz0pSaSNcND3zDsPDPiK+lWR7eK0QjrM/P5DnNdRaeA5FA8/VpN3cQxKv6nNaHiS5uLHRnmtpTHMsyrvXqATyKzdYTxJoWjade3Go3izXe/zIiuBCBtKgnH3iGzjt+dZXbPRdkcdqoHP1qhp1ul1q1tBJny5JFVgD2JoorGJ1TPT/ib4S0bwza6QNKtTCZJpI3JcsWAUEZzXm6BWvY1YBlLqCD3GRRRXXT2Pn8X/F+40I5WjmvlQIghJC7UUevoKp3csrWyyvLI7PIyncxI4Ax/OiitGZyJbGRpIbl3OWKAc+m5a6/QZja2E0yorMB0bOP0oorOWxthv4iOr0y8kv8ATLa5kVFeTJIQHHUjvXD6pey6X4uvLy22+bFM23cMjldp4+hNFFYo9VmIqhAQO2BWTfAeaKKKzl8RvD4EexfBaJF8K38gHzPekE/RFx/Ou+kPLfSiikyoHm3jSVxHLz2NeVNGiWslwV3MhXCsflOT1IoorShuY474BbaUXmo+RPDCwfOW2AMOPUVejRY7uGNBhVUADOf4jRRXU9jxnseqaZp0ZggkM1wf3YYJ5pCj8B2rM8Xoo8PyHHWZM/nRRXN1PVXwnKav4gbWIYIpNNsIDCipG9ujqVQZwoBYgDvwOvNUdR5h59KKKirujah1OdYZdR6mvXNf8GaJpfwqh1a1tWW+ZIJGlMhOS7Ddx0ooqoGWI+BnmFzw34GtUERai0USRogiVwFQcEgd8ZoorrieHDdlO4uZ5LVpWmkJ3hNu44xgnp9abYTPJJMWOT5DY9ugooqWPqdz4QtYblZI5UDIV6EAj9a7AqsaqqIqqHwAB2oorGe56mF/ho8+1LVTpviDVIzY2V3FJOGMd1DvAZRwRggjqeM4PcGsme7nv724vLly887+Y7YxkmiiplsdFP4z0f4V6XaMl7qjR7rtZPIRj/ApUE49z616FcuQCO2KKKxOh7nC+IbqWFTsbFeVarM8ty5c55oopx3LnsZiRiWfazNtCMxUHGccjNMjumeW3RooCjADaYwcDPbvRRXZH4Tw6/8AEZbTapVEjVFEj8DPPA9a9O0S0tmt7aR4FdwuQzZOD6gdBRRU1C8N8bK3jI7dCfAA/fJ/jXG3euajfWEGn3N1LLBA7yLvkZiS2OuTzjHHpk+tFFZo7Gf/2Q==", 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", 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", "info": {"video_id": "93303", "label": "poking a green trash bin so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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9I0Ebp55bpwQzbvlBI6Z745q7q+pW011NHEyhIyIgFOBwOQPpXGz+NNTvz9nhWO1iY8iPr+dR3ui3dhHb6yzExkFXU5Hlq3G737Zz60TatZG+BjVlUdSbN1tStBIyrdRFl6qJBxXB63qEj73dy0spJyT+tXdS+yPbsjgCUrwcgcjp+Fc3fuXcs3WuKt0PcpQvc7T4S3yW3iySOQ4Wa3K598jFeq+KPC+leJ9Pe01KFjvAxJG21xjkEGvnjw5fi01pWZym5Sgb0bjH6ivU7D4nzWSfZtQtBcKvAbvXRQacLHk5hzRrXXVfijAufgXaG4ZLTWpwoGf3sSkjPQcdentVCX4E6goLQ6xAQDj54SP612dx8R7CdtyWE446LMyj9DVbU/G2zw9Ddw2QAa7+5JIzBtvBzk+9OairE4ariKkmm9k3t2RyUXwQvVObnW7WNf8AZjYn9a2LH4P6DbsDe6pPdHukYCj9MmnN8QZyC0OnWkXuEBNZ1z4412cFVuVhX0iQCtVTgjilisTU0Tsd3p/hnw5oi5stJywH+skjz+r4FSa94utLCxkt7WRJLjYQFU8J7n0FeTXWqX90cz3k8nsXNbXhbR2v5DLIuLYN87EcN7e9NytogpYaVSS52XF18XFr50MLtyUVXO0nHf8AGtbw54nt7KLUL2a2KahCipbKxDAF85YH2x+tc5rNvb6PrUkFrIhV087y0OfKPQjHbPUVlQ30k3mtLFJEqdA4xmuSq7RZ9FTV2R69qD3M7GRy0kh3MSa9e+Gcq3fhHY/PIBHttA/pXhF5KWnaRup/SvQPh74n/saxVmO+DcVkTcCcZODjqOv41OHfvGOPjy0L22ZH8RPhPq1/qf8AaOjCK5LDbJGZAjHHQ88E9uvYV5+fhr4vUsP7FlJU4IDoefzr6Xh8SaHfxCWLUYkJ/gc9KzJ/EWm2m5f7SsgoJIJLMeuenFdTpp6nkwx0qceSNmkfO4+H3i0Ns/sK79fujH55rVsvhP4qu2AktIrZT3mlA/Qc17LrPjSysby0gnklWGS23iSJB8xznoc4BBrFufiFYKn7m3upz28yXaPyGKiEIyVzfFYutSnyJa2X4owNM+DFrblX1nVQfVIhtH5n/Cu60XQPDehLmztIQEGTPIhJz/vEYz9K4e68fajJkWkFvaj1VMt+dYNzq+panKFubyeUMcbS3H5Ctkox2OFvEVvjf9eiO48S+LY7vWYLS2G+Da2Zc8Z9vX0rnbrWNRjVpUhhePGQoBDD1571c1DTLPTfCjT6i4gush4Ay/NuA4UD35z7Guau5b6SJTDCGhK5bLeo6AVjJ63Paw1JQpqJi3fQmrnh1ZUivp43BjhiDyR45ZdwHHoRnNVL/jjpzVW0EjMyJK0e7g4JG4eh9q4qbs7no1YKUXF7M2pmVmLKQRmliPY1XnjDEkdGAcfiOaosuPWu5VND5mVPobYZQDlgPxoe6gXjzEP0OaopZWaIhuLwAsQSEGcDqc1LDHYiRlWKacbAMqpPzZ7e2KTreRSwi6sVr6IEgbifanWchurpUxhSeafuSIgx6eq9x5rADqT/AFqTQx5l1JKQB8xbA7VPtGzT2MY2SNq08XazYxNZWthZpbxllRyDuxn7x55NZNpcuLu5nv2aYyncXdt5LCq+LouWITBOQN1M8idyN7Ko+lLmPXULaFi7e2mZ5IE2tgBjjGfT+tYN397FbS27RxSbpNxOOgrEvj8/4Vyz+M64L3DoLOWaLRrVbllMUgfyH3dNpAKn065FN+0zK2BLIB6bjWXp7TTCKKSZmgGQsZPClupA9+KdMHABDFfXBrqpz0seFjqMVVbXXU2txdcliaAMNknpWDAk9zMsSzMCc8s5AFXPsVsrYm1BeCAcden/AOqtPa2OVYZzV7l2SeJf+Wi/nVaS8iAwpJ+gpsUVgYoiRNI+0b1VSRnnP9PyqO6ESxIkdpJGSw/eSd+OR/Wp9q3sWsNGKu2a2nX0WmCPUZrJrsB9qwhsc+p4PStLXvGd9rGmm2trSWzik4lyQ7OPTOOB/Osu48yDTrdYoyzEk8f596pNJcEDMJznPLCk5M9LD00oJ2Ls8OnXNuslwFExQDJJyvHQViXwwW+lWhBcOMlUGfU9Kg1NSuTXPWd7HfRW5R0prIarD9vx9l3fvCc8Lg88c1eW7YxJ5hL4Xh+7AHHNYaY80bhkGthArWoK9Fbj6EA1VN2OTGxThdllNUtUXBZs/wC6a2vEMpg8I6GpUhJFMx/4ESRkduKPDnw9m8R6De6gJ3ikUslrEFGJCBkkk9skD862vid5dpBpdhFEjeTAEwccAKFFKc7yS8xYbDuFOdR9UcEuortCpGzGkN1O/KQnHqQTTluHWVGUW0W0lgAd3bHb608zTkZEpA9Uhxx07+1be0kziVCmiOLznuxFJlWB5BGK2H1DVrS5eO11WW2t1xiJDwOOaztMid9SJkLMTjlupqS4i8y7kk85uWJAC9s0XZvh4pybQI7QX7XTymRmJ3EjliepNWGujdq5K7Qo9euapG2DE7pWPPIzVq2iRIpghJJx1NZ1HeJ30l7yMW871Z04/ZLIXscwLeeIXhOOUK5z+BFV9QBBx71VtkDqx/iAOKyg7amtSKkuV9TYklUuxU9/oasaXbS6pqVrp8IzJcSiMfj1P5ZrsvCfw4/txY9U1UvHYy4kSBeHlGO5/hBP4n2rsrbwX4e8O6oNXsbR4Z4VcoPOZlGRg8HPbNbSrpHmUcvnOzeiPNfiDcKvinyshUghVFGegrmzew44Jb/dFXNdvF1HXru5a3aUu7fNnAA6DFUkndA6qLdNzZ2j5iOMcAUUpuMEkGLpxqV5SbENzMwYpAwAGSSKtWIZ7WeYuUYJhXHVT6iqszTvGwMrgEcAIEB/Pmr8MQGiENuAcqMjr61fM3uYwhFTSSIJQ0sWJru4mOcZkctj86d/aEkUAijICoMAnrTDbR4AO8jtk0oihQf6sHvk0rno2K+pr+8NZsJKzD5ioz1HYVsasv7wn1rHK4kXIJGOcVyw3OyaN+YKeFOQCyg+ozkfoRWcwwSKsxybtpwQHRGGfUDB/lUTjEjCuuGqPm8THlqv+t9RYJREvcHOQUQEn8TUhumZcYctxktIe3sKg6danhtLmbmOCRh6hTj86fKjNVJbIQMxOQsa/wC6g/rWtp/7mzup2IGEJJPHaqUNi7ShGkhRhk7S+TgewzxVyfCeH7jKMwkZUIAzwTQ1Y2oqTmuYzX1S1jjb94u/0NXrKOe/wbWzu5we8URI/PpXZ+FvD+lR6PaXB0+BbmRCXeSPnOT2I4psFzeXni660saxcWkAMnkrEobJVNwUeg4PPtWXMezY5ybTrmzhLXNncW+8fL5xXLY64APHXvXJXozIa65tUvNTjzd3Uk+xcrvP3c9a5a+T98RWEviOmK9xCaYcNIS+CiFlXH3iCD/IGr12oy+3pnIrN0/C3qKwPzMV4HTII/rV6Ni9qN33goB+oremzycwje0isQMjjPse9W0uI0+6oweoSID8MnNV+tABJwuSfQc1q43PMjNx2LTXTtwA5XGAGkPH5YojHmuAUQZI6L/WlWyuSu4wOq/3nG0frVu2tWjMbFo2Dtxsbd0o5Ui7zluWNSlSEwRM23Eeevcn/wCtVA3tuJCvmhQB1z1NX006x1vxnHZXZYxgCNgrEHhc/wA66TWNC03QtDNzptnDBOsiKJcBn688nNZydmezSjaCOTiKXA/dtIxP9yF3z+QqjqgygNd1qN5PbaJFfWGu6g6Gc2486NY1mIXLNGBztU/Kd3qPoOK1Bd0VZVOh1UVuc2fvfjXsXgXwFaazo1rq+p7xHLjZbIAqMikgEnrz/nrXkfkmRhGv3nbav1PAr6v060TTdNtbJFCpbwpGB9ABU8zSBwUtJK5Bchbe0dYVVNibVVRgD2A7V4f8SpJDrVuGw2Ihywzn1r27UyBasxOOK8T8emO6vbRQ2GAZQcdT7+gpQ+NFYlN0GlucYksgUgSMAeoHFOUbiN2T9ealFtGhxJdIDjOEQt/hViCK2M6RgvIDySWC4AGTwAT2rssfPtSe5d0lBEZJT0RC3HsM1mQXtxdMY7W0uJpCONkZrbsrWa6s7uOzj3SuhCKzY4+v0rs/DGmXWm6KkN1GiSeYzHaQeD71E3Y7sJH3Wcfp/hzXrxEb7AsQ9Z5Ap/IZNWrzRbvSET7WLcGXO3yWY9PXP17Vu2d7Jc+MZ9LutVu7S2aXZG8csaLH0yWLjGMZ4HJOKw9Vub5tSuLO8muX+yyvGq3GN6898cZ4GccVlNux20/iOT1Nf3prrvhV4QTxBq8t/exb7CyI4PSSQ9F9wByfqK564sbjUL+K0tImmuJnCRovVia+hvCfh2Pwr4Zt9ORg8gzJPIP45D1x7dh7Cs07G0lqbZCJHgABQOg7VyfiO9VLWYZ6oR+lbN7fhI2GeleX+LtZ3JJGrckYqXroaxVldnl8jsZXyFOWPJGadvdsZduOw4/lT1tXlLPuRRnku2Mf1qVYbZTh7osenyJx+ZrtSVj5yanzNMZBCHJPHAzzWnfvNBY2cFvC8skrEhVGc4H/ANeorcQfZyyRnczbFYuT7k+ldTpehXtzqWn38bxpbWwBO7OSc89KUmkjXDQ98w7Dwz4ivpVke3itEI6zPz+Q5zXUWngORQPP1aTd3EMSr+pzWh4kubix0Z5raUxzLMq716gE8is3WE8SaFo2nXtxqN4s13v8yIrgQgbSoJx94hs47fnWV2z0XZHHaqBz9aoadbpdatbQSZ8uSRVYA9iaKKxidUz0/wCJvhLRvDNrpA0q1MJkmkjclyxYBQRnNeboFa9jVgGUuoIPcZFFFddPY+fxf8X7jQjlaOa+VAiCEkLtRR6+gqndyytbLK8sjs8jKdzEjgDH86KK0ZnIlsZGkhuXc5YoBz6blrr9BmNrYTTKiswHRs4/Siis5bG2G/iI6vTLyS/0y2uZFRXkySEBx1I71w+qXsul+Lry8ttvmxTNt3DI5XaePoTRRWKPVZlWqhBIB0AFY9+B59FFZS+I6Ifw0dV8LPDmm+I/EE0OpwtNFDCZFUOV+YEen1qt4y0620nxfq9hZx+XbQyKI0znaCgOP1ooremebjvgMWzCi1vJCiM8cYZSyg4596ty3EywwKkhQSKA2wBeuPT60UV0LY82HwmdcXEq3UyeYxG4rljkkA1r2XzTWme0SUUVL3Gtz1GxtIIoIpliTzGVQW2jP51j+L8Hw5IcDidMfnRRWHU9pfCcprGvNrFvDHJp1jbmFFSN7dXUqgzhQCxAHOenXmsa7H7tvaiioqGtHqVfD8STeKdIicZRr2IEf8DFfUFx0PvRRUM0W5h645WzbHcV4f4mJl1LDHoDjFFFEPiLqfwzEuZfsck8ESRlUZeXXcW9zn+lXIIomsVu1iRJDG4wmQO/aiiu5Hz51fg23FzJKpkkjwud0bYP513ItI4Yo0DSPk5JkcsfzNFFc89zuw38M8+1LVTpmvakhsbG7jlmDFLqHeAyjggggjryM4PcGsyW7n1C8uL25ffPO/mSNjGSaKKUvhOin8aPSPhXpdoyXuqNHuu1k8hGP8ClQTj3PrXoVy5AI7YoorE6HucL4hupYVOxsV5Vqszy3LlznmiinHcuexmJGJZ9rM20IzFQcZxyM0yO6Z5bdGigKMANpjBwM9u9FFdkfhPDr/xGW02qVRI1RRI/AzzwPWvTtEtLZre2keBXcLkM2Tg+oHQUUVNQvDfGyt4yO3QnwAP3yf41xt3rmo31hBp9zdSywQO8i75GYktjrk84xx6ZPrRRWaOxn//Z", 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", 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", "info": {"video_id": "93303", "label": "poking a green trash bin so lightly that it doesn't or almost doesn't move", "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": "5ea2385c5531100fae76ea1f06a7e63f37a5f4ecf922845ee0a76b12d32ddf9e"} +{"episode": 55615, "episode_seed": 3469921056, "split": "train", "timestamp": "2025-10-13T03:25:12.906946", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3469921056, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'removing ketchup pouch, revealing banana behind'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95464", "label": "removing ketchup pouch, revealing banana behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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vmOeo5NZQnaV0etWoc0Hex7P4O8DadD4Yto7iya5k1K2ke4nY4WPeoG3HfGF/EZrxm/0+fQtZvNFvCvn2khQMB99ex/EYNfUH2JbvRrRZ5pE/doxVTjnaP615T8Rvhj4i1XUG1ywuo9QkEaoYdnly4HTHYmq5JuTbOGjOMVa55hDeC3f5vmjPUVd8iOYh0bcjDKkd65adp4pHilVklQlWRhgqfQiuj8ImB49Ra5EjxwNGsaqxGScjr24XNEYXeprWfLG6Oq8K3Qs72PTfKgZdQl8svIzI3AJwGHTp6d69Om025+1NJHYxusdoVjkEzEk4+6V6Y9+teffD61i1jxhPqggdbLT/ANxbLv3fvW+8c45wK9RVZ45XLyMkUQ9cLj6Vo6UWcEqsrmJDptxFFp8slvZW62+7zAiE7c9o2PQdyaryl7SCAvLP+7usBYLXyw+egweq98963Z5IriWMLcMSCf4ODx6egqK/miVER5SpzjKjI45P6dqXsF0YnWfUwLmExRTMLbb5Fz5sb3Nwdpz1YHsPY0whFFzbxykDAuI4rRNj7e+T0OTW9eTwz2MZ2hgJ1Vjt6g9Mnv1FJPFam7Ns+9ZFwY/7rK3QH6f0rl5kq/sHu1c05vc5zzrx/ay/YILpLeKEM4cgj5/MPUN615ml3eJKJHMg5z6qfzr1r4nGzs9ItWtolD+fyxJ+cAHNeVRzxlS4do85B6FRn+VaSTi+XsehhHF07+Y2/wBYF26q6hwwy5GQVAyf69PauUnkMjE+pzWuWVYruXriMqp+vH8s1inl/pW1PbUwxSiqjSPsH4V6G+l+FBfXAze6m5uZmPXB+6v4D+ddtHGVzv2nJycDv/8AqqNI0iaOFAEVBhFB6j6e1SuAVKsTgjHvWpxjNqSShjH0GVf69azPElul14b1SzMY2yWsgAH+6T/OtKGFYl/d/d/mfWs7XEP9h6iY+HW2kxznJ255pNaBHdHy9cTT2b+SVLHt8x6fSptDDvf+ZISXchVJ/wB4CrWv2zLOcfeDEAd8Gl8P4g1aw384uIcFun+tXtXHH4ke5UTdPV3Ppu7imbMkTYcdFxwT/kUqPlDGqnG3o3Y9MGnXk4trZyvYFic4wO571BZXRliUear5Y/NjBA9CPWu08HqKI4rG7hC/IJMrtUfLn/OK5zwj4w0/xXLq+bWS3uLSb7PcQSHcrAEgNj8CD9K1Xu1jkWJpHYZ+SV85LDk4yP615Lp06+Cvjzcwlttnq03rgbZhvU/g/FKSvuaQejsd9qumaDoH2jUdLsYLW4uADMIQ0YkYfd4A25yTXJ+CtPbxJ48a8lPmWejjeWI4e4bp+QyfrXQ/Fq/bTtItbjLEKXCpnhnOAv49fwzWt8OdE/sDwfZxXClby6Yzzk9Wduf0GKBHUlyZVAQkKcE+nH61HLK6TKhzhs/MF4U1MEjjy46cn8+ajhmE7l1dSnQDHOaZLFYmeIhCyZHUryPwqCGaLhGufM3ZAUDt/n+dTiXM+0MCp6ADp+PeozaxxSNMwUAZyT2XHP8AKgnzR4h8Qrlru8MbZ/cL5ePQivLWBEuzaODnivV/G7W17d3Etq2Y2bIbbjNeYFFinYP1zXmqCj7sdj36DTpq56z8ILNjc3coXG2LG7gkZ56d6v8AiP4S6X4n8Rm7ivBZeZvFwIlG5mI+V8dM7sgjj86d8IgVspnAJUud3GeMV6HdwrBCl4+FYMGJRcZJ9e9d9NLkszyas5Kq2mfOHiv4LeKdGlaaziTVLTfnda/6xV90PP5Zr1LxHqyWulmFm+Vl8yVt4YBB0GcZ7f5zW/L4ys3+JEfhm6tjHIIBPaXG/G8lSSP0P5V59rllLrWs6R4dDym71BxNdNIwJSAcjkeoBP5U4rciWtmztPhPozwaLPr12mLvVX8wZH3IRwi/1rvY1LNvYMD6e3pUVtbpZQQ2lsoSGFAgXHGO1TybzGwQgPj5SehNUQReUzTsySDG3aVx0PrXNfEW1+1eA9VG4NJEiycf7LA/yzXTRBkBDbWfHXGN3pmsTxYQvhbVBJjY8Wz5em5jilJXTCm2pJo+c450K7w7gjnGMjNVLQLJq58o7gFJz16j/wCvUOpQeTc4ViqHkY/lV7wvaGbVraFPmaeWNMf70ij+VccfiR7dSUvZvTc+pJmgREt5BnpxnHTGMfpTgFmgxyU4O05FLc20dxCxbC553Hg+o/kKjRJsscYG0jI4yT39q7Twupxl38PfDPiLWpbzUbSQ3EsRjIyU5BDBwR3A4+leVeOPA8Xw6cDT757v+0SVt45F/eIwOOSOG+91wOlfQd6UtmgmRfM2uFLZyVFeTa2L7xf8VJNO1COL7J4fkeSLaMFg6oUHv0zQ97mib5bXOg8K6I3hvwpbWNvAzTxp5kzgYZnblv8A9da9paAQySOWjJ4ZioKtjocYpsF1PNOf3i+V0+bjI7/X09KS/huZIh+9EXT5GYZVc+nrQYPuQwWYl82aK62ws2TkjIIHI/Sp3O+0MtrMskmecrkfgD29MU2Df5LRsYhIcAErwTnnHYnHP40tiDvdiyyRscKecEY+nGPQU0T1M+UX99Z3KSsM7cqAAMdwTj3/AJVj6LrCHxMNMvrkyXSRPuZO+W+TOOh21P431ubSxa6fp8Uyy3vPmQpubavBUCsvwl4Ju9EvJtYu5gZ7gYWKQlmXJyA59fpXPKlz1oz7GsXy02n1Mn4kXkt1dW1jJEsaQR71G0gfMSP6V5BNFtmdAxDZx7V7P8RLGQXYuHKqkkKRIev3d2Rz9a8nljBlbzMbgM5PeoqP32eph1H2UTrfhho9ndeJk+3wwy2tvbzTzpMoZSMbRuzxj5s11+qfB7w/r0ct1phOlStIfKMD+dbyp2OCcj3wfwrn/hnZreprMfH+mWxscjP3mRiPpztq98INduZtIutEllZJrNjInALbG4Yc+jfzrWOyOWq/eZ9CCQs+VXKglWyMEVBcFoSr7h94Z29gTk/XNFnamBgA4YrkOwyN3cfzqR7gFwoG5S21ijZwe2a1Of1FSVATGpBAHA/pUN+kD2U0U7bBLGyt9CD3qeXbHGWSPzGBGB7/AFqtdR/abbMgTcAy9crn8KT2A+fPEsUMd1NE4PmI5XeB1x3rnNKnli12wkZSyJdRsfTarA16H4+8OSvePd2A3LMPMlVz0PTPHTgc1wq2ktuAzSFZMjlRkAetcii1I9V1oOlzLc+jo9WtJbd5JTGZZF4QscEdAPx6fjUkIhkmWOB/KC7QDySFHbn+dee6I02p6fbpNOqShSCcYBxg9f8APWuo0e7lguXgaRUdSSm4glouowfz611p6HkNWZq6nKlr5TtHGzKxChE4B9Mj7uR+Brxz422bRXGha9b5RwrWrHGCrxtuT9Cfyr2mOZrtY2RVG4OWcqQQRxjH5V5H4rgm8T+IdW8NXeo3MFnG7TW0aoH/AHiIWAHp359PrT6FR0dzJ8LeINa+J/ivSrPWjFJaadJ9pfauARx1/ED9a+hWQ+cvykrjj0WvCv2c47cw69cyczqYV5/ukMf5ivcYbkXMx8uRcxnBUHO4f/rpDkSl0DBRgseMew60kaoUDx/KuMD6DpVa8hIXequ7BlJGCSRnOB6U+O6TzWQEggcBv73pTIvrqSLs+0YwMqMDjGOn86pa3avrOj3Nha3X2eaQYWQruCkEcEZq3PNFbovnsBk54HHrVUX8bHZCGOBzn16/gaiT6DWh594p8GGx8PxrHcS3NxEvLFcDaB0GOlePR6a91fiNQGkLYAPAr6E8V388OjNL5LOpGNpXIz9RzXhRuWj1Jrk4jdWyAhwM1jOKdmjvw+ItFxkez/D+zbRtCMBnhnc4OEwfLYn171vXt39nmaOWfzVkb5kLDagH19/evPvDeuxT28YjBDEFgrOOCeoJ9Oc1seOL+e28ITSxuY7hpYVaaN8B89R7DgV0K3yOGTbd3ucf8XUl0nWPD3ii1fMyL5G4cfNG25fzVj+Vbfwe0OW7uLnxPcI4EiiG2aTkkD7x+meB9K43xy0upeAzcRaxf3cUV4NouY1RZWVfneMDnC5wc+o+g948N2C6doFnZRoVSOFRnPWgpu6NfKGZTjLYIBHSq8ksgljUj752rnqOCc0tokyfLLklgS3oDnt9aklWKZhGWywO7G7FMjdEikbME9ByTWD4tid/C1+v3tyqenQBwa2REYyzPICpOW3D8qztbkmMDxIAYmTDfQn/APXSlsOLs0+x82a9bATklSFDHB9an8JME8V6RGnzbr2AbR7MD/Sn6+0kVxNDIpysjKVYcjn+VZfh5pLHxJp90r8Qzhzzg1xx+I9qrJ+zv0PqTUrlvJmWI58tcsAATnsOe9UtOuF8lIwzRrIwbb14PofQ1m2/iZI7QIzEysMhmGeSePrVhJ4r2coCUDYOUXnGeQPbIrtvdHhu9xLm5itpNqqVgZjGTjlmJ6fzrOfS0h8Vz6ygzHe2Uauf7zx7l6/QrXLahrN3L48vNJutau7W0+0mOJo5IkWIYzli46Yz05yfeo9Iv9XvJdXs7ia8mNlKVWO4ClkBJB3Y4zjnuOOKA2TOxiaDbdC1jl84AMdw3fTAPFZ73E8t20UhO8DccHlRu6Y/M/jVrTWaNCJkwsZ4lKlcgDI/nQ9vFeTKIZw7wjaG8zJ556fj1pEWJmuUktgCdp5UBjncemAarOs0aMiu3zYO89c8cjHtSqiacY1muMA9EfHDHqQay9Sa6W8KK7EZwqg8kAE8fSnJ6aAkaSXZiJVpC+Wz83r7Gmx3Lrck7/LjL/NvyMgdgPSswIUhAcHIIJOM89/pU9zPYwXKFy6MyYBwdvOO3Spi3sNq5ieN9NuNS0g3YX95CzPs3g5jx+p7/nXiM4LoWLAhenPUV7nql/MJ/KGJEByojX7vy5H+e9cHqPhmyuJJLmIohclgFGFYHnOO1ZzhfU7KFfljySKfgDU59Mcorqp3+bgHJJGP04FMGpQ+EfjRcXBby9PuZSSewimG8fkT+lYuoWt1pqLKrGMgjle/PUVY8eeG9V0/RNC1jVXna6uo3iljdMeQq7WjVj/eKuTjtjHY4uOxlN3dz658wtDEcAeYBnH0rLsbhzqU6bUC4Y4A/u4AoorRbMiXQ0p5mjMaLgBup70liqqhCgKCTkAdeetFFLoC3Oc8RW0UpMjKN33cj0ryDW4YlS72oB5eSvJ7EUUVjHc16G34VupIHFupBjG0jcMkZ9/xrt7sLbT2sUSqquNudoJAyehNFFUjOR0elQR7S4BDISgOT0zXjfiS8k0/4gahfQBfOS4YAsMjBTB/nRRVko6b4QafbQza1JDGInk8neU43H5uf8+tekRQLDcoiltoLEZPrz/WiimN7k0kpNxHEQCrZz+GKlcBEJAH0NFFIDOv1WeyEkgBKxs2Ox7f1qvaRCODIJySSc+wFFFRLcEZuuTMnh2XaqjBOMD2zXhHiSJBI8gUBix6dOlFFS/hRcN2S+E53+0qcj5SO3tXb+NGMnhRy3IDxDb2IzRRVxFLc5C+1oa5HHazaZYQKkPkq1urqVjAPyAFiAOc9OvNfQOk3Di2hiwu1Qqg45xtFFFUSzTmPlQuy9etUbYmW4cyHcY5SFJ7AiiigUizcIs0KGQbsHdg9M4qrekDT1baDiMsM84OODRRQHU8c8f6XbT35nYMsmBkqcZ4rg5LaNNiqCDnO7PNFFc/2jsTfskj0TSWe60a1eV2Y7D34OOa6jSriWCRlRsATFB7LwcD8aKK6F8JxS+I4LxBq7WfinWN9lZXay3IYrcxbwCo4IwQR1PGcHuDWx4GuZr+61e6uJC09w0byP0yTn8qKKBv4Tr7qR4La3iiYqGXBPU/rWdpsr+Ul1n980Iy2Ov+c0UUiexJq+LeKSZVDPHHtUuM8E1JeLmG3kBK+YikqDxxjiiimxdSFGMcJZcfPKQR2rOuAZrpY5WMiMzIVY5GBg9KKKiO5T+Et+WksTJIit8i4YjkfQ/ia5e4jSC0vUUZ+z/IjNycZ7nvRRVPYInMeJ7eI6Q0+3943lHPp16VyWq67qWp+HpdMvLyae3tJDPH5kjMxZ8ZySeQMcemT60UUkWf/9k=", 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", "info": {"video_id": "95464", "label": "removing ketchup pouch, revealing banana behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "95464", "label": "removing ketchup pouch, revealing banana behind", "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": "8278d2f82c1e82a21161a43a674915d869f3e7adc768fff0ad46022d31c6c96f"} +{"episode": 55616, "episode_seed": 4137536175, "split": "train", "timestamp": "2025-10-13T03:25:14.301239", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4137536175, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cups without the stack collapsing'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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H617V4bT7Hezmdt4JXDoeirnOPxIOPavBLyR7mVnc5OTgdhW9ap7WSnaxnGHso8l7mex5zXXeD5FN1GjAZaKQDjPIAYfyrlDHW34ZuY7XVbJ5SFVblQ2fQ5B/nUPYUdDZvF+zajJInA8zePoea0tQuluNOgcbSQ4zj3B/rU3iKwfz/tMEe9V4dR2Hr9KxXL21sshDCMyAfMMYPpUy0Doaml2/mQPIoyucfjXS6VGRKFzjvxVK21COPTbVDGGU5b0xW7pDebJGxTCscBR3qIS5lqEW9zrLV2Yi5kQ7pDsjX+6PX8avrMA8Fvwxnc5GenGc/TGT+AqiUkwpD7Sq/O+P4e+B+gqhf6xHZxy3z/elzZ2aL1IP+sk/ADH/AOuq66l200My5ez1HXTMPNDXN0oGRkEFgP5Ve+Jl19qsNIkQ5wZ2/AlSKwNGvI5NZtTGsjGHdLtwOykD9SKveO5fLsLZG427gufYAVtXjSS/dO6Lw0qrkvaqzX+R4/r+oEsYYzz/ABEdq5o/eJrVu8TTOwHBPFVfI3duayjZIiq3OVzuvBMj3D3NspwXgSUfVGwf0YVXvIGt754l+VkYlazfDd/NpGoQ3AUOqo0bJnBYNj/AVuatqFhexLN9nmF2rY2ggDb659am8V1HZvUaNQ331qZMZIwQR7129yqXUqN5iDEajBPTivN2eG8vbFY3kSQMQwkQZHTHTrXZ3Nusd4VEq4VVDFjj+EUlBp8/Qx+3Y6TSrZTKQHOMcnGABXWL5cRgiC4QYEa+rHsf5muY8OyW8syKsinZw208cc8/4V1rIRE0gdYyR8shPC/4mqequap6kM92UlurhG3JZQEKR/FK33R9Ryx/Cua0aeY61agTPtiDzNu5+6px+pFUtXv5LlrexsHLW0bO8kudvmTMMbif7o5A+tJ4f8+DVZPtrOAECjDbvl3At9eAPzrejWgoOLjdvr2CVGTkpKVrdO54vcJGhVFOXyWbHQE9v8+tRLFu5NSBCSxJO4nOalACjGK55S7FKI1I+gHXqa9K+G9lFLI8jQrlcYY8mvO0G1Sf4m4Fes+A4vstnuPVlzWe5rBWG6xBc6/4iWwkZPscRLKinPI9RWZezv8A2jqAjt1+x2siI2RhWcAA8/XNdNZ2I0e21HVHPmzsWk9s+g9q5Syc/wBh3sDMzn7TksepySazlWlST5VdvT0FWipOK8ye2v7JpC/2MAxc9c8+o55rrdP8RxRxyrHC4lS1DxF+EL5AKnHfnt6Vw0KhCV25DHBrYtgQcBuAK53iZm3sIFt1m1F2uJpN0vOPQY7D0qZLbzkABI74B7/TvTbMgTSoRyV3L+HWtC2iYOxUfKOaiEpt6M3tFKxmXOl2mrSwRX0AP2cMExnG0gfqMEflXnPinw3/AGFfqImL2s2TGx7Y6g16/NEPtKEYG4HOK53xzp5n8OSygZaB1kB/Q/oa74zk43ZjOnGx5MEC4wPpVuCMqVwMnGT7CokG5tx6CpyxVMfxy/oKzk2ZRSRoWSb0LHpnP4U+fThdXdiPMKAyEbsZ5IqOKUoAg4GMfhW1bI09oJIl3NEyyMB1xnqPzrBSlGfNHcdRJ02jR1FZdOvXtbaVwihACT14GTjpWhaX93HIwWbbvjK5IB696q6gC98zdckY/KnWmVVs8+maxdWpu3r19S6UI8iVjaurqa+NrLdOZHihSNjngkDBbHQZ9ql8lY3VgMZGCP61VUAxY9q0bY/areNieSuCfccVKbk7mySirA8EkUXnQEhhyR2bHY+1fP08YFxKAQfmPSvpXyDHEQejKSPy5r5s8slvYmvRoXinFnLiNWmiAQ5Oe1WYYtpwAKftCge3Sp4lwACeT39q0lIxUTpPC5lku9pZvKc+Wyk5BGMH+ddP4qtLjUpLXw/CsENvHbi6eRhjYVzk8ewx+NY/g60kLoxGB94Z+vX+VdT46lS30Cfytq3VzGIS4HzCPOW/D/Glc2suXU5y1gg+y2sSzRhhGGPmHkkn2roNEMkV0gMsJUsAqoD+pPbiuUm09bOytIkkLlot7sRjkmrNou3ytp5jJ6cEe9ZTxMOa8FoZ0aN4JtnpN3q9tZWEVxJtd5yfLRed+OOfofWuSu3n1K7SW7Az/wAslX7qY7D/ADzUMQxaLCuVjRmZV7Asck/jWig8y1jcEZPzfQ96wliZN6bHTToxitdyCG3it7r7QIRGoBDCIHkdxjP0pPiBqEcujae8pzJGHDkf8tBhdpH1FatvGJYyGHUZrnfEtrm2t4Zl3RxMzJz2OOP6/jXTSrNq0gdJX908+07Q7vU3AjUIpP3mqxqfhq60dVebDRn+Ja67Rpo0mC4AFdokNvdxBZI0kBHRhmr5mxOgoo8RhTBDHua0LZPNZsjuBmtHxRYJpGtzCNQsbANEo7Z61RtZBEgA5JHJ9zXPUbsTFJMZeW03nWj2o/eebgY69K6+S5vNKIglCSSFFdgwBwSPWsZUV7VZcEmN1cY7c4rd1Q+de72H8CD9Kj6xUjBU1tv5mbpxda77Gjp+syxSriFCChOAcYJHHbnn1rSvtVn1Cys43/coIgLiFPul8nPPUjGK5215zv6qOK1EXMOPasZVptWbOmNKKd7FhbZY2Vh0YYI96sC3eBPOg2hwcnjg/wD6xxmlhP2i2iPGduD9RxWnFCyphv4lyKum5rVPY0lZqzPn/AAzTtmVXPXrSooLZPQU45JCqMu5wBXYcdiWyga7vUiUcA817FoFoYbRVA6CuO8KeHiqmdxk4rvYbqDTbOSWdgkUS5Yn0FVYpKxleIdRW3vbLSwR88cskvPqhCj+ZrCR0ktPORApmSORsdzjH58VSupm1PUpr2bhpDnH90Y4H4CrNvtSEKpJCrgZ7D0rknVTui3G9hIl3EAD/Oa04yEkK5GT2qpAMuo7BAauE4nLMMDt7iudrU0RbiBW7gkAOOAcenSun0+DnBGR0NYdigk27f4hVKG6v7jxjd6Z/bFzaRfvPKEShssqZC+w4PJrow8LsmrPlVzorzEV1Cnf5h+HFU9Yh+06ReW+3O+JgPriuc0DVb3UJ2lvLqScrt27z0znP9K7FgHiPvXWlbQE+aKZ4THEWZU9eTUscUjXTOw+UDK1sarpH9lXzrv3I53IT6Z6fhVWNRgt2JwPpXPJtMjlKoid3C+prc0YSWs5RmIjeNgPrjgVUsF8xncj2Fa/nR27opwMj0rHnaZTjdF6UM8wI5B9varFtGfKZupwKgLbWyf7h/PirkGDCFBxwOlYyd9WVFW0LNqS69MZ7Zra0i3ZUKtgjcGGPQ9axbR/3qrxjvWhrVxcWPhuS4tJmhnEqKGTg4JORWtON5BJ2idRPFttQc5KgmvmNlCk4HfivXtU1O9h0WO9s/EGpSq05t8zoqLNhMs0ffaDgHPqPoPI1Vnfpk9gK7+Vrc5nJT2GFf3nPQVt6FosupXAkcFYF7nvS6XoU15Mm9ep6V6XYaXFYwqiqNoAyaCow6sigew8PabJcTYVVXAA6sfQe9ci+rP4i1CZpX8vepSNc/cGOBUHiTUpdY1Lykb/AEeNisYHQnu3+e1QWNs0FzDOig7GBwe4FYzmimmzWnQ+XCCcsIlBp9uuHJHcU0qHEan6VZtAoR2bhQCcmuWdtbF01ZJFyA5UD8Dmr2mkujxn+B8j6Gs+1BzySTnvW5ptsplwq4LZBNKK1sadDUhgAtw4HKHkVzni1cWqL3G7B9uMUW1/NceMJ9KutVu7S2eXYjRSxosfTJYuMYxnjqTiud1a9vUur20vZrlzbStEq3ON6gE9ccZ6dOK73DaRnTqpz5THtL0w3AGec13+jX3movzV5RJMROXB7113hzUcFQTRsb3T0Lvj6xae6tbscqBtauOYnd8q+wr1DU411DTiCMnbxXARW4F48br/AKvP/wBasqrtqYOOpa0KSSO4a3kAZZI3U56EbScfpW1OS0icdh0+lUYo44thI+bqK0ARuT/dJH5VzyneNhKPvXJLaMlWb2zWhbMHAx06ciqtsCIcLjcQOtWrVgHC8jJ/Ks7XbNUamkwsqMrDADBh9Dwa6NodtsGONynIxXJ6xNcWWgSXFrM0MolVNyHnBJyKo6w3iXRtH066utTvRLdb/MiK4EOApUE4+8Q2cf8A167aELxuY1KijKzPKsYQe9XtGjWW+3OMkNgfSiitYi6o9b0pFS1XaMcVxniXULi41UWTvi3Uqdg4yfeiipqfAX1IQcQykehp2lsTaykkn5sc/SiiuD7LL6l+Bj5r89FWrbsSyjP+c0UU/tIFsbml8lPrXMarfz6d4tu7yDb5sczbdwyOU2nj6E0UV2UNzCv8JF4fJQzBeg2iu9iYmBfoKKK3e5dL4EcN42UKtu4+9ukGfyrl5GKxKB0IxRRXLP4i3uaOnqPIX/ep90S15CD0yv8AOiiub7Q2acjE78nsav27HcF7bRRRU/ZQdS5p4BkJPbFafixVXwo5AH+ujP6miiuqluiKmzOO1bXm1eKGOTT7GAwoEjeBXUqgBwoBYgDnPTrWRpthbooIXk9zRRXVUMMP1Oy0a3jXDBecVd8RyvbaDdyRHa3l9frxRRU9DoZ5bbAG7Y/3QcVqyOYoo9uPvYoorklugWxeQnEJ78n9Kt2xyig8gjvRRWMtiluSxcTdTwc11WjHM5+tFFaR3Qzkdc1U6Z4m1aP7DY3cUlxuKXUO8BlHBBBBHU5GcHuDXPaldTX93cXdy5eedvMkbpkmiivQfwI5aX8U52T71aelSukw2miis2dMfiZ6HpsjPagNzxWHqMKRX7FBjdjNFFY1vhKZQ1AndCP89a1pGIHHYEfyoorl7Elu2J2rz/CKs2nMwJJ6iiinD4g6Gj4oUJ4XcjOfPj/ma4+71m/vrGGxubqWWGB2kXfIzElsdcnnGOPTJ9aKK9Gjsclb4j//2Q==", 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", "info": {"video_id": "185152", "label": "poking a stack of cups without the stack collapsing", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185152", "label": "poking a stack of cups without the stack collapsing", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185152", "label": "poking a stack of cups without the stack collapsing", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "185152", "label": "poking a stack of cups without the stack collapsing", "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": "6061af35a15670ebd664e0690a2e9eca03b97481d58e735147ceafbd0c5bead7"} +{"episode": 55617, "episode_seed": 2924398258, "split": "train", "timestamp": "2025-10-13T03:25:17.694855", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2924398258, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissor is inside ice cream 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "198551", "label": "showing that scissor is inside ice cream container", "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": "cd86a236c43bc5356bcbfc0ac5ad72252bf415dbed90cb0b7deb8063aa3f9f62"} +{"episode": 55618, "episode_seed": 894990379, "split": "train", "timestamp": "2025-10-13T03:25:19.591017", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 894990379, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sony pendrive next to wrist watch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "150567", "label": "dropping sony pendrive next to wrist watch", "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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UQuUVi+DjncaVE8yZoQSN3VvSqshlIJY5wCBx1onyxViItSVygCeQTz6CnLjacAnFSFEQFmViW9+KiaR9mM4X26VjUg3NqJnGTkiC4JC+3pXl/jqcy6vaQZ3Yj79st2/KvSb0zNCBGpUd2PFcLqOlNc66nmYcqFwM8t1/ka6qceVWNJLlR1+jLi3jSEBMYwcY49K3cFYnO5yOPxNZlmdrRRIAFQAnI5rTZC0QG/HXP0pxd1cib7EcJhV1U8Z9PyzQGlScoxAUDGfWqrjZLgNz0AqW4ZiiMBzjFZ1pNWsXTvbUrT3DmUKmWwa1LkKsEW884GazLFd14Q3UVa1dyEULyR1rkqQu/ef/AACp6F+y2hnKjJbBq51JHas/SMzwOAQCuMk9O9aZCIwzhvYdKuzUYuL1MubWwx8KOOtYutXjWum3c2N2yF2x+FbLyLyxwBXH+KLiSXSrqNEIVk25781vRi0rvdlJM5fwFDHd3FxJKzkIVAB6Z5Jr1e0ZlhCKgVF4B9RXA+B9KS0gneQHO7JBPPoK9BtG3RoADjJAz2rZ2uF/duJPEJZwTgEdMH+dEqRxbbhucggke3amT+YSzEYJ/WiBwY2jPp0pTdotomE23YkkuP3SuVwMVHp7rO0yDPI+Y1UuZSyBc5A61o6bEsMDOBhmXNcc5yktHZGsktyCS1WVWRlGBxjt71sg/KOg9KworjdduproBGET5nBPcLUxi1F3+Rm5O6Q35R161BO5C+lWGYYAVAKzdRudo2xrubHXNb0oyvzSKSb1PNPFdy1542t7UMUIEafL7nJr0jRbVLaaPyVJBGCSK8+OmPfeMftchZQJBntyMDH616ZYhIZBHGDkDn0NdDsmkJPc5L4gaZrNxLbyafGlxb78TQEZyx4De4/l1rT8MeF49J09omCySsu53/vH1FdPcKZI1GwHvn0qojGOXJyAMAc09LERm+axetZUEAjUc7e3aqks6CZFbsemafJII2JUjkfnVS1iE91ucZ2nNccqkmnbc6HFNamhdxAzB8csBz6VlXsJikQKeDnrWjqc3lunOOarXP7wRk9COlRSjLn1d0zJyaVygBkA4OPensGAAK7ac52kIqBT+dRtuJ4BZh2zT9nzSuthR97coXbFepI9xXl/hx3n8YXUpG5d0hGRnkn/AOtXo2pW0szsHkC9cDNc74Y0v7NeSXG0scYf5cYPPH512aRi2VLRo7XTIxtdj/Fxt9K53UfBNhN4kTVWBy3zSx/wyN2J9CP1ro7Le6lmJ+bpxirE8aksd2SO3pTRE7t6Fa3hi+z+XFwUII98VYM7eQ/mNznOBVWBtsoCsOD3pLoN846Dr9a56knzWX3GsL21H2Ejy369dvUmrEzILor3NR6UAI93uc1UvHYXwYfdzXLOCveTCW5RkmU8+YxPTC8ims7Mh2nkDvWY08YcFWwT79PpU8E4jJCFgDyWYZz716KSM4q25YlLyqquVLHqc8VCLaJLhXZ1YpnGFHGfenNbtkkn5Dg8dQac4ihVSzE++OlZ1YykrIqWoM8gkJjBAOMinlmHliUthe3p71BJIW5jYH0PrU3lybVVsE4z9K5vbzh7rWworUjeRXQOCCf5VJCxeI9eapyR+XI4DAg8kDtV62G5V5IBHHNaSl7SSS6FtWWg+0jEcwc4565qpqV2GYopXIyKa8si3xjB/d5JrlY1m1Xxlc6bLqs9oh80w+Wm7LKhYL6AcHk+nvWnIle/UhPU7rw1NKYbjKgtxgHp3rZL4JyBn61518PdTvby3vjNO0m3yyN54GQ2a7WORiQV2hQfmPdvaqhTikhNe9cub4/MZGjJYdz2rOu7QXkMkRVmjYYIXjH096uTTHYGRW2989/emp5zrt6IOcjFVK6WhT2K9tYR2tkFbJfqxY8se+avQ3SggBCRjgZ5qMqUXLj8abFKCxUR8+uP61yxrundTRmkTmR3jG88tnGO1RRSmN9oOarylkxJGTwcEDvREQ0pJxgDjJq51VUp6dTVRtqTXCbjtUYzzWhGwisQC2BjHSqUsnkxCUr8o/GsDxbqtzB4bM9pM8T+aoDLwcZNNRbs5Ets0Tcxpdj/AGj+ddY7uSCyqPoa8d1K5eDSINRsdc1GYNc/Zt1xEqLOQu5ni77VOFO71HuB6ekzsRkK0nbnpTp0YxbBrsaUkyLhmXKk4wOlV7nazARrtPHAHNEcp8racmQDOQMimRySl8ovPRhjmtrWWhRUttJQX0k7h8H5trEYDdyPyFXo3SB3Cgls5zninbHB+fJ9ajaVEYZUH6iuV1pQm3IysXjcMxwq7VC5571Udv3gbdhT0yKWXDjj5SRx7VTEruu1uWBxWixEZRb7GsY9TQZg8YcjkdKLCPZM5JHPakjAK4AJ49c0yO8AkKLgOAQeOlRBS5V5CcmM1SZM5LA45+lVZLlDBG28YyR9a4g6pNe+ObjS73V7u1tXmKRvHLHGsfcli4xjGeOpOBU+i3V2t1qtpevcuttOIlFxt3x8sOQOMnAzjimqKU+aImk0dP5qKfl3bR1JPSnMzgq4k2jHP/1qyY5o2O3GR2UcVeidpl8sllBHA9K6V5DVkOZUldmdwoH5mliCRqwXcxJySTSJAqMPMY8D7wPakeaKNypyueh7GuetTlJaA9R0Szbh83A5HPSnPMIt2cglvvHmoYw8lwAr471LKm5GDEBTxk1isRU5rNBFdGRO434Xvx9asOpdFGMAetZ8fyugOSOgPTNaQUGGTPUA960T55uS6FMfCy28D5KjHSsW8umlkJRhuz0rO8R315baDPNFM0cglRAy8EA5yK5vX7PX9B0jS7+6vrtZ7wyeZEUwIcBSgY4+8Q2cdvrmr9muXlZMX3Nzy1ZtxGTmlkJCBgSDnHFFFbksvxMzcFzjiqwXdI4LMQT0zRRTZUNxPKSLO0ZA5wTxViMmSBCzH5+TzRRXBV/jIJkzxrFEFUcVC7mGKIxgA5H60UVVBa3CITHbJIwAzg15zqGpXGleK57622+dFI23eMj5lKnI+jGiiup7AbXgRfKgvthI4jHH412kXMRZiWPvRRTWwmatp91vrRM5iI28bjg0UVRMTPkleO68tWO054NWrOQt5gIHXGaKK5MUvdRq9h0sjGdYQdqnjI60xFEd2Ao496KK5l8cfkBNP89kN3rXMeMQE8LYHTzI6KK9JkdTidX8RNrf2aKXTNPtzAEjje3R1KoOiAFyAOcnA5PNetRO7OoLEgjJoopRH0NO2ULJHjjJNXXAyDgZzRRVkFG5lfy0mDEOcjiljbc0ZPOcUUVhiF+7ZsloXpcAO2BkHFZrkyRtIx+YNgY7UUVwPSAomlCdpAA/hrOQD7TIe+P60UV6a2RD3PK/EGsNpfibVIzYWN5FLcbjHdw7wGUcEEEEdTkZwe4NaXhO7n1GXVb26kLzzuskjdNxJPaiiktx9DpVUIAVGMmnxjZdYUkDbnr7UUVaEWpBmAgkngc5qLyIzGQwLAepoooZUBgAWdI1GAxwW74+tXAiu/zDOPWiivNf8SXzFPcbLgyqCARu71GszfaSnAVkORRRXRQWg47HP+M2I8OsBxmdOn1NcFea7qWoWUGnXd3LNbwSPIokkZiS2M5yecbePTJ9aKK3kJH/2Q==", 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", "info": {"video_id": "150567", "label": "dropping sony pendrive next to wrist watch", "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": "6eb5c2dda396b3df14a5697ae0a35d362a693f3145d4d347a409fc2e42a6be5b"} +{"episode": 55619, "episode_seed": 3524312361, "split": "train", "timestamp": "2025-10-13T03:25:20.780317", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3524312361, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box of condoms 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "216723", "label": "moving box of condoms up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "216723", "label": "moving box of condoms up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "216723", "label": "moving box of condoms up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "216723", "label": "moving box of condoms up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1559cfc1cd613aca20aea7f8c6a6e127103ff461c153f9fe841fe419dd1495c6"} +{"episode": 55620, "episode_seed": 4020542371, "split": "train", "timestamp": "2025-10-13T03:25:22.330757", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4020542371, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to squeeze a 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "14143", "label": "pretending to squeeze a pen", "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": "14143", "label": "pretending to squeeze a pen", "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": "c703a652e8a4443bab1c4bbd9c3214401c56cbf283b648fc307ade4b49de2b9f"} +{"episode": 55621, "episode_seed": 2519416008, "split": "train", "timestamp": "2025-10-13T03:25:25.134700", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2519416008, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 keychain and phone 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58668", "label": "moving keychain and phone closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "58668", "label": "moving keychain and phone closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e3eed48d138a8442c518f98593af91befd6a2534b68715b0d2ce11e30efe83c4"} +{"episode": 55622, "episode_seed": 757689174, "split": "train", "timestamp": "2025-10-13T03:25:26.461866", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 757689174, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take a chili out of a 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "26306", "label": "pretending to take a chili out of a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "26306", "label": "pretending to take a chili out of a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "26306", "label": "pretending to take a chili out of a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "26306", "label": "pretending to take a chili out of a bowl", "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": "200624ac68e3bf84b23f2c977680165034d72e70d389b45ce9a5f440603b3aa4"} +{"episode": 55623, "episode_seed": 3375043673, "split": "train", "timestamp": "2025-10-13T03:25:30.349819", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3375043673, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to sprinkle air onto a 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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3Y9xWNpHiaF2RXbAZcjmk1fWYbgFEYc1mdHmYp1ea582GU8qcfhVWVgBhSR7f5/zwfQVSmYpcsR3q2X8yMMP4R64x7/oP0reg7SOeuuaNxsHDMQAMYwR1/wA8fy9DV1MhfT9f8/1/4EKpwH94wyPwAH69v8n+E1aXvwcey/0/z2HYV2Hnvcmyd2STj35/z3/U96mBKsRnoe4/z7/r6CoVbdwCx9No+mMfmMfVfU06SQKGIPBXsTjp/wDWH4Y75pBa53FlbLf+GrOdVBCptOOxVsVnf2I8s94pjA3FSjHpx/8Arp3wz1qK4a/0aZgXDGaIE/eB4b9cH8c967V9NKZCgsvYjrXDVpyUm0jop1OVHFabombp8EN+/JyPQDFcL8Q/CsFnrbyacMM0Ylmi7Bj/AHfwxx7+9e36fp0Wl20ksrDcRvlkY+g5Pt0rx3WNX/tnWLrUFyI5H/d9R8g+7+nP5+1aUqN3eQpVWpXR5vBKY3BB4rtdDvA+1SawNf037PKLqJcRyH5gD91v/r1Bo995U6jOOaxnBxdjspzUldHq9uAUyOuKxI+D6578df8A9f8AMdqn06/DqATkEVWUjuO/ILZ/P/P971FbYXqYYzXl+ZOCSeB9Mfh/gP09DUqLlCDnjB4H+c//AKh/FUG7H/1/8/8A6uT/AA1OudpGDnpyMev5d/pyP4RXWcRqaNbWmoanDZX8aSxTqybXGRuwSOfXg/XmvIfFFhDD4pv7a0gWGGOZkWNegA4rurvUZNOuYbqE/vIZFlUZ64IP+H6e9eh6x4b0bxx4YF/p0MCXc4E8M6qAfM7qx/MGsKsG5XR0UKvJufPNtZzw3E0spLmYglyckn3rsdNlWKJVHpWfcQ+WGR0KSIxVlYcqRwRTLSbB256GuaWp23O7s5d0QPcVNfQCW18zunIx/n/P0JrM02UMqjNdBEgeIqwyCOQfSoUnGSki3FSi4s5SQ55OD6Yz/n/9frVcHDd/8/56+n0q/fQNBdMmSVzkE8nH+T/nNUCB5meD788f/W4/Q9q9NNSV0eZNNXTJ1OOMHJ9B/n2/MDsKlXBA5HtjnOcdP0/NfU1Dk5AOR6g5Hr1/XP8AwL0FPDNvwSffcfr1/M5+re1BkWMgxrgDGccA4/z0/DHfNbfg+8jXxIbGRsC5hZFyf4h8w/8AZv19RWHxtJ3e+Sw6/Xt/+s9qw72+msNRhvLdtssLrIhA7jGOP0x+HapmrxaGtz1+70VftqFsgxPvXHcGqp06OTVkgigy2xgWH8JbB5+v+Nb3h7XNP8WaNFf2zDd92WMH5on7qf6eowa1Fgt7RZJ3ZVAGXdyAAAOpP0rjVCV/I39q7WOM8aiPTNBhtlbDzygAAZyqjJ/p/LvXAtKGjwcDjr6/5/lz1xVrxN4mj8Ta5JLbMWsoP3UBwcOM8t+J/Tb71nRN1zJgdQc/59/19q7KUeWNjJu7Bsd8env/AJ4/P2qtKRnAwD7f5/z9assBjGQc9s/59v09DVdwWJHJz6DP/wBf/wCv9a0EWQTxgg9wVbA7dM/hj6r6GpFGTjg/p/n+nH92og5Z8ZycZySefz9c/wDjxqWNgW7dPUc/n9R+fsazQyePA/hz244/z1/UelYurnKMQe3b8P8A63/jvoa2lICZwD35GPXrg+hOfq392sjUlYxOWz0OdxPqev6599/tQxo5JdX1LQr5b7TLuW1uF43xnqPQjoR7H2qO/wDEuoeINVbUdSeOS6ZVRmSMIGAHHA71HqUe5Tn9SP8AP+fasiAlZwB346f5/wA59Kwmrm1N2dzpft8yRoUbDDpU9tq0zP8AO3WsgMdinPIpokKVzM7b6HUJcmZt2a0rVSDk5OR0ziua06bcOvOKuaP52q+J5dOk1Se0jKyGLy03bmVCwX2HB5Pp71UE29DKUklqb8OCzHjp9B9fb/8AX6GpxnHTPfnj8/1/8e/u1zfhW/nuhdNczNJgIQXIOM5zx39ffkfxV0akEDBHH0/n/nOD/eNd6PPluTR/L6c5zuBHr19O+f8AgY7CluSRCTuyfrz/AC9/zJpVGAuMj+n+cfoabdECIjkYB+9njr/gfyb1FAI5d9Tu9I1OO/spTHcwuHRgP0x6EdvTjtXqOifG7w/dWS/2ws1jeKMOqxmRGPqpHP4H1ryXVlHmPnr3yRn/AD/9c965G5G2Vhjv7f5/yfSs22i0rnr3jT4uJ4ijOj6HHLDZSnE9xKNrSr/dAHRfXuRWVZv8gG48dfmwf85/UZ7V59pKM96pwePY/wCf8mu+sgVXGD9OfYd/w/8AHfQ1UGKSsXZYo7q2eGQhkcYIyOPcfz/Tsa4e6tpNPv3hbO5TwfUdjXcIwx1z+I/kf89R/FXP+MLcjTPtUWVmjYAFccqexI/n/wDFUq1PmV+ppRnysuaLqXmKFZsEcc10S8EA8Y4x1/z/APWx3Fef6lbWun6Fb6tpWr38oa6+y7riERrcEJud4gPm2qcKd3qO+QO9V923oMAfdIAHH+f/AB30qKMOW4681OxOvLdP0zj/AB/r/wADqdSFHJwcYz/9f8P096gTBOOPwx/n/I9RVhMheFPr8o/l+mP+Af3q6DnMPWm+Qk/3cfe+v/1//HvUVl6D4/1bwXcsLbbcWUhzJayn5SfVT/Cf89q1dV/1THjHbAOMe2e3T8NtcJqqEgn0z6H/AD/n+9Wci4m9rXimDxJrlzqFtZtZrNhpIGfd8+MFgcd8fnmqcU5EoNcvbSNDcqyjPYgdx/n/ADzXQIdrgnjHrXJNa3O2lK6sdvo0u4qc12Vs4KD6V55pF4gKjNdvY3CvGCDWLOiJJqNgl3FlcCQdCe/tXKlSJGQ8Mp5BHI98dOv6jHQ1JFqM1z41uNMudWu7S2abZG0UsaLH0JJLjGMZ46k4rPimuxquowXctw7QylAs4XzFwSOQOM4x04zgd666F0rPY4sRyt6blxfl67Rjvzxj/wDV+lSpxnOBj1PT/OD+R9qijLE5Gc/7IJ9Onr2x6/J/eNTRlsfLntjaW9sY/wDHcf8AbP1NdJyEqk7CMZ4I6Zx/nB+uD/fFc1rIbOfrnP49/wCv1NdK2RHjjGOOeO3TP4Y/4B6Gud1Vcjjbn2wf0/z2Hekxo5q21zVfD2ofatLvZrWU8MUOAw54YdD36+/pVjWfHvibxFCLXUdVmktzjdDGojVvqB1/H2rN1GE9cflz/nt+nrVC3hMtwq44zz1rJ7miO20dttvGOORnqcdP8/ga20dgcd/9/n+XXjr6jPpWVp8WyJclgffI/wA9D+Te1aanA6+2Cce3f8B/3z6GtkQSs54559cZ/T+npx2NQy46kFh6Hv8Ar/ng9TVDX7mS30ppYZdj71AZSueev+fr6mqmvabrmhaHpl7d3dwJrwyebCY+IMBSgY4+8Q+cf1Bw2xGlHdPwxVSWGT1GeMn+bf8AfR9saCO3zEsTjOcnrgOefrtOf99vXgoqRmhLAI45SHclN2N2DnHmdeP+mY/76b1NYGoymMOqqMBiB1/vMP8A2Vfy9zRRSY0c5eoro2fT+h/wrNSyiV93JPPXHv8A4Ciis3uWhq8DFRv1oorkludy2LmnMQ5pE1GfSvEMl9bbPOidtu8ZHzKVPH0Y0UVdPcyqbGt4VQBLvBIwEH4Yb/Cuw+zqqEhm4z1x2D+3+wP1oorrj8Jxy3JpIlhD7SSVDYJA7b8f+gL+vqapzSfOQFAwxAIzkc4/ov8A3yPfJRVMRzeoKHJPT5c4Hbj/ACPwrlNRhVZmwT39Pf8Aw/nRRWUjRFnSFWM7goJz3/4F/wDEj/JNddBMQv3Vxzxz7+/1H4miitIbEy3NmCHzSu6R+TyQfcj+mfqax/FtukOisRlsyJkH/gPp/vH9PQUUVTJOL1rxQ+vx20MulabamBUjiktUkUpGucIAXKgc54HJ5r0yz/eygElc4HB6ZK//ABX6Ciiohuxy2Ro29usjR5ZhvK5xjjPl9P8Av4f++V9KbMdkSHAO4DOR6iM9v+ujfp6CiitCTGu5WljO7gkjJGe+P8TXMahbpJHklhkjp77P/iv0HpRRWciomHb28f2lMjPI/UL/AI/yrdlVGtg2wBgOo/z70UVH2GaRfvIZZyMkowa73RJXaLJNFFcTO+Jzmqas2m+IdTQ2Vldxyzhil1DvAZRwQQQR15GcHuDS6TcTapqV9c3UhaaZlkkcAAks4B7cDB4A6YHpRRXXT6HFV6mnsClRn72M8AdQv/xR/T0FJFLkAlFOevb0/wDij/kCiiujocxKZWYc9xzye/8A+s/nVSe3Wc/MzDO3pjuUH/sx/IelFFJlI5jU7SPYOvIHp32+3+0fyHpVG0hjjlDBQTweR9P8aKKz6l9DoLeYqgwqjkAEZ4/zgfl9a1IJC6kHgAHgE+h//V9KKK2RBW8UwBNDdt7E+co5x6vz9fl/U+tchqHiHVL7T4dMu7uWe3t5HlQSSMxLPjOSTzjHHpk+tFFJiP/Z", "info": {"video_id": "48921", "label": "pretending to sprinkle air onto a bowl", "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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3Y9xWNpHiaF2RXbAZcjmk1fWYbgFEYc1mdHmYp1ea582GU8qcfhVWVgBhSR7f5/zwfQVSmYpcsR3q2X8yMMP4R64x7/oP0reg7SOeuuaNxsHDMQAMYwR1/wA8fy9DV1MhfT9f8/1/4EKpwH94wyPwAH69v8n+E1aXvwcey/0/z2HYV2Hnvcmyd2STj35/z3/U96mBKsRnoe4/z7/r6CoVbdwCx9No+mMfmMfVfU06SQKGIPBXsTjp/wDWH4Y75pBa53FlbLf+GrOdVBCptOOxVsVnf2I8s94pjA3FSjHpx/8Arp3wz1qK4a/0aZgXDGaIE/eB4b9cH8c967V9NKZCgsvYjrXDVpyUm0jop1OVHFabombp8EN+/JyPQDFcL8Q/CsFnrbyacMM0Ylmi7Bj/AHfwxx7+9e36fp0Wl20ksrDcRvlkY+g5Pt0rx3WNX/tnWLrUFyI5H/d9R8g+7+nP5+1aUqN3eQpVWpXR5vBKY3BB4rtdDvA+1SawNf037PKLqJcRyH5gD91v/r1Bo995U6jOOaxnBxdjspzUldHq9uAUyOuKxI+D6578df8A9f8AMdqn06/DqATkEVWUjuO/ILZ/P/P971FbYXqYYzXl+ZOCSeB9Mfh/gP09DUqLlCDnjB4H+c//AKh/FUG7H/1/8/8A6uT/AA1OudpGDnpyMev5d/pyP4RXWcRqaNbWmoanDZX8aSxTqybXGRuwSOfXg/XmvIfFFhDD4pv7a0gWGGOZkWNegA4rurvUZNOuYbqE/vIZFlUZ64IP+H6e9eh6x4b0bxx4YF/p0MCXc4E8M6qAfM7qx/MGsKsG5XR0UKvJufPNtZzw3E0spLmYglyckn3rsdNlWKJVHpWfcQ+WGR0KSIxVlYcqRwRTLSbB256GuaWp23O7s5d0QPcVNfQCW18zunIx/n/P0JrM02UMqjNdBEgeIqwyCOQfSoUnGSki3FSi4s5SQ55OD6Yz/n/9frVcHDd/8/56+n0q/fQNBdMmSVzkE8nH+T/nNUCB5meD788f/W4/Q9q9NNSV0eZNNXTJ1OOMHJ9B/n2/MDsKlXBA5HtjnOcdP0/NfU1Dk5AOR6g5Hr1/XP8AwL0FPDNvwSffcfr1/M5+re1BkWMgxrgDGccA4/z0/DHfNbfg+8jXxIbGRsC5hZFyf4h8w/8AZv19RWHxtJ3e+Sw6/Xt/+s9qw72+msNRhvLdtssLrIhA7jGOP0x+HapmrxaGtz1+70VftqFsgxPvXHcGqp06OTVkgigy2xgWH8JbB5+v+Nb3h7XNP8WaNFf2zDd92WMH5on7qf6eowa1Fgt7RZJ3ZVAGXdyAAAOpP0rjVCV/I39q7WOM8aiPTNBhtlbDzygAAZyqjJ/p/LvXAtKGjwcDjr6/5/lz1xVrxN4mj8Ta5JLbMWsoP3UBwcOM8t+J/Tb71nRN1zJgdQc/59/19q7KUeWNjJu7Bsd8env/AJ4/P2qtKRnAwD7f5/z9assBjGQc9s/59v09DVdwWJHJz6DP/wBf/wCv9a0EWQTxgg9wVbA7dM/hj6r6GpFGTjg/p/n+nH92og5Z8ZycZySefz9c/wDjxqWNgW7dPUc/n9R+fsazQyePA/hz244/z1/UelYurnKMQe3b8P8A63/jvoa2lICZwD35GPXrg+hOfq392sjUlYxOWz0OdxPqev6599/tQxo5JdX1LQr5b7TLuW1uF43xnqPQjoR7H2qO/wDEuoeINVbUdSeOS6ZVRmSMIGAHHA71HqUe5Tn9SP8AP+fasiAlZwB346f5/wA59Kwmrm1N2dzpft8yRoUbDDpU9tq0zP8AO3WsgMdinPIpokKVzM7b6HUJcmZt2a0rVSDk5OR0ziua06bcOvOKuaP52q+J5dOk1Se0jKyGLy03bmVCwX2HB5Pp71UE29DKUklqb8OCzHjp9B9fb/8AX6GpxnHTPfnj8/1/8e/u1zfhW/nuhdNczNJgIQXIOM5zx39ffkfxV0akEDBHH0/n/nOD/eNd6PPluTR/L6c5zuBHr19O+f8AgY7CluSRCTuyfrz/AC9/zJpVGAuMj+n+cfoabdECIjkYB+9njr/gfyb1FAI5d9Tu9I1OO/spTHcwuHRgP0x6EdvTjtXqOifG7w/dWS/2ws1jeKMOqxmRGPqpHP4H1ryXVlHmPnr3yRn/AD/9c965G5G2Vhjv7f5/yfSs22i0rnr3jT4uJ4ijOj6HHLDZSnE9xKNrSr/dAHRfXuRWVZv8gG48dfmwf85/UZ7V59pKM96pwePY/wCf8mu+sgVXGD9OfYd/w/8AHfQ1UGKSsXZYo7q2eGQhkcYIyOPcfz/Tsa4e6tpNPv3hbO5TwfUdjXcIwx1z+I/kf89R/FXP+MLcjTPtUWVmjYAFccqexI/n/wDFUq1PmV+ppRnysuaLqXmKFZsEcc10S8EA8Y4x1/z/APWx3Fef6lbWun6Fb6tpWr38oa6+y7riERrcEJud4gPm2qcKd3qO+QO9V923oMAfdIAHH+f/AB30qKMOW4681OxOvLdP0zj/AB/r/wADqdSFHJwcYz/9f8P096gTBOOPwx/n/I9RVhMheFPr8o/l+mP+Af3q6DnMPWm+Qk/3cfe+v/1//HvUVl6D4/1bwXcsLbbcWUhzJayn5SfVT/Cf89q1dV/1THjHbAOMe2e3T8NtcJqqEgn0z6H/AD/n+9Wci4m9rXimDxJrlzqFtZtZrNhpIGfd8+MFgcd8fnmqcU5EoNcvbSNDcqyjPYgdx/n/ADzXQIdrgnjHrXJNa3O2lK6sdvo0u4qc12Vs4KD6V55pF4gKjNdvY3CvGCDWLOiJJqNgl3FlcCQdCe/tXKlSJGQ8Mp5BHI98dOv6jHQ1JFqM1z41uNMudWu7S2abZG0UsaLH0JJLjGMZ46k4rPimuxquowXctw7QylAs4XzFwSOQOM4x04zgd666F0rPY4sRyt6blxfl67Rjvzxj/wDV+lSpxnOBj1PT/OD+R9qijLE5Gc/7IJ9Onr2x6/J/eNTRlsfLntjaW9sY/wDHcf8AbP1NdJyEqk7CMZ4I6Zx/nB+uD/fFc1rIbOfrnP49/wCv1NdK2RHjjGOOeO3TP4Y/4B6Gud1Vcjjbn2wf0/z2Hekxo5q21zVfD2ofatLvZrWU8MUOAw54YdD36+/pVjWfHvibxFCLXUdVmktzjdDGojVvqB1/H2rN1GE9cflz/nt+nrVC3hMtwq44zz1rJ7miO20dttvGOORnqcdP8/ga20dgcd/9/n+XXjr6jPpWVp8WyJclgffI/wA9D+Te1aanA6+2Cce3f8B/3z6GtkQSs54559cZ/T+npx2NQy46kFh6Hv8Ar/ng9TVDX7mS30ppYZdj71AZSueev+fr6mqmvabrmhaHpl7d3dwJrwyebCY+IMBSgY4+8Q+cf1Bw2xGlHdPwxVSWGT1GeMn+bf8AfR9saCO3zEsTjOcnrgOefrtOf99vXgoqRmhLAI45SHclN2N2DnHmdeP+mY/76b1NYGoymMOqqMBiB1/vMP8A2Vfy9zRRSY0c5eoro2fT+h/wrNSyiV93JPPXHv8A4Ciis3uWhq8DFRv1oorkludy2LmnMQ5pE1GfSvEMl9bbPOidtu8ZHzKVPH0Y0UVdPcyqbGt4VQBLvBIwEH4Yb/Cuw+zqqEhm4z1x2D+3+wP1oorrj8Jxy3JpIlhD7SSVDYJA7b8f+gL+vqapzSfOQFAwxAIzkc4/ov8A3yPfJRVMRzeoKHJPT5c4Hbj/ACPwrlNRhVZmwT39Pf8Aw/nRRWUjRFnSFWM7goJz3/4F/wDEj/JNddBMQv3Vxzxz7+/1H4miitIbEy3NmCHzSu6R+TyQfcj+mfqax/FtukOisRlsyJkH/gPp/vH9PQUUVTJOL1rxQ+vx20MulabamBUjiktUkUpGucIAXKgc54HJ5r0yz/eygElc4HB6ZK//ABX6Ciiohuxy2Ro29usjR5ZhvK5xjjPl9P8Av4f++V9KbMdkSHAO4DOR6iM9v+ujfp6CiitCTGu5WljO7gkjJGe+P8TXMahbpJHklhkjp77P/iv0HpRRWciomHb28f2lMjPI/UL/AI/yrdlVGtg2wBgOo/z70UVH2GaRfvIZZyMkowa73RJXaLJNFFcTO+Jzmqas2m+IdTQ2Vldxyzhil1DvAZRwQQQR15GcHuDS6TcTapqV9c3UhaaZlkkcAAks4B7cDB4A6YHpRRXXT6HFV6mnsClRn72M8AdQv/xR/T0FJFLkAlFOevb0/wDij/kCiiujocxKZWYc9xzye/8A+s/nVSe3Wc/MzDO3pjuUH/sx/IelFFJlI5jU7SPYOvIHp32+3+0fyHpVG0hjjlDBQTweR9P8aKKz6l9DoLeYqgwqjkAEZ4/zgfl9a1IJC6kHgAHgE+h//V9KKK2RBW8UwBNDdt7E+co5x6vz9fl/U+tchqHiHVL7T4dMu7uWe3t5HlQSSMxLPjOSTzjHHpk+tFFJiP/Z", "info": {"video_id": "48921", "label": "pretending to sprinkle air onto a bowl", "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": "b76dbe4754ac7691d0b5edee31d15f73f4e0276408fbf92cdfa46feec652ce58"} +{"episode": 55624, "episode_seed": 3990906276, "split": "train", "timestamp": "2025-10-13T03:25:32.881432", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3990906276, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 apple and lemon 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "180645", "label": "moving apple and lemon closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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jODwHOD+denPqlvZpvkfLAfcXqa5b7JHkEoPXg4qjczs7skZy2eWNOX721+hpRahdjvEN5Pq83mXEhEcY+SJT8q/4n3qLQ9YS1gMRbBXgVraH4P1bxFJ/o0BaPOGllO1B/jXe2vwitoYgbmfzpMchU2qD7dzWNerQUfZsrmlzcx5fca3LcuyoGI9u9Vke/eXekbjjivWj8M1QHyJAgH94/wD1qpTeBdQiJ2YYDuFz/KsoVqMfhJm5S3PO4Zry3Zmkgk5PVRn+VWl1CR+NkhP+6a6yXwzqUBOUXjscj+dVW0u+T71uxHsc1TcJameq0MaMXTkFkKr71MbSObHmxxsR3I5q81tcoPngkA90OKjAI4bP41pGVtiWjFvPC9neHIaaNv8AZfIP4GpNE0+48Om6Ecisk23a3cYz2/EVr8+maztUl8qNUXguTnH4VoqkpLllsOmlGakV7zUEZ3LsXc8ZzWNNcM1wJIlIK9MVet7Ga7nEUELySMeFUZJrv9G+F17cQLPqMotgeREq7m/E9B+tTUrQgrM2cpSPNpr65uFUbXXFRILrduUNn1r16f4ZxocRTMPq3+IqjcfDu/hXMbK49gCf51jHEUloiZcz3Z51Gb7aOTUU32zJJUk+uK7ebwjqcOcxgY9QRVGXQtQj4Nvu/wB1gatVosjlZxbm4b70RIqb7TJJF5M6Axf3QMY+ldJJpt0nDW0o/wCAk1We3IPzJj1DCtFNdAsZC21pJHtwyk91bBpDpzxqGicvg9+DWo1lG3O3B9qetqowCWxn1qvaDV07nQ6FpEmr3oRSqopBbd39q9h03T4rG0SGKOAgdcHFVdD0g6XZxxxxwsw6471qsyrnzrQY9VFeNXre0fkNKw5T/wBM5Fx/dbIpJJV4TzMMecOlND2u0lZHiI9CRSwxSMxdLlZF7bgDWIxFjBk4MZ/3Wx+lWDECOY2P5Gq22Uy5lt0b3Q8mmXF9bWcZeR5IAB1Y8CnZvYGPn0+0mjO+GIn/AGkwapLo1jIMCLB7bGrE1T4iWNkpEMn2p+nyr8ufrXH33j/U7qQm2K26542Dmt4YeqxKSPQp/C2nzcOo/wCBoDWdN4EsJCSqR8+mVrgj4w13I/01qh0fxXreseJZ9Ln125tUkSUxeUgbLKhYL6AcE5P9a2hhq7dlIUpxSuX/ABf4cj0OSzEakmff1bPTH+NdJ4N8MrbKLu4ELSNypJ6e1ct8M5tQ8UXt1caldtdi1CGMXD52ls5x/wB8ivX0R0jCfZkZR0wBUYicoL2TevUqLvqh4GzH7nA/2Hp4YKuWMq4/vAGod9puO6Fom79RQ4V/khvCD2DHP864xiEiUFg8TA9MjFWIovl+6T/utmo5Y7hIwoSKUHqCMVH5kcMeXikQ+qn/ADxTsIme1gkOJIlI/wBtAaz5tJsfNz5MY7/LxVC+8caTp8bA3hd+fkUbjn8PpXHan8Tbi5BS1tkjH99xk1tChVlshKSR3kvh2xlX7jge+G/nWbP4I02UHCRf98Y/lXny+OddDZW74/ulRik1T4k61HpbBXCSblxJH8re4rVYeteyY+ZWudlcfD60KkoCMD+GT/GvPfDvh46perGpVUQ5bd3pdb13UI9Gg1fTfE+ryh7r7KPtCCNJyF3M8QHO1SQp3DuPcD17QNIOl2MUcaQswAyR3rWr7TDxtN3bCE1LYuaZp8NhZpBDHAQo6A4xV5T6ROMf3WzTGYLnzrUEeqgcUge12kq7xEehIrzr3GPklXhPMIJ5wyZpqxhpOsZ+jYP5UQxuzFkuQ69twzUbmUSZlhRj6oeaaEXCmR9xvw5qvPZW0qHfFHn/AGkrCvvGWj6YXWWZllQ42IdxzXJX/wAUruRnW0gURngNIMn8q1hQqS2RLkkd8mlWUnAiAPbY2Kgm8NWMudyH/gSg15Q/i3V5pfM+2yK2c/Jx61qWnj7WbXh5I51/21x+orZ4aqtmPnTOzm8F2DsSqRZ+hX+VcL428OxaVNY+WMmbf/Fnpt/xrLsfEt9rvjN7HUtcv7GCeTbG0E8cSRdyWL8YxnjqSQK3fBUOo6v4j1WDVJ7i4GlzeXFHfEb48lhzjjOFGcZHpW/satKPtJy0FGpFysbPgzwstogurhYWkblSW6D0ruwAmP3JAz/A9MRGSPYbVGUegFLvtC3zRtEe/UV505ucrs0ZLuCrktIuP7wBqA4lBYPEwPTIwadIA/ywXhz2DYP86WWOdYwvlxSKeoxipQiSKLCfdJ+jZpr2tvJxJCuP9uMVWkuoLSEySxvGoGSQwAFYWpfEPSLCNlhuWuJOyKM/rVxpyk/dRLdjWm0ix83PkxjPPy8VFL4csZl+4+3tnDfzrz3UviVe3mVt4I4R/eIyaz4vHWuxuWF0CP7rKCK6Fhqtr3GpI9An8DabKDiOLn/Z2/yrNn+Hlsfugr/uyf41yetfEzV20SSOPEFwXXE8RwQM8iszXbrxl4d0XSdSutZ1FLi9MnmQkECDGwoGOPvENnHbp61tSw2Ikr81hSqRTsz20xhJGCsw4HQ0QXc3m7S2RjvRRXno0exaBE+fMRSMAYx7U5rKFIn2KV+h9qKKEZmXJcS2hfy3J4/i5xxXBeNdYvJ3SF3GwDPAxkkUUV10PjQpbHC7ju/z6U+LDDJAoor0mZik/MB64rAGp3Gka+1/a7PPidtu9cj5lKnj6MaKKuluKex6D8F4wYtb5I2CDH/j9erPNJAPlcnjoaKK8jG/x5f10N6XwFtLh2jG7aeO496d9jgk+ZkAYYGRwetFFcoMo6kDbszRO6kD+971xni/xBfpaJCjoqMDnA560UV0UviQuh5o8jOxJPf+tIGPy9OaKK9boZIlbgccVm6u3/EvJ/2xRRRH4kU9iPWvE769FbQy6VptsYFSOJ7VJFKRr0QAuVA5ycDk819JiMIcKzD5R39qKK5cz+z8/wBAw/UWC6m87aWyMd6tbvOUl1U4wMY9qKK8w2luMubaKG3keNdpx2P+fWvO/FWuX+nokdvNtEi4JPJH0ooregry1IZ5vJM8km5zk5709Tj9f5UUV66MepNE25ckD0/nS5O4fUfyzRRUsaMb+3G0q+vI20/T76KaQMY72DzAGUEggggjryM4PcGvRfhPd3Gq3fiPULyUyXUzwyyPwMsd5PH9KKKMX/u7+X5omn/EPTWnlh+65PHQ1cWdmiGQp47j3oorwjqkKbOCQ7imGHQjg9azNUd7Xc0TsCOmTmiiqjuSeZ+MNev7m6a2eQCJeyiuNJJJz60UV69D4EZy3HBjhenNSNwOOKKK0YIzdWJ+wZ/2xVK98Q6rqOmwaZeXs09vbSPKgkkZiWfGcknnG3j0yfWiitqXwmc9z//Z", 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", 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", "info": {"video_id": "180645", "label": "moving apple and lemon closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "180645", "label": "moving apple and lemon closer to each other", "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": "86b60315834606744f9e59808661a8288b631327845bb2e54474c89bc065612c"} +{"episode": 55625, "episode_seed": 2552716650, "split": "train", "timestamp": "2025-10-13T03:25:34.045385", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2552716650, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting pen roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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mvCrS2vhqzljJBCswz/vGqiszTNJISWY5JNeRiIOpNL7J51OpGipW+LZGhb7UTA+8a5Tx680cFi0MrICzhtp68CuniJP0rm/HYxplmwGT5x5/4DW8FZ6HKnzTVzhWuropsNzKR3+amvLPLGEkmkdAMBWbgU5oXQAsOCSPxo2VrdnZGit7DIYw06KeAWArUnjWGNu+O5HNU4kCOrtyBzgdasPLHJEwIwdpz9aY3C3QXTtTWxnG63EtuzfvI2xn6qexr1h5AR14NeLgYYfWvVp70RICOT2HrW1F7ndgYqLl8jS8R67pzw6RaLIzzxmOJiI9uBlQOe/Q11FxcxDIXB5NeW3kMsmsaasyfObhDjPCjIzmu9eNy2EBY9sc1hiH7x52Kw8aM7R6lh7pF5IzVKa487nt6U/7DcyHDKEX/aNTrYRICGYsa5HVitLmaw9SXQ8S1yW5i1++UXMoVJ3xhunNUPtl35ok+0yhh0O7pW34ugH/AAll+kSgKJATj1IHP61iGMqxVhgjgiupSurmyoLYjlaSZy0rs7erHNW7C3RkkckDHHTOahEeTirVu6QLtYnLHkqeB6c09y3Ttshk/lQyLhdhBDfKOc123g+/guLa4VIfKmTaJNv3WznBA7d+K4a8CkxspHK8gdua6PwW5ii1B8fKPLyfT71aU/iVzTDQXtkz0Gy1j+x5Xuhb+c+wqqh9vp/hUPg3Whdx6lK0YTM6gAc8Baw2Et5E8pYrFj5R/fP+FaHg+FotNvGkwC1ySMDA+6KMQ/dNMwowt7VLU6mW8DHOapy3rMNo4FVZ5dv3TUUZLda4jyDB8eJ5vhzpnbOh/mK8yMajgAe9ep+MlZvDM23r5iH9a83a1ZIyxP3SAR9RW0NjooRUlqVBGAOgpQo3DPSptvFSIiqQzdeu3HWrOr2Vi9MEiQhD29c8/wBKqWepzWVz50Kqf76NyJB6H/PFSLcgja646jj0xWeVxTM3C+jR6NCyW8IijOSeWY9WPrVmwkxfhhjIRhmsneY5WQnJXofUdjWhpJEmoqvbYx/lXRUfuM9Su/3MvRmu7nbzTEPPpRKRvKjt1qMNg9a4D5svocDNee6rbBdVvVbaD5zd+Rzmu6STcAO5Fcdr0bjxNfqBknYwP1Rf88VrTTadjSg/fMZdNeQtJkBd33T1qtOgS4ZFxhTgYrpVULbuG5AywI6A49PrzWPq6OLlXZUXd0x1PueKs9SF76maM0jcjI/Kl6E1p+FtJg17Xv7Pub6S1DxStEY49xZ1QsF9hwcn296S1FVmoK7JvC6yySXEcfyq23e5/hAz+tdTL5f2cwRjEY5wefxPvXI+F53BusseQp/nXSB/lAzXTD4Tswsk6SZ0FjKIdJtoFwAIwDVZ1Hmde9S2ykWcLdigqNvvZrgn8TPBrP8AeS9WWIuBxWP4vQPpluSAdsw4P0Na0LiqHiRgdCkcgZSWMjPucf1pw3Mov3kcDdK3l4IGAc5GcHNV1iJj8w/dBx9a2oYxLKu/G5SCfl6ZPofw60+/gVreQMwjYYbkdevB961SPUi7WRgHnmlIyM96CML+NMmYqmVOD7UzWXuq41uCK9KgLeY1zcY85z8q9owf61y+t6HpNr4dttW0zUbyYNdfZc3MAjW4ITc7xDOdqnCnd/eHuBvGTEzISMhj04BrWmrXNMFUU3JovREPqNtI3VJA1dvYXkUNl5krqrN6muDs3DX8Cn+JsfoauaixAChjj61y4yLloiMZUUK8W1fQ6l9SS5d1gJkKIXYLzhR1NUv7TiPQk1n6DcS6Z4f1jUgm7z9lkhPoTlsfmKqw4xmuKOHXc56uMlbRHKeJf3niG7kXHzbTzn+6K52dD57YBy2Dj611PiNtmuuB08iJ24z/AA889ugqvbwL5L7ccgH2xjqf88cV6EY20FRm3HmZzrIYmKnr3xTPr0rQ1SNVuQ6yBgyj5e68VQP3jVHWldDGUCt7wvGJPtQckQ7kLgfxH5sD6dag8J2Gmax4ii03Vrqe2gnO1ZkmjjWM9yxk4xjPA5JwKv6baHTtR1uzKXCPa3G0RzgBwFLDDAEjdjHTI64qoLUyo1YyrKNjomn3/QcY7Vf01ytmVXgeYxrCjlBQAVvaQhlsAUVmZnYAKMng06/wHRmD/c28yWQ5OMVLH0qIqW+bGAfUU9WKkZHBriPDaKfiOMy+H7lQMkbWOPZhXntzDJ5ZHzHdj5Tzz7cV6NrAMmgakOuLZz+XP9K4a3BkJIUt3Jyc59PX8B71vBXidGF3aMs2UkUbPKhXaMgHvzVc881091HE0MgILoyniMHK8+nr9a5phjcMEYPeqPQhqtRuAeD17VE/Q5pZ2IjyDg5re8R+EL/w54e0fUb0zC4vjJ5sJjIFvgIUDH+8VbOO3TqDh2uY1asYPlNGfnyX7spB/A//AF6vaA7f2vLz923bH5iiitqnws68R/CkbEgw+fXNVyfmNFFcLPnmWbTm4GfSuXJN1PeXVwTLN5xAZ+wVtoA+g4oorfD/ABGtD4jPnuJFiLA/Mq4BPOOT/hWVLK8/zOckDA9qKKufxHsR+Ert1NOsNUuNE1hL+02edFuC71yPmUqePoxooqUcuJ+Ev+HB/o16e6mMj8yK3Vc7Cc9qKK3hsduD/hROnU40q0xxmJR+lQSMRgDuaKK4pbnh1vjYKSDnuBUWuIH8LX5PO1Y2H13rRRVUviMVuvkcxbYEBIUcdjz3qwYUkjnLchEG1TyOvvRRW1T4j1qfwnLseDUMp+XPXmiipNavws1te8WSeIYLeGbSNMtTbqscUlqkilI1zhAC5UDnJwMk8+tdFPxNER1Kc/hRRWsAyzaXy/Us6Y5Or2w7AOfx2mvWrfSbFFtmFtGXih3hyMsScZJPeiiufEfEgxv8X5f5nCa/dyG2htlCJC1yZSqjA3Fj/gKpwfeUdqKKwieZX3MPxcqx6zavjJNpEef95x/Sq2djKg/ufe6H9PrRRXfP4EdOD+Epa3EkUVuQMlhksQM/nWI33qKKyR3R+En03XW0czxnTdOv4pmVzHeweYFZc4IIII6nIzg9wa1dD1G61XVdRv72Xzbm6lEkrkYyWJzwOg9qKKuG5x4b/efvL6kohAPQkV6Z4NiWy8KJexZ+0Mmd5527mOcflRRU1/hO7GfCvUva2Fj1TT9NVF+zEuSMcnCk9frzV6x8O6fdWokdHDZYfK59aKK8qs2pKxy00mtTlfHlvHoPh+7a0GS5WE+Z82Ffg/jzxXnqL9nW12ZIlABDc4z6enQUUV3Zc3Ki792S4pVXZdiLz38tZDhm2kcjOABWDISzMxOS3JoorSOx1r4mVpziMH3q1qHibV9U0m20y9vpp7a2leVBJIzEs23qSecbePTJ9aKKtHBifjP/2Q==", 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", 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2lvENKsW/66OD+lc14VaW18NWcsZIIVmGf941UVmaZpJCSzHJJryMRB1JpfZPOp1I0VK3xbI0LfaiYH3jXKePXmjgsWhlZAWcNtPXgV08RJ+lc347GNMs2AyfOPP/AAGt4Kz0OVPmmrnCtdXRTYbmUjv81NeWeWMJJNI6AYCs3ApzQugBYcEkfjRsrW7OyNFb2GQxhp0U8AsBWpPGsMbd8dyOapxIEdXbkDnA61YeWOSJgRg7Tn60xuFugunamtjON1uJbdm/eRtjP1U9jXrDyAjrwa8XAww+terT3oiQEcnsPWtqL3O7AxUXL5Gl4j13Tnh0i0WRnnjMcTER7cDKgc9+hrqLi5iGQuDya8tvIZZNY01Zk+c3CHGeFGRnNd68blsICx7Y5rDEP3jzsVh40Z2j1LD3SLyRmqU1x53Pb0p/2G5kOGUIv+0anWwiQEMxY1yOrFaXM1h6kuh4lrktzFr98ouZQqTvjDdOaofbLvzRJ9plDDod3StvxdAP+Esv0iUBRICcepA5/WsQxlWKsMEcEV1KV1c2VBbEcrSTOWldnb1Y5q3YW6MkjkgY46ZzUIjycVat3SBdrE5Y8lTwPTmnuW6dtkMn8qGRcLsIIb5Rzmuz8KX0FzazqkPlTJt8wL9xuuCB275FcTeBSY2UjleQO3Nb3hGcQR3rEgD5OT+NaU37yuaYaC9smd6de/srSrxBbeaZkwcvgAYPbv61Z8K6oJfDVu5UK7M5OOn3jXLXEU01q0zkg/8ALND/ADP+Fbvh6MQeG7RXOG2sf/HiaeIb0FmFGEf3iWrNqW8zk1RlunkbBPFV55sHANNjyea4zzDlfH8e+1sZMdJHXP4A/wBK4QjP0HSvQ/HMLS6baBevnf8AstcPNbCJAwz94j8K1jsdNBJxKm2pbdcXEZxn5hmnbc8CnghDleG/vVSOn2ZbumPluQD04yAOKz4riaGZJo5WSVDuVweQan86QIyHnKkfnVZlxTJcHbU9LhIg8wu26eRv3jf0HsKkhcG9gYjJVwaoyyBLpgM7SdyluuDViybfqFuufvPj9Ca6JfCz15u1N+jN53ZgSajj65x+NSSo6hfkbDcKccHHpUaqQeMV5x81ZlqP1rhPEkD/ANvXR+YbgrDH+6MV26Pxx61x/iobPEAz/HbRtjOAT8wx+nQ1pTV7lUfjOXe0nmldkQvjqR0qOaPyX2A56Emujt4lMZD/ACFgCCf5DsDWVqqKJVcRurEDcSDtJ9s1rY9SDd7Gb0NIwGMjpTj941oeF9Jg17Xzp1zeyWyvFI0ZSPeXdULBfQDg8+3vTCrNU1dk/hlZZJLiOP5Vbbvf+6Of1rqJfL+zmCMYjHODz+J965HwvOy/aeTyFP8AOukD/KBmuiHwnXhpKVNM6CxlEOk20C4AEYBqs6jzOvepbZSLOFuxQVG33s1wT+JngVn+8l6ssRcDisfxegfTLckA7Zhwfoa1oXFUPEjA6FI5AyksZGfc4/rThuZRfvI4G6VvLwQMA5yM4OarrETH5h+6Dj61tQxiWVd+NykE/L0yfQ/h1p9/ArW8gZhGww3I69eD71qkepF2sjAPPNKRkZ70EYX8aZMxVMqcH2pmsvdVxrcEV6VAW8xrm4x5zn5V7Rg/1rl9b0PSbXw7batpmo3kwa6+y5uYBGtwQm53iGc7VOFO7+8PcDeMmJmQkZDHpwDWtNWuaYKopuTReiIfUbaRuqSBq7ewvIobLzJXVWb1NcHZuGv4FP8AE2P0NXNRYgBQxx9a5cZFy0RGMqKFeLavodS+pJcu6wEyFELsF5wo6mqX9pxHoSaz9BuJdM8P6xqQTd5+yyQn0Jy2PzFVYcYzXFHDruc9XGStojlPEv7zxDdyLj5tp5z/AHRXOzofPbAOWwcfWup8Rts11wOnkRO3Gf4eee3QVXt4F8l9uOQD7Yx1P+eOK9CMbaCozbjzM51kMTFT174pn16VoapGq3IdZAwZR8vdeKoH7xqjrSuhjKBW34YjjM87ychNpCdieev0qPwnYaZrHiKLTdWup7aCc7VmSaONYz3LGTjGM8DknAqzZWb6bqusWpW4j+zT+UY5wBIoBYfMASM9M4OKqC94yo1Yuso2OhecyAk85rUtHP2KBeihMCueWUEDmugtcDS7eQ/xIDTxHwovMXemvUczZbkCpo+lVSe5p8cu01xnitlDxXGZdIQ8YSZec+oIripbQyEKhXkjkfdHau48Qgv4avGH8Jjb8nH+NcxZowZWwAFwVBAB4P8A+v8AOuiMW4pnVhXozKnsvs0DMzAtuABFUz0FdPdIXikjjRTlQWEg6deSR3rmW4H0NHod8NtRPY//AKqjcHpRMxC8HBroPEfhHUPDnh3R9QvDMs18ZPNgaMgW4AQoGP8AeYNnHb65w7XMatVRfKa0xysTdwxX8MZrQ8NwrdeJLaOQttVXfAPUgUUVtPZno1/4cvQ9bYKj3AVVC2aBYFxwuQcn68Vz+i2sGpxwTXMYLzyOXKkj+Jun5CiivIrtqDaPMppcxs3fhjToYDIglBXGBvyOteQ65IbvxbfQNhFs18qIpwcD5ufXk/yooq8BKTrSTfRFVYRXLZdTOE7sEQYUFmTgdhis7UZWdI0IAUDIAGO+KKK75fGzeOyMtuv4Umn6rc6LqqahabPPi3Bd67h8ylTx9GNFFJGOL+Ev+HP+Pa9PdfLI/UVuq52E57UUVvDY7MH/AAkdOpxpVpjjMSj9KgkYjAHc0UVxS3PCrfGwUkHPcCotcQP4WvyedqxsPrvWiiqpfEYrdfI5i2wICQo47HnvVgwpJHOW5CINqnkdfeiitqnxHrU/hOXY8GoZT8uevNFFSa1fhZra94sk8QwW8M2kaZam3VY4pLVJFKRrnCAFyoHOTgZJ59a6KfiaIjqU5/CiitYBlm0vl+pZ0xydXth2Ac/jtNetW+k2KLbMLaMvFDvDkZYk4ySe9FFc+I+JBjf4vy/zOE1+7kNtDbKESFrkylVGBuLH/AVTg+8o7UUVhE8yvuYfi5Vj1m1fGSbSI8/7zj+lVs7GVB/c+90P6fWiiu+fwI6cH8JS1uJIorcgZLDJYgZ/OsRvvUUVkjuj8JPpuuto5njOm6dfxTMrmO9g8wKy5wQQQR1ORnB7g1p6Nf3Or6pqV5fSGW4u28yZ8YyTk9B0+lFFXDc4qH+8feWtxFvkHnFdZbfNpVkp6CBD+lFFKtsjozD4F6kT/cFIpO0/SiiuU8Yq+IZJBptpAsjLHPKFkCnG4AZAP4gH8KxLrFu5WJQoIOQOhymaKK66PwnZhTKu7qVZWiVsLjHFZ796KKg9N7EMvERPcEVav/E2r6ppNtpd7ezT21tK8qCSRmJZgOpJ5xt49Mn1oooR52I+M//Z", "info": {"video_id": "5055", "label": "letting pen roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "5055", "label": "letting pen roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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Dt0u7YLtzctgE84wK6LyLh+UjJHrXn1HZ6nizptTcI9CSW8UDaowT3rjPHjSDQkeORkYTqCVOM5Brso9NYfNM4HsKwfHdtDH4UuGVcsroQT2Ocf1rONWPMki44abd5Kx5L9qu1XaLmX3+ak+03LQiJriUxj+HdxTjA6pvYcZ5pAldV2bKjF62IVjBcA9Cea1pbeJEO4KxUdSvSqUcQ3Kzfdzz61cMsc6kFiDhs557UK4OFugmnX9va3I86Eywlstjhk91/wAO9epEiRgCw5I5/GvGwMMPrXqU94kSc8nGBiuii9zswUFHmt5HQ6peWE/jfTxBcQlnJLrG+4ZCtnmunjuLXT7SS/nIxHwgz1NeS6cjSeMbRipWQI5KgdPlPX3rpdYnnZIrcsfLUlsVxYzmldR0OBUoYaqoy1SC6v5NUv2uZzwT8o9BUgIbAHSs+E4AAq7FyV+tZU6ahFJHNWqynJykePy3N4lxJuupcqxH3veoxdXQkLi5lDEYyG7VYvIWfUblVXAWZxj8TVYJyexrrbZ0QpRZGwLMWYksepPJrQsIFMDOc5DYwB1qqI8nFWoZI4lCEZznJzxn1o3NHTtsMuJFjmHHzKcgrxg+ua7TwnqS3tvcK0CJPHtDugAEgOcHHY9c1w91tZ1Ze6jNdB4RnEEd8xOB8nX8aum/eVzXDQXtU/62O+Ovf2VpV4gtvNMyYOXwAMHt39as+FdUEvhq3cqFdmcnHT7xrlriKaa1aZyQf+WaH+Z/wrd8PRiDw3aK5w21j/48TTxDegswowj+8S1ZtS3mcmqMt08jYJ4qvPNg4BpseTzXGeYcr4/j32tjJjpI65/AH+lcIRn6DpXofjmFpdNtAvXzv/Za4ea2ESBhn7xH4VrHY6aCTiVNtS264uIzjPzDNO254FPBCHK8N/eqkdPsy3dMfLcgHpxkAcVnxXE0MyTRyskqHcrg8g1P50gRkPOVI/OqzLimS4O2p6XCRB5hdt08jfvG/oPYVJC4N7AxGSrg1RlkCXTAZ2k7lLdcGrFk2/ULdc/efH6E10S+Fnrzdqb9GbzuzAk1HH1zj8aklR1C/I2G4U44OPSo1Ug8Yrzj5qzLUfrXCeJIH/t66PzDcFYY/wB0Yrt0fjj1rj/FQ2eIBn+O2jbGcAn5hj9OhrSmr3Ko/Gcu9pPNK7IhfHUjpUc0fkvsBz0JNdHbxKYyH+QsAQT/ACHYGsrVUUSq4jdWIG4kHaT7ZrWx6kG72M3oaRgMZHSnH7xrQ8L6TBr2vnTrm9ktleKRoyke8u6oWC+gHB59vemFWapq7LfhfzXF1DG2xGZC7+gG7p7811ZdFiEUY2oOAB/nrXHeFpCIbtywwGjJHfkNXSLJ8nWt4aROzCy5qSaOk8NlYoki/hMrOa6K71a2iBXzkGPeuQsDnTg4OPmYfrWc8Ut3dx28WTJNIIwB7nFeXiabnM8511Tqz06nYT34j8tpAyrIgdMj7ynuKwfFN2lz4euUX/ZPPf5hWh4ivjda49tsCR2SLbIB6KKx9VA/sHUCf4YCw+oYUqVBKSMauLk3Y4C4QmFuBjhsgGqqxFlZ+ir1rZjUSth8Z+8Btxx9PoO9Wr2BWilRpAhK8M2OgPc+ldqRvB2SRzZ5pCob604jAP1qKZiiZU4NM2n7quxGAr0K1UqFuJxiU8on9we/v/Kud1zQ9KtfDlvq2majeTBrr7Nm5gEa3BCbneIZztU4U7h/EPcDZSYtgk545rWlpcrB1FNyaNLTtq6wtwcEiNv1rQu5POG5jWXpuZLwgcnYT+orRl6Y71hX+I4cx/jfIjhAB9auxHmqKNg1aV8LkVijzmeeX0Zj1G72hTiZz355PpWS0beeygcluldJrRCa7qCDaEWUknHqAevbk02KBUt2wo25OcjjGM/njvW9tT0qLtBM510MbFD1zyaQe/SreoRCO8ciQPuOfcfWqnc0zqS0GsuK2/C8cZmuHk5CbSE7E89fpUfhOw0zWPEUWm6tdT20E52pNHNHGsZ7ljJxjGeOpOBVmys30zVdYtSlxH9mn8ox3AAkUBmHzAEjPTODiqgveM6NVOso2OiecyAk85rUtHP2KBeihMCueWUEDmugtcDS7eQ/xIDTxHwo0zF3pr1HM2W5AqaPpVUnuafHLtNcZ4rZQ8VxmXSEPGEmXnPqCK4qW0MhCoV5I5H3R2ruPEIL+Grxh/CY2/Jx/jXMWaMGVsABcFQQAeD/APr/ADrojFuKZ1YV6Myp7L7NAzMwLbgARVM9BXT3SF4pI40U5UFhIOnXkkd65luB9DR6HfDbUT2P/wCqo3B6UTMQvBwa6DxH4R1Dw54d0fULwzLNfGTzYGjIFuAEKBj/AHmDZx2+ucO1zGrVUXymtMcrE3cMV/DGa0PDcK3XiS2jkLbVV3wD1IFFFbT2Z6Nf+HL0PW2Co9wFVQtmgWBccLkHJ+vFc/otrBqccE1zGC88jlypI/ibp+QooryK7ag2jzKaXMbN34Y06GAyIJQVxgb8jrXkOuSG78W30DYRbNfKiKcHA+bn15P8qKKvASk60k30RVWEVy2XUzhO7BEGFBZk4HYYrO1GVnSNCAFAyABjviiiu+Xxs3jsjLbr+FJp+q3Oi6qmoWmzz4twXeu4fMpU8fRjRRSRji/hNTwoMpeqehVR/OtuJz5YOe1FFbR2O/B/wY/11Z3vgO2hubJZJ41l8uNnCuMqSWI5FbGqxQ6Xb2ItYIk8smVTt5DBSc/rRRXDU+JnmTX7yXqzgklea7uZXOXaZiT+VWpkEmiamGzj7HKfyXNFFXR+JHBV+I42xAxLwBs9uv1q7DGtwp3/AHRGTt6jP4/Wiiuiruj1KfwHMS/ffgDk8Cq0/wBzpnmiioNa3wP0NTX/ABZJ4hgt4ZtI0y1NuqRxSWqSKUjXOEALlQOcnA5PPrW4/wAty6jgcH8wDRRWsDPL/tGroJJ1Jwf+eJ/mK0JCS7n3xRRWFb4jnzD+KQBick+9TxH5gvYCiisUeccxr6Kviu7GM7hG2fcxio24D44OMZHB5FFFdlXY9HCfCjP1yJIZo1UDlck4GT0rHbqaKKyOtfCizpuvNo/nxnTdOv4pmVzHeweYFZc4IIII6nIzg9wa1NGv7nV9U1K8vpDLcXbeZM+MZJ3HoOn0oorSG5yYf/ePvLW4i3yDziustvm0qyU9BAh/SiilW2R05h8C9SJ/uCkUnafpRRXKeMVfEMkg020gWRljnlCyBTjcAMgH8QD+FYl1i3crEoUEHIHQ5TNFFddH4TswplXd1KsrRK2Fxjis9+9FFQem9iGXiInuCKtX/ibV9U0m20u9vZp7a2leVBJIzEswHUk8428emT60UUI87EfGf//Z", 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", "info": {"video_id": "5055", "label": "letting pen roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "db4317e6c7239c96560d938f9557abd7896aa9ea8c7c2bd41e7831c9320af174"} +{"episode": 55626, "episode_seed": 3697884843, "split": "train", "timestamp": "2025-10-13T03:25:36.090627", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3697884843, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 batch out 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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2typOK34pk2gqc8VxMc2cYatmzu9y43dK5JI9CLOkhujuxW1p18baZJAQR/EM9RXIrcHfxVpJ5HGBke9Z6p3QpRUlZnpRHm2kjQqrLnJb8K4u/G7WbzeChVvkQnIHArS0W6aK3MckjGJuvPQ1lys02uukioqhmXKr1IOefX61vKanFHnOm6cmjSeeH+zoYkQIFBBAGS3fr9a0bpsgBTjJGaxW8uWVRH90cZB6itqVNzg57YH1zWuF6r0MavQfcl7C2RyMLwxfgZ9qcJytsJAGUuxJyOowKp61cyJp+wsolclhk56cYA9KZaXbT6UnmEnyjtyxzxjj+ta4h2jcKKuzP1CaV2JhuBEsRLsSM54PHtjOfwFctYT6bZ2ttBBIupRTzmKaOXoj7yvJP1yM9cVo6rqkGmaG8lysbNdIwhSUn96TnIIHbGP61zCwWd3rcN/LcT6fMQqPbzr8rTLkDAPRcFTjnvg15VSPM+dPb8T0aU3blaPVrQxx2trG4WFTuHmRx/KgXPUDoD/Sr1mkLtI64Bx8oBxn1wPWq6OlraNC8SskecRngSDqce2aLCUFiGUx8kNxgr6ge1elRVqcbnnVpXnJnjnxU0SHS/EUd7bxgRXSlmCgY3jrge4wTXP6U7EjcNvseteufEfREvvCsl3bqVms23qRj5l43fT1/A149prjcMscg9+BWVWOp10J80D0TRL3y0UZzjtXRXE6yxo3A5zXAWdyYjwa6ewuGvLaQZyVwPzqKC/eIeI/hs0LCORle4Kl9vZeSans7sTTKrt88ZYkDpnBxTrORreOQn/Vrljggbu3J9BWZo14y6hPAQNkuQAAMZwcHP444ruq/A/Q4Ka95E+pXbKgbALHAx0zXNPDdNfxXc95Cj2sBk8oN9/DDcw/Aj8K170iXUUTBZUjBYA9MnGTXI6q1tqd3draXCwX1uVkikfBEoG0Oqn+HjnHOdpzXlVE6i0dj0aU+RtNXO40rVI9Us2mZGEIj3lwMH5ThiPbqQakaPzXgdnUvLhgyvu4Pr71n+ELZ7PSWW4Mbg/ulZSSrk4Yn8DmrEr2qXzJGXVufMH8wv0GK68Kv3b9TlxTXP8AI0ph5KMjcIvHPqO3XvWfq8b/AGKWQom027BWzjA24z+FWHAleIvKcYBCoTgY9fy61na7gaZOwB+VBnd0A47VvP4Wc0d0clbKnBcbju+cE9vrW5d3hkuBNFhGGCFC4Ckg5B9c1gw3qx6ihuAmZZSdoUAdPTtXU3+kxfZlvLXjIDMg5B964ZSSdjsVKTjzI9AJd5kC4O5sDP8An0pPFJVbcjBO5mb8uBUcE6pLEWOMHrnpTdUbz54on+dQD265JNet0OPqcqlybGWCQYJT7yg/eXHP6Ul7b6jf6jdH7RBFpsu2bzWYhXUDIRBn7x2/hyat6hZxW0io+2ZJsrlf4CCP8CPzrlIdbuNLgkUwrdWqupETjlTnqpPvXFiaTkrrc7MPV5XbuUdb8KyXniGa2sJW+UgpLNHuMjkknpgBB69zk810PiXTY7H4bJpxYyGzMbpNnl3ydx/HLfTirltrYvwptrOSHePLdyoyAAf5c1Y1hppfDF9YCMOrWLNHkf3RknPr/hWNKMt5GlSSVkjxm6iHljuKNNXbMKiWcvFgnPpU1owWYVUjRLU7nSyQiOMYFej2Dh7dG9VFeX6a5RQc5BOcV6Rpkytbxcc7RXHM1ZownZ5nrwKmtI1uVmPORtUE9txqoW2N1+9Vq0n8q3kYAbd+5j6cV6uD/hL+up5eI/iM4zWpS+qyOXOCSxA7DoK5HxGhuohOATcW/D+6Z/p/Wu1uLCa7Z5YVJJJyo7DP8/8ACuS1e0xBHJBKecrj+63GR+ZrSpG6FTnyyTOahn75rRsrkhwM9axZoXtb14X4PWpbeco4z61xNHpRlc7aFwwDZrUtnyuOtcxaXA8sLW5Zz8DNYyRrc6WyY+UUPT0pEgMWpb0LmVnEkXQgnknr3BqG1kB2+9dBp8ot51mKK64KkEZ4IxWcXZmVSPMjHuJt07yRrwSCCMZBxz+tdLYZbUIwVGFBJP4f41hmFX8qby1jxlSOxNa1nMBcEB9rFcA5rvwm7PNrdDM8TAGeOIfeAUDPQZ5NZNrfLbXbRSNthlARjn/VnPyn863r6MX9/IHwMDgkcDHf8s1zer2sUUFxBIoYqgdZV6EHAIrpnBSTTIhLlasUrzSLuS2k+2yW7T7ZbW2tT950kBDSBieANo4/lWXo2l3+v63HqOtwk21iVSOWRyfMCDChR36DJ/x4s23iHUtLjgj2C6iYsArfeUAZwD34rXi1C51R1M0TRRfKwXPQ57j/AD0rzHRlF8vQ7/bJ+/1OglYzXts00eDHzIVbAKE9Pf1+lXgNqko25GbKt7HkZ9/51nxXN2zzQyqC6PgZA6tyMe3bFWjIzRoEB25PQYz/AJz0rtvY4d2XFtkurS5t7lHCzIyEH/aHOPWvnjUbOXSNZuLKXO+GUoT646V9FJhztCNvCDPX/P8A+qvIviZpSRaxHqMKv5cyhZCR/wAtBn+mPyqKvwo2w0rSsYEFyu3r0rqvDU+6G4IGeV7/AFrgIZQBgHPrXaeDZQUuw3TKf1rKiv3iOiv/AA2d3qcaRaOCcJujVD265JrjopZLUrcJkOr7hnuM9K67Vpy9osbMCGIOR2GBWDeaatqiTSDNuWwNpyVyDg/yNd81c8+LsV9Qiv8AUtQW006MGPVITGsjPtVM8EMcEgjOOOe3euX1qG40yIadFYmOO+mDQKkQMiFUCsF74Y59jitT+0p9Knu7bYtzZ/MXhdvT09D3q3D4lsJUjey04pcogRWZOY1Pp7c/jXmSouEtFozvVVTSbexd061/sHwvHpbvIsnlmSVw27bIcfKPXHA/GpI1f7NBK53uQd4YY8tjxz9cY9qhiumiiSKVBN5zt8zdWbOfwxj9aQXCRs8gTGfUnn0z+ddkFyxSOSpLmk2W4bhvPUBymfX+IHj/AD9RVbxITHYXj7yVWIBeOoyM5+n9KLS4DRMTIVO4Dpzz1/HrTdUbz9PkikkBjbCMoHJ9x+RFE37rIj8RzGiaba+JtchsXuHhCx79yEZ384rRXUb/AEi//si/XbNA+Cw6MnUMPY1j2UFtotvaaxaSyq6zCOVicnB+6fzGPxrS1rVo9VmmvJVQy/IqleygYrgkuY9e7j6HpsTb51JJCgjkGpdQmFvf2BJ+Y/MeccDt+eKp27EyOcjCnHNUJbw3WsQoXLJGxC59O9evex5FrizxLHc3ceSWDsx5yFD88evfj1rk3tY5bdUf70jZ+UEnOcbT/P8AGusuEjmnuIkAEySBVkB42gZye4rImtnlZ085lbzsLhcZAHH16CsplxZdhVILN0W3aKQBghJ6qDjH1H9a1pZ8XKKcSqISQF4wCMEfzOPeiSFZLe2jlkUNG5HA4JDYP5/WmyXAk1RzhtsZYcdCeufxJ6etZuNh81zxXxNpJ0TXJ7dVYW7nzYCR1QngfhyPwrOhc7ge9eq/ELR1vvDov0XdNaNv39yh4YfgcH868rhGGHpWMlY7KUuZHWaROHhweor0HR5mWFM8cYrzTSjsce9dDostzqHiSXTG1a4tIysnlCJA25lQsF9hweT6e9c3I5OxrOaitTv5pMKGJ6ZNPslaRHHHzDpn2JrjPC+qXl7Dctd3Ek2wIUDnpnP/ANauqW9NlbNMQDtGSD3r0sMuWmkebVfNNsqtK66ezwuFaO5BZ8dU6HP51hanah5LaIDPzMWI6k9yPw/lWpa5OkXBdm8svtbHIwTjp9aivIWX5srNGjKiSMenrzWknoQtGcf4g0OS4t5dQtiZJIioMajcSmOvHcYrl4ZlOK9s8PW8sWoSho42i34UAcBsEDPr3ry7xzoJ0DXDNAgFldEvGF6KepX9cj2rlnF2uddGprysbbzq3CnpW5ZynYvTrXIWs2MEGugsJ8suORnmueSOxM7KzlDAZ4xXTae+6P2PFcRaSHf8p6e9aGr6nc2mgPNazNFMJEAZTg4zyKwtd2FJ2Vzr2iQSBMbkdumcYPSq1mS1xnLA84H8q4/U7+5i0eHUbHXtRlDXH2fM8aosxC7mePvtU4B3eo9wOmtJSsPnMRjqTnpXoYSLje551dpu6LUzD+2bq2BHzRFTkgAkjr+VYF2g/siQLksFCsTySV4x9Pf6Vb0+4+3arLLK3JTGW7Y6fyqLCXECSRDymUFnIOcnsAfw711t3MNjCS0ie7hXy/M8oEjAwrYGck+tb8IKXFqphMMiMpkUfMSME7sehyc1RtLRpbq1JmZZFBYhhgd+o75/XNdHIiNfJO+7csRPK8AFenPT0rFxuNyK0c0iTzYQy7WAy2cn0P61djaRnBbaQuSVGSazbeQu0jurAyFQfmyQM9APx/lWlHHl0XcUAGfl9B7/AI1Fh3NFQ8ZV0Yq+3G3bkkY9vpXLeMIfttle2si5QQ+Ym4ZIIGeD6j/GurEzLKzMfnHIUnj25qvqlrHNa2qn7sj4lCjkrjP5DP61NT4Sqe9z5zZHilKnketdZ4PYsblRx9059OtZWm6dY3vjeTR9VvLi1heYxJKksUax4PJYycYwDwOScDvWp4Ugms9d1mxdbhfs0/l7LgASLgsAGA4z64yKmjF8yZ01qicWkd1qI8rT4XDfNvCoQO/Hb86rXqk6nJu3lHCSpF64GD/SqmqXrP5VnuACsr4P8J6f1q1dpGZyh3h1hBjwcjnjHHSu25xHL3MCtJdM8g+ZmQNk49+O4PAq9p9vBb24UpIZFUMrEcMcZIz+Ax7Cn3FvIZJomaNXCA5x1JPPsetavkMdD8md1WTKsWPU/LwfbgVly3ZXNYzXmZbaw5Vgx34Q87x1/HoKrvdBo8xRMcKRyOlW9RZBcwQjPyhNxUZzwBxnkcDv9aoSnKs+cjOQOgHPSk0JMmiYyRFEwWyMAnv/AJFUte1aeLyfs6xiZwfvDPAxxn3zUyytHCFcKWY7mJGB7fjVbW7OS+sXuoFO+ww7qP4h0Y/gMH8KifwMulb2iucXLqbLpF7YupXLAKhPKkHNRW1+ywqr9Tg9aj1xRLN58f3wBvx3rR1/wff+GvDukajemZbi+MhkhaMgW+AhQMf7zK2cdunUHGEYXWh21KvLKzPZckWzY6GQg/mazbT59QR25y2CO2KKK7ZHEti5MMyDsdzDI6nGBWbOo+0IeuQw56cjB4oopSBHTQXMr29vluXVhnHQAZ4qG3RZUeZh86kAEe/PTpRRUyEiW4hS4tpLaUZiZWVl9QUr59j4Z17A8UUVhUOrD9TcsWOVH0qxBqVxpeuyXtuVM0Ttt3jI5UqePoTRRWMNzWt8J0HhHiO5TsTGv4c10mruwtzySBjg9KKK7qfwHE/iG6eobTNjcq7HI/rUzsxRlJyEbC559/xooqnsT1NLw6cBC3z7lyd3PO8jP1xVHx/aW9z4UvkeJR5CfaEZRghxxn8uKKKh/CC+NHitqx3Yz3rdsGKnANFFccj1EdNYMdy0msSN/Y8wJyPNQ4/GiisF8SCfwsqan4hfWYYI5NNsLcwqqRvbo6lUHRQCxAHOenXmu1ncpZxgAY2Z5oor0aXU82fQh0tR50hySdhPJ71NIo3+mVBOPfr/ADNFFar4TKW5Xtl8u5eRCQylWz15HT+ZroJpZHWdS7YWJH69Sd3X8hRRR0EynYMJ40dlUM4YsV4zggf1q4+6KMyI7B8bc57EE0UVLAnC7pArkuD/AHjnrmtSd2Ghbs5OEyT36c0UVjU2Nae58/eJNaOieLdXiGm6dfQzTrI0d7B5gDKuQQQQR945GcHuDVnwdqN1qd9rOo3knm3VwyyyORjLHdngdB7UUU6e6NKmzNu4YreqR2IPP1Fbd0gSQsM70IVW7gc/4UUVvHqYyM6cncrZPyup254OPWtizmL6TGWRDtwACM55xz60UU1uZy2M10F1JI8hIZc8rxntzWVKxZNvQMRnH1oopDRQnvJWlMfyhck8DpyBXTeEfnu7yJ/nVQB8wzkEdDRRWFTZmkNzy/xNbRWGq6jb242xx3BCjPQelUNT8S6vqel22l3t9PPbW8jzIJJGYlnC5ySecbePTJ9aKKmnsb1uh//Z", "info": {"video_id": "156794", "label": "pretending to take batch out of 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": "156794", "label": "pretending to take batch out of 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": "4652cc12420565893e1b012cb33bf361de8be2ed228d638059701f4378157221"} +{"episode": 55627, "episode_seed": 1328928181, "split": "train", "timestamp": "2025-10-13T03:25:37.058334", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1328928181, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bag from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8184", "label": "pretending to take bag from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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36GxuZOuV+pxR9rjTq6k/XNYpEYPJ/M1uf8I7eR2RuUEbYXeEU5JHqKWrLTlbRFixgutXukt7KJpZWzhF6nHJr2DwRpVv4IhutW1WbDCyZp8chfmXCj1Oa4X4WxJBq73E67ppYysbH+Be+PrXpPiPRbnX/DuoWVngzmJXRScbtrglfqRnFRGb51E5ak3Lc4XX/H97q9y8i3BtoCcpCjdB7+prAbxFeMTi7nx6bzWRPY/ZpgjZzg8MMHI7VTlyDx2qpSNoThFaI238QXY63En4nNM/4SO97XDk9uKyoPDuqarEbi0EZiyRl5MHIrEVn2nk7gcYp3aNHWS2R1zeI9Rddpu5sem44qpJfXkud0kh/Oub8yQHh2/Opla5xnz5APZzT5iee/Q1/Mlzk78+tKZ8cu3Huax36ZeRyfdqv6fol1qEXnQovl5wGZuDSvcuMn0RZF0HO2PGfWvQfBvgu489NS1WJo0jYNFC3Bc9Qx9v5155pVo7avHFdxnyYJAZYz0OOx+tfRMEonto3AADKDgdvasKs2tDnqVG3Yzl1FNI0K2sJSjLDAsTDGQ2Bg9e1cTrOu2Udu4SONNo4jiUcfWnz/b/ABTqpsrHKxKf3s/8MY/xrsl8NaLpfhq6spYlMU0RWaVhl3bsc+x5FdPMkcqPnPULgXV5JIF25PStbw5bTXazRW9y0Uo+baqgl6zryAR3DIw5ViKmtjLbN5kDFHx1HcVmnrc7YKzTuQavarBqkkCuZGX7zEYJNQpGIV5HNTXXmG8E8vLHBz61XmkLngjFKTuxx5U2yOV8k46UypVhklOEQn6CrcViy4aRTkeoqWyG7vQtaBfXGm36XNtGj4VkcSrlWVhgg111tf3rC2to4X+0TNiAg/w5/oa5WCZoXUJCHYnCqcnJ+g6/SvTvCOjX0DHVNYYm7ddkERAHkR+mBwCalzcUK8oO9jslbbGcnnArmNanUlh3rYvrjyVXBAznrXOagwkYs+AK1pfAjlluY7ah9kjfYdoxljXCtqSTeI4ryYEwrIOnXbWzrt8GR4oeF6Z9a5GQkEA8EVT0NqUerNDW5Rfa/LIGwkhBXPYVPtMa4zwB3rKllMpjcfeXitGSbdGMelTJ3dzuouN5MrTtubH51WCl2baM81OibyckAd6spEQGEMZI9cdaRMlzPUrWsPmTYYcDrXW+HtJGq30NhHkMXDyMB9yMdT/ID61gW9pKJgMbpJDhUXqT6V7R4S8NpoGn75cNezgGZh0X0UfSoctDOa5Y6nRQwxW1rHBAgSONQqqOwFVruSONCRVrd8tcheahI/AbBY4A9adDqcNV7Eesa+tpEwHJ7V5fqmrSajdZckAHB+lexr4SjuPDV7Lcxl7gxmRCeqkcjFeR3+mL87KCG9a1k7GlGm5K/Ywfsu+RvQM272HY1UCl1A5q+rPGk0J4J4I96q27BSc0m7o1jHUniiWJM96ilk3HAOBSyTB2wOlQsCSO3NQbSdtEIAN2cZ5r0bQxNe6HbPvaG0d2hdlHMcg5G0+hBBx7nFefxwSO3yjj1ro9Ftr8ErFcOkTEFxu2px0JzxVKdmZKfLsem+HbeBtT+0GOOK4WLYyx8K5HG4e57+9d7pLlJZDnqAK8u8GreahqbanL8ttErRpt6Ox4OPavS9NfDvn2rOTXtLoiqop+6cr8TfCS6hp8msaemy8g+eZFHEq9zj+8PXuK8QeVw5V1w3pX1UMPuBAYEYIPQ14P4w8OwWOvXdtGuIkkymewPI/nVabsdFOWiMzR7jUF0wpaQqyF9uS4HzHtXLTxeTdSRn7y8HHrXU6dfTaMJIkRXWTkbhnHuPeudkiLX7v1BbJ/OrdmjaeyTII7cEln49qWaQLwKnupFXKrwKoucn61JTtFaDG+Y8811/g6aY293DaxqZYlEjBh8rJnBJ9CMjn3rkUjZgMDJrX0sXtrcLJazvDLgrmPqQeo9wfShTszFT5XdHoaadDIyRNh3ModLkjDuhPKMOnHY16IihI1QdFAGK8msTqV5ewaYqbZQVd3AxhOuT9P8K9XVhjuayr2umgqxj8S6kmkWFvplkltaxhUXqe7H1PvWB4z1MqqWifU4NdPGwjiJPYV5p4hvPtOrSnOQpxQpM5zFfQbLUrgFo2WV2xlW/pXpumfBzw1cafC9x9uEhAJ2XGAf0rkPC8S3GtRBsYB717De69Z6LYqZGy2MKo6mtqeqJk33PLPiF8LtG8N+HJdU064v3lWRQI5XV1UH14zXm6Rw2dvDLI9tIZRnZG251/3hjivphWi8R6S8d/agwTDmN+4rjI/hfoFrfyTyJJNGTlIHbCL+XJq3EqlXlTPKF8RotibWK1753cA1BaPp93If7QluYVJ/wCWKK355P8ASvc/7M061GyCwtY16YWFf8KyNQ0DSr1T51hCSf4lTafzFYzk9jZYifTQ8x8O3FrpXiRZIf3sTNtWR1+YA+npXqZIJDZ61g2/g7TrO/S5i34XkIxyM1UgmutQ8X3OmPq9xaRfvPKEaBssqFgvsODyfT3rnfvMzcm3dmrrbqDbhjx8x6/SuL1XUnuJlsrVS8rkKAvJPsKqS63e3FuPtFxJM2Pk3HpnrXoHw98Italdb1FMXLjMEbDlAf4j7+ldlK0aauZyWpw3ijwfe6BYwm5UsZVDF1U7Q2OVz6iuBuUbdt2nI9q+wZXQWchdQwCk4IzXzprulxXmpXNyHIaSQtjHFKVrXNVVulG2xwaxvkYFdZ4f0O/1qJmg0ye6WM4do49wH1NMTw/M8qJGVYscCvYrn4bunhy3j0a7ksroqPPAkKrLx1OKIK41WdN6HD2GmaZptwf7VsViwCMOBnPao2srC8uNn9oWdrGe27Jx+FdFF8JWHz3+pgt3EaFv1NWT8NdLjXH2i4J9eKcpO1jT6zK946HK6poelWMUNzpuoLPNHyxJ5P0Feg6NcyXejW8kylX285rHh8B6fBKGaSRwDkBqteJp5tN8Pl7KVoXR0UFODiuaRlKTk7s2g2M89qx/Cvh12I1DUjumY5SP+FRXP6tfyWWiw6jZ+IL91a5+z5uUWNZyFyzxjrtU4U7vUfQemWgCxKB2FVTbjciSuaMBAwuB9Kyr/wAC+GtQSSWfTVjc5LNC7RnP4HFacRAOaqeJdUFhoc8mcMVwPrW8WRr0PnjxR4egtdauRp3mNbqcDe+41zUcG19jRFiT0A5ruZ3MkzMepOSa1NH8G2mvWd1cSTNDMgzGy+tQndmkZuOpw2nWOn3U+y4WSPB5+bGK2L7RdDt8G0dn4/ikBra8J+Ak1q7n+2zOkcTFSY8ZY/U10938K9IAxBd3aN6ttYfyrRaLY1VeN1dHl/2CQqXt7aaRR/EiEgfiK0/DfhlvEVyy3E4hto8F1PLsPQDoPrW7d+ENf0PedPu2nhIwyxsQce6mjwZYX8GrPM8bRxgFX3DGTWDlYcqyaskkd5Dbw2dvHb28axwxKFRV6ACtCwmVXJJriYb1rrxpPpl7qt1Z2zy7I3jljjWPoSWLjGMZ46k4FTaBe3baprFjcXFw72k3lhLjG9OWHzY4zwOnFRGLcjGWx6TEwOCOfpVbVPCej+IHWS9hlE4G0SRSFSR79jWLpurNFcCGbgHoTXXWN1HMvytz3roStuSpNbHD3fwbsbokWur3UBByPNjWQD+Rrj/F3wk1PQdPm1aG+gu7aEDzVVCkm3+9g5Bx7GvfIm+bJNN1Ozi1XS7mymz5c8ZRsdRmtLE+0knufI0Olw3Aw8zjP0rXTwjp32Lzjey7wfuYXGK7W8+EWrf2iYLe8i+wg5SWRjkfgKnb4Qxxx/PrMjP32w8fqaSVuh1OvTktjzKXToITiNyQKS3guJryO2hLRu7AZYlAPqfSu2uvh7q2luJ9NvUldemMo/8AhWFeW+tXOpRi+imNyCFDMvp71hJq+w3Wh9mJ6H4c8O2/h/TjGrCW5lO+ab+8fQZ5wK2EbHFYGt3V5ZeF45UlaK5UxqzJ196x9fGveHdF0y/vtSuo5bwv5kTLgQ4ClATj7xDZx/8AXrFpy1MbneXbsmnyspwcV5RcOz3MhJ5LGiiqWxJd0e4kt75XjOGroNPuJdW8UxpeOXVDwvaiitqexLPVgBHEqqMDAqrOTjNFFbszRkTsd1UZmODzRRXLM1RyHizxDeaLGPsqwk4zmRSf615gvi/VoNdOrJLH9pDM2Cny5ZSp4+hNFFTBFHR/Cywg1PxE4vFMqwRiRFY5BI6Z9a97jJx1oorXoSM1GRk0e6YHnyzXiF0cuaKKU9ho2PClvHPr1msi7l3ZxXtshwuB06UUVpS+EiRQnJxWfL0oookOJxvjDxDeaHAHtEhZiP8AlopP9a8l1fxjrmsWzJd3h8rcD5UYCrx9KKKzilqWGteLJfEUFrFPpOmWzQKkcUlqkilI16IAXKgc5OBknmvo63/1Y+goopMlllCcVx/xCmkEFvGG+U8kUUVfQS3PNX+8a2tPvJ7exmjifap9KKKzjuVI9D8IW8cWiRyKuHbkn1rSuCd1FFdD2M+pia5fS6fYSXEQQuB0cZFeQ6l4816Wd4Y7iO3T/phGFP5nJoorGyuUYdr4purKe5NzaWOqLcOsjrqEPm4dc4IOQR1ORnB7g12/w71G61TUtbv7yUyXNy8csr4xljuJ4HT6UUVcfiHLY7G64lBHXNXPDWoXDX7xM+VB4zRRVslHoETEqDmrAkbaeaKKpbESIJjxWXcE80UU3sOJmTEnNec+MvFV/pM5S1jtsgZDPHuI/XFFFc0lqWecar4l1jVYMXd/K6FgdgO1R+Apl34l1bU9KttMvb2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRTaKP/2Q==", "info": {"video_id": "8184", "label": "pretending to take bag from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c6179105ae581a9cee85c8760639ef0a2b623c9aa00ba5ae52e3f588f9be1bb5"} +{"episode": 55628, "episode_seed": 488426312, "split": "train", "timestamp": "2025-10-13T03:25:38.241698", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 488426312, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife onto cupboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "154183", "label": "pretending to put knife onto cupboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "154183", "label": "pretending to put knife onto cupboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "154183", "label": "pretending to put knife onto cupboard", "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": "c7259495c1fa0e2cd3a77620564afdf5664903ba136faa00c390e79cc632f081"} +{"episode": 55629, "episode_seed": 27170146, "split": "train", "timestamp": "2025-10-13T03:25:40.951754", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 27170146, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 motorpump 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14602", "label": "approaching motorpump with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14602", "label": "approaching motorpump with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "14602", "label": "approaching motorpump with your camera", "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": "871c1a7291953ad2dbd0bbddad51e222a705b72bd5e2b022ebd6f3b2cc2cb1db"} +{"episode": 55630, "episode_seed": 4047185268, "split": "train", "timestamp": "2025-10-13T03:25:43.703787", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4047185268, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 battery 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "210889", "label": "rolling battery on a flat surface", "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": "210889", "label": "rolling battery on a flat surface", "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": "b15ea91f7c2466b46fb086449c28c56903a91a8114cccb88545de3ae3f188498"} +{"episode": 55631, "episode_seed": 2849370255, "split": "train", "timestamp": "2025-10-13T03:25:46.271026", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2849370255, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying but failing to attach cloth bag to wall surface because it doesn't stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "177050", "label": "trying but failing to attach cloth bag to wall surface because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "177050", "label": "trying but failing to attach cloth bag to wall surface because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "177050", "label": "trying but failing to attach cloth bag to wall surface because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "177050", "label": "trying but failing to attach cloth bag to wall surface because it doesn't stick", "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": "7ec4721fad34bd955fb4259528b3f71ca006925e962d537606e7caa255f66a32"} +{"episode": 55632, "episode_seed": 2183527381, "split": "train", "timestamp": "2025-10-13T03:25:47.695370", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2183527381, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "135222", "label": "opening a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "135222", "label": "opening a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "135222", "label": "opening a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "135222", "label": "opening a book", "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": "5121f523d54f3fc59d53e383b51f59dc81455f0f7fafbc01a3850abdada54545"} +{"episode": 55633, "episode_seed": 921506327, "split": "train", "timestamp": "2025-10-13T03:25:49.547397", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 921506327, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming spoon set'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "144988", "label": "turning the camera left while filming spoon set", "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": "144988", "label": "turning the camera left while filming spoon set", "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": "eeb99e30cc67d39c64f15c4dc5bd96e9a847dbfd792095a100040c3972c0180a"} +{"episode": 55634, "episode_seed": 1957698359, "split": "train", "timestamp": "2025-10-13T03:25:51.567986", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1957698359, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile packing box 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205345", "label": "pulling mobile packing box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205345", "label": "pulling mobile packing box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "205345", "label": "pulling mobile packing box from left to right", "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": "6855f9e6a121d391c58d2473a5bc99c9b0bd2d7447fbf95eeef04120760ec5a7"} +{"episode": 55635, "episode_seed": 3454983177, "split": "train", "timestamp": "2025-10-13T03:25:54.448887", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3454983177, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 jack fruit curry up with ladle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "20207", "label": "scooping jack fruit curry up with ladle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "20207", "label": "scooping jack fruit curry up with ladle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "20207", "label": "scooping jack fruit curry up with ladle", "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": "b24f4b651d9b8586e32e73e719f78c4117b69f1caf598a6225c3298ef7fa5bb3"} +{"episode": 55636, "episode_seed": 747577572, "split": "train", "timestamp": "2025-10-13T03:25:55.315010", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 747577572, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy dinosaur so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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mtfTrBoozPIpBYfLkdqbdhwjd2FaMKAAOlaFlNHNaSWdxzGwxVVxzUJyjZFczPQRnXdm9pOY5FbH8LEcMPUVmylluHZSQc9Qa9B0+/t5NOktruATgYIRhnP8AhVO48H2+pGSXSZHikGC0E/Tn0bt+NbRlfc4qkbOyOOjvZ42DbiSPXrWpcak2paTIJfM3xOnLPkHJxVPUNJvNMm8q8t3hbsSOG+h6GiBcadc+80Q/nVmd2XY40kjH+kRI+fuOSv69KngtmaR43yWABwhDZ/LrVBlJAwfzrufhvEzf2mQmSPK6f8CqSjCh0G7nwY7CZh6sCB+tXY/CWotxtihXGcNJn+VekNbSSZGSPTmoHt5W6DAPahsDhovBjA4uL1R7In+NTf8ACIaaAVaSdzj727H8hXW/YmGQwySeoHApI7LG5sHA5FTco87vvCV1blntiLhOydHH4d65u7iaNHR0KuCAQwwRXtDwDnuB14qlf6HZatBtuoFk44ccMPoe1CYmjxcb4zlWI+lWrTU57WQNhXHoeP1FdXqvw/vLcNLp8guY88Rv8r49ux/SuRltZIJjDNE8cgOCjrgj8K0VmRqjQkEa6pc5BVN4zsGSPlHSnusIRniukbAzsdSjH+YP51HcAHUbw/8ATUioSh7H8DUso12SoiOauOlQOmDWJ1ljStPl1K9S3hXLH9B610F74durRCXj+RcDevIrT+Hlqhgu7higO7aCRzjHPNX/ABFfg3ItVb92hBbB+8eo/IH9aq2hnKo4so291fPZxh3jXaMZYZJArNvJbm6vokwJJWAVFAwDTL29ZXYAk8A1s6Fok+oE3UjKLZlMZAOHIGCcHsCeM9cClzX0RhrJ3ZZ0O0lhikFxaGK4GA7Do565HWp9R0S21CIRXttHMmCQxHK/QjkVuPHGu3OCRyuTznH/ANY08qiZdB8ueScYz9e9UijyvVfA7W9rIdLmMqeYshil4YAAjAPfrXLXNtPaSmG4ieKQdVdcGvd5IYpZcom055z0bis7UNItr4eReQpKOoVlyR9CORVEnN/ClRt1gkDgw4z0/jr0LyCTh1ycYXHSsXwToEOhzaobeSSSGfy+GHKY3cZ79a6SeMKhCDI9B1JFNbAUJYCOBgFe1QvHtTcSVC8+2PqKuBEKAnDYOCCMZHbiszX5vs+ls21Qr4GVODnnIx9BUvQaON8QyJfTNNvI8lcBAOqHoPzrAtrJ7u5SGGJpXPzBAcEgckV0VtY3OqJLHHtjMwyZHGQFHT8z0qz4NtXstZ1D7VsRof3ayk4XH8WM+vFYp33OiMlGNjb0+xu0tM3L/OWGznJQEfdJ7kVbEAKnehPbk4x75oTWNPuJliguleU/LjBwfp7Vc+dG2g4DYHBzjOf1xWqMTPl09vIKqqSJjDIVzn8Olcjqnge0umlntn+yysckYyhbuSO34V3km+NmVdwHBBHU/hTPKEiEFDuIO3JHNMlniWpaHf6TIPtUP7sthZUO5G/H/GvUNe8D6dqQVoybabHJjXK/iK0pIFkTy3RSrcNuT5f/AK9dLJAOqEbccjOefaqQjzOx+GlvbXSyXt156rzsRcA+xq34qsoI9OjYIsbq4QcY454rtjnPlqMKfQdM1Q1PS7fU7B7e7ZwhwTtHIx3z+fWk9SoOzPHpE2uVPaqzr1rf1/To7DU3jtyTCMBc9Rx396x3SsXudid1dFjSrWSWVBEQJXPy7umO5PtXeaLY3VpG0V3DEJeglQ4Mnc5rO8I+HmvbJbuWQGBgyNBj76jnk+me3fFdm0aoAoToOBtPHv7dKqKOabuzJuNNjuYzDNGk8LA7kYBv09a47VfA9sbeT+zGaBi6yNFJyvGeAeo6+/SvSGwFMijai9TnjP8AOopRHLJkqqYP3s9eKtGbPDtQ0u90yQR3lu8R7E8qfoehru/hTEHGrkgnBhwB/wACrq7mxjmzBMqyowyUZQyn65p/hHQbHS5dRe2R1S42fI3IUjd0/OmhGj5CsSMbCONvdjUTwbVGF4HBNakymJM7uB/H6VXKFl8x2OOQzBv602CKDRYUcDC9j1I/Go5/KjHIOQdvFXp3SJVdg4T7wY85HTAPrXG6/rQMUixgs33Q/wDCD6ZrKcrGkVcv3Gp2ixyTjJCnZ1BHXH86ms91zbb9iLIGw6Kcrn/9VcLLeFYY1I2CU4BbhT+Ndh4Rhuvscs022RWO1WV8kkdf/wBdZwlJvUqSSRp+Qsi5Jxg4GB3rO1PQ7W+t1W/s1nUDhz95foRzXQDIJUp1AA3Dp7kikZzFvXAOCASRx+dbmbPLdU8DXSyz3Fg4mVmLmNzhsnqAeh/SuSuLea2laGeJ4pFPKuMEV7w0CSRNjOVBJUA5/CszUdHs9UgEFzbLLnlQW+ZPcEdKZJxOqaPc6fOY54mU+461lPF619GapY2lyrC4t0kAHIYZNeP+MtOtrLVFS2g8lGQNt7c1Mo21Nozvoy54DuYLWxvBK6qASSGI5GPTvWbPb3GtXd5fRnyraFi7O3QZ6L9egq14b8MJq2m3E7TPFKrHyyvoOvWptR0/VtO042LGD7LIQAI+CT15z7/rSexEviKSaCbrw7d6isshuVyY1GNu1eT75POPpXUeHIHitbW4jdhbS2ynGSQXOOf0Ncd/al/FBJbpJMi7dhQkAAY6Y+lO0HWtQ04ralBNbIh2xsP1BFJKwM9Kc7y6qOwHHJ57Un7tVdGUsOSccdPas3Sdcgv5oImieOVky5PQY549a1JMblERwGBxtPGPT6k1aEVJBtm2+TkM3yknOR64p7okkiooYgZDHpmp3gxbNncXKHDr2OSR+VcdHNdX3jG504azdWkR8zyfLXeSVTcF56Dg8n096aRLO/0O33JdIpfCheOuM5q5JEQhAXYNhBfPH1rkvhdqV3fwaobi5eVgISoYjgndn+ldVeMJXYCRk7DHY5/KqAyNSu/skSTyqywM4DNjJUdjiuL1zWoLy6iV90lrCRmNTgyE9h6Z/lXao3njZPEjoVLBZF3LuzjHJ9KadLsbIPdRW0URVcblQDc3XiokrjR5/f3uqxlLhrX7PHMAscWMZUcYA64qrf2sul2Lwav5iNK3mxsOd3bBP9K6XXpIItQgu11DyLhIwGG3eAOc7fQ0+68TWN1pFx+7ZmK8eZg89M81m4loPDElld6afs9ksTqMZPJPHXNdEVON+PQnI6DHc/nXM+D38i1nfymY4JAX7hJx/h1rp4pHaJVEWEUnJ3E/P2/z0q0Iic70ERkc5A4VsEMMnv7d81EheAMuTvb5jxxg5xz2qzEhH+szuwwznk5z835E/hWJ4ov5rbQzd2U7h96R7lGGAz0qiWaqlQmyNi0gySvpz39q6GWDD5bEYxuyK8u1K9uLXSLfUbDXtRlBufswM8aos2FyzxY52qSFO71H0Hr11tXOAu4DoO/FUlYRiTwx8PtwdoO4E5z3rIn1mytrqZJ5fLlTJKvkFhjt65rWurhkmTzY1GFO3+Zx71l6loNhrEe+VJFl2F1dWI2g9MdR+FJgjhDazaydR1OU+VaJliT3YngD8SK52RADjtXZato2o6fZ+R9tV7Z9oCbduPTp71y8trMxZjCygHGQcgn2IrFrU3pzUdGd14as4o7Wyv4nCxtahGRcY3kjLH34x+NdCzGRnUDggDA7k9eteX6Featp85S3LyQRqxMbAsgz39vrXcaPrcl3LbxT2rIdmZJBnGOvHpVIzNgEAPhN4+Zufbmq8m9Z/lRMMcjByce9WJWVmQr8occEcfRfxPenGAG2ZNpfchBYdQSSaslkDqssiR7OFzkMe1aWixBo7lU24AXgnI79DXBwXf2rxlLplxql3Z20kuyNoZY4li4BJYv0GM8dScCuo8AXF59t8Q213LcubWVI1W5A8xcFxzjjPAzjimkJHQPEo4VcuVJ+YfxfWqLhT/qlXBPXOBxWjePId6RMuMYw3fnketZsN0JTsddwCbtvAOM4xTYGTdW1lAnn30kqWqjJRj8v045x7Vyeo6TqeuWUl1saK1jXNvCByRnjaP5mu4l0izDGRraNljAYhxkIRz644qwAzLGFAGVDYIzjr19qzsizgotJ1LT9OjYQvdRJgPHLDh0Y91XuK6LQWkGjiNldWUnCmPZt/Pr9fwroPNBy7MN3GGZCB1wR/hUEksMc5aXK7YixjK5YZ+n48VKjZ3Q29CMoNwbrkjbz7eh+tNmDNGOUU7QwYrnPXj8hUySxtEI8MSQS5K46fwn/ADmo4YwzCQgB/mGccbuRx7cj3qyWV43KKS+0tn5QTyB9O9IURYAWCNnJ4X39azvFlzLZ6O1zbyeW7NGgkiI6ZP8AOsDWIfEGg6Tp1/dX10k97vEsZXHkgBSgY4+8Q2cdvzp2IueqXs7tZmUhd4b09hXH65pNtqesRLc7yFU9GxnAzzRRTZa3N3RrWGK0SCNNsSKCEHSmT2UN7e3EFwu+M/IB/dHJGPQiiikxFWw0eyt0WERCRGwx8wBuT3HpVBNPt4PFMllCgjt7qPMiKB1x2JGR9KKKQ0aS2sMd1CiIArAEgfTp9KnwuX+UfuwpX2ycUUUAV2d/Kt5Q7KWGCoPBycV51rN5LpHjS9urXb5scrld4yPmTaf0Y0UVSIZu/DRvJtNUZeWDW/J+rV3WwSCYtnk7jz1J70UUxoql/LtJnVV3RqWUn2INV9aupV0IzhvmcYI7DnqKKKTGeZ3jGSUu5LMxwSTUKKNpz8wwThqKKyZZ2ng24kjs2QNlFJAUjPbNbzSt9tWAhTGpLYx1+tFFX0EyZ3P2WWcYEke7acD0z/SuX8WfvfCcsxyHaaHO04B5oopohnKarr7a1HDDJp1jbG3CRxPbK6lUH8ABYgDnJ45PNez3dzK1uuSCfMjXOOxFFFUxRM6cBpyhAKrvwPwxVy2gRYyTltrKAD06ZoooYynPbxSTT+agkV4+VfkYz0qpZWtvZxlYIlVSwyOTnryffiiioKOc8VW6W0iy25aIXZHnRxnCvjvj1rqYbOJbe0kGcsqkjsTiiihDHQAS+YSACrkDA6YJ/wAKhuYwllHcgnzFTPXg5xnNFFCJZ5zqustpvifU4TYWF3DNOHZLqHeAyrwQcgjryM4PcGus+G95c3txrd/PMzXM88LSNwNxLNniiirJW51czsZJMk5y7A+mOw9qijjXyFfGTvC4zx1FFFBRb2rcs1u6jy9pbA45zioJQCGXA2pGGAx6gmiipY0JaMb2JopeEcAEJx1z3/CorTZK0SPEh3Rbi2OfvEf0oopIbFRButIV+VZWYtjrxnvTmVSqSY5YEEZ46gdPpRRQI4/xmfJ8O3CxgKoniwMdOa4q91zUbzS7ayubqWaGCVnXzJGYktjOcnnGOPTJ9aKKtEM//9k=", "info": {"video_id": "211751", "label": "poking toy dinosaur so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "211751", "label": "poking toy dinosaur so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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FbGTzVdtO3Edc9cUcwWPKILFbCYxShjcHPOOBj0qRhwa6HxBpF7bXv2wxhrUPnKckZ9axJYijMp7VlI7IJJaFZbOW+VoIcbwC4B74HSueu7eSG7lilUpIp5U9RxXb6Ja3E88gto0ZwBnf0ArprjwxY6paRx3tqiTKuN8Z+ZPbd3/GnCRjWV2eNgFTkEg+1acVzPLpVzHLIWVWjCg9st/9aug1bwFfWm6WwYXkQydvSQD6dD+Fc+kTRWVzG6sjieIFWGCPvdq2ujCxYSeBUCywF/8AbSQq39RU9vHFcSSCHzimBww5z+HWqZAYciu5+HERb+0yqliPL/D71SUYMOg3c+DHYTMPVgQP1q7H4S1FuNsUK4zhpM/yr0hraSTIyR6c1A9vK3QYB7UNgcNF4MYHFxeqPZE/xqb/AIRDTQCrSTucfe3Y/kK637EwyGGST1A4FJHZY3Ng4HIqblHnd94Surcs9sRcJ2To4/DvXN3cTRo6OhVwQCGGCK9oeAc9wOvFUr/Q7LVoNt1AsnHDjhh9D2oTE0eLjfGcqxH0q1aanPayBsK49Dx+orq9V+H95bhpdPkFzHniN/lfHt2P6VyMtrJBMYZonjkBwUdcEfhWisyNUaEgjXVLnIKpvGdgyR8o6U91hCM8V0jYGdjqUY/zB/Oo7gA6jeH/AKakVCUPY/gallGuyVERzVx0qB0waxOssaVp8upXqW8K5Y/oPWugvfDt1aIS8fyLgb15Fafw8tUMF3cMUB3bQSOcY55q/wCIr8G5Fqrfu0ILYP3j1H5A/rVW0M5VHFlG3ur57OMO8a7RjLDJIFZt5Lc3V9EmBJKwCooGAaZe3rK7AEngGtnQtEn1Am6kZRbMpjIBw5AwTg9gTxnrgUua+iMNZO7LOh2ksMUguLQxXAwHYdHPXI61PqOiW2oRCK9to5kwSGI5X6Ecitx44125wSOVyec4/wDrGnlUTLoPlzyTjGfr3qkUeV6r4Ha3tZDpcxlTzFkMUvDAAEYB79a5a5tp7SUw3ETxSDqrrg17vJDFLLlE2nPOejcVnahpFtfDyLyFJR1CsuSPoRyKok4/4c6XaanBq8d3EroPKwSORnd09KuXHwxilnd7e/KRZyVkjyRXTeC/Dtvo82p+TM7xzeWUDcFSN3cdetdJLGYuWwXHOcdKpbA0clpHhWy0S1aONDK8gxJI46+3sK4jV7dIr64EWNiSFQB2FeulXk5b5c5B46VyXibw9YiK7vo3kF1IAcHhTzjp6k1EtTWlJJ6nnTrUaReZMqjuatNGRkHqKn0qye91aC1RghlO0seijuaxOiTsrmzpOm3siR3EEcM9upx5T/xZ7/zrs/I3qpDKoXpzxmptP0ddMt1L/vZygDS7cEgdBjsAB0q0oQZXZyfu4yMnpnn+daRRyvXU5PVvC2nakoku7YpMRkTxAK3Xv2P41xuq+EdRtbi4ngQ3MLMZCUHzLn1Hf8K9edgm+N0DnPKntVdrdWiYq4G3JPPIqyGeD7SHwQQQ2CD2r6LeM5AjC8DBHeuQ1bw1YaqoaaFlmJysqAK/4+o+td9Iitt3AqwAADdKaAzDAFG9VwoGMt1quYSp/qPSrkgHmgtkA9Tjj3pPLCkqFQuATk8Zx2zSYIwNZuVs7V03cupyT2Xoa88u7ZYJvKDM5UfeIxx2H5V1Otztc6pJAq5+bDAdAB1/Dr+dZWuaRfLbx348siZlUQgEMueme3p+dYuV5WN6TS3LXhjTL8kTwo0cUhDGQn5XUHG3HrXXm2ZHI525xgfwihL/AE/TtPtYprhYk8sKkY5YDHfFWIZ47yAywSK6AH5hkdP8irREnd3IDZq7ggbSPXnPvWRq/h+DUozFeQIzcbJAMHI6HPX/APXXSMHeNmOWZeAv/wBeoiXeQ7gzj0z/ACNUQzyvVvA13bEvYSfakH/LM/LIPw6Gt74W25DaykqMroYgVIwc/NxXYzQKGUquUYY6ZOfSruiQRk3Luib3Cj7vPGev500ITyFYkY2Ecbe7Gong2qMLwOCa1JlMSZ3cD+P0quULL5jscchmDf1psEUGiwo4GF7HqR+NRz+VGOQcg7eKvTukSq7Bwn3gx5yOmAfWuN1/WgYpFjBZvuh/4QfTNZTlY0irl+41O0WOScZIU7OoI64/nU1nuubbfsRZA2HRTlc//qrhZbwrDGpGwSnALcKfxrsPCMN19jlmm2yKx2qyvkkjr/8ArrOEpN6lSSSNPyFkXJOMHAwO9Z2p6Ha31uq39ms6gcOfvL9COa6AZBKlOoAG4dPckUjOYt64BwQCSOPzrczZ5bqnga6WWe4sHEysxcxucNk9QD0P6VyVxbzW0rQzxPFIp5VxgiveGgSSJsZyoJKgHP4Vmajo9nqkAgubZZc8qC3zJ7gjpTJOJ1TR7nT5zHPEyn3HWsp4vWvozVLG0uVYXFukgA5DDJrx/wAZadbWWqKltB5KMgbb25qZRtqbRnfRlzwHcwWtjeCV1UAkkMRyMenes2e3uNau7y+jPlW0LF2dugz0X69BVrw34YTVtNuJ2meKVWPllfQdetTajp+radpxsWMH2WQgAR8Enrzn3/Wk9iJfEUk0E3Xh271FZZDcrkxqMbdq8n3yecfSuo8OQPFa2txG7C2ltlOMkgucc/oa47+1L+KCS3SSZF27ChIAAx0x9KdoOtahpxW1KCa2RDtjYfqCKSVgZ6U53l1UdgOOTz2pP3aq6MpYck446e1Zuk65BfzQRNE8crJlyegxzx61qSY3KIjgMDjaeMen1Jq0IqSDbNt8nIZvlJOcj1xT3RJJFRQxAyGPTNTvBi2bO4uUOHXsckj8q46Oa6vvGNzpw1m6tIj5nk+Wu8kqm4Lz0HB5Pp700iWd1pEHyXCqudoU4J5HWrUkKFSpIclS2wnv/n+Vcx8L9Qub+31V7udpgohI39s7s4/IV1128iZEKBsA855z7H1qgMW+mhsLd5H3iJWG7AJCj1+lcp4n1eK8tLaxsXEzOwPyHPPYfrXXAwXcfkyR/u9pY7Mj5enrnNc9d+EFglM+l3DWz7N2H+bHtzytQxo4vWdLOnTpBJIGuAimUL0DEZx+RFO8M28Nzq7QybQzwP5bH+FuOf507U7e7NzK03+kSFtrFTzke34isx4Lm1nSaEvFNGeGBIIP+NZ2NudOFj1q1X7Lp8dvu3vDGELHqSB1/Hr+VTEAtuIJGQBjBB4/PvXHaVr+pWyQR3tsZVEJJO0q5HqfX6111ldLdWMbPGY5WUkqQcqB29j71aMgmy0fEaBtofLEgEdP8mo4nKozuhwCQMcfnU0KeYwYk8bvkzwDggL+GRzWN4tllstKa4t2aGbdGquvbBOcH3qiWaIiRUV2UBjk5Dc9a6ua3KPkqX+Xo3rXk2oXUtvo8GoWOualKjXP2b9/GqJMQu5niHUKp+U7vUe4Hr97JhCc8MMBs55xTSsBlXAYMq/MWKjI64A7n61y2oa/HZJcKxK3SFl2Y4B7HPfit66d0kVo3d8gkDJ6gfXnPvUL6dZXygzWcEjlRz5Y3bj7+goYI8/tLi4ljuLews2nuZM+dcYyAODtB6D3NV4otX1Z2kRWdbRt74PBA/njFd/fR20FrPaM4ihEJDFOCpxjj3rmtL1u20otavdvcRk/II12BPc+prJxRojDsL3TBrxY2zXJkIBV+iE9eO9eixRIAQiBI2UfdHGM+nrXF6vfQah4hieCIBUIJ2gbifbFdpHOVaBRCx2KACzclse3WnFWExzMUZst5ZwSO3Pb/PNV5U8wmUM+3lnJOenBx+P51acSOULLjk7x6E8Z/DP0zQzxqFjLlC6lQMZBGST+pqyWQGUNKHlcqinIJGP0NaukI0iXHTbhSC3JPWuDgv5rrxnNpd3qt3ZwNL5aPFLGix8AkkydsfiTxXTfD+6vTeeIbS8luZPskyRolwBvUZfg44z0zjimkJHQPEo4VcuVJ+YfxfWqLhT/AKpVwT1zgcVo3jyHekTLjGMN355HrWbDdCU7HXcAm7bwDjOMU2Bk3VtZQJ599JKlqoyUY/L9OOce1cnqOk6nrllJdbGitY1zbwgckZ42j+ZruJdIswxka2jZYwGIcZCEc+uOKsAMyxhQBlQ2CM469fas7Is4KLSdS0/To2EL3USYDxyw4dGPdV7iui0FpBo4jZXVlJwpj2bfz6/X8K6DzQcuzDdxhmQgdcEf4VBJLDHOWlyu2IsYyuWGfp+PFSo2d0NvQjKDcG65I28+3ofrTZgzRjlFO0MGK5z14/IVMksbRCPDEkEuSuOn8J/zmo4YwzCQgB/mGccbuRx7cj3qyWV43KKS+0tn5QTyB9O9IURYAWCNnJ4X39azvFlzLZ6O1zbyeW7NGgkiI6ZP86wNYh8QaDpOnX91fXST3u8SxlceSAFKBjj7xDZx2/OnYi56pezu1mZSF3hvT2Fcfrmk22p6xEtzvIVT0bGcDPNFFNlrc3dGtYYrRII02xIoIQdKZPZQ3t7cQXC74z8gH90ckY9CKKKTEVbDR7K3RYREJEbDHzAG5PcelUE0+3g8UyWUKCO3uo8yIoHXHYkZH0oopDRpLawx3UKIgCsASB9On0qfC5f5R+7ClfbJxRRQBXZ38q3lDspYYKg8HJxXnWs3kukeNL26tdvmxyuV3jI+ZNp/RjRRVIhnQ/CyV7ePVNh6iHOec8mu1nkYyXDZ5SYoPp1oopjWxWt4UbY3Q4HT3arl9Cn2eWMZAJbJB5PHeiikxoyLywtJbiGZ4EaREGG5z0yPy7U+9tIL60ltp4lKjJDAfMpHQg+tFFSM5/wnF9t1O++0ySSttA3O2TwcCujdBDGgXktKQWPJ6E/0ooo6AT+Uv2hUBIXaxwPXgf1rkvGOIfD9zCBuWOWIruJOOTxRRTRLOT1TxC2uQ2qTaZYQGILHG9ujqVRc4UAsQBznp15r2K4kJeWMgbEcMB+AooqhIhuEVJ1ONxPXd3oimcX5t1wqNGrfLwQSP/rUUUMo4fxTcyyX80TOdg+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", "info": {"video_id": "211751", "label": "poking toy dinosaur so that it falls over", "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": "aec00d04d11d1ef50a1b8cedaf53909743b85e044c12a47aba8d905d32a6b36d"} +{"episode": 55637, "episode_seed": 1224564734, "split": "train", "timestamp": "2025-10-13T03:25:55.939513", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1224564734, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 enchander body spray 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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"info": {"video_id": "203611", "label": "pulling enchander body spray from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "203611", "label": "pulling enchander body spray from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "203611", "label": "pulling enchander body spray from right to left", "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": "912b9e93b3e7148afda1514a09831855d9d1321a3f05564e0e37c1efffc910a3"} +{"episode": 55638, "episode_seed": 23718646, "split": "train", "timestamp": "2025-10-13T03:25:58.081986", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 23718646, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pendrive 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "132437", "label": "moving away from pendrive with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "132437", "label": "moving away from pendrive with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "132437", "label": "moving away from pendrive with your camera", "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": "5b34c7947686c3d605690ad27ca017a63b7906ae0c6a3072ea3a5c4eb8740247"} +{"episode": 55639, "episode_seed": 2307299468, "split": "train", "timestamp": "2025-10-13T03:25:59.210989", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2307299468, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lotion 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "128648", "label": "pushing lotion cap from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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mu61Ef6G9cUUJY1I0VpeIzXOXrEyHNdPOv7o1zd4hLnHSm2NDLIBn5ra85YYSfSsqxTZyRTr5z5eM/hSAitma71HzDyF6V6NokQWHcvWuA0eM5G7uTXoejqVt+4FLqJmqTyCPTpU1vgGQetcja3RuvGkumXeqXdpbPLsjeKWNFj6Eli4xjGeOpOBWn4ZlvDqesWt3Lcv9mlEarcY3ryw5xxngZxxV2JOjCjj60jDpUijFI45FAFdu9MflPpmpHHWmN0P0NIZymsqPtJwO4FUVXnJOcVp6um6RsdSwFURGI0470ikVJANrHvXNakCZDiupnQ7DWBdwbmPGaJDRBp/yRHJxzVy3Bnvg56LwKzb4va6eXjYq24citLVNA1jw5oelX91PcJPfGQywmPAgxsKBjj7xDZx2+oNCTaJbsYmjxqCgAr0TRkAhz9KKKnqD2NMgHP0p6gcfWiiqEB4CY9RSMAQD+H60UU2BEfmjYH1xRGSwOfWiigESjk9etcFe6jPpXim4vrbZ50Urbd4yOVKnj6MaKKqO4mZlsgClewAFOt0BnGaKKie5cdjdiGI+KzNXYgY7UUUugdTG08bpGY9c12elAfL9aKKkpncR/wCqjHqDUpUeWT7GiitDMfF9364rE8Y/8i23H/LWP+ZoooW4jkNW8QtrUUEUmm2FuYVWON7dHUqg6KAWIA5zwOTzXqpAwPpRRVyBFDUx/oL1xqDgmiis+o1uRXA+Q1h3KjceKKKJFoIQBHkCqF6S0wBoopIGa2lIvmLx3rv9MUeQo9hRRSiT0OO1PVzpmv6khsbG8ilmDFLuHeAyjggggjqcjOD3Brf8DXc+oXesXl1IZJ53SSRiMZJ3flRRW/Qg7EdRQ/3hRRUMZA45amMBtNFFIZzl8B9r/wCBGqjgM3IoopFFa5A2YrEmH70iiilIImRrZxYnH99ahm8QapqGnW2mXd5NPb28jyJ5kjMSXxnJJ5xt49Mn1ooqobEs/9k=", 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"info": {"video_id": "128648", "label": "pushing lotion cap from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f5d1b0b9cb861770f0822ae3a2932541f73180f56fafb4693389b27e2538df1a"} +{"episode": 55640, "episode_seed": 3062251490, "split": "train", "timestamp": "2025-10-13T03:26:00.340088", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3062251490, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of a book without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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8b724knsVwBVZruVupBHpitHG+5N3e5qaXqAiP2d3IVzwfQmtqWGzu7RYppdsob74JB/EdK4wHnNXv7SmaIowRsjG4jmpcNbo3hI9M8PaXFpmjrEjbnlPmSN6+g/AfzNcT4s0j7DfmZF/dS88dj6VueDNY82M2Uz/ADDlc/5/zzW5rWnLqVhJCQN2Mqfei/LLUwvqeS8DpXXfDxyniJlxw8DD8iDWA1sts7K/3gcc1veDZQvieAKcbkcfpVT+Flp6nc+IVzCa8j1EmK/lUqp57ivZdXTzFxXkviaEQ6s2P4lBP1rOn8QS2Mn7mQT+VaOiKH1iyLbVUzpnjJPNZmKsWUpivrd8/dlU/qK3ZCO08S3Zn0+6hJ+5Kzfma4u3tJLltsWC/oa6XxLuW7ulUEpI3as7QSLe486Rcjpg+lZ0zWZTbT5IFzMhB9KI4og2RwfQ138UdjeRDzFxkZrG1LQrJ5SIZwjYzWtjO5zrl8YBGPaqryMvWtC50XULYbkUTJ6oc/pWZJIynZIpVh1DDBoZJG0pNOt9nmFnbAQbgP7xyOKiYgngUlIadmSzSGaV5GYZLZOfemg5OAAfrTKXOOlFrDbu7lxHjRcPtf6rUMojJ3RDA9KhzS5NIEXNOhuLm9jjtlZpCeAvUivRvD+sC/tTC7gzRcZ/vD1rzCKVo3DqSGHQirun6lLYXqXERxg8jPX1pSVxyVz0LXLBb62OB+9TlD6+1ec3MbxuQc5Bxg16VBfR31ok8R+Vh09D6Vy/iTTut1EOv3wPX1qIPoyEzk2Zh1pmeaVmJ602tSmxSxJzTw5+8zHnuajoJJOTyaLCvcsRAO24qCO5bv8ASpmitSOMqfUHNU95xigNSAcy7HIzketbNlFdaUkF84eIyHdET0YDuPWsXcT1qf7S5gWJnYohJQZ4BPWgvoeu2GoR6lYpcIRyMMPQ9xXLeK9OPN5COvDgevrWT4a1z7DeeTKSIpeGz0B7Guyuyk0TIwDKwwfcVk7xZnseYMz5xjJ6V7jZQfZtItYD1SJVP1AryX+z2TxDaWuMpJOgB9RmvYJzgD0AJpz6FrYwL9BJcNnsvFeb+JIdmp78cMK9FuHyzt68Vwfi5cXFucdQ39KmHxCWxgBtx2gZHv0FWVkjVcOEf6rVIEjpRnmtxFmQQupKDa36U/TrJr+8SBWRS399wufbJ71UycU5WwfekUjUtrj7JdCW3+Uo2QRXpVlfR6jYx3CfxDkeh7ivJRMQSQB7j1rovCms/Z7s2srfu5fu57NUzjfUloteLNMKuLyIcNw496oeDgx8WWQ9CxP/AHya7W+jS4tnifowrmvCVm9v41WJl4SORs/hj+tSneLQRZ6BfuFAJ6EV5T4qcS3okUcAkV6drknlQJgE4Oa838Tx87gMANUR0ki97nNUoJBBHUHNTXVsbaXaGDow3I46MPWoK6TNHX/aY9Qt92Rv6n8qX+yJPIRlyNyg1ztp56fMDtQ8GvVYoomgjTA4UD9KyiuVjqzskcdGZ7eQqSduMVHLuMpbOTiutuNPicHgVk3GmYOVFbwcW9TF1XbQqxXVn+5+0h1wdpIOPxqlrTJbuY5Wju7OQYVjjfH9DU89sQuGBIFZl7CZowuRx7VcqfWIo1FJ6mC8XluV647+tJgY61YniwFBPIGM1f8ACui22v69/Z11eyWwaGRoyke8u6oWC+gHB59qyaaN01uYtFS21ubiCZw/7yMBgnqO/wCVRUCDtRTkRnYKoyTVtbTyonkkwWA4FJlpNlTGKlQp5TB1LMfu4qdrfegLMcgdO1VPutSuOxvaBqjWE3ky7vIc4JP8J9a6u42yxlWAZWH5154Hj2H5Tn610Gh6t50P2SZvnQfIT3FZTj1IqR6ox9WsDZ3Rxny25U1Q2+vFdjqNut3bshxuHKn0NcfNG0ZYNkMpwRWkJXQR1GkYpK6XXNB0m08NW+raXqN5OGuTa5uYBGtwQm53iGc7VOFO7+8PcDnpYZISu8cMMqQcgj2NWDI6KKnitZJQCBhT3NAIiUZOMgfWlH3queQFlaNOgXlsc1FPb+WNwJP1pF2Y0hGfMauoH4811ujaq09r9mnJEsY+Un+Ja49GweeR9anFyYJI5YiQynI5/Sokrg43R32k26XWvWzsOYSZAfoK7K4bcrDsRiuQ8HzLdzS3Q6BAv0Jrq5m44rNE20MS6wOnQHAriPF5zLa+27+ldVYiDUfGB0rUNQubW2kl2pJFLFGsZ6ksZOMYzwOScCuP8Q2tx/bN1ZSvMrW00kapdABxg4w2OA2B649KcYvmTDZHP0UVJFE8rBVH4+lbiQwVJtAjyc7vpVv7IIIHdjuft7U77OhUF8scd6RoosoqQB0Bz61PCnOVABHQ7ulNnjWJvl6GmI4B6CkxpdzutO1Y3ViFkI86P5X9/et/w1aLvn1F1+dh5an2HWvNNMlmOqQxW4y0rBNvrmvYLeJLGzjtk+6oxn19TWLjZmbViDVZAd2eipmuD8VBfsmRySwrd8U3txFbyeU5TLquR1xWT4v8O6po3hnS77UJZ/OvTJ5sDRkCDAQoGP8AeIbOO31BoUeoovU5XUSDc4CqoxkKowAfYVFaRq7sWGcc0UV0MVPZF2Riqrj+8K6u2vp+PmooqHuFfoasNzI4+Yg0sjHmiioOdblCcBs5ArKuoEIJ5B9qKK0g2VbQwbj5nKkZ9+9U9O1W50PVU1Cz2efFuC713D5lKnj6MaKK1maU9hdPIFpdHaNwUFW7rgHoarnrRRWZS6mnBGsaDaOo5NPnP7k/UfzoopdToWwwnINZr/fNFFJA9hBSxSNFIsiHDKcg0UUzJnXrI0kCOerAE4rn9cUK6yADLdffFFFYw+JEosa94tk8RQW0M2kaZam3RI4pLVJFKRrnCAFyoHJJwMk8+tU9RINyQFVRjOFGADRRXQyftIis41kdiwzjnFaSnFFFBtDYiP8ArZD7j+VQ3JzHRRUssoUp+7RRTIPQPAfyaPdMvUzY/SuwVi0eT1xRRWT3ZLOHutcbS9V1BG0/T76KWUOY7yDeAy9CCCCOpyM4PcGsG/1O71D+0b66l8y4upA8zED5i2c8dvb0ooqkRPYxsbpFB71rIixqFUYFFFWaREmJ8n/gQ/nR2NFFBoU7r7i1V70UUkSzpvAiK/iqIsMlInZfY9P616bOcv8AhRRWctzORx/ign7DnJz5wrmdX8Q6rqOiw6ZeXs01vbyvKgkkZiWfGcknnG3j0yfWiiiOwdT/2Q==", 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", "info": {"video_id": "19063", "label": "lifting up one end of a book without letting it drop 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": "c408ba50e16e4e874e16f1053f9b726ed9af062501449d4d82b99110ccd9de4f"} +{"episode": 55641, "episode_seed": 3762738144, "split": "train", "timestamp": "2025-10-13T03:26:01.071207", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3762738144, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spray, spray and spray 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "124454", "label": "putting spray, spray and spray on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "124454", "label": "putting spray, spray and spray on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "124454", "label": "putting spray, spray and spray on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "65f3ff6ac4c90351431a30ae516ab6c3cd7a899c9838a145c853c5e8ecc01c46"} +{"episode": 55642, "episode_seed": 1176663631, "split": "train", "timestamp": "2025-10-13T03:26:01.889674", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1176663631, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 eraser next to calculator'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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Z5VRFLM3AUckmub8YeOofD3mafpciT6v92SYYZLU+g7M/6D60kriZF491i00nw6+jSSb9Sa9W8hjQ824BDfP6EnOB15r0y1u4dT0i3vom3xzxLMp+ozXzx4e8L6l4vvJp/O2xK+ZrmXLEsecerN3r1z4bXLxaVqHh2aZJJ9Iung3r0ZCSVI/HcKxxULxv2OjDStKx1Rf936AevFRCPOXbr2FWI7fd8zkkA9PWpJBtXgACvPsd1zyzw74Av/FFtHrfiNn0/QYkV4LSEHfIoUKCB2yqqNx+Y4HTrXdtJBBYJp1lbR2GmR8Jaxcbvdz3P+TmrXwt1Jdf+GdrbyPukt1eykJPPy/d/wDHStYs7OuVfh1JVvYjg17MmzzEWDIvQEUwms1nYMOeBV6Bke3nu7mZLSwtxuuLqU4SMenufQCs7DZPFG0zNtKqqLueRzhY1HVmPYV53408emdJtE0F5EteUubogq9x6qB1VPbqe9Gu+Potctb7TdNs3TTkGIvMbDSHvLJ6n+6vQfXFcloos7vxPY/2vcLHaS3Sm6mlPG0nJLH36E+9aRhbcm4sPhjUV0uPWbq0dNKDp5kpxnYWA3BepFdD8RfF+k32nppWhy+dbYAZwhVFUdFGep9fStX4meNNOubD+w9IuIrhGZWuZoeYwF+6inoecZxwMAV5fZaXPrN9HaRYBbJOegUDJJ/D0qtxHtHw9v11v4ewRSuryQo1s/OT8p4z/wABIq1o87WDGEnhWI5rz/4bXcmieKL/AEKZgq3CblUNkeYnUfXaT+VehXkG2RnTvzXk1o8lZruelSlz0zE8b6Iuv6nprNN5cQ3BlQZlkJK8IPXHJJ6Ad65y8kjF1Z6B4Y01J9QEm4LENzIShVlds4c/M2Sfu4HPYdNqejeIPFVzZaXox8qI7mubluBCuMZ3dRkMwwOT06ZrotI03SvCOnNYaBkySDbdao4xJP7J/dX6f/Xr0aDtSRw1v4jMrw74OsvB0gu71otT8S9S7fPDZH2/vP79vbvpyu8kzzSyNJK5yzscljSGWJBsXgVF5ityDmqbuZj81YtwXkOCqhVLO7nCoo6sx7AVDbxNcOyqyqqKXkkc4WNR1Zj2Fed+PPFUl2F0bSnMemcmdzkSXDqSPnH8K8ZC/QmklcBnjfxx/aok0jR3ZdMB/fTYw10w7n0Qdl79TVzwN4Gsb/TP7Z1rLWz7ikZYqAi53OxHPY4+maPBfw9t9V04aprEkkdrICYkRtpKjq7H044HtmuWufFurPoK6Cl4P7MjyiKkYVnTOQGbqR3x+ea0sI9X+Eutx3uhXWlhiTYzHyd3UwuSV/I5FehgBUxXzx8NNbbRPFkPmYFvff6LIx7EnKn/AL6wPxr38yE+1ediIcs79zuoyvH0CeTYCwxkc15Zong3VPFcTajrkj6L4a3blgBIkuBklRzz0OAT2AwOM16PezFLdyoG7GBn1rWa8j8SeA4NTgUHzbZLlQOzAZI/mK1wjtzGeJWxzJltrPTl0vR7VdP0xOkacPJ7sfeqJIAwOBUE855weDVFrpwQAa6G7nOi+SM1LBC87NtZURBuklc4WNfUmoYfKa1mvrq4W10+AZmuZPur7D1PtXD6/wCPYtY0ue10mCaC2hlVoiWwTtIPmP6knoO1CjcTIPGPjz7dFJo+hSOmn/dnuTw9yf6J7d6w7Dw5c2Umm6rrVq8GjPcxiWVxztJzyvXBA9KXwZBp914xsU1SaGG03tIxmYBWYAsqknjlsV0nxN8X2eoxx6Nps6Twxy+bcTpyrMOFVT3xkkn1x6VrawhnxE8Z2GqWaaRpMvnWxcSTTBcKxH3VX2HUn6V6h4I1U6v4O0u7lkDzCERyEHJ3L8pz78A/jXzxo2k3Gt34tYMBthck84A9u/OB+Nek/CvUTp+q6loEsikN++i2tldy/K4B78YP4Vz4iHNC/Y3oStKx65JJxxWBqHgay8carZyajcSLaWG4yQR8GUtjA3dh8pzjnntWrI5CEis/QdbNn42s9Nkc7NQt5toJ/wCWibWH/jpauSh/ER01vgY2/wAQK2lQwxWem2rmOKzgG1SAerepPX/HrWc8qZwGHFbHjKA2+seaPu3EYcf7w4P/ALLXIzSMD1rue5wo0C4PenQQy3MwihXc+MnJwFHck9h71T06KSdJnaRIbWEF7i5mbbHEo7k/0rjNd+IMmpXi6T4ZiYaYj5mmdfnvCO7Z6J329+9Ci2Jmh4y8aHTLc6boEoaSbdHcagpw3GMrGOqrz97v29a5bwp4HvfFG6YSC3tA2wzMpYs3cKO+M8msbU5Zpr+aa4l82SRtzP6n/Dt+FdtafEm00jwRZ6XpdjOmpxQ+W8sgAjVskmQc5Y85A4569K1SsL0K9h42PhDRrvQLaxSS+t7mVVvd48s/Njdt6kjHA6cCovhZrX2XxsyXE7AahG0RLc75M7lyfUkH864MuZGLHLdSc8k+pror6zg0O3027tLvfdlY7kY9fvKfb0weeCe9TOHNFoqL5WmfSRlVVPYCqsk28HBGPrWbb6pHqej2t7Af3dzEsgx2yM4/PIqu0rYIzwa8Zuzsz00rq5zXwL1RrLxDrPh+c7TIgnRT2dDtYfkR+VdZ4ot/seu3K4wsuJl/4F1/UGvPtblTwZ8eLXUE/d2s9wjv6bJRtf8AIkn8K9V+IWo6BoVrb6vrUzHygyRWkf37puCFHsD1PQZr2pI8xHKslnY6bLrOtXP2PSour/xzN2SMdya8r8R+Kr/xzfRQKo0/Q4HxbWoPyr23Of4m9T27e9fXdc1Xx3qgv9TYQ2MXy21rFxHEvoo/m3f9KiZFSMKgCqvAA7U4wsJsknljtolsbFdi5w8h67vf36cdsVjzsnmPsOUBIB7EVeuZESMBOOOT6VlIkl5dRQRLlpHCIM4yxOByapiSsNUefcRx5VFZgoZuFGTjJ9ua2L+3uPDWpusMjx3NnKU8zbtY8YJAPTIOR7UzX9DbRwlu8iu5jDll6Z5Bx7A9D3xmqG641CTzJ2cgYDMcnnHr68UthjbN73TprbxCkbCG2ulCt2c9WUevHX6179FJFd2sc0Tbo3UOhHcEZH6V4ZqWumXw1ZaSIwGg3JKcD5sMSuPTqc+pPPSvQ/hrrP2rwzHbS5aezcwnP93qv6HH4VwY6F0prodeElq4vqeq+AUEU+pxn/pmQPb5qwNYgNlqFzanIEMhC/7p5X9CKi0/XP7I+ImgxSMFh1SKe1b/AHvlZP1GP+BVuePLbyb62vFGFnQxt/vLyP0J/KtaGtJMxr/xGjjZXIPWpdPhluXkCOkcMamSeeU4SJB1ZjRa2Ml/LI3mJBbQqZLi5lOEiQdSTXnfjHxl/wAJDnQdA3waBC2ZJTw92w/jf29F/E+2qVzI09a8ey6nqaaZ4bQjSrdt7TSDDXTjpI+eiA8hfxNcTf7jdTM8jSM7FjIerE9z71dR47PTxb2ijc4zI5HOf85475zWfckAIuCCFy7Mckk81rayJTbOr1b4j3d54VttDtbGOxjjt1t55lk3NKqgDC8DaDjnqe1cSivIGYD7ozTDulJC9BWuL+ybw/ZxJEY7qB5Fmwo2yAkFWz13dsdMCgZZ1vUrGeO0TToREscSYcDDbsD9Ae55Jya928Ma0Nd8O2WoZHmSRgSgdpBww/P+deE+ErKyur+6nvm/d2cBnEZ6HnG73C5zjucCuz+FWsrFfX+imTKP/pEOfUcMPywfwNc+JhzQv2NqEuWVj1G8AaFhnnBrK+BmtDUPCF1pMrbn064ZQD/zzkyw/XeK0p5UVDnn1rzX4ZXJ8KfGG90OV8Q3fmWoJ7sp3xn8QCPxrLC9TTE9DqdTgNjfXFof+WMjIPp2/Qiq3lWljpsms63P9k0uM8H+Odv7iDuTXS+PZ9D8P3La9rM+YmQLHZJ/rLmVew9sYyfavBNd1zVPG+qDUNTYRWcfy21rHwka+ij+Z711KOpzXLWv+Jr/AMdahFAFFjo0DEW9opwoA7n+83v+AqrcSwxhLGzASEH5nPf/AB7/AEzUDKEChPlA6Y4xUV06ICExgDr2ArRKxNrsoyMvPQp796LC2Opapa2XmJD58qxK7/dXJxk0lpbT6pqMFnbKDJM4RATgE+5q7r2knR7lbdZQ7IquJBxnPfHbkcZ5xikUST+fod84gaWGWJpLd+NrlTlWBHb3q1okt9od1p3iV0K24udq5/5aIBh8e2CR9ax8TX7NPMX2sSNxyct359ea0dR8RSXuiafp+wJ5EYjlAA+dlJAPtwenuaTs1Zgro+jVmWSIOhDKwyp9Qehrzjx/qr6B4l8M6tHx9luGlYDuoK7h+IyK1fh5rR1DwnBFId1xZk275POByp/IgfhWL8TrX7b4eN0wG+2nUD/dYEH+Qrz6UeWsonbUfNSbPXPG0SXWhQX8JDrC6sGHdHGM/qprg1toEsJdV1W6FjpNv/rLhurH+6g/iY1d8OePdFg+DNlea/MHEUbWLwA5knePgKo9Su057da8f1/X9Y+IOofablfs+l2oPkWkP+rhX29W9W/pXdy3ZxEnivxjd+MHGn6fC2n+Hrdsx24PMh/vyH+JvboP1qjDLHZ2AgtEw7D94zc9/wD6w4780gjSGMRooVVHAFRGTy42AAyTkE9q0SsS9SrcEBUXBL4LOzHqT/8Aqqi7NJlV6U6dzI21Oc9/Wt2102wj8JnUTOGupJdgUn7hB5UDvkclunQUtxkEENkPD9vdRyr9qaaSO4Rn+ZQMFcD+7jv60zRNIuNcvhbRvsgiG55D/CucD6sTgAVmQQvPdfZomGHJPJwOAST+QrQtdRm0Z5XtjhbmAwP6+uR6Hrz70AeqfDLU/P0S60mc/vLGUlAeoRsn9GB/OulnLkkDgV434F1eTS/E0E8h/dXWYHz0+b7p/BgK9ammaRSS2B6V5GMjyzv3PRwz5o27GD8ctLH2iLUkySjiFz6DHH6iuCL6j4s1KLU/EF3LMu1Y1LD+AccDoF7+5r2n4nQRy2V75sYkSN4pWQjIZQ4z/OvM5kCTED7oPH0r2rX1POWxDqL2/wAttbQqiQDHB6HofryM8cVjzYAOTxVyeTEdsQoTyUdHP9/J/wDrZzWLNdfaLkRjJTOSB3H+elJhaxXlZrq5WCIFixAAHUntVrVtGn0g/Z7gKtz5aylQeUzyAfemS27WwdSrJMh5DcEMPX3zVW+vpb6dnMjSSSHc7sckmkxjr3UbrVrvzZ5HlkcDczn0GPyFR292YIpbdz8ofzFHcnGKntpbSPTpoWgP23zwTMW4EW3gAeuc/kKoN5cl0jOSkbOFZ8fdBxk1LGPgijubhmnkEZMbujEcO6jhfxrc8B6oLDxU1qWwl4mz/ga8j+o/GsjUvLjVViflGJQ47Dvj6VL4S0iPVvEcVvPfS2cgR5oHjj3M0iIWUeg6ZyfSs6kVOLiyoS5ZKR2/xGvZ7Z9DvrZiJbSV3Rh2YFWH8q9x1Kay8T+DLfUTdR21tJFHeieQ/LGuMtn8Cwr53DXniPwdqE0s7ym18qdQ3OMhs4/DNZi+Jdc1jwxZeFFn2abaMzELkbwWyN57hcnAqaFNxppMdaSlNtG54z8ZN4nceH/D4e38PwNl3PDXTD/lo/t6L+J9sKK3jtoBHGMAdT3J9TWxHb2emaSltAm+WcZZ24J//URz+GKzXHJzXSlYxvcgaQJERj5s5B9KyJ2Mr7U6fzq1eTEny4+SeDitKPS7SDw2movdo1zPJsihQ8qB94tx9MUtxiwR6VF4PEyuDfyy4cH7ylT0Hom3nPUk+grBtY4pr9I3k8uNyTn6An8z0pNkstybeBTI0j4VFGST6U24iMSKV+8h7+tSxli4kMRV0badpVh6r/8Arq9ot3LoWqWmoYZZIJQ7qR/CeCPxBNZSRm6Ls/3SCMUl5qFxdRoZHLTAKjHudowP0ApPVWBH0oJkuLZXiYMjqGVvUHkV5b8SFuNA8eW2u2rYk81Z4yegZCMA/hirMN41p4UtLjS9e1KWCO4+xqbiJY1n2qGZoh12qSFO71HuB0PxDsre6a2NzGHRLzbg9iyHH4ZArHD0+TmTNqs+azPO57jUfG/iD+1deuGYSHEaAYVV7Ko7L/Op7827vttY9sUY2DHp1H481LKpAYDg4OMdqp3EiB1kjXZH5CqwPdgc5FddrHOU5cKMk4FZ6pNqN6lrbRtI7ttRFGSxqYym7uBCgZgTgBBkknp+vakQvYvHPCSk0ThwR1BFIY7U9On0O78pmUXNuUkyhztPBA+oqpd3lxql7JPNI0jyEs7t1JNJeXUl5csxdnZ2LO7HJYnqamjmtF0pIVgK3aTO00xPVcDaAO3fP4VLGV4Lxo7Y278iNyyD/exn+VPslhkmla4cxsYTJDxw7gjj8s4qBBC99D9oLRwSSBXcLkqO+PWn3rBQhDbWTJBHpUgdt8ONYFp4jksi2IrxNo/66LyP0yK9J1awj1PRtQtCAfNQBSezYbFeKeDLSzufFVra6leXFiZHUxXEU0cQiI53MZOMY7DknA71614YuLyS41q3vJblvstzHGqXO0Ogy/DY4zgDOOKyUP3ykaqX7txPHLDRpp2LXIZIFJwp4Lnvj2966aS68jTBbQRiOOMAylV4UZIyfXIPTt1qxOhQyQscm3mkh/AMcfp/Ks+4bCTJv2pKgR8dcZrqSstDF+ZVmXYxBrJupmkPlxjOe/rUl7d722R9Mgf59qtzadPZ2trPOqqJ0JQYwcDufrnj2pMB0em2cHh5L97tXupZNkcC9VA+8W4+mKwmdgzxJyGbIxU00rJujXucg06wu5dIvYLyIIZF3L867gNwIz9RnIPqKljRWkDWzRSqx3KeSOPr+lLIZLkSFOAqnFSiOW7dooUMhRS7Y9AMk0sFzEtgmI9rpuVznO85447cYqWBLd3kDSrJZoYkbayKTnZwO/1zivXtK1NNS0e3u85aSMFgOzdCPzzXh6p8kkisF8srgZ5Oc9B3xXfyaTrnhLwxpc891dQyXrSvJb+WQLcYQqGOPvMGzjt9Qa5sTS9pHTodGHqckj2T4iAfZtQ94Dn8Bn+leS3nygY7DH5EgfoKKK7OvyMOhzGpTSEMC2RtJpnheUx+KLEkK48yPIcZBy3/ANeiijqJ7CarcyyzyzMRvkkJbH1qKytY5NMu7slvMidFUDpyeaKKHuJbGddErNkH7y8++K6XW9Pt7fwja+WpyCrlieSWXnP6flRRUMZy0LG4nTzDnKkn8BTdO1e60W+hv7UoZ4d6r5i7hgqU6fRjRRSGehfCwCbQ9XjkG5TtQg9xh6pw2NvYW0UcCYDIrsTySSoPP50UVrT2JluR3Cg6dqbEfMkSMp9Dkf41m38rgEg8kgE/WiimxFOJVZI22jJTJ/M1BJIyxSAHo39KKKkZFZXc+nXdveWshSdWYBsZxkEH9CajuGIwvb3ooqCiS2uZTYeUSCkLOUGOmcE/yqKONZILuVuWiRGX6lgD/OiihgdG/i6XX7m3t5dJ0y18mJY43tUkUpGvRAC5UDJJOByea9X+ISg2Vz7TxMPY5A/rRRRHqV2PPLxiHY9zz/Wub1KeTaw3cBc0UVtLYy6mh4AkJ8UoSqkrHIwyOhETEH65A5rJupnZQ3GXOTgevNFFR0H1JYLOP+wmvct5ouBFjtjBNZc3E7AdGxmiipY0dJ4psoLXQ7RIlx5TYU9zkZJP4gVzUH+kTHzOcoT/AEoopMET6X4gk0iKRG0/TtQilKsUvoPMAZM7SCCCOvIzg9wa9T+G+p3eq6R4j1K9l827mlSR3IxljvPTt7DtRRQviRSKevQpb6zqUcYwvnsf0U/zdq4/UpGDbQeDnP5UUVotiZblSSxibwzLqZ3faFukjHPGCGPT8BUl3e3M9tD5srP5MYjjz/CuTwPzoopIH0JvDNrBdeJrGC4iWWJ/M3I3Q4jZh+oFZFwxaHJx82CaKKXQOp13hW1ij0hZwuZJyd5PcA4A+lcXdRLHfTRLkIJdoHtkj+VFFSwW4mofupE2fLlccex4rRj8UaxqVvZ6XeX009tbyySKJJGYkuBnJJ5xt49Mn1ooqZbFLc//2Q==", 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", 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", "info": {"video_id": "3513", "label": "dropping eraser next to calculator", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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9B9aSVxMi8e6xaaT4dfRpJN+pNereQxoebcAhvn9CTnA6816Za3cOp6Rb30Tb454lmU/UZr548PeF9S8X3k0/nbYlfM1zLliWPOPVm71658Nrl4tK1Dw7NMkk+kXTwb16MhJKkfjuFY4qF437HRhpWlY6ov8Au/QD14qIR5y7dewqxHb7vmckgHp61JINq8AAV59juueF6Zoml+HrP+09TeK4kX7sjLvh3cZRF4MjYJ54wV7dasaD4TvvGanU9SY6R4Zjldw3JaXcxbZHn75ySNx/U1vaD4CkkeLxD45V3eUl7TR1G3cSdxLjoi5OSvvz6Hqb2+e7kWScoBGNsUMYxHCvoo/rXuSlY8lEP+jW2nR6XplotjpcXKW6/ekP9+Q/xMahzSPOhIw3WmlwOprK4yQH1qp4g8SWnhfS0uLlVmvJlza2ZP3/APbf0QfrS6vqcHh3Txd3KRyXkiFrW1kJCk4JDyei8cDqxrySzt9W8a+JVE8xmvbtt0ksnRFHUn0AHQD2FVGIBbx6l418UotxcNJd3b5eVhwigZJx2AA4ArtdXttJ+Hus+HbqxDi5WVjclnJMkBwpJHTucY9PaqviPT4fhzc6Re6Jct/aTrKsn2gBwyYAzt7ZJIrhNT1K91vUJLu+nae4l4ZjgfQAdAB6CqaurAnZ3R9VIUfa6kMuMqR3HrSuQAe9cj4A18634StWkwLi2/0aYD1UAA/iuD+ddK78eteTKPK2j0ovmVzi/G9rrWqanpmnaBbh72dZMz5x5CK0Z3Z6L8wX5uvGB1q7oPgzTPArq2xdQ18qGe8mX93b5/uKep9+vuOlE+uf2X8SfDZZtsFz51o/P9/Zt/8AHgtdX4whKT21yOjqY2+o5H6Z/Ku+i37JHHV/iMwpZt8zyyymWZvvOx5P+A9qiLA9DVCV2yTmmwzsvyYLFjgAdSfamRYv7sc5qnruu2fhXTxeX6GW4kH+jWQODIT0Zz/CnH1OOKp+JvFVl4MiWOVUuddkAKWmdy2oPR5fVu4WvMfEurTarqD3EnmBZgrtvfc0jDI3t78nHYDpxVxhcm5Hd3GueN9eMjq91dyDCxqMLGg7AdFUf55rp/Ct1pfgj+2odec2+rrsVIlTeXTbnCkcckg9R2rR+H+seG/D/hG8v76/gS/edhJADmZlUDYqr1OeT6c89K811/WJte1u71GVdslxJu2A52L0VfwAFaeQja8K+JXf4oQ3krLHHfM0DqW4CkfKCfYha9V8QW6pqFteJ1xtOK8Hn0C7ttGj1fKqHbdG27DDB4I/EH34zXuGmainiHw5ZX4IJmiVz7N0YfmDXnY2HK1M7cLO6cTSS98+xZGwSB/KuR0PwbqniuE6jrkj6L4a3blgBIkuBklRzz0OAT2AwOM1riR7d2x3GRmvRmvI/EngODU4FB822S5QDswGSP5itcI9zPErY5ky21npy6Xo9qun6YnSNOHk92PvVEkAYHAqCec84PBqi104IANbt3OdF8kZqWCF52bayoiDdJK5wsa+pNQw+U1rNfXVwtrp8AzNcyfdX2HqfauH1/x7FrGlz2ukwTQW0MqtES2CdpB8x/Uk9B2oUbiZB4x8efbopNH0KR00/wC7Pcnh7k/0T271h2Hhy5spNN1XWrV4NGe5jEsrjnaTnleuCB6UvgyDT7rxjYpqk0MNpvaRjMwCswBZVJPHLYrpPib4vs9Rjj0bTZ0nhjl824nTlWYcKqnvjJJPrj0rW1hDPiJ4zsNUs00jSZfOti4kmmC4ViPuqvsOpP0r1DwRqp1fwdpd3LIHmEIjkIOTuX5Tn34B/GvnjRtJuNbvxawYDbC5J5wB7d+cD8a9J+FeonT9V1LQJZFIb99FtbK7l+VwD34wfwrnxEOaF+xvQlaVj1ySTjisDUPA1l441Wzk1G4kW0sNxkgj4MpbGBu7D5TnHPPatWRyEJFZ+g62bPxtZ6bI52ahbzbQT/y0Taw/8dLVyUP4iOmt8DG3+IFbSoYYrPTbVzHFZwDapAPVvUnr/j1rOeVM4DDitjxlAbfWPNH3biMOP94cH/2WuRmkYHrXc9zhRoFwe9OghluZhFCu58ZOTgKO5J7D3qnp0Uk6TO0iQ2sIL3FzM22OJR3J/pXGa78QZNSvF0nwzEw0xHzNM6/PeEd2z0Tvt796FFsTNDxl40OmW503QJQ0k26O41BThuMZWMdVXn73ft61y3hTwPe+KN0wkFvaBthmZSxZu4Ud8Z5NY2pyzTX801xL5skjbmf1P+Hb8K7a0+JNppHgiz0vS7GdNTih8t5ZABGrZJMg5yx5yBxz16VqlYXoV7DxsfCGjXegW1ikl9b3Mqre7x5Z+bG7b1JGOB04FRfCzWvsvjZkuJ2A1CNoiW53yZ3Lk+pIP51wZcyMWOW6k55J9TXRX1nBodvpt3aXe+7Kx3Ix6/eU+3pg88E96mcOaLRUXytM+kjKqqewFVZJt4OCMfWs231SPU9Htb2A/u7mJZBjtkZx+eRVdpWwRng14zdnZnppXVzrPGUG/S4bxOfJcBiP7jcfz2153O3J5rr/AABqa+L/AIXWYlcNN5DWcxPZ0+UH642n8a4qd25VxhxlWHoRwR+deuzyyB3wQSelLr3iG28G6dHdX8aT6rOu6y09uw/56y+i+g7/AMotd1qz8CafHd30aXGtzrusrBuRGO0so9PQd/5eWxST6lq02r65M9xdTEyMXPU+h9OOgHTgVUY3BvQv6lquravpwn1OdnkeQzHdgGRj/EfYDAA7cgdKd4Q8VDwlqs96dPW982Aw7TJsK5IOc4Ppg1Rubl552mmUlQCVQcc/5J47ZrHkfbgfxH0q9iVfqaPiDX73xDq0l9esvmMAqon3Y0HRV9v55JqzoN1Z6c14b23EsrW/7hWGQTnlT6DHJPXjA65qholzbafrlncX8RlttxDgDJGQQGAPBIJBGeOKhvZULkRkkR55749/woGd78LddFp4mn092Ahv0+UHp5q8j8xuH5V7OSCvWvn7VorXQINHfT5c3cSrdeZ/z0JwwbPbkEAegz3r3DTdSh1TS7a/iYeXcRCRR6Z7fgcj8K4cVC0lI68PO65Tz/4rCa3/ALLv7fIMMrlXHZxtYf8AoNewX11H4i8BwarByJII7tQO3GWH5FhXEeNNPj1fwLrICZltBHcRn6E5/wDHc1d+B2rJqngGXS5m3Np8zwlT/wA83+Zf5sPwreiv3SMq3xsorFLdTrBbo0krnCqvU1h+LPGlt4O36Xozx3niRhtluFG6Oyz/AAr/AHpP5fpVXxj4+h0hZfDng2Yz3b5iutVXr7pEe3u35eo8+s9OWzXc53zt95/T6VrGBm2TWFusfm6lqMzXF07kneSxLnncT/Eec++DVe8nacNLK2GZ8Knp6/0/KrA2KXL+nFZl5P8ANx17L6VZNtbkEj7egyxq/pulNcaVcanu3JbzJEyBSSCwJDN2A4wPU1Lo2gTajYXd+XVYrcHgkZdwMkewA5JPsBmszzpraWaOJmCSgZAP5cfjSGPnmvbv7PpUXmTbJCsES88uc4A9Sa7/AOGF69uuo6BcMPMtJTImDngnDAfRh+tcbpF0NC1WC8njZ12vHImcEblI69vr9aZoPiCS28b2+pzEBJpPKnKgKNr8dB0AOD+FYYiHtKbRrRnyTTPa7+HMLOo5XJq98DNaGoeD7rSZW3Pp9wVAP/POTLD9d4psUgnQx7eCMGuJ+GVyfCnxhvNDlfEN35lqCe7Kd8Z/EAj8a5sC7xZti1Zo6nU4DY31xaH/AJYyMg+nb9CKreVaWOmyazrc/wBk0uM8H+Odv7iDuTXS+PZ9D8P3La9rM+YmQLHZJ/rLmVew9sYyfavBNd1zVPG+qDUNTYRWcfy21rHwka+ij+Z712qOpyXLWv8Aia/8dahFAFFjo0DEW9opwoA7n+83v+AqrcSwxhLGzASEH5nPf/Hv9M1AyhAoT5QOmOMVFdOiAhMYA69gK0SsTa7KMjLz0Ke/eiwtjqWqWtl5iQ+fKsSu/wB1cnGTSWltPqmowWdsoMkzhEBOAT7mruvaSdHuVt1lDsiq4kHGc98duRxnnGKRRJP5+h3ziBpYZYmkt342uVOVYEdverWiS32h3WneJXQrbi52rn/logGHx7YJH1rHxNfs08xfaxI3HJy3fn15rR1HxFJe6Jp+n7AnkRiOUAD52UkA+3B6e5pOzVmCuj6NWZZIg6EMrDKn1B6GvOPH+qvoHiXwzq0fH2W4aVgO6gruH4jIrV+HmtHUPCcEUh3XFmTbvk84HKn8iB+FYvxOtftvh43TAb7adQP91gQf5CvPpR5ayidtR81Js9c8bRJdaFBfwkOsLqwYd0cYz+qmuDW2gSwl1XVboWOk2/8ArLhurH+6g/iY1d8OePdFg+DNlea/MHEUbWLwA5knePgKo9Su057da8f1/X9Y+IOofablfs+l2oPkWkP+rhX29W9W/pXdy3ZxEnivxjd+MHGn6fC2n+Hrdsx24PMh/vyH+JvboP1qjDLHZ2AgtEw7D94zc9//AKw4780gjSGMRooVVHAFRGTy42AAyTkE9q0SsS9SrcEBUXBL4LOzHqT/APqqi7NJlV6U6dzI21Oc9/Wt2102wj8JnUTOGupJdgUn7hB5UDvkclunQUtxkEENkPD9vdRyr9qaaSO4Rn+ZQMFcD+7jv60zRNIuNcvhbRvsgiG55D/CucD6sTgAVmQQvPdfZomGHJPJwOAST+QrQtdRm0Z5XtjhbmAwP6+uR6Hrz70AeqfDLU/P0S60mc/vLGUlAeoRsn9GB/OulnLkkDgV434F1eTS/E0E8h/dXWYHz0+b7p/BgK9ammaRSS2B6V5GMjyzv3PRwz5o27GJ8Adaa21DWPD0zEbgLqJSejL8rj8iv5VuePtf0nwJfXV8PLvNYu2MllZEfLCSOZJPbOSB3/WvKtUv7/wJ8Rm1Sy8szAtIocfIwcEEEenP6VW061m1jV5NY16aW4uJiZiH+85HPPpx0HQAV63LrY86+lyltvNT1CXV9Xme4vbht7NJyc+p9PYdqlb5XB64Oa0L6ZbiZpI1UJnaCvQ44479Mdazbh1jXJ//AF1drCKt7MOcDA7D+ppmiW9rc63ax6i5W3lcgnOATjgE9gTgE9hUmlWR1jV4bZ544BK20SSnCik1qO1hupo7KQvBHJiF26sB3peYxfELWsmp3H2Ugxb/AJCowPfA7DPT2qG3jiFnHKH3NKG3j+7g4x/Wq8cEsiC5kRhEzFVYjgkdcH2zVdTIheEdGapYyxGss5CsWZIQAW64HQf4V6x8MtX8zTrnSpH+a2fzIgf7jdfyb+deVLNJYblVz5c8flyjH3sHcP1FbPgDzbrxesX9qTWJkilCNEm4yEKWC+gHGcn0rKrDnjYunLllc+g4LZLvRtWic/LKiIce+a+e0uta0S+1fQtOuJYVu28m5VDjeik4yewwefUHFevfDfUrzU9F15ru5kmKLAV3n7ud9cvr1tFFr+qMsaiRpUkL45ZWQY/Ig/nV0I2ppMKrvNswtGsbHRrKS4dRLdfdDEcA9RgfgR/OqswwTxt9BnOK0N6w3EcjRiQAMCv1FYdzc/ZbVI3cM6rjNbbGdiC7mWJT/e7Ck0/RbrUbO6vwuLa3XdJI3Az/AHfqaZHA1xD9oZHKhvmbtyOB7Hg/hSPePaxTQCRhDIQ5QHhmHTP51IEa39xYJdW0UrLDchS6KcBsHjNUi0sWy6H3kcOufY5p0TIZ4prtWe3Eq+aqHBKZ5A/CrOozwSzzeRF5cbuTHGMnYueB/KpGQ3dx9qbYvzbzuPuTzVa8hgSyhaKUOJYg78YKPk5X8MfrVvT0gFu778TK+zYR0XGc5+tZdwC7OIySgJYewpDPcPCGt/2loNlds3zlAkn+8OD/ACz+Ncz8SFuNA8eW2u2rYk80Txk9AyEYB/DFUreG10Xw/Fd6JrGoNFJeeR+/hWNLhggLyRD721ThTu9R3yB2/wAQrK3ujam5jDol3twexZDj8MgVjh6XJKfmbVqnOonnc9xqPjfxB/auvXDMJDiNAMKq9lUdl/nU9+bd322se2KMbBj06j8eallUgMBwcHGO1U7iRA6yRrsj8hVYHuwOciuu1jmKcuFGScCs9Um1G9S1to2kd22oijJY1MZTd3AhQMwJwAgyST0/XtSIXsXjnhJSaJw4I6gikMdqenT6Hd+UzKLm3KSZQ52nggfUVUu7y41S9knmkaR5CWd26kmkvLqS8uWYuzs7FndjksT1NTRzWi6UkKwFbtJnaaYnquBtAHbvn8KljK8F40dsbd+RG5ZB/vYz/Kn2SwyTStcOY2MJkh44dwRx+WcVAghe+h+0Fo4JJAruFyVHfHrT71goQhtrJkgj0qQO2+HGsC08RyWRbEV4m0f9dF5H6ZFek6tYR6no2oWhAPmoApPZsNivFPBlpZ3Piq1tdSvLixMjqYriKaOIREc7mMnGMdhyTgd69a8MXF5Jca1b3kty32W5jjVLnaHQZfhscZwBnHFZKH75SNVL924njlho007FrkMkCk4U8Fz3x7e9dNJdeRpgtoIxHHGAZSq8KMkZPrkHp261YnQoZIWOTbzSQ/gGOP0/lWfcNhJk37UlQI+OuM11JWWhi/MqzLsYg1k3UzSHy4xnPf1qS9u97bI+mQP8+1W5tOns7W1nnVVE6EoMYOB3P1zx7UmA6PTbODw8l+92r3UsmyOBeqgfeLcfTFYTOwZ4k5DNkYqaaVk3Rr3OQadYXcukXsF5EEMi7l+ddwG4EZ+ozkH1FSxorSBrZopVY7lPJHH1/SlkMlyJCnAVTipRHLdu0UKGQopdsegGSaWC5iWwTEe103K5znec8cduMVLAlu7yBpVks0MSNtZFJzs4Hf65xXr2lammpaPb3ectJGCwHZuhH55rw9U+SSRWC+WVwM8nOeg74rv5NJ1zwl4Y0uee6uoZL1pXkt/LIFuMIVDHH3mDZx2+oNc2Jpe0jp0OjD1OSR0HjTTra71e2nmj3PFDIV9Mh1Az64ya5ef/AFL/AE/rRRXoHKQah+61O5ROFMcT4HTJWsV3Mty6vyAGwPoM0UVDASX92qFeDkVTnJkugrdAcUUVL2KRKt7cS6fDbPJmG1LiJcfd3HJ/WqkFzLb30E8ZAkV+DjNFFSMfeuwBUHgJkVYW/m8O60l5Y7PNhUbPMXcPnjwePo5oopAj2X4LMZPDeu7uf3VsP/Q6o+JeddmbuYEB/Dd/8SKKKcPhXqN7nJX0jKDg4rlbx3csSx/1e4/jRRWjJOjW6c+D7ODagVrl2YgcnCrj+ZrnJGMtwFbpvxRRSYkXdWtY7S6ubWMsY04G7r0Bqbwjbx3WqNJMCxhj3qD0zkAZ+lFFSx9DL1ZRba1eQxcRmRhj2z/9eqUo2Q28g6uDu9/aiipGbOoeL5vEFxYQy6TplqYNkUUlqkilYxkBAC5ULyScDJPPrXs3xCUGyufaeJh7HIH9aKKceo+x55eMQ7Huef61zepTybWG7gLmiitpbGfU0PAEhPilCVUlY5GGR0IiYg/XIHNZN1M7KG4y5ycD15ooqOg+pLBZx/2E17lvNFwIsdsYJrLm4nYDo2M0UVLGjpPFNlBa6HaJEuPKbCnucjJJ/ECuag/0iY+ZzlCf6UUUmCJ9L8QSaRFIjafp2oRSlWKX0HmAMmdpBBBHXkZwe4Nep/DfU7vVdI8R6ley+bdzSpI7kYyx3np29h2oooXxIpFPXoUt9Z1KOMYXz2P6Kf5u1cfqUjBtoPBzn8qKK0WxMtypJYxN4Zl1M7vtC3SRjnjBDHp+AqS7vbme2h82Vn8mMRx5/hXJ4H50UUkD6E3hm1guvE1jBcRLLE/mbkbocRsw/UCsi4YtDk4+bBNFFLoHU67wraxR6Qs4XMk5O8nuAcAfSuLuoljvpolyEEu0D2yR/KiipYLcTUP3UibPlyuOPY8Vox+KNY1K3s9LvL6ae2t5ZJFEkjMSXAzkk8428emT60UVMtiluf/Z", 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", 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", "info": {"video_id": "3513", "label": "dropping eraser next to calculator", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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UpCsRyIokP7y4b0X29W6CpSGYPi2aCPwb4mhvZFhglRDbu/RpsfdX1OVX865jxhqjax4P0a66vPbRuT/tAAN+oNctrmpat461+PMTSYytrZwj5Il9v6setdh4O043ml6h4X1WHbdWMgljXcDhH54I/wBrP51nXTjFT7G9Czbi+pxHhdXufFdiicfP83sAK9aiWXS9TXcCkM7ZUH1rndC8Mx6R4xxIT8nIz3Feg+ILWKewVwOncdR71zVavtJJo6acPZqzPLNM0TS/D1n/AGnqbxXEi/dkZd8O7jKIvBkbBPPGCvbrVjQfCd94zU6nqTHSPDMcruG5LS7mLbI8/fOSRuP6mt7QfAUkjxeIfHKu7ykvaaOo27iTuJcdEXJyV9+fQ9Te3z3ciyTlAIxtihjGI4V9FH9a9SUrHmoh/wBGttOj0vTLRbHS4uUt1+9If78h/iY1DmkedCRhutNLgdTWVxkgPrVTxB4ktPC+lpcXKrNeTLm1syfv/wC2/og/Wl1fU4PDuni7uUjkvJELWtrISFJwSHk9F44HVjXklnb6t418SqJ5jNe3bbpJZOiKOpPoAOgHsKqMQC3j1Lxr4pRbi4aS7u3y8rDhFAyTjsABwBXa6vbaT8PdZ8O3ViHFysrG5LOSZIDhSSOnc4x6e1VfEenw/Dm50i90S5b+0nWVZPtADhkwBnb2ySRXCanqV7reoSXd9O09xLwzHA+gA6AD0FU1dWBOzuj6qQo+11IZcZUjuPWlcgA965HwBr51vwlatJgXFt/o0wHqoAB/FcH866V349a8mUeVtHpRfMrnGeOk1bULrS9M0TTzc3s5lxJ/DEuACW7AZIIJ6FRVnRfCWneErg31/IuteJmO55peYrdvbPf36/Suo0LWY4vFI0twoN1bvJGe5MZXI/J8/hVDxVEbTWZdowsyiYY9eh/UfrXoUH+6RxVl+8Zn3U8tzcNNcSmWVurHt7D0FVXYVSmuHDZzTYLhpGCEFmY4VQMk0yC2WAqrr2vWfhOxW5vl829lGbWy7n/af0X26mode8Uaf4Plit5StzrMhGIAQVtVP8T+regry7xJqc2qarNNJ5gR381RK25slQNxPqQBVxiSEn9u+N9ckmKyXd24yQOFjXsPRVrsfB+raL4O0fU4dWdo9YS4ZZLVVJdgoG0A9MZzznitHwfrHh7wx4Biv5ry3e8mZnmgRgZWcEhUx16AdeBnNeUalqM2qandXsxHm3ErSvjoCTnAqxHffDvxNPc/Em5muHVf7VVw65wAw+ZAPpjA+te37wF4r5lGkXukafY60HVXZ1lhw3IIO4fXgZ46ZHrX0NpmpxarpdrfwEGO4iWQe2RyPwOR+FcOKhZqR2YeV1ylq5l+Q5PasbSfAVj8P9LS9tUjvNYlfY99OufKyCTsXt6epzye1WNTdyhUMQMHkVsaRfnxZ8NbW9U5nmtAx/66pwf/AB5TRhftCxPQ5eWQeY8ssrSSufnkc5Zv8+lV2kU9CDVWaQkZB4IzVIyt5i9TzwB3roOY0ywouri10mzS81JiFkOLe3DbXnP1P3U9WNZ3iDxFYeDbRJdSjW41aVd1tpufujs8voPbqa841DXNa1vT5p9TnLNPL5pyoG/HQAdlXnA6D6mqjC4myvq+t6v401iHzUJZiIrWzhHyRg9FUfzPU10E3hmTwC+keIL14rwpdAPaJ8vO0n5WPXH06gVi+DNcsPD3iaLUdSt5poEikQCEBmVmGA2CRnuPxpfGvjGXxTqEZSJoLKDIghY5bnq7Y4ycD6AYrTYQvjLxlP4pniQQfZrKHJjg3bjk8FmPc449BXtvgfV01bwfptz5nmSJCIZSezoNp/ofxrwHw9pdvqVzcC6n8mOGBpiTxkA4z9BnOOp6DrXffCnWEg1LUtG3kxyf6RDn1HDcduMH8K58TC8L9jahK0rHrctwoOM81w/jS11rVNS0zTtBtg97cLJmbOPIRWRt2ei/MF+brxgda3riVmcnJrJi1o6V8RPDbSORFd+daSc/39u3/wAeC1xYaV6qOuvH922WNB8GaZ4FdW2LqGvlQz3ky/u7fP8AcU9T79fcdKvSzb5nlllMszfedjyf8B7Vu+MISk9tcjo6mNvqOR+mfyrjpXbJOa9CTZxIvlgehpu7HOaoQzsvyYLFjgAdSfaq3ibxVZeDIljlVLnXZAClpnctqD0eX1buFpJXEy5ruu2fhXTxeX6GW4kH+jWQODIT0Zz/AApx9TjivIbu41zxvrxkdXuruQYWNRhY0HYDoqj/ADzUniXVptV1B7iTzAswV23vuaRhkb29+TjsB04rtPh/rHhvw/4RvL++v4Ev3nYSQA5mZVA2Kq9Tnk+nPPStIxshGd4VutL8Ef21Drzm31ddipEqby6bc4UjjkkHqO1YHhXxK7/FCG8lZY475mgdS3AUj5QT7ELWLr+sTa9rd3qMq7ZLiTdsBzsXoq/gAKrT6Bd22jR6vlVDtujbdhhg8EfiD78ZpThzpocZcrue8eILdU1C2vE642nFWlvPtNg0TcnGKzdM1FPEPhyyvwQTNErn2bow/MGolkeCQjsRXjx0bi+h6cndJno/jKDfpcN4nPkuAxH9xuP57a87nbk811/gDU18X/C6zErhpvIazmJ7Onyg/XG0/jXFTu3KuMOMqw9COCPzr12eUQO+CCT0pde8Q23g3To7q/jSfVZ13WWnt2H/AD1l9F9B3/lFrutWfgTT47u+jS41udd1lYNyIx2llHp6Dv8Ay8tikn1LVptX1yZ7i6mJkYuep9D6cdAOnAqoxuDehf1LVdW1fThPqc7PI8hmO7AMjH+I+wGAB25A6U7wh4qHhLVZ706et75sBh2mTYVyQc5wfTBqjc3LzztNMpKgEqg45/yTx2zWPI+3A/iPpV7Eq/U0fEGv3viHVpL69ZfMYBVRPuxoOir7fzyTVnQbqz05rw3tuJZWt/3CsMgnPKn0GOSevGB1zVDRLm20/XLO4v4jLbbiHAGSMggMAeCQSCM8cVDeyoXIjJIjzz3x7/hQM734W66LTxNPp7sBDfp8oPTzV5H5jcPyr2ckFetfP2rRWugQaO+ny5u4lW68z/noThg2e3IIA9BnvXuGm6lDqml21/Ew8u4iEij0z2/A5H4Vw4qFpKR14ed1ynI+LdZ/4R3xr4V1XcRHFcSCX/cbarfoTXpPjq23afbXq8+VJsYj+63/ANcD868o+LNiLzQIb5M5tJtjD/ZkHX81H516V4Rvx4x+FVk0ki+dJa/Z5GP8Msfy5P4qD+NbUV+6RjW/iM4tYZ7y4S3to2klc4VVrH8U+MbbwgH0rRHju/ED/JNdL8yWnqqer+/b9Kr+MPHkWlpL4d8Iy+deSZS81RP1SI9h6t+XrXn1rYLaoSx3yt95zW0YmbZZsrdLeN9Sv5Dc3crFvnbcS2eSc9T/AI5qpdytMBLIwLuxwO+Pf8asLsVWLk8dP64/Ss27mIOB16ADtVkpa3IZHAJ2gbj1OK07PSi2iDVt29Dcm3KhSdhC5yx7ZzwPY1Jpvh6e50O41d2VYY92xcjLlcbvoBn8T0rKjkniaS1iLkSOMIuTlug47nmkUX4P7Q1eaz0mAyTumYYUzwq5J/Ackk16v8LNUY6ZeaLMwMlhKSnujE/yYH868u0TUf8AhH9R+0PGJVlgkhZT2YjI/DI59a0vBviGS08aw3txITHdOYZ2PGd56n/gWDWVaPNBoulLlnc92vDvhbj+E1z/AMA9b8/RtV0WRvntLgTxg/3H6/8Ajyn/AL6rWvbhhF8oxzzXm/gW8HhX42SWO7bbXkkln7fMdyf+PAD8a58J9r5G2J2R2uq2Mtvrtzp8MbO4mIiRRklT8y/of0rn/FHiuy8ChrOz8q+8TsMH+OKxz6/3pPbt397HxJ+KNvaajcab4UCSarIvkXOpR/N5YH8EZ6FvVug9z08rg0p7JvNutzXMg3lmOTzznPc+prrUTmuRwLJcajJqOryvc3UrGR3kbJLdtx/zx0qe5uXnuPMmB8pBkIODx0z+nFD/AHgfSql7OCSeg7Cr2JtqU5JNoBPU9qsaPFaz63Zxai+y1llCyPu2gA9MnsM4yfSk0eyi1HWbW2upjDFM+3eBznHAGeAT0yeman8QwW0GozRWjL5cb4TacgeoB74PfvSKIr4iCYBHTchZSVORj29vSt3Tre68I3mj61MSHaXdLH/cjIGVb/aKtnHbiuejtTLbiaUgicNt59DjP51Le6vd6qLWKc5MMSw4/wB3jJ/mTSdmrMFdbH0RdMrKHiO4MMgjuPWvOPiMbmBNNvoshoZWKsP4X4Zf/Qf0rZ8H62+oeF7WNmzLbA27k9Tt6H/vnFXfEGlrqvgTXSfmmtvKuIz6bS2f/HSa8qhHlxCj6/kehUd6Nz0a+uo/EXgODVYORJBHdqB24yw/IsK4dYpbqdYLdGklc4VV6mr3wO1ZNU8Ay6XM25tPmeEqf+eb/Mv82H4VxfjHx9DpCy+HPBsxnu3zFdaqvX3SI9vdvy9R6TjdnAWvFnjS28Hb9L0Z47zxIw2y3CjdHZZ/hX+9J/L9K86sLdY/N1LUZmuLp3JO8liXPO4n+I8598GobPTls13Od87fef0+lTDYpcv6cVqo2JepXvJ2nDSythmfCp6ev9PyrNkfb0GWNT3k/wA3HXsvpV3RtAm1Gwu78uqxW4PBIy7gZI9gBySfYDNALQi03SmuNKuNT3bkt5kiZApJBYEhm7AcYHqaqTzXt39n0qLzJtkhWCJeeXOcAepNM86a2lmjiZgkoGQD+XH41oaRdDQtVgvJ42ddrxyJnBG5SOvb6/WkM7L4YXr266joFww8y0lMiYOeCcMB9GH61219DmMuoyV5rxTQfEElt43t9TmICTSeVOVAUbX46DoAcH8K92jkE8bRheo715OKhyVeZdT0KEuanbscz8Adaa21DWPD0zEbgLqJSejL8rj8iv5VuePtf0nwJfXV8PLvNYu2MllZEfLCSOZJPbOSB3/WvKtUv7/wJ8Rm1Sy8szAtIocfIwcEEEenP6VW061m1jV5NY16aW4uJiZiH+85HPPpx0HQAV6vLrY86+lyltvNT1CXV9Xme4vbht7NJyc+p9PYdqlb5XB64Oa0L6ZbiZpI1UJnaCvQ44479Mdazbh1jXJ//XV2sIq3sw5wMDsP6mmaJb2tzrdrHqLlbeVyCc4BOOAT2BOAT2FSaVZHWNXhtnnjgErbRJKcKKTWo7WG6mjspC8EcmIXbqwHel5jF8QtayancfZSDFv+QqMD3wOwz09qht44hZxyh9zSht4/u4OMf1qvHBLIguZEYRMxVWI4JHXB9s1XUyIXhHRmqWMsRrLOQrFmSEAFuuB0H+FesfDLV/M0650qR/mtn8yIH+43X8m/nXlSzSWG5Vc+XPH5cox97B3D9RWz4A8268XrF/ak1iZIpQjRJuMhClgvoBxnJ9Kyqw542Lpy5ZXPZPEenHVfDGpWoOGcKR+GT/PFeMaZ4q1618OXXhbT5jFbXM5llKcPggBlz2U4Ga9P8Eanealp2pPeXMk2xoCN5+7ndmuNnsbezubsRRBJBcypIfUhjj8MEVdCFqaQVXebZT07TrHStM8xh5txL8hOOnYge/INU5FIJB61dlKATKyFi0DKgB6N6/yrLvLvykUMwL7QCcfrWz0MkVrqYRKR/FUlpod3c6XPqrJttYurucBzkDavqeRUSwGREndHwSQWI4z1/PBFD380Nm1kZX8gSeasWeCxGM4qRkI1G5tbS409JWFvJIJTGD8pbGMmqqyS2ksN2vDo4cZ9qmsngTULWe/iaW0EoMsanBZfQUl04lZlVNu5iQqgkLk9P6VIxs8xm/dxjcBz9TVmb7NFbwG3lLq8SOSRgq5HzD8DUVn5AsxIrnzt7K6kcKoAwQffn8qoOrMHEeSifN9AT/jSA+gtD1Ua14atLxmBkeMCQDs44b9R+tcJ8UdIl/4SG2urSMl7gMp28YZTnPt160lm0OkeHI7nRdb1FoZLsw/v4ViS4YIC7xDrtU4U7vUd8gdd44Xy5LSXOALl4n/3XX/EZrOhT5XI1qS5oo870iyh0pxNKqPIFO5yuQp7YHpn86kvJZbieV5gRICCUbkgHkZPfvU86/I6HgkEVm390FkaZ3zIUVPoAOn/ANeul6GHmVriRYlz1PYVX0yy/tTVobeWdLdZW2iST7oqXS7O51e+eKJQSAdxccKMck+n+JqCf5YwwHK84qRjtXS2gupVsZGeCOT907dWA71QVWnYu3C9BQd1xLubhRVltSkk062tJAgSz3qgVcFixySfU9Bn0AqRlSK4eOFocnIJ2+wPXH41ZtmitxcRzxnzXjVonB+5g/MD9RUaI1pd2011AWimBZQWxuzkA/n/AJ5qK+lViO5QdaQHY+ANWEWqz2jttS4XcoP95f8AEZ/KvY9GgjvNE1qBshZFjQ/Q7q8G8IWljL4ttrC/v5rVTJiO5hniRUbuzM/BGM8DknAr2P4fyXZj8W2l1Jck2ksSKlxgOmDIPmxxngZxxXP7L9/GaN1U/cuB5Al1rWiX2r6Fp1xLCt23k3Kocb0UnGT2GDz6g4rZ0axsdGspLh1Et190MRwD1GB+BH863detootf1RljUSNKkhfHLKyDH5EH86yN6w3EcjRiQAMCv1FdqSRzvUz5hgnjb6DOcVmXcyxKf73YVPc3P2W1SN3DOq4zVSOBriH7QyOVDfM3bkcD2PB/CkA/T9FutRs7q/C4trdd0kjcDP8Ad+pqut/cWCXVtFKyw3IUuinAbB4zUj3j2sU0AkYQyEOUB4Zh0z+dUImQzxTXas9uJV81UOCUzyB+FSxjS0sWy6H3kcOufY5qW7uPtTbF+bedx9yeam1GeCWebyIvLjdyY4xk7FzwP5VHp6QC3d9+JlfZsI6LjOc/WpYypeQwJZQtFKHEsQd+MFHycr+GP1r2bwhrY1LQLO7dvnKbJP8AeHB/ln8a8RnBdmVCTGGLD2BNd2NE1nwZ4e024lubmGTUGlkkt9hAt8BCoY/3mVskdseoNc2Jpe0jpujehU5Ja9TpfGmnW13q9tPNHueKGQr6ZDqBn1xk1y8/+pf6f1oor0DlINQ/danconCmOJ8DpkrWK7mW5dX5ADYH0GaKKhgJL+7VCvByKpzkyXQVugOKKKl7FIlW9uJdPhtnkzDalxEuPu7jk/rVSC5lt76CeMgSK/BxmiipGPvXYAqDwEyKsLfzeHdaS8sdnmwqNnmLuHzx4PH0c0UUgR6n8LCZPDeqFuTi2/8AZ6y9YGNa1THeYP8AjtH+NFFXT2Q5dTnr2VlU4PauZu5n805OcgHn86KKqRmjsNVlI8MeHowqqrRzSHA6t5hXP5AfkPSuXgUXeoQxSE7XkCkjrgmiikxok1W3S3ubu3TJSKRlXPXAPFaPhC3jnu57mUbpIlXbnoM5yaKKnqPoc/eD7PqF3DHwgduPoTio5x5awMucup3c9e9FFSM3rrxhNr93p8Muk6ZamDZFHJapIpSMZ+QAuVC85OBknmvYfGsKTW9xvGfLng2/8CYqf0NFFNdSkebXrttLZ5Kgn8RXOqv2u+hhlJKSPhsemelFFayM0WQ0mj6/qtrZSvHGjyQdeShyCD+FUJiXlKk8Dpiiio6De5p3cEMXhrRZY4lWSf7QZXA5YrJtGfwrO0q2ivNdghmXMbMSw9cDNFFDBG74yiQ2NtJjDK5UEdhjP9BXM20ayRzFhknK/hiiipYLYXSvEMmkrKjadp1/FKUYx31v5gDLnBBBBHU5GcHuDXtnwb1G61jTPFd/fSebc3DQySvjGSTJ2HT6UUUl8SH0ZR8S867M3cwID+G7/wCJFclfSMoODiiitV1A5W8d3LEsf9XuP410a3TnwfZwbUCtcuzEDk4VcfzNFFCJZzkjGW4Ct034q7q1rHaXVzaxljGnA3degNFFSMm8I28d1qjSTAsYY96g9M5AGfpWXqyi21q8hi4jMjDHtn/69FFQHUpSjZFbSKSGcHdz1q8/ijWNSgsdMvL6ae2t53kUSSMxJcAHJJ5xt49Mn1oopPYpbn//2Q==", "info": {"video_id": "3513", "label": "dropping eraser next to calculator", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "3513", "label": "dropping eraser next to calculator", "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": "19695b6adc73c691c1504cb339d6c7048bb8d9b41444a971ee66b613b98501ea"} +{"episode": 55643, "episode_seed": 2406758248, "split": "train", "timestamp": "2025-10-13T03:26:03.463619", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2406758248, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a watch 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "146404", "label": "putting a watch on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "146404", "label": "putting a watch on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8a1f1d63c1799c3473e97712c73409278437ce86750448d37b741ed259d09316"} +{"episode": 55644, "episode_seed": 2827448784, "split": "train", "timestamp": "2025-10-13T03:26:04.805283", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2827448784, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 thermocol ball 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "79848", "label": "moving thermocol ball away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "79848", "label": "moving thermocol ball away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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KBtlAyrehrxrVLKSJ57K6jKvgqwP8676M1WhyS3OeacZXRpyaw1/qEV6se+ERBUx/EwySPxUkVSRh+FO8MWxPhgwA/voJCQfcGqyPUYRWckx1OjNCNqso9Z6PVhHrtMzRR6S4m8q2lk67ELfkKgR6ezBkKnkEYNAjU+G/xPGpRR6VqZCXcQwkmcLIn9CK7/Qdej1a5v7iNg1sZ2WNh0IAxx+INfLus6ZcaFqQliYiNmJjcfyr13wR4otZ/D1tFDtSRfkkjH8LV5GIUoaHVTtI77WNMi1WGQYw2flPpXmGsab5MslpewhgD/EOCPUV6tpUzXKFm5yxpmuaDb6zZvFJhJl5jkA5Bp4as6b12CrC54boUc8zXOnPn/QGLwc9QTkfpxXRWN27262js5WA5iDdkbpj6YI/Cmtomo6J4i/fWrbJE8syqMqxzxzWzqllBY2dn5RQyuXMhBzzxx9Ov61rBL6x7u3/AACbvk1IEbmrKNWfG1WUevRRiaCPUweqKP71OHoEWA1cB4o0mXRL863py/uW4njH8JPcV3HmVHMsc8LxSqGRxtYHuKmcFOPKxxk4u6K3g29S8sN+chxwa3p4I5XAdMnGMjg15xps0ng7xD9jkYnTLpsxMf4G9K9HSYTRLIvPvXiVISozsdiamrlqwt4LUBIIljyScjualvhsgOTzikhYbQ2Oaj1GQNCee1TcTR4AjcVYVqoq1To/Fe7c4i6jVOj1RR6mV6q4Gf4njMuno6/wPk1z2katc6LqMd7auVkTg47iuxkVJ42jcZVhyK5DVNMeyl3LzETwfSuatC+ppB2PfvhpOsuntqUlyZ5bljIzueSSa9FN8sg2lhwwUfmK+YfAXi6bRbg2EhJt5Wyg/ut/9evb9Lv/ALQISXBYfOdpyPbH515U4uMrHVFpq52mxZEb0zzn6V5Z8QvBZRZNY02PIwTPEv8A6EP616pbYNuef84rzi61LUrzxrqGk/21dWtuGkESRqGBITcF9hweTW1KTi7ozmk1qeXWsmdOtVzkAGrKPVecbZPNDH958xXsCeSQPxoR69LD/wANf11Oee5fR6sI9UEep0etyS+r1yvivSpJ3F9Cu7C4cDr9a6ASU5mDKVPIPaplFSVmNOxzPgDXItI8RQrdY8iT5QW/gb/69fQNtrgnUmJgTjHX1r5r8QaX9iuvNiH7mQ5Hsa7/AOHXiJrtFs5pCZYecdWb0P0rycRSadzqpzPe7Y+bHv8Apiub8XeE016z8232x30f3GP8Xsa3NKuA9qOe2Kx/HF/dab4ZkuLKd4JhNGA6HBwSciohJxaaCSTPLdHsr3T9Qn06W3kS5ZziNhw3vn096ylbBxXWaxf3J0iG/t9c1C4/0gwBriNUEpC5Zo8c7QflOfUfQcWj85rvw1+aTfUxnskX0ep0eqKPUyPXWZGij1JvzVJZKkElAxmp2MWp2L28vflT6GuD0q+n8N66RJlVB2yY9PWu/wDMrmPFWm/aIheRL+8ThgO4rGtTU4lRlZnuvha8D20TggxsoKkHINdOxyCwrwr4TeLQG/sK9l5X5rZm9O6/h2r26GYNHjPavIacXY6b3VxCFcEMAQT0Ncb45KK1jtUA/vMkDGfu1Rk1e7m8d3elz6zeWlq05SMxSxosfAJJLjGMZ46k1z1/fahNqdzbX9xcym2lZEW5xvTnHOOM8DpxXThYv2if9bGc3o0TxvU6PWej81ZR69UwL6PU6vVBHqZZKQFrfzSl6reZSGSgRS17TY9X02S3b74+aNv7rUngPV5p7dtPu8+fbt5Zz7VaaSudLvpPjGC7jYrFefI3pvHSuXGUueHMt0a0pWdj1qSLZGCBwRWTfS7IiD6VB4j1W4i8KG4tZnhnEsa7064J5Fcl4jh8Q6To2nXl3qF35t2X8yJlwIQNpUE4+8Q2cf8A168xU21dG/P3POFNSqaKK9hHITITipQTRRVgPBOaiu4kmtnVxkYoopPYFucU2Y5TtJBU8GvcPAN7NJptqznc8igsx6miivNrbI6Ibnr2nSM1tz715H4hvptN8cajeW+3zY5227hkcrtPH0JoorKmORx14NojA7DFRITRRXp0fgRhLcnQmplJoorcgkDGnbjRRQMp6tEk+nSrIMgLkexrlvDV9Pp/iSxmgbDGZUYHoVY4INFFcuJ2LgfU2nMVUY44HFZvxD/5FGT/AK7xfzNFFeZHc3Z5rquutq0MMcmn2UBhVUjeBXUqg/hALEAc56da55CaKK9LDdTCZOpNToTRRXWZkqsakBPrRRQAuTTJPmBB5B4NFFMDgLp20zXjLaMY3hlDoR2Oa+mtAuZbnT4ZJD8zICcfSiivHxPxHVT2PPfEGrNpvirV0NlZXcclxuKXUW8AqOCDkEdemcHuDWUt5Pf3dxeXL755n3u2MZJoorfD/GiJ7MtITVhCaKK9ExJ1JqVWOKKKQDsmgk0UUCImJ9axPEfGkySjh4WWRD6EGiiiXwscdzpdbmeTwYrsfmZ4mOPWuQ1HWtQvtOhsbm6llggdpF3yMxJbHXJ5xjj0yfWiivHp/CdEtz//2Q==", "info": {"video_id": "79848", "label": "moving thermocol ball away from the camera", "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": "21eb79539aa509d6420d307d8dada6b93a8d777de4fc67679b16c01c887bb8d5"} +{"episode": 55645, "episode_seed": 3625526354, "split": "train", "timestamp": "2025-10-13T03:26:06.286396", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3625526354, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting battery onto compact disk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "156923", "label": "putting battery onto compact disk", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "156923", "label": "putting battery onto compact disk", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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/azYIMRYEeo5H8q8ud+Biu31aQJpVyxPHlN/KuDkIVeTzivo8nSjGfLtofIcRUFTqQXqVbk8Vy3iDDSWwPT5v6V0c7s3AHFYOrwmd4Fxn739K6Me7UZN/1qcuWR/fxXr+RzboUYj0rT8P3ZsNZs7sceVMpJ9s4P6ZqvcW4t5WS53g7Dtx69s1HCwRM4JJ6V4DalE+kiuWZ7NrPgLStauxJbs1pNJnLR/d9ckVymkRzadffZLgYdOVPZh7V6FZXvlW1vLLnmDDY7Epj+ZrldTiaaWGeKMmSI/w9weteV7a/wC7buj1K1JxbkkdX4Klk/tW9ty2IZIgD7N2P4da1n1u8uowXkP51xnhvVpkknSKF/Pl3LErDBJAwT9Bmt1LiK0tQZmZSDt27cnNVSjKKdutjOl7KT5pF5riRhyxNcFMNs0q9ldh+tdTcarFBfR2pSRi4HzgfKMjIH5CuPupDLOVX/lo7N+Ga9nKubnd10PF4jVP2UFDe/6Fa4Yu21enc1VkXZx9auSgICO+Ko3Dcnr3r2JaHzNJX0Rj6FLbW+pNNeRGWEkBkBwSO+K6258P2hX+1dFuxdWKEGWNuJYN2QAw79hketefPL5MoWtjSb0LeQB5CsbuquQexPNbYZ82HSi+h784uNdTe1zaWGaSQrGgOD69avJp1/bGO7EPMbBwueTg10MzWNiDDp8BaRvlM8nLNn0Haun0LQftiLLcOUiiGXY/3f8AHtXDKsqVPmcbJ9/8j161R8yjFnNeKvDz6ytvqNjGXEkakqvUe9MsbT/hE/C19PffJPcDZGh5I4OPxOasa1qVzoWryy2jKYJOBbn7in2+lcvq2r32trtvGHljlUUYAPrXPat7NUZP3N/M5401z8xiKxwOaDIw71BH573AUKSiqSeOOlVo7uV1kMibdvNb82tzt5otFP8AhP1NQSNTmcgBR16momGetevtFI8K3vNl3TZBEskx6owI/I1lXEzyXMjsclmJNaEAJ0q8YcbWT+TVktyc14eKl+8kvP8ARG0ILmcj6N8A6Q2o+EdNv38tLZrYI0j/AOzkH+VdTcTaRpGmqlvYw3ExJDv5YwGrx3wB4onbwnNoXmkfZ5TJGueqNyR+YP513i3PGVYqDj3Br5vFTrRm43sr9Ovqz16OHhVipS1G2dyf7daBj/ol0DIXYfLEehz7YxW5bWGlQzPMtzbiRBuVlfdk+w9apSWxFqGGHmf5mGMcY4H9ar2sKRxjah3+mKznRUoKcm0326+pjVjaTUdkZlzq/wDad8GlUxyhQgjx90DOB9etQpdwys6xyqzRnDBT901PDDbx6h9qlUeYgJB7Z57VQXSYYZJZ7csXk6g/wjOce/JNdalCOi000NaVVtJPYwvE0u+7tgGzhWz7c1kTSgLmjUFKXlwxk3nzNoPuT/SoWhAALV9HhIONJeZ8rmEozxEmirI7MxOOK5QzcYxz611c7fKccZHFceylWIYEEHkGscWr2OvL3ZSt5CmRj3phoorjseg3cfFGZZVQdWOK6qx04C4jXayxlRkZwHqp4S0WTV9TWNQdo5ZsfdXua7DUIAmvi1gXKptjVV9q6XBQpa7v8F/wTmnUtKyNXwrbw+fLC0QAdPlI4wQRyK6xNEJ0K4t57lXaaRSOw2r1B+tQWWiTaPFNNJEG226srf7RI4qrJrrR4R0AVMkmvNcpVW/ZvY7sIlTjapv/AJkOv2z6bokFmWbDuEXcckqDk/h2rklXzzI5+7uwK0dX1d9Tm+0McRRJiMfzNZ0X7vT1zwSCTX02WYeVOhepu9T5zOMWsRXvDaNor9StOwAOPQ1DasguCWAOOATRM3b/AHRWfJcGMgg9cmufNfew016fmjbKFbExfr+TNu7sLW8+aWJWOO4rR0nTbCMrttYc9iVyRXOw6pvjZSeRWrZX5jj8xiBiviqlOoo8qZ9xTlTvex1MsyiMrkAAE8VzMuqH7bHDEQWY4rM1LXmIkVHwCKwbXVRDfpPI3Azk9a0w2ClZtk4jFrRI9T8PWrjXYlllVmKMyY98ZFb+pWcE12PMDYXGSGxnqCM/pXHeCdQTV/EETIGWKJThjxuOOldn4mEifZxDxkMpH0watKUaig97HnTqRcpNbXINYubOC3urgxr5yx7I+OhIwMVwCj/TlH9yOrl7NNNeFHbIjOWGc/N6VTgBN1Ox7ACvpsqwvsYcz6/kfL5xilWq8sdor8WRXBHmN06gVnTH5SeehP61dnJ3HuN2efpVCQ/Jg56CuyW5xUVocreZ8xSeuOvrTI5WRuvFSXisrqWXBOarZrlwlRqEWj6eqveZ7d4Csm8U2sVxGN7w4WQejD/GvUNTKaVYLZqQAi+ZKfV+w/CvnT4b+O5fA3iA3TxvNYzr5dxCpwSOzD3H+Ne263r+ma7pC3em3CzQTfMWB5B9COxrkxaqVa8Yv4Sqbs3LdnBeK7hbieLBHdq55lJTG44xVjVnH25l7DFUzIPLbBroqO0rHTFWijLF2sYIBxxiq15cJJAsakFmbn6VDcrHGoZ2Iz0UdzVUZjjZm+8RXXh6CqT5uiOetXcYcq3YkfzPI3bOBUTt/jUifJa57nmtHwto9t4g17+zrq9ktg0MjRlI95d1QsF9hwefau3EVVSgmzigrsq2SltG1E8YHlkjHX71ZBGU+lbOlMDouqAkbiIyM/jWOoz9K8Jy55zfn+iN1oT6ZqEum3yXMZPHDD1HevWbDWkurOKWG4UblBAJ6HNeNkYOKu6bqUmn3cUoG+NGDGMnhvauSpQjUacuh1UcQ6aa6M+k7Ofy9Fae6kTzXACew+lLaSiQNnGQRyBXlt348ttUs40iZ4XyMxv0H0NdVoutwRaYHluoVB5O5xxXDiKMvi7kU6zm5K1jPuXu/MkMe5su21VPOMmqw12SG0lAYecfkUEc59fwqLUPE+m2mVs5DdXRbChD8ufc1kpDNk3Fw26aT5jjoPYV6OFwvtviWiOHE4x4aFr6sgcZuYYgckEuxou3+Y47ClhG68lkPRRgVnanMyROyMQS4A+gr3ZtRgeLCLnNL+tRsrfOMH+L+VYmtx+XrF0vX94Tmup1rStPtvD1vqum6nfTh7o2ubmFY1uCE3O8QznapIU7v7w9wMDxUF/4SC5ZSCCexzz3rzJ1FOaXk/0Paw9J073MOl70HrQKwtZ2Oo968F6RpemeDbee0uobm6ugHmaNgSh7KfTFR+H9M8/XrjVJVJRHxH7n1rxG1vbqykEltPJEw7oxFb9t4+1+0tlgiugFBzkqM1FVVJwcU9WZ06aVf2k9j6E1a5hXTDG8ixrtALMcAV5ve6quryPZafg2in97Ptxv9h7e9ea3fiLVdVnVr29mlGfuluPyrrtDuRbWSqerfMa6srwKU/f1OfNMVKNJ+z3ehZvYmWExAYzgD6Uk4xCI/YVZlmWc1SvOGyGzX0raUWfMU23ZMzZnBJb/AHjWNqkwhaPjouK3vD9vY6r4oXTNUvbi1gmbYkscsUax9yWMnGMZ4HJOBXMeJIJLLWLqzkFwpt55I9lwAJFAOBuxxnjnHFeHi6sZQlD+tz6LBUnTnGoQLqJjZtoyD60p1ebaVB4+tZtFeV7OPY9b20+5YluXlJyetSWtq9y6qFJGcsfQVUBwc1u2etWdnpbQJaOblyC0hYY/Cto8sYO25lOUnqd/4KiW0v4Nq4XpW54x8SRReXaWxEl4WO0A5CZ4ya8wm8bXYsIbWyhS2aNixmBy7E1R0q6kkvRJJIWcnczMck1zU8I6tVTmRUqOFOVj0KOyWG2RfM3ORucnue9VViaISHHXnNUl1MkctkGni/yn3q+kj7uiPkZU6t231I5c1SmwFNLqV2VtC0TFW3DkVN4k8N6p4f8AD+k397JOs98ZPNhaMgQYCFAx/vMGzjt9QcYVKyg7M9DD4ec1zHJamcyIPaqNFFcOF/hI+iq/EwFXLLVLzTXLWs7x56qDwfqKKK6JbEo321O4u41ml272xkgYqnfalcRQjZsB9cUUVhP42dv2DOsy1zcmSZizDpmproDaaKK9nCfwTyKr/ekcn+qUdsU3TdVudF1ZNQtNnnxbgu9dw+ZSp4+jGiissx+FF0SrbMfPVc8Ht+BqIcNRRXkrc26jW+9SUUVlLcaAdKfubGMn86KKaGaGj/8AH2n+8K7dXZgVJ4A4oorvw+zPDzP4kQbQqSY78msbUzi3z70UV0V/4Zjhv4iF1/xVJr9vbQy6TplqbdEjiktUkUpGucIAXKhecnA5PNc3KS0UZJyfm5/GiivKjue8h95Ekaw7FwWQE+5qoKKKmfxFQ2FooopIoehw6/Wurs5nKLz0FFFengtzgx3wo0Y5pBjDdTUkjlicmiivVlseK0rmTFrraRdXUZ07Tr6KZ1cx3sHmAMucEEEEdTkZwe4NYWs39zqmoS395IZbm4kaWV8Yyx9h0+lFFfP4j4pH0FD4Ymd2ooorlOkKKKKAAVas3ZJCVOO1FFa0viIn8JrxTyEdasrK5xzRRXpQZ5s0rkF7I3kYz/EKL/xJq2p6Vb6ZeXs09tbSPKgkkZiWfGcknnG3j0yfWiiuav8AEb0NIn//2Q==", 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", 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", "info": {"video_id": "156923", "label": "putting battery onto compact disk", "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": "f540fb3914c1e033f234676c71c2951cd0fd2827df59b1c9ca304f71a402d5a4"} +{"episode": 55646, "episode_seed": 4041321823, "split": "train", "timestamp": "2025-10-13T03:26:07.288830", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4041321823, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissors and cigarette box 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48930", "label": "moving scissors and cigarette box closer to each other", "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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Y2EfSW6XJH1zVhbexcfJfJ+JFYqvYseUK/gakMdiyMBJg49aPrclvELROjbRJprS1E8lusaruUtKRuz36elZmo6BNYOYw0ci7N4AJ4Bycc1c8QIm6ziNtJORpyrGUjLbWz146Uni77UupwtBMyD7MgKg49a6ZTUI8zNJQtCLvueX+HfDs/wDatwb6wYSQorqrDON+SD+VdS1gVH+qkA+hq1Nd38VzL5Lb04G5lGTiov7Y1NcsyKy5xjbUSrUr2Zko36mdLAVP35B+NU5UcdJnH41rP4gO/wDeWi/QGqsuuWrEhrU4P0ovQfQfJI0U0iQD/Wr+VWrXRZpLiJNykM4Bx6Vz6WtzxiU59mNdP4QtrttWaWWRmjhjJALcFjwP60QxEZtRQOKtuazXGmz60bE6YwBm8pJ41AUsBz0weKw9W0/ZrFzHbRSNBG21cndzgZ/WtnQtNv7fUxPfLCYIPNlEkb7su3XP4ZrmI/EV0Z5ZWRGDuzAEY6mtZTjFe8a1IRulBkc1sNpVoyD9MVEbcAZDsPoa1U8QxSLie2PPoc0NqelSD5o9pPqmP5VnelLcz5JIx2+0IPlmJ/3hmoHuLleqo36VuhNMuPuTKCfR/wDGq82j55jmz9al4ejIlp9TnLq5lOwPGAC3UduK4/UZYrydmHy44ruNX0+a3gDnBGecV57ewvDPtIO7HNJ0YwXul09zqvAWnvM+oASYC+XjP/Aq7hdJlzw6GvO/B0VxI15htmNnf612EcN5GPklb8GNL6xGHusc4x5tzqLOzt9N0ye61C3FxvkWKNEXLH1x/ntTr600+Xw62o2AnVjIFiRuMtnHQ59+hqa+sNUh0/SktYRcPbqZJA0mGaQjt64yap+I7uTR9L0fTYgDKF86XIzz/wDrJrobSV2PlioKz1bOa/sidJt0kZ8kYbbt/ixip/s0YyACv04q7D4ilAAkgRvcHFWP7a0+X/WwMCfVQazUqUtyXGRjNE6fcmcfjmoXkuV/jVvqK22utInbGVT65Wo5NPtJxmGfP0bNS6NGfQlp9Tl9Q1CaC0ldowMKeQa4Uuku7cfmbknNeia5o0psJVDqykc15s9pGHdSSrg4yD0qfYwp/CaUXrawmZUcDIZc8GvYo9JfaMTL09K8aBePhyGHr616hHZzhRiU9PU0e1VPcqqk7XN1NJnxkMhqQaXcjsv51jxpfxkbJn/BzU63OqR8+bIfxzTWKgZci6M0jp9wo5h3D25rYtdf0vTtFjtL2P54skhkBwSewNc9Hrt9FjzArf7y4qQ63BMP9ItASe68/wA60VeD2GqbLOu+JtN1u3j0+wSRPs7hyQAFxjtj6153rkk/2x2OZY4wF65Irum1DSERiIAhPfy/8K841e+8vVJZIfmtWOcjsairyyV1uaUU1LUrq0LkyRkKQM4Pf6Ve07Ufs12yPlo5gOPRqyrhlLLKhxn06VBLMdikHDLyDWHKpKzOma5o2Oulu7cg5Tr/ALNaOgwR3z3HksF2bc8dc5rAsJWv7ITqhJHyvgdDWjpdtKzy7CY8Y9s9a0jSjR/eX2PPtrZnWrpMueJENSrpVwP7h/GsWO3u4x8krf8AfRqykupoABNJj/ezV/W4D5V3NUaZcj+AH6GoprSRI23wHp1xVdNV1KE/M7H/AHlzVqPxHMABLCje4OKpV6bH7N9C/cfEBYUgjjsZGMZAON4xgY7Dn6VjSa3e+Ipo7y5gFo4Ij8tSSCoOc8/U1eOsafNky27An/ZBo+0aXMf3W1GHzc/LwKvmhPRsTg10Mpp7jczKykFiQCO2arNdXIZiVXG7oK3m060lUeTPnHowNUZdIkUtiRT3HFZvDUpO5JkPfI2fNjI/DIqrNc2hPKj8qvzadcqSPKyPY1m3FtIoO6Jh+FZvBRvoxFqKW5UffB/Cpxqur2eHspRG38WOjfWrSaVJjh1/EUNp9yo+6D9DWyw8E7oLjY/HetRwNa3VjE8c25HkjG1hnjPHGadb3NsyBWwMDHIqAwOhG+Mj6ikKIeoqK2HdS2o7l029tLyAv4Gq8thGw+ViKrGFRyCR+NMKyp9yVuPWuX6pUWzHzPuOk01xnDg1W/023PyPIPo1T/a7pOoVsVG2pfNh4yKi1aBXPIoahqN81uVdiwHZl61yF/qAk3GSEbvUV2015byoQWxn1Fctp+j22u+KptNnvpLaNllaIxx7yzqhYL6AcHk+nvW1KcpO0gU/In8GzzO15sbbjZ/WuxW5ulwQVJHSuQ+HVs95/aB34wIjz77q73+y51+6Vb9K6fYQlq0TJ3dyODxprmnyJ9ot0vI0yQSMsPx60T+JI9d1D7c8Lw/uxH5Z52kdef8APWmyWM6n5oyR7c1GqKq4249jVTpOceW5Ny6DazD+A0x7OA9Dj6GqbQoegI+lRNHtwVkYEVxPBzXwspStsyWTTs52v+BqhcW81u2Ubn/ZOKWS5uYSQsm4e9VpdQlA/eR5+lZunWiVzyILrUNQWBk8yTBGOea4W78+S4k5w+c59a7eXUInXDAjPXiuY13YYjLEwDg9uta0pzvaSBT11Rlo7Fdsgw1epQvcqoxL29K4fW9H0y28O22q6bqV7OGuvsubmARrcEJud4hnO1ThTu/vDvkD0qPSW2DEg6DqK6lSjL4h1JXtYrLc3S/3TU6X8q8vFn6VK2mXCjjafxqM280QG+NgPpUvCU2Z3J0v4HwGGPqKcUtJefk/A4qkQrdRmozCnuPxrGWCf2WCZNd2UTwsEJyR1zXDahbNaTsd25Sea6yWNlX5JGGK5zWIrjDNkMDUqhVgylNp3TMGQFG4OUPaoXOAaRZjuMbjDDp701zmtLNM7FLmVy7pOpy6XOzIN8bjDIe/v9a6vStVbUWlMA8spjOec5zXKeFrPT9W8SR6bqt5PawztsSaOWKNYz1JYycYxngck4Heuk8JaXLHrGu2T+fGbWcRBLgASDBYfMF4zgc44rZR5tHsc9Sz9ToEnuh/Ep/Cp0vbhTho1b6VY/suZR8rKf0phsrhG5Qn6c0nhabMCRNSTOJEZan8y1mH8BqljAwwwfQ0xoo27YrGWC/lY9C61nbtkg4z6Gq8mmqwOH/A1WMQGCrsDSeZcRfdlyPQ1k8NVjsx8z7iS2U8Zyh/EHFRPdajCRiSXjt1qU306DDxg+4qJtSjI+YEfhU3rQ3Q+d9SM67eQ8OFb/eFRP4gyDvg/Jqoa9eoNOLwybZN6gEdcd6q+IPD+qaFoel395NcLPemTzISmBBgKUDHH3iGzjt9Qa3p1JtXY+ZPobUGrXseMTE+zDNbNhqlxcNtkCHp0FFFbRbHJI2Y8Oo3AHNQz2Vu6k7MH1HFFFdCMmZtxaxxrlS1Z7Hk0UUxDH4Qmq7c5oopAylPGhBJUZrkpNQn0XxC+oWmzz4WbZvGR8ylTx9GNFFZtIaLfgm5mtGvPIkK5CZ/DNd1BrV6MKWVvqtFFZNu5slodBazvMoZgM+1WWgilX50U/hRRW8TNmfPYQgnbuHHY1lXSCMkKT+NFFWQZbnJOfWqsh5IooqWBVnVdvIzWBrESC1ZsdGFFFQ0NFfxD4qfxBBbQzaRplqbdUjiktUkUpGucIAXKgc5OBknmu9g1K8j27Z26dDzRRUTZrA0rTWbt3Aco2cDkV0cDGRRuA5ooq6bYpCTWkEg+aMZ9RVKWwhAJBcfjRRWpmzFnG1mA7Gsm+AKsD0oooewjkb6JN7HHIqgrHPWiisJ7G9LckstdbR5LiM6dp1/FM4cx3sHmAMmdpBBBHU5GcHuDXQeGtXv7zUdU1Ce4Zrm6dZZXHG5jk9BwB7UUUnsU9zrodavVAHmBvqK37G7kuRlwufYUUU4NkyRomGORPnQH61Sm0+DdwCv0NFFbmTMy7hWH7pJ+tVMkmiimQROTkioZlUjkZoopWA57X41GmsQMEOvT61h3/iHVNQ0230y7vZ5re3keVPMlZiWfGcknnG3j0yfWiisWi0f/9k=", 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", "info": {"video_id": "48930", "label": "moving scissors and cigarette box closer to each other", "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": "13eb621e92e366e0ceac2052487e34bbb5e11b8fc776e310c41d70440547bd8b"} +{"episode": 55647, "episode_seed": 2455360484, "split": "train", "timestamp": "2025-10-13T03:26:07.761214", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2455360484, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "179792", "label": "throwing a coin", "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": "179792", "label": "throwing a coin", "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": "4e8293d3db88d49f7f3b765d96dced4fa7751c0cd3549ddf2eea5ed274b3505a"} +{"episode": 55648, "episode_seed": 2731957260, "split": "train", "timestamp": "2025-10-13T03:26:10.023073", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2731957260, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flat bowl until it overflows'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "132225", "label": "pouring water into flat bowl until it overflows", "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": "132225", "label": "pouring water into flat bowl until it overflows", "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": "7866a8a57f29660247771fa4eaf8c57cc499937af100099ccc3a14a5d725a482"} +{"episode": 55649, "episode_seed": 225414185, "split": "train", "timestamp": "2025-10-13T03:26:11.703221", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 225414185, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "106924", "label": "moving key 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": "d027fbcdfbaf9512f95870430d09d6f28f07758d85204555ac6b446d8eb77d37"} +{"episode": 55650, "episode_seed": 2083650221, "split": "train", "timestamp": "2025-10-13T03:26:13.931807", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2083650221, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching toy weel to toy stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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pdzdXDF+m7Mzc15b8SPEP2fxezxoXMdvHGh38KCGB+vNJtxTklexvQSdTa9uhV+Ik/iM6Xbi+v2u9OctMpACtkcDeBwcdvrXAWV2mMSdccVu6l47vb/R00y5sYJI4YjEHVipxjjj1rh0mII9R3rjpupUu6iNo1pqXvpL0OmjspLuRzGPlA3EVWiQfIoyR15Fbfh2XdG7jrsxWLbj96vPYmtaXUeK6G9pw2OPZe/0rvfDZH2mM5GQBXEWYiE0RkyVI6DucV1+gyhJWYccVsjiZ6dasrWys4BYtwfTg1Y1q5W38Nao7bj/o8g+QdypH9axLa7G2NGPAcdD1ODxVvUr3PhfUcYyY2X35GKqwjp0uEtIuAAI4wxOccADP6CvM9PvxfRS3V+i+ZNKd6uwPymPzAV9yCPpiu4vDutLiI9XQxtt52g8Z5r5n1W7uoRLY+Y6yWzeVMpOPmTIVh+Hes68JzoyhTdm7Ho4G7jUjF2k1oeu2niTTLWDTbJrqFbV5C7HOQpyflOOnUZqh4w8MafLpGq3mnqkdzCRLGwk+TpyOuADXjumXNpPq0a3k8pRjhgrYyfQmt+7iihh1G00+8mIliMZjdztbOCK8WeFqqam5tvzOZUazbmpa3+85Kw1AKZUlJG85B96s3U7TtErNuKA4P1rRsPCFvFYvd6zdfZwcbVVgNv1P9BWGjYllXekoU4WRe4HcV7HIk7ov2rlBxZes1BVgQcnFddpcalFPO4YGO2Of1rlbRMpn0xmup0skFMqcNjr3q0c7PUdEH+jxBQCdpAFdRpeVVA2M7s/TpXJ6HMFdO2BjNdJpswdYwMAnncfp/wDWq7EFnTEV9Q1fYuB9pRM59IY/8areOdSfRvB+o3NuW83y/LjdOquzbQfzpulSOsuqbnMjNqDEN2A8uPj8OPyrM8ezrN4S1IfwwhHAHOSkgY/pmnY0p2dSKe10ee+ENRuotYtHuJnLSSeTMzNnfngE+vODXYC48RT+HZ/ItXt7uS72CFzysG7BIJ9snPvXnVtJDPr6fZWUxreo8ZHuQa7t/FmoS+G9U1KKyghuLK8aFo5XJGxWALHpzg5xXnZnVqyhRnDTmSv/AF8z1M9WtKcVurfd/wAObWqR7WEjLhQMDnvj/wCtXH64Eaz4PODW5rt88jCIurwMquoQdDjnnvkmuQ1GRvs/Lddw59K2wLm6Eec8aF+XU9S+E8wufBFijfMAHjP0yf8AGvAtQsjp2vXtiwwbaaSLHphiB+le7fCK2ltPBtoJlKmSR3UH0Jx/Q15f8T7H+z/iRqpAwtx5dwvvuXn9Qa6ehrL4mZdvkhSOickjsK6nRp9rE5x0FcXFOyblTqUIIrotLuAuMsM55FCIZ3Q1Dy5bdcj95Oqfgcg/1q/qcx/4R+8jBzu4/DIFcdKWnvtPKE4WbJI9Ov8AStu6ug1hIhbguo/NhVCOtuLhHDKpKjdwMZzz0NeJeL7G7m8f7LaCSRpkUrtHGeQcmvUXvT82JMfNk8dqiNxC7eYEQy9C20ZFNNp3RrQrSozU47nCa1Y6nbeHNJuYFiFxpU5uCr8/UH1rmYfFtwb681ueFc36glU+7vUYA/Lmu68Qz7dEvUB/gIzXlfg+xi1++fQ7u/ltonSSaIJHv3SKhIHt0PPt71z1KUXLmtr/AEy4Vr1HUluz2L4H6rcag+qieTf5bRMpPUZ35H0rhviLp/8AZvxD1eALhJLnz1+jgN/Mmug/Z5c+droJ4H2f/wBnqz8cdP8AJ8W6ffKMC5s9pP8AtI3+DCtIq0bGc5802zhrbcYgq5LE8Y610OmS4nT5uneuXtbkxPHIp+YMOK1tMm5Vj8pxnk+9NEHfR3vlWjPkYWNj+OM1vWF2SVkJB3xqx56E4zXA3UhfTZVU9h078it+xuWhiijdvmWNQfqOtUI29GuVTRIASQx8wuR7uxzXk/xJt3F/FehSQE2SYHVc5z+BrvrK8EemwAP/AMs/Tvk/41x/jGdZrR953MFYdOpoKhNwlzI8pluAHbyydrDBqIqMhu3eklG2Q0qtmIisrWNXNzb5jf8AD960UojydrNirU9q9jqt1Zyfft5HiYe4JFT6jomlWHh611bSNRvZQ139lzcwCNbghQzvEM52qcKd394e4HQ/E7Tv7N+IupBVKrciO5THfeoz+oNEI2bHUnzRiZ9qVZWYsB5algCOvQf1rotHn2sfciuOjkyxUNj5OoNdBptwYwox34OatGDOzm1HypbJcctcocj2P/1xXQX1wJdGvE67gc8Vx8bpO1tI3Plyh8ev+eK0ptRVoLqEsQw28/UimI6+S7+Vsl25xweteV/Ejw7BcQy6lFHtnJA3L1IFdjLq6INzNyzbR7ntXP6pfm8t7uF8ERsAhxxihhFtbHhRzHIcZBU1u6JfGS6dZmyXHJJrK1CPy72Yf7ZqGCUwyq47VnOPMrG1Ko4S8jd8TfaJGt2Z2aJV2hc8A+v41m2i7Q+TXR+GYdP13xDFpurXk9tb3BCpKk0UaxnqSxk4xjPA5JwO9ULzSJdPuNTTy540tL37MUuABIud+N2CRn5OxI9KmmnZJl1eXmbRZsT8jAjtXQ2M7sYQ/YAADoBXNWz4Xjp71uW1wst4fLXaMjCjtxWi3MWeg6bc4VevLc4roNJvTMltNkYKsCM9MEj+lcPazMYDtYhtpx7HFa+gTvFp1sHPUNj6EnFWR0Oq0q6CNf5X5jeSHPqMLUOuwm/0W7tV3ZljZVyfUHGfzrOs7sK1wdxx9ockfl/hUw1GOFwjSZZvu5PU0wPPvBnh69i1CO5v4PsyROJQh53kfy5Fdkmm6dbNqBMZdNQcyXEchyrn6Vand3ljKZZjxxWJPeEzMMkBTxQ9bXNatepWac3sR3jJDEqQqqRxrhUUYAHYCsC/mAgw7ZwTz+FL4hvZY7BpIpCjlxytZvifQ9X0Hw/pV/ez3ImvTJ5sLIQIMBCgY4+8ytnHb6g1OxmfSunRR25jhhRUjQBVVRgADtXkfxyhRPFemTKMPJZEMfXa5x/M0UU2C3PNoCfOfk/cFbtkSAp70UVIM34XIWM+9P8AtEm65XdwsqED8R/hRRVCLE13MjRqG4Z8HPpVfTLmXfcjPAk4/Giih7gVPFkzDQmQBf3jnc2OceleR6dqlzoWsrf2ezzoi4Xeu4fMpU8fQmiipkNHrf7Pp/f67/27/wDs9df8doUbQtFuCP3i3DoD7FMn+Qoop9A6nicbHzIh2z/SteyY7M0UUgZu28rCFvoRVxp5EliIY8ocj1ooqhEQupUshgjhAQMcVzGszPIpZsZaPJNFFDGjgJjmVqapxz1ooqGNbnT6v4tk8RRWsM2kaZam3VI4pLVJFKRrnCAFyoHOTgZJ59a9T+OkEaa/o86jEkloVY+oVhj+Zoooj1KfQ80tBm4cH+7W1bnoOmKKKZLNu1lYKgzxU8s7mYpxgxAnj/a/+tRRTJLwI6MittQMMjoTj/GqmokkPHwFRj0HXA70UUxHj2qAG/mPuaoUUVBRuaVr76QkqNp2nX8UxVjHfQeYFZc4IIII6nIzg9wa6bT7mbWvBfjDVL9zLdveWU7SYx87PIDx2GCRiiilE1l1OfQ/umrVtSQ+fpRRQQzpdNkYMvNawleKCAocYcD8KKK0ILMMzmWQZ/5atVFLiWf7DI7ncxLEj1zRRQ9hrc0JrmWOHcrYPPNZcrkRD35NFFMRz2vOf7Pfn/lotYWp+IdU1HSoNMvLyaa2tpHlQSSMxLPjOSTzjbx6ZPrRRUsaP//Z", 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pdzdXDF+m7Mzc15b8SPEP2fxezxoXMdvHGh38KCGB+vNJtxTklexvQSdTa9uhV+Ik/iM6Xbi+v2u9OctMpACtkcDeBwcdvrXAWV2mMSdccVu6l47vb/R00y5sYJI4YjEHVipxjjj1rh0mII9R3rjpupUu6iNo1pqXvpL0OmjspLuRzGPlA3EVWiQfIoyR15Fbfh2XdG7jrsxWLbj96vPYmtaXUeK6G9pw2OPZe/0rvfDZH2mM5GQBXEWYiE0RkyVI6DucV1+gyhJWYccVsjiZ6dasrWys4BYtwfTg1Y1q5W38Nao7bj/o8g+QdypH9axLa7G2NGPAcdD1ODxVvUr3PhfUcYyY2X35GKqwjp0uEtIuAAI4wxOccADP6CvM9PvxfRS3V+i+ZNKd6uwPymPzAV9yCPpiu4vDutLiI9XQxtt52g8Z5r5n1W7uoRLY+Y6yWzeVMpOPmTIVh+Hes68JzoyhTdm7Ho4G7jUjF2k1oeu2niTTLWDTbJrqFbV5C7HOQpyflOOnUZqh4w8MafLpGq3mnqkdzCRLGwk+TpyOuADXjumXNpPq0a3k8pRjhgrYyfQmt+7iihh1G00+8mIliMZjdztbOCK8WeFqqam5tvzOZUazbmpa3+85Kw1AKZUlJG85B96s3U7TtErNuKA4P1rRsPCFvFYvd6zdfZwcbVVgNv1P9BWGjYllXekoU4WRe4HcV7HIk7ov2rlBxZes1BVgQcnFddpcalFPO4YGO2Of1rlbRMpn0xmup0skFMqcNjr3q0c7PUdEH+jxBQCdpAFdRpeVVA2M7s/TpXJ6HMFdO2BjNdJpswdYwMAnncfp/wDWq7EFnTEV9Q1fYuB9pRM59IY/8areOdSfRvB+o3NuW83y/LjdOquzbQfzpulSOsuqbnMjNqDEN2A8uPj8OPyrM8ezrN4S1IfwwhHAHOSkgY/pmnY0p2dSKe10ee+ENRuotYtHuJnLSSeTMzNnfngE+vODXYC48RT+HZ/ItXt7uS72CFzysG7BIJ9snPvXnVtJDPr6fZWUxreo8ZHuQa7t/FmoS+G9U1KKyghuLK8aFo5XJGxWALHpzg5xXnZnVqyhRnDTmSv/AF8z1M9WtKcVurfd/wAObWqR7WEjLhQMDnvj/wCtXH64Eaz4PODW5rt88jCIurwMquoQdDjnnvkmuQ1GRvs/Lddw59K2wLm6Eec8aF+XU9S+E8wufBFijfMAHjP0yf8AGvAtQsjp2vXtiwwbaaSLHphiB+le7fCK2ltPBtoJlKmSR3UH0Jx/Q15f8T7H+z/iRqpAwtx5dwvvuXn9Qa6ehrL4mZdvkhSOickjsK6nRp9rE5x0FcXFOyblTqUIIrotLuAuMsM55FCIZ3Q1Dy5bdcj95Oqfgcg/1q/qcx/4R+8jBzu4/DIFcdKWnvtPKE4WbJI9Ov8AStu6ug1hIhbguo/NhVCOtuLhHDKpKjdwMZzz0NeJeL7G7m8f7LaCSRpkUrtHGeQcmvUXvT82JMfNk8dqiNxC7eYEQy9C20ZFNNp3RrQrSozU47nCa1Y6nbeHNJuYFiFxpU5uCr8/UH1rmYfFtwb681ueFc36glU+7vUYA/Lmu68Qz7dEvUB/gIzXlfg+xi1++fQ7u/ltonSSaIJHv3SKhIHt0PPt71z1KUXLmtr/AEy4Vr1HUluz2L4H6rcag+qieTf5bRMpPUZ35H0rhviLp/8AZvxD1eALhJLnz1+jgN/Mmug/Z5c+droJ4H2f/wBnqz8cdP8AJ8W6ffKMC5s9pP8AtI3+DCtIq0bGc5802zhrbcYgq5LE8Y610OmS4nT5uneuXtbkxPHIp+YMOK1tMm5Vj8pxnk+9NEHfR3vlWjPkYWNj+OM1vWF2SVkJB3xqx56E4zXA3UhfTZVU9h078it+xuWhiijdvmWNQfqOtUI29GuVTRIASQx8wuR7uxzXk/xJt3F/FehSQE2SYHVc5z+BrvrK8EemwAP/AMs/Tvk/41x/jGdZrR953MFYdOpoKhNwlzI8pluAHbyydrDBqIqMhu3eklG2Q0qtmIisrWNXNzb5jf8AD960UojydrNirU9q9jqt1Zyfft5HiYe4JFT6jomlWHh611bSNRvZQ139lzcwCNbghQzvEM52qcKd394e4HQ/E7Tv7N+IupBVKrciO5THfeoz+oNEI2bHUnzRiZ9qVZWYsB5algCOvQf1rotHn2sfciuOjkyxUNj5OoNdBptwYwox34OatGDOzm1HypbJcctcocj2P/1xXQX1wJdGvE67gc8Vx8bpO1tI3Plyh8ev+eK0ptRVoLqEsQw28/UimI6+S7+Vsl25xweteV/Ejw7BcQy6lFHtnJA3L1IFdjLq6INzNyzbR7ntXP6pfm8t7uF8ERsAhxxihhFtbHhRzHIcZBU1u6JfGS6dZmyXHJJrK1CPy72Yf7ZqGCUwyq47VnOPMrG1Ko4S8jd8TfaJGt2Z2aJV2hc8A+v41m2i7Q+TXR+GYdP13xDFpurXk9tb3BCpKk0UaxnqSxk4xjPA5JwO9ULzSJdPuNTTy540tL37MUuABIud+N2CRn5OxI9KmmnZJl1eXmbRZsT8jAjtXQ2M7sYQ/YAADoBXNWz4Xjp71uW1wst4fLXaMjCjtxWi3MWeg6bc4VevLc4roNJvTMltNkYKsCM9MEj+lcPazMYDtYhtpx7HFa+gTvFp1sHPUNj6EnFWR0Oq0q6CNf5X5jeSHPqMLUOuwm/0W7tV3ZljZVyfUHGfzrOs7sK1wdxx9ockfl/hUw1GOFwjSZZvu5PU0wPPvBnh69i1CO5v4PsyROJQh53kfy5Fdkmm6dbNqBMZdNQcyXEchyrn6Vand3ljKZZjxxWJPeEzMMkBTxQ9bXNatepWac3sR3jJDEqQqqRxrhUUYAHYCsC/mAgw7ZwTz+FL4hvZY7BpIpCjlxytZvifQ9X0Hw/pV/ez3ImvTJ5sLIQIMBCgY4+8ytnHb6g1OxmfSunRR25jhhRUjQBVVRgADtXkfxyhRPFemTKMPJZEMfXa5x/M0UU2C3PNoCfOfk/cFbtkSAp70UVIM34XIWM+9P8AtEm65XdwsqED8R/hRRVCLE13MjRqG4Z8HPpVfTLmXfcjPAk4/Giih7gVPFkzDQmQBf3jnc2OceleR6dqlzoWsrf2ezzoi4Xeu4fMpU8fQmiipkNHrf7Pp/f67/27/wDs9df8doUbQtFuCP3i3DoD7FMn+Qoop9A6nicbHzIh2z/SteyY7M0UUgZu28rCFvoRVxp5EliIY8ocj1ooqhEQupUshgjhAQMcVzGszPIpZsZaPJNFFDGjgJjmVqapxz1ooqGNbnT6v4tk8RRWsM2kaZam3VI4pLVJFKRrnCAFyoHOTgZJ59a9T+OkEaa/o86jEkloVY+oVhj+Zoooj1KfQ80tBm4cH+7W1bnoOmKKKZLNu1lYKgzxU8s7mYpxgxAnj/a/+tRRTJLwI6MittQMMjoTj/GqmokkPHwFRj0HXA70UUxHj2qAG/mPuaoUUVBRuaVr76QkqNp2nX8UxVjHfQeYFZc4IIII6nIzg9wa6bT7mbWvBfjDVL9zLdveWU7SYx87PIDx2GCRiiilE1l1OfQ/umrVtSQ+fpRRQQzpdNkYMvNawleKCAocYcD8KKK0ILMMzmWQZ/5atVFLiWf7DI7ncxLEj1zRRQ9hrc0JrmWOHcrYPPNZcrkRD35NFFMRz2vOf7Pfn/lotYWp+IdU1HSoNMvLyaa2tpHlQSSMxLPjOSTzjbx6ZPrRRUsaP//Z", 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", "info": {"video_id": "74016", "label": "attaching toy weel to toy stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "74016", "label": "attaching toy weel to toy stick", "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": "c11e3704642095a4dda9655c969c196061a87f7a3f96de8e705ede2cc32b357b"} +{"episode": 55651, "episode_seed": 4209110503, "split": "train", "timestamp": "2025-10-13T03:26:15.080289", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4209110503, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stapler is inside small 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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3MX9ydhXounSB9LjB/hyprxpaVGehvBGHqYxPx64Facf3Fx6CqmoqPP3ds8CrKsQQB6UvtMz6E/OMdB61w3xCxH4ogf8Av2i5rueuM1w/xIx/b2nHGN1oBUPYZ5JoZUzQKUkALAE7Cf5V6dZ3EMjAId2OfSuB8LxFr1CP4VLV38XI4Xc2OB79q2xcr1LGlHY7/wAJ26rp8twwx58mB/ur8o/XdXgGv358Q/EXVL1CWjM5ji/3V+Rf0Fe+67KPCnge9uQR/odkVQ9vMxtGP+BGvnjwhpn269hLSTIzOSWjfBwO/wCdd0P3dJ39DmfvTPZvDFq9rrFhGCBGIJEIxznZ/wDWNc1cpi58RkA7odVVx9GB/wABXSeG7K5tfFNh52pXFzCwkXZMqcZRucgA1nRWb3PiPxzbHyzGSkkYI6NkgZ/FhWeGTqR5Uyqz5ZXZvW0gQxSgk4INbGptugZh3HH5V55a6x4iWyidtFt54ygIaG7wTx6EVqzeLr82ANx4W1ROMb4yrg/ka81Upc1v1R2zqRcS1A5EsnPTFaKvldw6cVhafeJdFnVHTKAlHGGX2Na1u+U9s45rKeiMo6s5Xxufnsv+B/0rlozzXTeNvv2X/A/6Vy8ZrWl8CFLctDJUgdahCEnOMEfrUitUqkZ5FbKXQViunyyL7GtNWwcZqsAmeg5qUYBq0wJfMIJ5P51Vu52+ySZJxtNPZuKpagxWwmOf4atPVCa0KVg2bmLB6mtsksdnVV5b6+lcxp0zR3UYGDz+VdUsR8kqD15JpV9GKJDL+8Yc17HG1taxITwewHU14xIwQgCvTodzYd3LO35muVNjkrmnJcSSvzhYs8Rr0/H1qNrmSJiuCxPG2nWwd38uEDcDyx6LV5ljtImVcM2PmLVErdTWDS0R5ldHVred45NPQYJwRN2/Ks24l1BpC4088DGBIK9HtpoZ5jDIAepQnv7U42cayMNiHPt+lVGslo0LkZ5pb6tOkZD6fPkn+FlNPGrsM7rO5B/3Af616Bc6NbzRG5ggXIOHjxyf/r/zqtDY2U2MwoOe1XKrFdA5HbQ4HTLSUXiExt1ycjpXUwCSHGFLZ/hPeupbQrQSLNCoEq/kalhsIgjMyjfn5v8AZ9qmdbm1FG0VZnN2tk80rvKMHGQM9KwvE8GNT03nIRZTn/vmu6ZYxuK4APQjvXFeKri3jv7ZCxDIGB4zyccZqFJuehmyvb8EV3GklNN8OLdS8Ksb3MhPp1/kBXDWB+1vHFHgvKwRQD68V0/xO1CPR/h7erGQJJ1W0j/4F1/8dBr0cFDVyMMQ72ieI6I8mr+ImvJDmSa6MxyO5bca9b8bzT3fw80+/uVRZ/taMwToMOwrzf4f2XmXJmK8KpP58V6P4uLy/CxS7FmW5xk/9dDXU53qNGc42imRaIfL1TUo+3m7vzrvNHYNZSLnox4+teeaTIP7dm/6awRyfmoruNHlCPNHn7wBry6mlRndD+GhupDL78gfMRjvVhTkg1S1ckSZB4HWp7Z96Dd9KG0Y9S4zYGa4j4lEjUtGkwRm3I/WuzYjcPSuK+JxHnaI4PVGH61lHWVirHAeFFy0svsAK9G8M2/2zXrOIjKq/mv/ALqc/wA9tcB4YUrYl+m5/wCVXde8Vax4Ytll0t0hF2jQSTbcuvQ/Kf4T7+1dPL7TE2LbtTZ1fxx8QxxaBHoMU6PdyzrJPCpyY415BbHTLY6+lch4CtQimU/wIFH1PWvPy9x/aMkMpZ5i5ErFjlvXJ716x4RtvJ0hHYcyEt/h/KunGtU6SiZ4ePNO52Wnu51zT/KUM4ZwoYnBPlt1rKa8TTvHXiOBvv3KxQgqCQGLx/pjP6Ul3qU2kKL23JE0QJSQIHEbHjJB7cn8xXJf2rcX+r3WqTSmW5d4nLGPZu2sp+6MYHFZ4OpyQUlvcWKjzSa8jptFkK6XFGTkplPyNbttcb7WWNui5xXJaVd7rm6GMI7GRR1xk9K2rS6K3DJ2ZTxWWbUHh8dUg+9/k9V+DNcJUVXDRl5fkRwttupeMHHP51ftZCA3TOax0k/064z0FZmnTXOoeLbnTTq1xaRESGIRoGyyoWC+w4PJ9PeuWFGVV8sRc3LqSeMiT9jc9MuP5VzCt3qRtQu9Rsna6uHl8vay7j0z1qsHGK1VNwXKx3vqW0bNSh6qK2BnNOWdOm8fnSsMub+lOD571VEinowpyvTuMmL9apatJjTpOeuB+tSGTJNUdXk/0HHqwrSnrJClsZ1i/wDpKfWupguiYhGx5HT3FclYf8fCfUVp6lNJDZl4mKvuGCK1rx5pKJK2NWblsk16lYxtMMghIwMFz1b6eleT6tbW0GgW+p6dq1/OGuvsubmFY1uCEDO8Q67VOFO71HuB66YpwirHbyY442muTEUKlNpLX0GpJmkZ4YVCIwVQM5Hes27vDLlYjjJ9etPt9Iv9QnZRDIir1LKf8/hVi40WezcRtEwJGVYjr6iud06iXNKLNouKdkyjFCIo923dkfOR1HuPSrcMi3MbKSPMX+L+96GqTl4WLKdwPSmt5u5ZYANyDK+h9QaxlK9jblTVy+DPFL5iNkkbSvY1FdW6k/a7UZB5kj9PcVPEwuoRIgOe6nqDT41ZZNw4PfPQ/wD16z9r5E2e4Wd0HCgthQODVqRt24ocSY/Me/tVKe2a3H2iEHyz99APu+4qnc37W8QddpB4UDrn/CrjK9mZSSexFqd6lhbeWigXJ4AP8PvXE6hxJEckk5Jb1PFNt7v+1fG02n6jql3bQzS7EkjljRYvdi/GAM8DknArL33MerX9ncPcH7LM0apcY3rgkfNjjPAzjiu76vKMPaX0MrpadTrvCVmbrWkkVP8Aj3jaUn3+6P1P6Vz3xu1Es+kaQhOTuuJBn1+Vf/Zq73wHatFp1zfbMtLKI0HPRev6k/lXi3xF1M6r8Sr9wcpbOLdPbYMH/wAezXrYOHLTT+ZxzfNUNnwfoxNm8sd5d25ZsDypMcAehBrttctpP+FNzqbhpJ4rsqJHAJP7zOTj61keHohbaZAvfZk/U10WpjPws1GRo3MaXDsWBG37ygD1zk/pWGHqOdaRVaPLBHPX9lqOmSeHLrT3tpXvtJjkcT5A3AYIGPbFXrPWfE1rdIx0W0uM/LtiutufzFUJ9UF5pvhUqGAsoTasSMZJGfy6VtR3BTDDqKnHJU5xlZPmV/0/Q0w8ueLV9nYLrW9SlnCX2hTWa4yX85XUflW5ZygsPQgVQ1WUPbK/qOaks5QHjrjck9Ug2ZsM3GM1xfxM4g0Vic/fH61qeLL6ey0NprWZ4pRIg3L1wTzXE+P7PXbHQNBvNSu7p5Jmk3ROnEH3SoJx94hs4/8Ar1ph6EqnvIpysVNAAGlwkdwT+tTeLIkl8KzO65aKRHU+/T+RooqIv/aV6/qb/wDLt+hxOlxrcXfnSDMkjb2Pua9csIlhs4Y0ztVBjPWiitsy+JCw2wuoRrcQlJBkDke1cjp0YOqXqZO3nAz04BoorHD/AAMVf4/kVfB08r6xeh3ZhsP3jn+Ku23lJwV4NFFVmLbrtsWEX7kjiJN/c5OTk81ylxqU+l+Kbi+ttnnRSNt3jI5XaePoTRRTwnxsyexRicw2N2Vx8seRn2FYdprFzKVDLHyewP8AjRRXXFJ81xm4rl4iT3HaqYJAoorGPUslhdvOUZ71d3GiioqblIATzVHVifs0f+//AEoop0vjQpFG1OLqPHqK0dX4tG/3hRRW9T+LEF8LIte8Uya7BbxyaVptq1uiRxSWqSKUjXOEALlQvOTgcnmvQ01W+YKTdSnOM5Y0UVWMk1y2Zijq/D2oXa28MgnfczZJz6mtXXfFOp2WiyyRvEXQ/Kzpn0/xoorKNSdpambWpxi+MNVldhJ9nYH1hXvV+38R3rRspjtgCuTiIDrRRXnptvU7o7F6x1adr/Bjh/eR5b5fTp3roIHEjDdGnTPAoopTSuQ2yycCbaBgYP6VxGtxi31ORI87AoZVPRc9cUUVjNJLT+ti4fGjzi91t9L1nUENhYXsc0wZo7yHeAyjggggjqcjOD3BqPTr241K/vb67kMlxcSeZI5GMsc9u30oor1pf7svRGL+NnSePPE+qeFvB3h/T9Gn+yrqNoZJ5k/1vPJAbtnJ6c+9eR6cxnvIhJg4IGccnJzye55oor1XpS07HLDc9ns1CwqB0ArZ8R3Js/hbd2ccaNHOGlYtnIb5TxzRRXlYD+JL0NsR8COEPHhbcDzHOhU+mU/+tXSQSM1ujHqQKKK3zJfuKD/uv/0pmeC+Op6/oi7dSMdLjJPY/wA6sWjHdHRRXldDWXxlXxkT/wAI83P/AC1T+dec+Kdb1G90WxsLm7mlghkeRQ8jMSzY65POMcemT60UV6GB+H5inuf/2Q==", 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", "info": {"video_id": "66369", "label": "showing that stapler is inside small box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "66369", "label": "showing that stapler is inside small box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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foFuC5Xjt+db1g27Tkz/CSP1rD1T72/cOSeM8ivOWqOmpoyVx07cUjD5eO3WnEhgPWmy8J6ZFRMhGwjW1rGpPB7AdTUElxJK/OFizxGvT8fWsyLcxEjuWdvXqa0bYO7+XCBuB5Y9Frob0M4pLca1zJExXBYnjbXBXR1a3neOTT0GCcETdvyr01ljtImVcM2PmLVj200M8xhkAPUoT39qzU1HbU2knJHnFxLqDSFxp54GMCQU231adIyH0+fJP8LKa9LNnGsjDYhz7fpVe50a3miNzBAuQcPHjk/8A1/51tGrFrYnlZ5+NXYZ3WdyD/uA/1qDTLSUXiExt1ycjpXfQ2NlNjMKDntWo2hWgkWaFQJV/I0KutkhODT1OWgEkOMKWz/Ce9WrWyeaV3lGDjIGeldJDYRBGZlG/Pzf7PtUDLGNxXAB6Ed6yc9BSaZwPjFPLazAOR8/P5VzcZ5rpfG8iG5tYl5ZN276nFcxGaun8OpKRaGSpA61CEJOcYI/WpFapVIzyK1Uug7FdPlkX2Naatg4zVYBM9BzUowDVpgS+YQTyfzqrdzt9kkyTjaaezcVS1BithMc/w1aeqE1oUrBs3MWD1NbZJY7Oqry319K5jTpmjuowMHn8q6pYj5JUHryTSr6MUSCb5+9SaPH5dhCO+3NQSsFGBViyuYcJGjZxxzx/OuZNtWKZ1fh+D7Rq9vnkRZlP4dP1IrnPjTqZVdI0lGGWdrlx9PlX/wBmruvBcAZLq6YDacRKfXHJ/mK8b+I1/wD2t8SrqNDmK0K264/2Bz/48TXq4SPLTv8AM46nvVPQ7f4VCe1kjto1Q2907M5PUbUOMfrWber5WteIlH/LPUkk/PNdH4LgeyutJjUlQ2Qw9cox/nXP6qMeJfFSf7SSfkR/jUKXNTbBrlmju9OlxLA+f4ga6O9HyY7HHPpXIafIHsYZAf4VNdVcSiW0D56qDXnQaud1TYzLT5XlTIPTkVfj+7ise1kZLhwfbNaykbSR1obVjBEud9reoATm2kH6V86aw3NiCrHBkHAz3FfRUJBjnUnBML/+gmvnXUeZIB/deQfqK0wvx/12G1odL4ZnhitGZ9yFm6MpHArt9JhW9vLW3xxLIN3+6OT+gNcvoieXpsIPdd3513ng2w8+9uLkAAwxBF4/iY/4L+tSvfqmzdoGf8adWWy8ErZI2Jb+dYyB/cX5m/XaK4PwDp7eU8uMFUCg+55qf4z3/wBu8aafpCn5LOAFwD/E53H/AMdC1b8L6LMukCWDUr23Z8thWVlI7cMDXdiJKNJJu1znoq87nReKN6fD7RZJDl4rqMsQMdHal05BBrWqW/IUS5A9jmk8VRS/8KgtsSh7mO4AMjrjJEj8kCo9dbUrHxBFNptraztdWyySLJIUJPB4454YUqsHUotroFKShVVzsdLlzbyxehBrH1YlZT6elY9j4k1u1uSs3hieXcMYtrlH/HmorjxC17cvHPpV/YkKTm4QbfpkV5ipy5W/1R11JxbN+F+CM9RkVLI3ynPaqMcnKEdwKtSEFM9xWEyYj7KNpuQQkY4Lnq309K1jPDCoRGCqBnI71nPFOFCx28mPTaadb6Rf6hOyiGRFXqWU/wCfwqowrSVlF/cJcu7Yy7vDLlYjjJ9etMihEUe7buyPnI6j3HpV640WezcRtEwJGVYjr6is9y8LFlO4HpUyvB2kjoi1JaF2GRbmNlJHmL/F/e9DQDPFL5iNkkbSvY1QbzdyywAbkGV9D6g1oxMLqESIDnup6g1g58pUo20RBdW6k/a7UZB5kj9PcVas7oOFBbCgcGiNWWTcOD3z0P8A9emT2zW4+0Qg+WfvoB933FCqXIlZaMuyNu3FDiTH5j39qwdTvUsLby0UC5PAB/h96lub9reIOu0g8KB1z/hXARS3OteM7rT7jVri2VhIYvLTdllQsF9hwefb3rqoUpVnyp6nPJcur2K/iAYEDZySW3N6nisdW71HBe3F9ZzG4neTy9pUMemc5pA4xXSoOC5WJu70LaNmpQ9VFbAzmnLOnTePzpWGXN/SnB896qiRT0YU5Xp3GTF+tUtWkxp0nPXA/WpDJkmqOryf6Dj1YVpT1khS2M6xf/SU+tdTBdExCNjyOnuK5Kw/4+E+orT1KaSGzLxMVfcMEVrXjzSUSVsak3JzmtKAjA3cgDvWRq9tbQeH4NT07V7+cNdfZc3MKxrcEJuZ4h12qcKd3qPcDb0q2a/v7a0XrNIqE+gJ5/TNYVaEqbUX1DnT17HoumquieF47i4XakVu11IOnJBY/pivnLSoX1nWnnmZ/Mnn3FlbByTk17x8WNUOmfD+9iQbDculsn0PJH/fINeOeBYA96rkcIC34mvUn+7pNo46a5nc9Q8N2Etp4j0l/wC0LuSIzbTFMwZeVI9M1Xk0ZtR+Jfi2zWYKn2CWSMbeSyhCOfStPR2zrelAAnFynA6ng1UuNSXSPixfs0cgkltDCVOCQ0irtzjj0zWODfNC8u46/uz07GLpN94kXTYPLtdOnj2AD94ymuhtvEPiL7AFk8M+YqDG+K7U5/A1i+H5DHp/k55idk/I10+nXO5ZIz0xkVxV7Uq0qbS0bR0x/eU1JPdFbTb57re0sD28mATG5yR+IroYnBjBrnIXAvJfXitq1kBgBrCT0IjuX7c7pHAPVG/9BNfPl/zdIg6+a/8AMV6bZ6lNceN7jTbjVry0t3kMcbxSxosYxyWLjGMZ46k15lLbzQ+KZ7CUTgwXjx7bgASLhv4scZwOccV2UKMoR9o3oO93Y7mxXy4Y0HRQBXpnhp4NI8J/2hdzR20MjGaSaRtoRTwvJ9gPzrzGEsUKjljwK4DxH4q1zxGqjUpR5NgVhW3jGyNDyBhfXCnnrSwVNTlJsuu7JIl1DUX8QeOtS1Mg7bidmiyMfKThf/HQK9b0tBbWaRD+FAteS+EYXvNTgLKSoOeTnCjoK9ciACY6cc1OYT99R7F4WOjbJdeR3+GErMFESTnByck+c34Yxj86zrzUBfX2lXEeVWOEWxBGORDHn9RWT4g8RXr6c+hiV47MlWMHkLktkMTuGSATz16VUN2yW3lLyVlWZHz6IFI/SvVwMPbT+rx+1Fr58un4nn15cn7x9GvzOziuDHKjjsRRrTKwBxkbeaz/ALQGiVh3ANP1G4MunRueu0DNfNxunY9apZpMsLIcJ7Yq67llxXK67dy2uj+bBK0cgZPmXrUWtW/iHQ9E0u+ur+7Wa73+ZEVwIcBSgY4+8Q2cdvzraOGlVjzROdTUdC6urXzEFrqUknnLGuq8PahdrbwyCd9zNknPqaKK3VSdtzGSVjV13xTqdlosskbxF0Pys6Z9P8a4xfGGqyuwk+zsD6wr3oopYqcm1qXQ3L9v4jvWjZTHbAFcnEQHWr1jq07X+DHD+8jy3y+nTvRRXPvHU3k9DoIHEjDdGnTPAqycCbaBgYP6UUVk4xvt/Vybs4jW4xb6nIkedgUMqnoueuK8zvdUuNJ8U3F/bbPOjlbbvXI+ZSp4+jGiit8D/Gfp/kOf8NGdYuYbC9Zeojzz7A1l2msXMpUMsfJ7A/40UV6MUm5XMmbiuXiJPcdqpgkCiisY9SiWF285RnvV3caKKipuUgBPNUdWJ+zR/wC//SiinS+NCkUbU4uo8eorR1fi0b/eFFFb1P4sQXwsi17xS+u29vFLpWm2rW6JHFJapIpSNc4QAuVC85OByea9I8DIh1ySZlDG3s5pkB6bgABn8zRRW1XWtTMH8DPIvEvi/WfFGpm61S580LuSKEL+6iU8YVe316+9dN4FjURTMBzkCiirx/8ACFS3R6d4dRTrVrIRkwuJF+o//XXJ+JL2S7+JFzdMiJIUiJCZxnI9SaKK58L/ALv8/wDIVf4xLEmLX9ShU/IJCQPxNdBZSMt2oB6gg/lRRWecK2Oq27svBf7rD0GRMTfS/QVs2hPk0UVwTCnucLe6u2neItTjNlZXcUs24pdQ7wGUcEHII6nIzg9wa4+wvbjVPFc99eSGS4nlaWRyMZY/y+lFFer/AMw79Aj8R29qcMPbmvPfE0SReJr62QYieUSlf9rGf/ZjRRXLl7/ey9P8jav8COq8GWsSM0qjDKvA7c12oYqpxRRXJitarOil8JyXiaBI4vMQFWZ1JwevNYvidnhsLExuy7wd2DjOBRRXoYOTUotef5Hn4hK0vU7SwYvpkBPUxIf0p9xIx0/aTxuHH50UV5j/AIjOyf8ADXyKHiNj/YPH99K5+617Ur/TINPuruaaC3dpU8yRmJLYzkk8428emT60UV6GF/hnNLc//9k=", 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foFuC5Xjt+db1g27Tkz/CSP1rD1T72/cOSeM8ivOWqOmpoyVx07cUjD5eO3WnEhgPWmy8J6ZFRMhGwjW1rGpPB7AdTUElxJK/OFizxGvT8fWsyLcxEjuWdvXqa0bYO7+XCBuB5Y9Frob0M4pLca1zJExXBYnjbXBXR1a3neOTT0GCcETdvyr01ljtImVcM2PmLVj200M8xhkAPUoT39qzU1HbU2knJHnFxLqDSFxp54GMCQU231adIyH0+fJP8LKa9LNnGsjDYhz7fpVe50a3miNzBAuQcPHjk/8A1/51tGrFrYnlZ5+NXYZ3WdyD/uA/1qDTLSUXiExt1ycjpXfQ2NlNjMKDntWo2hWgkWaFQJV/I0KutkhODT1OWgEkOMKWz/Ce9WrWyeaV3lGDjIGeldJDYRBGZlG/Pzf7PtUDLGNxXAB6Ed6yc9BSaZwPjFPLazAOR8/P5VzcZ5rpfG8iG5tYl5ZN276nFcxGaun8OpKRaGSpA61CEJOcYI/WpFapVIzyK1Uug7FdPlkX2Naatg4zVYBM9BzUowDVpgS+YQTyfzqrdzt9kkyTjaaezcVS1BithMc/w1aeqE1oUrBs3MWD1NbZJY7Oqry319K5jTpmjuowMHn8q6pYj5JUHryTSr6MUSCb5+9SaPH5dhCO+3NQSsFGBViyuYcJGjZxxzx/OuZNtWKZ1fh+D7Rq9vnkRZlP4dP1IrnPjTqZVdI0lGGWdrlx9PlX/wBmruvBcAZLq6YDacRKfXHJ/mK8b+I1/wD2t8SrqNDmK0K264/2Bz/48TXq4SPLTv8AM46nvVPQ7f4VCe1kjto1Q2907M5PUbUOMfrWber5WteIlH/LPUkk/PNdH4LgeyutJjUlQ2Qw9cox/nXP6qMeJfFSf7SSfkR/jUKXNTbBrlmju9OlxLA+f4ga6O9HyY7HHPpXIafIHsYZAf4VNdVcSiW0D56qDXnQaud1TYzLT5XlTIPTkVfj+7ise1kZLhwfbNaykbSR1obVjBEud9reoATm2kH6V86aw3NiCrHBkHAz3FfRUJBjnUnBML/+gmvnXUeZIB/deQfqK0wvx/12G1odL4ZnhitGZ9yFm6MpHArt9JhW9vLW3xxLIN3+6OT+gNcvoieXpsIPdd3513ng2w8+9uLkAAwxBF4/iY/4L+tSvfqmzdoGf8adWWy8ErZI2Jb+dYyB/cX5m/XaK4PwDp7eU8uMFUCg+55qf4z3/wBu8aafpCn5LOAFwD/E53H/AMdC1b8L6LMukCWDUr23Z8thWVlI7cMDXdiJKNJJu1znoq87nReKN6fD7RZJDl4rqMsQMdHal05BBrWqW/IUS5A9jmk8VRS/8KgtsSh7mO4AMjrjJEj8kCo9dbUrHxBFNptraztdWyySLJIUJPB4454YUqsHUotroFKShVVzsdLlzbyxehBrH1YlZT6elY9j4k1u1uSs3hieXcMYtrlH/HmorjxC17cvHPpV/YkKTm4QbfpkV5ipy5W/1R11JxbN+F+CM9RkVLI3ynPaqMcnKEdwKtSEFM9xWEyYj7KNpuQQkY4Lnq309K1jPDCoRGCqBnI71nPFOFCx28mPTaadb6Rf6hOyiGRFXqWU/wCfwqowrSVlF/cJcu7Yy7vDLlYjjJ9etMihEUe7buyPnI6j3HpV640WezcRtEwJGVYjr6is9y8LFlO4HpUyvB2kjoi1JaF2GRbmNlJHmL/F/e9DQDPFL5iNkkbSvY1QbzdyywAbkGV9D6g1oxMLqESIDnup6g1g58pUo20RBdW6k/a7UZB5kj9PcVas7oOFBbCgcGiNWWTcOD3z0P8A9emT2zW4+0Qg+WfvoB933FCqXIlZaMuyNu3FDiTH5j39qwdTvUsLby0UC5PAB/h96lub9reIOu0g8KB1z/hXARS3OteM7rT7jVri2VhIYvLTdllQsF9hwefb3rqoUpVnyp6nPJcur2K/iAYEDZySW3N6nisdW71HBe3F9ZzG4neTy9pUMemc5pA4xXSoOC5WJu70LaNmpQ9VFbAzmnLOnTePzpWGXN/SnB896qiRT0YU5Xp3GTF+tUtWkxp0nPXA/WpDJkmqOryf6Dj1YVpT1khS2M6xf/SU+tdTBdExCNjyOnuK5Kw/4+E+orT1KaSGzLxMVfcMEVrXjzSUSVsak3JzmtKAjA3cgDvWRq9tbQeH4NT07V7+cNdfZc3MKxrcEJuZ4h12qcKd3qPcDb0q2a/v7a0XrNIqE+gJ5/TNYVaEqbUX1DnT17HoumquieF47i4XakVu11IOnJBY/pivnLSoX1nWnnmZ/Mnn3FlbByTk17x8WNUOmfD+9iQbDculsn0PJH/fINeOeBYA96rkcIC34mvUn+7pNo46a5nc9Q8N2Etp4j0l/wC0LuSIzbTFMwZeVI9M1Xk0ZtR+Jfi2zWYKn2CWSMbeSyhCOfStPR2zrelAAnFynA6ng1UuNSXSPixfs0cgkltDCVOCQ0irtzjj0zWODfNC8u46/uz07GLpN94kXTYPLtdOnj2AD94ymuhtvEPiL7AFk8M+YqDG+K7U5/A1i+H5DHp/k55idk/I10+nXO5ZIz0xkVxV7Uq0qbS0bR0x/eU1JPdFbTb57re0sD28mATG5yR+IroYnBjBrnIXAvJfXitq1kBgBrCT0IjuX7c7pHAPVG/9BNfPl/zdIg6+a/8AMV6bZ6lNceN7jTbjVry0t3kMcbxSxosYxyWLjGMZ46k15lLbzQ+KZ7CUTgwXjx7bgASLhv4scZwOccV2UKMoR9o3oO93Y7mxXy4Y0HRQBXpnhp4NI8J/2hdzR20MjGaSaRtoRTwvJ9gPzrzGEsUKjljwK4DxH4q1zxGqjUpR5NgVhW3jGyNDyBhfXCnnrSwVNTlJsuu7JIl1DUX8QeOtS1Mg7bidmiyMfKThf/HQK9b0tBbWaRD+FAteS+EYXvNTgLKSoOeTnCjoK9ciACY6cc1OYT99R7F4WOjbJdeR3+GErMFESTnByck+c34Yxj86zrzUBfX2lXEeVWOEWxBGORDHn9RWT4g8RXr6c+hiV47MlWMHkLktkMTuGSATz16VUN2yW3lLyVlWZHz6IFI/SvVwMPbT+rx+1Fr58un4nn15cn7x9GvzOziuDHKjjsRRrTKwBxkbeaz/ALQGiVh3ANP1G4MunRueu0DNfNxunY9apZpMsLIcJ7Yq67llxXK67dy2uj+bBK0cgZPmXrUWtW/iHQ9E0u+ur+7Wa73+ZEVwIcBSgY4+8Q2cdvzraOGlVjzROdTUdC6urXzEFrqUknnLGuq8PahdrbwyCd9zNknPqaKK3VSdtzGSVjV13xTqdlosskbxF0Pys6Z9P8a4xfGGqyuwk+zsD6wr3oopYqcm1qXQ3L9v4jvWjZTHbAFcnEQHWr1jq07X+DHD+8jy3y+nTvRRXPvHU3k9DoIHEjDdGnTPAqycCbaBgYP6UUVk4xvt/Vybs4jW4xb6nIkedgUMqnoueuK8zvdUuNJ8U3F/bbPOjlbbvXI+ZSp4+jGiit8D/Gfp/kOf8NGdYuYbC9Zeojzz7A1l2msXMpUMsfJ7A/40UV6MUm5XMmbiuXiJPcdqpgkCiisY9SiWF285RnvV3caKKipuUgBPNUdWJ+zR/wC//SiinS+NCkUbU4uo8eorR1fi0b/eFFFb1P4sQXwsi17xS+u29vFLpWm2rW6JHFJapIpSNc4QAuVC85OByea9I8DIh1ySZlDG3s5pkB6bgABn8zRRW1XWtTMH8DPIvEvi/WfFGpm61S580LuSKEL+6iU8YVe316+9dN4FjURTMBzkCiirx/8ACFS3R6d4dRTrVrIRkwuJF+o//XXJ+JL2S7+JFzdMiJIUiJCZxnI9SaKK58L/ALv8/wDIVf4xLEmLX9ShU/IJCQPxNdBZSMt2oB6gg/lRRWecK2Oq27svBf7rD0GRMTfS/QVs2hPk0UVwTCnucLe6u2neItTjNlZXcUs24pdQ7wGUcEHII6nIzg9wa4+wvbjVPFc99eSGS4nlaWRyMZY/y+lFFer/AMw79Aj8R29qcMPbmvPfE0SReJr62QYieUSlf9rGf/ZjRRXLl7/ey9P8jav8COq8GWsSM0qjDKvA7c12oYqpxRRXJitarOil8JyXiaBI4vMQFWZ1JwevNYvidnhsLExuy7wd2DjOBRRXoYOTUotef5Hn4hK0vU7SwYvpkBPUxIf0p9xIx0/aTxuHH50UV5j/AIjOyf8ADXyKHiNj/YPH99K5+617Ur/TINPuruaaC3dpU8yRmJLYzkk8428emT60UV6GF/hnNLc//9k=", "info": {"video_id": "66369", "label": "showing that stapler is inside small box", "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": "ef9b2be9b4e1fd9790f6fb2aa499f11c7f2a931fc07082e3936dbbf2dcc420ab"} +{"episode": 55652, "episode_seed": 325557393, "split": "train", "timestamp": "2025-10-13T03:26:16.120262", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 325557393, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy car 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "71618", "label": "picking a toy car up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "71618", "label": "picking a toy car up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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WxRAuSMk+lUiJGZHG8rBUBJrfsfD8si+Y4LH9BVzSNMi3gnkDpjvXa21p5kAXG1QOnatYQuc86nKec3OlSxynyslh3HSo3tWjRC4O9s5zXQ63cxtdfY7WRWPVmXofasdhKy7pn3Meg9BU1ElsaUW27somMAdKgfirrjmq7Rc1kdZULkGgSmrDR46ioXX0oI55CiTinb81XB55yfpVy2s7m5b5I9q+pp8lx/WHHct6XcpFcAvXbWmvRRRDaea5iDQHEe4qSfU1E+nzFwkbD8TgVlVwinuS8Vc6mXX2n3MCdg+9z0+tZk7C8mA2lcgMjf4fQVTghuBbO8sZKA4KADO0dz7Zq35l40kcaInzDcXxwAOgB7VdKlGCsjJybM9pvMtJJooy4X7vGBkf0pyOgEUjngYkXf0zimxuPOKRKrf3sggL+Xemzw71iBbeigbEznj3rQRcmuFZQEOH+/j2qqihUeN8sjMWweg74ppuGaYFUDyR5DYHHTpUcTyJIxlw27qvZaQFhpTI8D8FVz26of8A6+KikiiMvmFG8xv41YgjjHGOgqESqsAjhY7wTjPQLU5jQvHL5mBnawzjg+lMBlvZQqiCRPnGN2Cecev161LKokmD4GwqSwHr2P8ASmIVklkLyOIzlQR1b1xTXAt7cqJC8qkBADnI7UDHC1gjyVDrI2curkH8x+FNgt4BFH5kKh1wTtPU9qUwnaJDMu9ASRnj6Vc8O6ZDrviY6bPqEtshikaJkj3F3VCwX26Hk+lAjQ0mSPdOyjBO0HHfGa0Gl965rw7I2yfLZBCkD061sPLjqayludENieSXjrVGebHQ02ScetUpps0jRiTSk96zpsvUskhNRZoRJDLEAnSsyVSrH0rSuJ1Udaz5JNz5rRGc9rEtvYSzru4VfU1Mshtw0UZHuaiaV5Co3HYB0Bp20RxMyggn1qmkzJE0Q2rlxnPJ5FReZ710mtaHpNr4at9U0zULy4Vrr7Lm5gEa3BCbmeIZ3bVOFO7+8PcDkt9JlJk5kpPMqEbieBUkdu8iF15x2HXPpSG2HmHNWYD81C2QQxluSx2nJ4zVhLciRY1XBxktntTBMer89eajklLBic/L70suFjyAQQxBx61U25UPIzbSeg9O1CJbOj0u8iSISySbVHY9ai1fxJd6iy2dqXitsdurfWsMA7wq7sk49hU+zYWXB3eoPar5rKxk6abuyzawmOJtwYMvLNnqPal8zcgbkgk4Jq34VtNO1vxDHpurXdxa28x8tJUmijEfcljJxjAPA5JwKpahbPp2r31i6XEf2edoglwAJFAJADBcjOMZxxUt6GsNGJtBpjIKRXqzGgc1BvcqGB34C5oNgxOGXGRx71rxIARggU19o+b5gB1PpTRDZFpujbpAdvIPcdq7Kz0uBVGVDEe1ZGmgko7MwVuFGOa6UXdrp9r511KIweinqa3po46srDvsZZdqrx2ArmtWmWGXykUfu8lyq52+tM1TxhPcgxaYPJi53Snk4rHiZ7iLzZ3crIcHA646A1U5LYmnCT1Zc+0OwiwT5UgOGC8Z9B/KmSuF/dr99Fwsew59BUV/cywwFUmkWRyABswAo/z+lX9f8Mar4e0XStUvJrlLq+MnnRmIj7OAEKKzf3irZx26dQayNzKdtt6yhQBu7fSoIMyQPkngsBg9KKKRYkrtbWqrEcAMp98068JEscIOEkkw3qRRRQIe7bJ3hVVCAAgY6cf/AFqECvJc5UYhjyo96KKQhxbCyOFXKR7hxxSwIixRPtDM8bOS3POaKKBjDGu+2ixhXkO735FRw6lPoeuNfWYTzoJHCb13D5lKnI+jGiigRJoXDXAHQbQPwzWrIaKKyludNP4SpLVSWiikW9iuelROcKaKKCTNlOXbPaoaKK1RhLcljNSy8KDjv0oopkm3rvi2TxDBbQzaRplqbdFjiktUkUpGucIAXKgcknAyTz61kLEgOQKKKALIjWO4fbxsYAflmrCooO1RtGR09+tFFAiInzI9rAYJB49qJJnCk57A/maKKQyAuzyyMTydpP5UjDdHg9CtFFMYiZXGCegpyyNuV88gGiigRa07xBJpDTo2nadfxTMrmO+t/MAZc4IIII6nIzg9war3Wo3Wq39xqF5KZbm5kaWV8Yyx9h0+lFFJ7DjuLGSTV6PgUUVBqS+YygEGkDtnOfvNz+VFFUiZGibmaG0kKPyigg+h4/xrIlnmv79zcSs+3pzRRWj2MLCyjyHkZO4Vsds5xT2kJtwuBhuMY6den5UUVJXQluriRrFFJBztO7HOabeeI9W1LTLbTby9nmt7Z5JUEkjMSzBepJ5xt49Mn1oopsR//9k=", "info": {"video_id": "71618", "label": "picking a toy car up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "71618", "label": "picking a toy car up", "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": "72205de440f085bcd294532bd79d6301fd1cd45680c667aa762a36f8bdaeeaca"} +{"episode": 55653, "episode_seed": 366365422, "split": "train", "timestamp": "2025-10-13T03:26:17.284757", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 366365422, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a bracelet and a paper glue away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "37177", "label": "moving a bracelet and a paper glue away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "af06b6d6b60589d93732c300a689e4aa71d711ed02d4041c4faf3de8d666969f"} +{"episode": 55654, "episode_seed": 3740682163, "split": "train", "timestamp": "2025-10-13T03:26:18.194575", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3740682163, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stapler from printer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "146052", "label": "pretending to take stapler from printer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "146052", "label": "pretending to take stapler from printer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "146052", "label": "pretending to take stapler from printer", "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": "e2f0d99351edc8df3e92eccfaa1c4c4d9fd3eec642adf38458e281fc0b423974"} +{"episode": 55655, "episode_seed": 1216176750, "split": "train", "timestamp": "2025-10-13T03:26:21.122685", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1216176750, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the table with tv remote 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "183241", "label": "tilting the table with tv remote on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "183241", "label": "tilting the table with tv remote on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "183241", "label": "tilting the table with tv remote on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0f1c8829c2d3863a9e8f88923784f9177499ae719021d81c71e97ac51fc703ea"} +{"episode": 55656, "episode_seed": 800659777, "split": "train", "timestamp": "2025-10-13T03:26:23.476996", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 800659777, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 staple and permanent marker closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "148672", "label": "moving staple and permanent marker closer to each other", "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": "148672", "label": "moving staple and permanent marker closer to each other", "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": "f1706b483dc2cd82b8512d499827decb98e58394bef76c09aa0c419899e75ad2"} +{"episode": 55657, "episode_seed": 2050298407, "split": "train", "timestamp": "2025-10-13T03:26:26.600126", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2050298407, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 feather 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "152423", "label": "pretending to pick feather up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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bcDuY8AkMBncff0pVkML7mUemTx37VHK8znaFWLPO5juH5DFAiJJS7bZOVwecA4z3FPhntnaKKPaXGQApJCj2PTrQkdtP5weN5CR5iF5cBFHXKjgmpwVTOcBcDG0YHA7CkWisl1ayTSQRXETzwNiSMMAV/Dt1qdfvjYNvXPP9a898T211oniT+17Vivmv5g+v8QI9Pauv0zW7O90oah5qxIFxLlseW3ofUdx65q3GyuiVK7szXUEEYGBnp6VXkZmdgvyjGQxH6VixeI2uJpPJh3RKeH5DEevoK0kuI5YUCAgH7pycr0BHpUplOLW5I5DBSrbGYEFen50oQBl6RsCchvXvinIqclVb5cHnuf8ACljiA528ZJU5z1oJGvOQm0HC55wcnilI8zEa7VdjtHbJ+tRuflAUnHv1I7/lTZXCRN3UDdwenFAhkEflEovC5IIJGCOn9P1qSLeZ5A/XcVBHGfT+tMhCmMDJBI+uMdcU4wxoMRFxzuwScnPWlYpMcxYyMCckdGA61zviXRlvUeSNBvxy2Ocexro85RTkjPXPaopA5BAxjnoeaAZU0OOSLRraKVBv2DPIHIOMVaBdSyFWkjY/KQfmQ+h/z+NVwwjChjiMkjPQqTj9D+lTxEgbXX5sYPoR2p7kkvysJJGKhlAGGbkk0xpiFIAD4b5uPug+1RkOWwMMzdM9T6damQqVJLYOOBjpQMdZzpJGd3QcAf1qX5JhyMfNkY5/X6dqghj8osDkH0Xjr0xT4iqru6AH16UIRDIHW835zkbQuewz0z6kinfu4mXarAykvuznPQkU5XaR1TeGSJQo9h1/OnPHM7ByU2jIA7n3P5dKGVEfK3IyPmPAZehPpWF4h0mPUrMFl/eJnDL1I79a2lLSIA4GV7elRyFQuCvGMgY6UgOU8HvLavc2kxYRRMGXJx1//V+Yrp2uRHIvmbWiPDOP4T71S+S2klkVQoYfMR1HQ5/PrQJ2MpVm+XAxnoR6H161TdxLQ0gRMix7txLcY+Yn2rkriF9M8XSHG2G5HmRnoA3Qj8/510KztEyMmV2nIK/1/wA96x/ESmTTFul3F7WUMc9Qp4b+eaQ47nOaj4ehudVsrU3kgEu+aeUoPl+g6dsfjXqxlURqBgk4GTwMVwUd3Hc24ZSCwGM13LgBFBJJHU5OATSQ5qw6RMhmjDeYwweOfwqpbxq0SwONy5wCrenT88GrLy+ViQMEdMsCfp1/WiPzNhIYFj0zxn1z+JpskS3kDFyoCAEjaegxXP8Aibw9DrEbSJGEu04BPf2P+Nb22aAgllYg8sB68/16Ukw+TcBkt3oV0N2Z5PbT6l4Zu2JEiwMdrq3Q/wCfWurvsPBBqEW7zofmO7+ND1HH51PqtpDdk+ZGG9Mjg1RilMCRwIeilVz3A6D3x0pylfcUVyvQtXl/NPphC4KuuCe+PSsKFjDbyqOuKrNdy2M5tWYmF1zGW7D0/CrQCNCxU571mtzouraHReE5sWU4ZzzKNg98ZrqorhJgGypB9P4q5TwnGG0+6JGcyj9BXRWseyPJYjuQTyAKs53uWiyyF1wNnTA6/j6c1VuYyJInztRDgZ6c4z7ZwKlTG9vlORyVPPvSNIxcRRyjbkvj3PHWmIY+1AZfL2u5CFgfuntVhnxECRlR3HVaY8cjY2yAInOD1Pt7CkTdzE23AzgYxn3qS+hQ1Wxjv9PkhlUH0b0PrmvM9Q06+07zY4y62jncWVgcEZxuH54r1a4OEPy5B4xjrXn98/l6vPFIP3NyuOeMGhvQaV2ReFb+XyZopD8x5zjqK3dN1GSLU/K3HZOQrLXN2ai0viiHIHetInbqVuykg+YvI+tTDY1n8Nmd+Q0ThSpBXg54x+FNS7QTcNncxBDdCR1qtC3nl92Sx+b5j1NTTwgyqxBA6Zz/AJ5qzmKkpYAMysxHG7HzH6+op7MHkX924XALFueh7fWoYRshiR5Cwx1bqeetSKC/zlmVGPI4yfxoGWI8MowRntjjikmk2AKOMd8UyVzGCVwePrzUCnMwyQWPGDQJFqNydxJADDgehqOU/MQBjd2zzxTHwmHVs4NNdyzuVBA6jnoPqaB3F2hsA/Nxhs+lNgWWAFMkqGO3uQD2/wDr0wyAAE9OMAev+f505XZVDL8vt6fnQA8rtGJWIIPyc8ipAGAwoG4LwSetRLKGRmbqOCPT8qxbHzdT8WXGlvqlxaxHzDEI0DbmVCwX2HB5P9aTdhN2OhZ8KQxIfGMr0/z70iyAxMTIi/MM89R0OBXOeGNQu71bhriRpgFTbu6jOelb52qAAqHnO0YB9aaBak0MQOWJIZwSST0z/XGKmOAjMwwKhUFVLvgEnkKcgUyWct8q9Ae9MCQSKcYXk8HmkmO3pkYbp7VHtIQsnTHcdaa8oMa4bljg+340iirKWOSDj3HXH9azy7QSqmN0JBKkc7fb6Gr0r7uB64+tUZZCGJyGwewxigRYM++TYowGx35UilkjE9vLBPtw67Dt5zkYqtHNvIjUAHrhT061V1e4mttKL28pjIdQMf8A16GGxxlnPNYXctrKSGifYQfY17C8v3egyApXPGT6H/GvNvFmj2S6ND4gsNSvbh2uvsrtcwrGtwVQFpIwOdqnCnd6j3A9GjLSRR+YihsAkjoD1/yaUQ5uYlkKSMqeaDuwTtPAA6/yxU6RgKMemCP5mqykuSFCFT1bPGPQVK0ghyOcgce9UDHyOqEZGeORmoyd6MNvToah3GSU7unalYlCu4/Ke9IaMi9JV3GQRxjIzXPzqS+DxzkYPf1HvXQXzYkYjJwdox3/AArCueGZt2PUmhiZSvLNtStArKEuYySj9Af/ANf86zLGdwTEwIZSVdG6g10VvIUI3KDnnJ4/GsrxFavEq6xaqcEgSgDgjHDf0qfMcZWNfw3ei2vJbZ87ZfmT/eFdpvUOWHQjJ4+YH29a808MNZa14mhtL6/ubSGZgIpopooxEepLGTjAGeByTgd66jRLu+bWNTs7l5ybWYxMl0F8xcFgMheMnjOMindMltXN+NxlkaQKQpGT1z1p0W2SXzeTk4GT2AwD+eajzjJyqs3GD3x/nrUkYLAuyqGA4VTnAqhlhVCgA/dAxmofNGMKoz25pkk5KlEPAHrSIpK7hnPfNIEPuR+4fAKkjj3rz7xNbtJmReCG4ru3kIt5OTvBxj/6/auc1aESROMHHY+tJjucLZXrLNtc5IraNwZlVwPmU5rIuLPbdbSc/TtUlvcvZym3uD15R/7wpLQtSvoz0jSb1Lu0EgOVGQRjlT6H/GtRWG10wwGPvHp7V5lJqNzp0LTWszxh9obZ3FdPrNpr+h6Fpl7d312sl7v8yFkwIQApQMSPvENnHb65ptpGUvddjVjcrCXwGYkLubk4yP8AGpA7GF2JyQxUcY4wKKKYDZZCsZ4B2rkZpoRcl8c8j/P50UUDB5DtAwAPTFMZ2EG7jk4Ix70UUARhipXockDkVNGS0kaZwrE5AoooASJi7ysxyXJYnHf/ACK4261GfR/FFxfWu3zopX27xuHKlTx9CaKKUiJGj4RHy3KDgHYue+Oa7FIVVS4JzwPwxmiihbDWxGvKuucAYx+IqnKxVDtOMen1oopjLEbMepPHFQ7QXVT0yD9MjNFFBRVuB+9cZP3sVUeMCQqM/czRRQJlVwFa3YcEs4P4Af41S19ylj5Y5XzFznvRRQxPYrax4jOv20EE+ladb+SixRvbI6lYx0QAuVA5zwOTzXoVsocc5AVMAA9ODRRUxJgTTL5SEKSQvTJ9qim5UOeScHn3ooqiiurstwSGP3c1JKSYgCemf0BoooGUrlA0EpxjkdK5+dQx57dPyoooGxY0GyPrzVuOKOSO5hdQ0YkdNp6EdOaKKESzgLLWjoF/fWi6dp99bPNny76DzApQnaQQQR1ORnB7g12HhLULnUdR1bULqTzLq5dZJJCMfMQxOMdP6UUVEdyY7ncJEqAEbuF45qMuRNs7FST9aKKsoikGVk5IwM5FJC7eUDknGOPqKKKBj3QEnPfr+eKyNVA3bu+B+HSiigZyt7EiTLge9Q6vBFJoNxIyDfFsdG7qc4P4UUUmIxBK76d8zZwRWkviTVtQtLfSru8mntoHeVfNkZiWbHUk8428emT60UVL3FM//9k=", 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", 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p4AB4yc0CDPBC8e+M81EzfISzYKjKnHDH39O9PWXym3FMFuOfX2qCSSVjjasSjLEn5vr0xQA1ZPMDLLyNpGSAcH6/561JBPbSvGkbK0gXHyndtH16daasVtMkvmI7sCJFZ5cKqZxgqOCeetRapqC6RptzetHuSEAqifLnoMD0pFdC2cJGjDBPQdvypExvxGAAM5H+f881haN4usdakEJH2e4PSKQ5Df7p6H6da1priOyjkldm2KPmKjoPf2FU1YSaexT1pNWZIhpe3aCfMXdtb25/pXN273LXatO7LMjHzULZ5966eTUHuNIlnswGnZR5eWGOa4tNPfQbu3a4ufNnuCzSoB8qjtg9+/NQ+5rDezO3glZ4R82JOVwOM+9TKi5Gz5Tkja3r3Fc/Zamo1GJCmFkbaFP0roo4gOSp74LHdVGUlZjXnITaDhc84OTxSkeZiNdqux2jtk/Wo3PygKTj36kd/wAqbK4SJu6gbuD04oJGQR+USi8LkggkYI6f0/WpIt5nkD9dxUEcZ9P60yEKYwMkEj64x1xTjDGgxEXHO7BJyc9aVikxzFjIwJyR0YDrXO+JdGW9R5I0G/HLY5x7GujzlFOSM9c9qikDkEDGOeh5oBlTQ45ItGtopUG/YM8gcg4xVoF1LIVaSNj8pB+ZD6H/AD+NVwwjChjiMkjPQqTj9D+lTxEgbXX5sYPoR2p7kkvysJJGKhlAGGbkk0xpiFIAD4b5uPug+1RkOWwMMzdM9T6damQqVJLYOOBjpQMdZzpJGd3QcAf1qX5JhyMfNkY5/X6dqghj8osDkH0Xjr0xT4iqru6AH16UIRDIHW835zkbQuewz0z6kinfu4mXarAykvuznPQkU5XaR1TeGSJQo9h1/OnPHM7ByU2jIA7n3P5dKGVEfK3IyPmPAZehPpWF4h0mPUrMFl/eJnDL1I79a2lLSIA4GV7elRyFQuCvGMgY6UgOU8HvLavc2kxYRRMGXJx1/wD1fmK6drkRyL5m1ojwzj+E+9UvktpJZFUKGHzEdR0Ofz60CdjKVZvlwMZ6Eeh9etU3cS0NIETIse7cS3GPmJ9q5K4hfTPF0hxthuR5kZ6AN0I/P+ddCs7RMjJldpyCv9f896x/ESmTTFul3F7WUMc9Qp4b+eaQ47nOaj4ehudWsrU3kgEu+aeUoPl+g/DH416qZFWMY2lum48D864OO7jubcMhBYDGa7eQAIM89yQTgds0luOasSMvJdFPmYA/ziqcEQETW7/Omdp55H/181aLCMBs7WU7lY9yBTYzI6Fy+5mGQT6nk5pkhDJmWQKNm0ldp5GRQ5yxG0gjqpPrSbJYju3qzbs7gOmf5CnEZUNgEt3pFHD+KfD/AJs73FqFWUknBbaucck59a5F7i+h1JHuGk80tmRJOua9B8UKZdPdVBDdmx3FchcFL23juzxKqhGAPpUzempcFrdHQ3N40lqrg9VyK6LR7uS/sPtL5Z0+Rmx+Vcbbv5lhg9hWz4clZbGVMtt83OASBkAc1S2CrqdO0oRArkjJwoB7/Wpre5WVAxIP8zUCRgoxUcNii1jEak5IA/2uR6UzIsEpKHUj5OgCnn/61VZ0ZbiOQnCjKjPAx1OPep0wGbjoeQecUzezMIkkBUZYD/ePPP50xDWCIA/llZJW2k5+6QOlPukjuLYxTIHhYYIx69jTpI5ZCCGXYvY9Tnjn25pFLODG4HHbpUl9DzHX/Cs9hcGWyVjFn5dnVT6H/GtLw9rM+oB7S+3u8IAcHqy9OfWurv8ABQgrwe2K5j7JDaXXnRJhmBVsdWB6j+X5Vbk2rMjlSd0T2E76dcPZK2UX5o2PUoegP0rO1R5J7/zJcAqMADoPak1KSaa3juYmJeJSy47juDVOC9W9w7nmsnudEGn6lnzmOpW+1tp3IAfTkV6FFdxhsBgVYng46jrXnSoDqFuvrIv867+SAG4B+ZeuSMD/ACat6GU9yCUsAGZWYjjdj5j9fUU9mDyL+7cLgFi3PQ9vrUMI2QxI8hYY6t1PPWpFBf5yzKjHkcZP40EliPDKMEZ7Y44pJpNgCjjHfFMlcxglcHj681ApzMMkFjxg0CRajcncSQAw4HoajlPzEAY3ds88Ux8Jh1bODTXcs7lQQOo56D6mgdxdobAPzcYbPpTYFlgBTJKhjt7kA9v/AK9MMgABPTjAHr/n+dOV2VQy/L7en50APK7RiViCD8nPIqQBgMKBuC8EnrUSyhkZm6jgj0/KsWx83U/Flxpb6pcWsR8wxCNA25lQsF9hweT/AFpN2E3Y6FnwpDEh8YyvT/PvSLIDExMiL8wzz1HQ4Fc54Y1C7vVuGuJGmAVNu7qM56VvnaoACoec7RgH1poFqTQxA5YkhnBJJPTP9cYqY4CMzDAqFQVUu+ASeQpyBTJZy3yr0B70wJBIpxheTweaSY7emRhuntUe0hCydMdx1prygxrhuWOD7fjSKKspY5IOPcdcf1rPLtBKqY3QkEqRzt9voavSvu4Hrj61RlkIYnIbB7DGKBFgz75NijAbHflSKWSMT28sE+3DrsO3nORiq0c28iNQAeuFPTrVXV7ia20ovbymMh1Ax/8AXoYbHGWc81hdy2spIaJ9hB9jXsDy4VWJC4HIH3eff1rzfxZo9kujQ+ILDUr24drr7K7XEKxrcFUBaSMDnapwp3eo9wPRI2kkgQShdxHJXt/n1pRDm5iV2RgsfmA7wFIB+6Aef0qaNAFXA5GePr3quGZjhdjKereg/rUrOIB6YGRVASSsqbeMt701W35wmRjK1X3GSX5s4PYU5i0ZUn7uaQ0ZetqWRhkkEDHFeZ3wks7t8H5S3QV6nqHzuwGWA4XsT+FcNrdmGd3Bx9RSauF7Fexv8xAdiK29CvRa3piZggkIKsemfQ1ySQzQxiaDLbOWT+8Pb3rSguo7qPKHPGaE+jLvzI9NVgFHyksByAKmaQBiTkZXnuwPt61xPhfVDqfiRdL1LVru1SRgkcscsUYQDuxcYwBnjqTj1rZ0qa9XWdTtLp53FtIY8XO0SLgkAHHAPrjihPoY31sbUUgZXBkVSoxnPORzj/8AXToUV2MgYncTjJ6DoP61FkKM4VWY528Z9P6damQHBkYAHH3VOcD0qiiYKFXkfKBioTKOy5I9+1MlnJUonOPekVflyvpQCIdQBCMV4Pb3rnL4ljxjg8djXQXLg255+bdtx7fXpXP3ZyrD5sL+tIbM1GaORSq742Pzj+o/rWLfWh026WaMEW0rfLz9wnsf6VuAkSFQQ23sBVpootQtms5UGJR2OSPf61IlKzMPzXaNJB99CCD9K9A0y9jvrESDILKMk84buK8qmubnTnuLGdmWWNhtf1Hr+IrqL/TNb8I6FpV3c3d1EdRaQzQbMC3wEKBjj7xVs47fUGjmCckdTG5WEvgMxIXc3Jxkf41IHYwuxOSGKjjHGBRRVCGyyFYzwDtXIzTQi5L455H+fzoooGDyHaBgAemKYzsIN3HJwRj3oooAjDFSvQ5IHIqaMlpI0zhWJyBRRQAkTF3lZjkuSxOO/wDkVxt1qM+j+KLi+tdvnRSvt3jcOVKnj6E0UUpESNHwiPluUHAOxc98c12KQqqlwTngfhjNFFC2GtiNeVdc4Axj8RVOViqHacY9PrRRTGWI2Y9SeOKh2guqnpkH6ZGaKKCircD964yfvYqo8YEhUZ+5miigTKrgK1uw4JZwfwA/xqlr7lLHyxyvmLnPeiihiexW1jxGdftoYJ9K0638lFije2R1KxjOEALlQOcnA5PNd9aqH68BF+UA470UVMSYliQeXGAM4UZGTUJcvCrHqQDRRVFELFo7kbWP3c/rVgjcChzgHGaKKBkEyDyn9x1H4Vy1/Grh8j7vT8qKKBsyrRQGbA96x9QRbPxHcR248uNsNtHQZGTiiikC3JbfXX0i4uFOn6ffRzOrlL2DzArJnaQQQR1ORnB7g11/hXUbrVJr/ULuTfdXJDySYxyc5wOgooqVuQ/iOxSFVAYFgQABz7n/AAqMMfMZOwG79aKKsZVmyFcKSMdx16VJC7FUyT/+uiigZBMAd2QOef1IrI1JQs74/wA9KKKBmZHGomA571YRFVEYDnzlX8CD/hRRS6kswfHNvGLW2uwMTB9m4dSMZ/nWTN4j1bVNHt9Nvb2ae3tpHlTzJGYlnxnJJ5xt49Mn1ooqXuT1P//Z", "info": {"video_id": "152423", "label": "pretending to pick feather up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "152423", "label": "pretending to pick feather up", "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": "59dec7421364a78cd2ea1a8dcb7753d84f4e4765e400baa8dd3765196815e82d"} +{"episode": 55658, "episode_seed": 456075507, "split": "train", "timestamp": "2025-10-13T03:26:28.628648", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 456075507, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leather case with staples 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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A46ZXYcdfWvoZfCFzbTl9NaDyZfvJMSDDz0XGcj24+tQap8I9DvVZ7Vp7Jz/dO9c/Q/41tQvT0IxUlVaktz5y1F5p2DyOXIGB6Aew7VpeBJTD4y0/BA8xmj/NSP8ACu11r4Qaxa7ms5ILpPRG2N+R/wAax/CfgzWrbxXaT3VjLBBbSeZI8i4HAOAPXJrWcuZ3ZyJNM6y010XNxPZ3lv5F3BxLsO9M89COnGDz61m6nrttaXyRZWSNgQzRkEhvQjtXaX1kstu8QZ4xIMM0R2t+Y7+9ea+JrS8sJXit7Fn023Y3E07AFiW52gnt0FYtXOi9tzqrCPNwxPTitM3K+Zt3YUdh3rm9MlubczefIG3xRsgwQUHPBq9AJZ5lWIbpZDhR6e59q8+rTvVaPRo1FGkjpba5Z3Aj49q14eYgc/NXJavAPDmjPqpvSZEwBG4+WVj0Udx9fStDSbjXdW062nh0ry1nQOsks6hQD39cfhQ8M+hUcZHqdBPbGe1eNRhjyPrXl/jDSb3SNVk1e3kcpdPvZu6P3B9s16fBo/ia3jM2LK7RRzFCzK5Htu4J/EZrN1GOHXovsciMEbPnZGGQjg5HYj09a6cPKrhpqUdDOs6WKg11PN7fx7r1jIjLNhduGVgTkeuc5/WuQ8VatLrmsy38igFwq8DHCjGfrXb3Hw38VxcjS7iRezLtbI7Hg1gXvgfxImfM0e74/wCmJ/pXqVa8qqtK33I8VQ5djD8J6mNI8S2d06u0YYo6oMsVYYOB365/CvbUnt763E1vIJIySAw9QcGvK/DfgjVp/EFr9psZoLaKVXleRSmFBzge56cV6Xe6IdPsTFodtDC4DEnewYnBxj1JPrXHKJvS2KsrRyl1RwxjOGx2ra0q2VUAxXnUdxBD4nYrftcMgzdcYAboeR8p5r1GMrbQhu4HFedio2sejhWtTRSXaREg57+1XYroYxnJrmBdyM5YZO44VVGSx9BWb4e8cW9/eTQT2c1uqE4c/OAAcZbH3f5VlGlJq6N5VoJ2kd9tDAEjrUV0rpGDGAS6PE2enzKRUEerWsm1IJBO56Rw/vGP4Lmri3St+7ngnhLdBNEyZ+metawhKPvWM5Ti/dbPLtH8T6l4TQaVOm2KJ2Dxlc8k5J681sjx5ot8BFd6aFYsdzrjaQO5GR/I1Y8a6L9uRrq3jV57ZNz8feXPT+v515rd2UwDF7VhnngYr3KOJjKC5oK/3fkeRXounOyehympyJLfXEkYIR5XZB6AkkfpXY/DDXGsNTnsHjkkhuQGOxS2wrn5sDtziuZvLFySfKYGur+Fem3R8UvdCJxBDburvjjLYwP8+lcklrciPxI9H1TULeztDcMwZQwB2nkZ9RWLqV1AyQ3EMiyRsG2svQ1H4xgt9GjN3PFPqM1wphjRzllOSxYMBwOgx7VzxuvM0qziT7qM6lh0Dcblz3wa568bxO+hJKaNGG9HzHgDuxrUsJknUlZM44rI0uwF9IGkBFsvGB/Gf8K0tT0yCysJ9Qt5vsrQRs5xyrADoRWKoaHV9ZtI3w6AKScGpZrZbqIbSCyHcPesHRNI1PV9PtLi71EQpLEshWCPDDIzjJraXwzqdmjTadfy3m3rBcAAsP8AZYd/rxQsNJaov67F6M8v8V6A2iagtxZsyW8zErg42H0+lZMGuanYXDOlxIyZ+ZA/yN+HT9K9SutP/wCEjguLeaPYzr5MaSgqUkPQkdRg4rnLv4QeIYFO1rR+3yzkfzFethcVWhDl5jzMXRgqnNFaHlOpSzXN3NcTEtJK5dye5Nb3w+v4rLxGUnkWOO4iaPLHA3ZBX9Rj8a17z4ZeJI93+jK2P7syn+tWfDXw9v7e8luNUjSKPynjRGAclmGM46cVlPUwindHaTxBhkEe1ZdwmQfbg0T29x4d0sR27XN6UVm+dAVHftgjJPTmsK3nurbX5ba4njMTguyo24KT0yeo6Y5rnlBM6UdLbJtA9fStWBGDAcE96oWq7VGep/StW2UkgKMk02CK2kWc7eItWuJC3lO8aJn+6qdvbLGu0s1yVwOB+lZ1uoUbE5Pc1s2ybFCrzjrVIk2rYA8n8qtvyMdOOKoW52xZJ/8Ar1dhUupd+mMCtES2Zd6nyYNYdxFgsAK6K5BbPIrHuY8MSDTBGBOoxx2rJvIldWDAEHsa3LmMY96yrleKgs5fUQElVsAFhgn1ArpfD9gLe3E8q/vZRn6L2FY8lp9r1O3Q8xrlm9+nFdhZxlgCeBWLj7zZpz3iomX4r8NyeJtOs7aPCiO6Vnb+6hBDH8q7XTbRY0it4V2xRoEUeigYqC3TO1F4Hc1sWgC/KOc9TWiMmtbmlbxqigDpUN1o1jeSmWWHEhxuZDtLD3x1q1Evf2qWtUtDFtp3Qxo1Me0AAAcViX1uGLVvVRuo92c0MInJXEAA+lZ86YJrfvE+UjHPrWNcIVOOtSzVHCXfhHTo761uraIW/kymWQLz5pweufcmtma580KoPFWbzociqmj2n9o3yRHiMfNIf9n/AOv0rkxEeaUUdFCXKpM6bwzpmQt5KvJ/1QP8K+v1P8q1/DnhXTtBSZbOImSdiZJX5Zuc4+g9Kt2wG0KgAHTite3AGAo7da0graIwm76skgtobZcQxImeu1QM/lTpoYriJopkDo3BUipKK6VscxmW+iQWs4kjd+GDfNyTj3rQeJJBh0VvqM0+ihRS2KlOUt2ZV9pdvL/y7wn6xr/hWR9hjtd6pGqDOcKoA/SuolXK+9Y11GCznvUMqJiXEea878QaRBbz2FlZRCJZJJXbHYkgsa9JuVI3fWuV1tQLiFyBnDDP5VEldGsXZ3K1pCkEKQxjCgYFZvjayuLvww1tZ5LyTxqyr/EC2MfmRWtbZfAArYgjCptxljSW5T1RNpVqLOyt7VefLRU474GK6Ozj2jms2zjVDlvvdBWtAhLL1x6VaIZZ/s61e5S5a2iadfuyFRuH40lzHkcetWNxBwvLGiaHbF6sa0RDOZvYg5btisW4iwBgciukuYuWwOaxrpPkOBhqTGkYVxFkMM4PrXnx8Giw1OGWGd5IJC7XRlI3OccYx7kmvR5155FZN2BipLZVtA0vTOPWt22VUAA5asK0n6BeBW5atnofrWZSNi14UAdSeTWtAQmfTvWNA65Ud60LdvNk2A8dTVoTNm2DTspxha0mYn5V4UDFUIX8pVUdTUxmwDirRFiCZt24EcZrNu8g/hUHiTVzpGjT3SAGThUBHBYnisDRfEravfJZToqzfZlmJXv64H60N6lpO1y5dfe471k3OMEela97wQAc8158J7vUfGV3pbavc2kRMnlCNA2WVCwX2HB5Pp70WJbsjesysd3LkDoP610VqxYKMYFeceC7671CW6a5neUgRkbz0zmvQ7XcuNwOB6Vm1qUn1N227YrXtSAgwOaxLeQ46YrUidiFVetCQGvGxY4U8VZFQQgIg9hUwYEVqjnluBOBmqk5zk1PI3Sua1XxPaWGrw6e4LSSKTkEcHsD9aGy6cWx93gkgisS55Le1aiXUWoW63ED742zg1yPjW9ubDRJ5bSZ4ZfNQbkODgnpUlvQW9wN30q54WthBY+c/DTHP/Ae3+NcDrF3NFosOoWWu6jMrXH2bNxGqLPhcs8ffapwp3eo9wPULGJQiBTgADionEFLsdBbY4rUg61j24etOBiBgdTUoJaovCikUYHPWlrdbHOFFFUdXvxpmlz3eMmNeB7ngfrTBK5bk+7WRdnKk1naT4oa/ltrWdAJ5VY8f7Pf8a070bYW4561m3fVG3K46MyLpdpZW4PpXJ62qtPbljwN3H5VnXGq3Nx47u9MudYvLS1acpG0UsaLHwDklxjGM8dSayLe61CXVr61vJ7qT7NKUVbjG9OSOccZ4GccUmtBp62OotWAA24rXt+oPesKzfaAMYrat5B2qbGhrW2Mbiec1pxSEFVXk4rGilAjHrWzZphQzdepqkSzRt12Au3U9KJ5VCDOfWo1mDL7VBPJkCruTYp3BySR0rIugCD61PfazZ2t6lpLLtmkQsFxngVVeRJkEkbBlPQg5BpFWMm45Y/Wsa843UvjC7nstGmltpWik81BvXrg9RXLa/a+INF0XTL28vrsTXnmeZEUwIQNpQE4+8Q2cdvzosS5W0NmwjUgcVswrhQATRRWZZqQjaMjrWzaDy4Qy9TRRVIGXElcsCTU+85IooqhHAfEjUbi3SG0jZfJkj8xgVBO4OADn2rmfDpNnqGn3cZJlclfm5ABBBA/A0UVX24lr+HI7274IPvXk+t6hNpXjG8vrYJ5sU77dwyPmXaePoxoooRlMufD8YkvB6eWP516bak7QaKKze447GvF9wVq2XAz3oooKLyOxzzUysdvWiiqRMhHJxXkXjCVl8QLcr8sjKM46cF1/lRRSl8JdH4je8ByM/hOdWJIhm2p6gEA4/Mmsbx8ceH5+Af3sXX60UVUehNTdnnWteIW1hIIpNNsLcwKqRvbq6lUHRQCxAHOeByea9kWZre13oASCg59yB/WiilIzidNbHrWnAoABoorNblS2GLeSHVTakLs2bs45q9RRWqMWFcf42vLiMxWiSYglt5WdMA7iMY/LOaKKuO447o4zw8Wk1W0mZjuWdMAcAZIJ/nXpV8xZXJ9KKKwh8J11/jPEPEurtp/inWFaysryOS4DFLqLeAVHBGCCOvTOD3BqtoV5Pf6le3lzIXnncSSNjGSc0UVctjnj8R2lsARyK1IgAvSiipRqaNioaUZrWWRgCAaKKYiRGO0c02U5AoooEeS+LZXj8XSuDllRNue3yN0/Kuj8HyNL4NikflkkMYPt1/OiimviNJfAv67mN42UHw/dN3WWLH515xf67qV/YQ6ddXc01vbyPIgkkZiS2M5yecY49Mn1ooquhhLc//Z", 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", "info": {"video_id": "109657", "label": "tilting leather case with staples on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "109657", "label": "tilting leather case with staples on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "109657", "label": "tilting leather case with staples on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "630f9748c082f43b1f21e5a324014fd6f514583516c6a46f6a6fc1c1a6b46912"} +{"episode": 55659, "episode_seed": 3244094424, "split": "train", "timestamp": "2025-10-13T03:26:30.156332", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3244094424, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 oil medicine 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166900", "label": "pushing oil medicine from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "166900", "label": "pushing oil medicine from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "166900", "label": "pushing oil medicine from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "644ff7be385fc4c6c46ec0e69f5d3278a666fff3a39fcc96329b5e65466eecca"} +{"episode": 55660, "episode_seed": 550145335, "split": "train", "timestamp": "2025-10-13T03:26:33.610865", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 550145335, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close umbrella without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "101377", "label": "pretending to close umbrella without actually closing it", "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": "8196530d6a0d4a2438193f6eed6526c120d63b4ef59235c3ba3b0073ab311442"} +{"episode": 55661, "episode_seed": 1381544352, "split": "train", "timestamp": "2025-10-13T03:26:34.985651", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1381544352, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'paper falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "52241", "label": "paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "49d1422985754d5c89aba2c571261eea3a8c1aa6516a10ff28d930c9b5dd7a2d"} +{"episode": 55662, "episode_seed": 3827412611, "split": "train", "timestamp": "2025-10-13T03:26:36.435348", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3827412611, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 metal can off of a scrap of wood'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "212756", "label": "pushing a metal can off of a scrap of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "212756", "label": "pushing a metal can off of a scrap of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "212756", "label": "pushing a metal can off of a scrap of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "212756", "label": "pushing a metal can off of a scrap of wood", "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": "77aee8fb11a8380ed0c08d91c4a25ae6b4f8e0b98641e71a62c040215cc7bcab"} +{"episode": 55663, "episode_seed": 2137652115, "split": "train", "timestamp": "2025-10-13T03:26:38.553975", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2137652115, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting (wringing) cloth wet until water comes 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141947", "label": "twisting (wringing) cloth wet until water comes out", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "141947", "label": "twisting (wringing) cloth wet until water comes out", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "141947", "label": "twisting (wringing) cloth wet until water comes out", "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": "697a3a3cc6c1bc8cf24609d42f16ac9dc38e1b3f148fb813cd94a158b0e85ddc"} +{"episode": 55664, "episode_seed": 4007906003, "split": "train", "timestamp": "2025-10-13T03:26:39.640469", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4007906003, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging usb cable into usb port 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "152302", "label": "plugging usb cable into usb port but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "152302", "label": "plugging usb cable into usb port but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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GeI0I8vQL7aFHCgP/ACNeq28UZ/iYVt6fZo+T9oK/Wl7ZkOmjyvSvD2uW3hjX1m0bUI9/2UAG2bcQJCTgY5xxUEtjeQ+CP3tncpnVifngZTxCO2PevdYbBgMrfYP1NTG3ul4F4Sf940nV8ieVdzG+FyFfh/Y5UqTJMeRj+M0/xNxrC/8AXBf5tW1BHeLIN1wpHu1YfiRgdYGGDYgTJH1aknd3GjLzxTHcIpZjhQMkmnGsrXrhotEvnj+8iY/MirKSu7GnkHkV5r8WFyulEPjmUY7nO2un8N6os1uLOWT96gzHk8svp74qzrNlZ3r2/wBrsobnZkp5qZ29On5VUZpe8VUpte6cTqnjfXdK1e7tLO4gSC12xojwhjwoHXvzVLxhc3F7rBuJlX54LZ3K8fOYVJAHpzXdS6Do99cSXF1o1tNNIdzuQQWPvg1fn8N6HqVwJ7vRI5JdqpuDuvCgADgjoABSVSK6GbhJnl3hiLzvFWjRj+K+gH/kRa29EU/8JnO2DyL5snuPLlr0PTvB3h+xv7a9t9EdZ7eRZYz9olIDA5BILc81ctfCWg2upyX8WmXKTOsqkfaXKjzFKtgHpwxx6UOpFk8jRyXwXUnxJe+1j/7OtereJl/4lAPpMn9a53w14e0nwrfTXWnW955k0flN5028Bcg8cD0rf16bz9CZwpH72Pr9azclJ6DSaOYWlpq9KWrRQ1qYae1RscCqGZVvJ0rWtpunNc3DNWrbTdK50jZnY6ffiGMKRk1tW+pRE/Odox1ri7eatGObjrTM2jov7QVu1UdXuRJo96AOfJbA9eKprN71BqU4XS7picARMSfwqGxJHktzruo6Vrd7GHAImbdE/wAwFWLbxheCcNcRxPCeqoNpH0NZvjxYItXa9triNxNy4U5wfWsGG4E0Ywea1fc64qMlqj1iDV7Ke2W4FxGsZOPnYAg+hq9HKki7kdXX1U5FeRIzjGTWjZalNaS7oZWicf3TwfqKSmP6v2Z3uqNteH8f6U2CXpWCNVuLtU+1GP5fusoxnPrV63nHGDRe+phKLi7M6izmKsCD0rdt7+UAfNXJ2s2Mc1rQzcDmixmzpP7SkeNUyBjvQLtyPvVjpNU6zcdaiRNjH+I1yR4OkfPIuYf/AEKuE8N6tHZSyWkz7YZSGjY9FbuPbNegeIbeLUtHa0lUMjypwfXnBrxmVZLO5ls5+JI2IBPcetEe6OilZxcGdd4i8RLbxNbWcgM7cM6n7n/164iGcCfaTlm7miUMSy9/WsdriW01SIzghOgbsa0SczVJU1c61Wzsc/dyCR2+tdRBJ05rj9Ol86zTPOQf51qwatFkA5FZxWrQq/Q6+2l6Vs2svSuTs72KQAq4P41uW1yoA+YfnVWOVnTwz4A5q0Jy3JPNYkM/HWrST0mRY1BL71hau+/Us/8ATJf5tWgs3HWsjUH3X7H/AKZr/WlH4h2Ktw22FiDWLcuty1xbSH5J4yh9iRWvccwN9K5u8Yx3YYdHXj6itxo5W2M0LNE5aO7tn4I6giuxt9Wj1O3ikHyyrlZU9D/gawNdty23VoBkgBZwPbgN/Q/hT9FkXMjr/FjP61k1Z2OuVpw5uqOvt5cY5rbsZxvXJ4zXLwTcjmti0l6c0WOZncW1/FgYq99tjZMkA/WuRt5sVeSfpzQZtG4bqI9h+VZfiC48zSdobgSpx+NNWXNUtXkzYMP+mifzpX1Cxkg8UhOKaDQTWyACajkOBSlveopG4qh2PPYNZkU/MARW7ZazAyjcSDXAx3g9KuwX6g9DU8ppc9NttTgYqA/J6Vsxzcda8xsdTiWZC2QAa7K21aGVQUJIqJKwjpEl96raw/maLfJn70Dj8xVOO+Q02+u1ewnHqhFYvcpI8h1BZLNWtpU+RSQCR1FYlrN5N15Z+6elek+KLCO5tJ/lG8JvU+4ry+bKlJh2PNdUIrYtTf3HUwqJI8jtTbm281opVJGw4IB61HpcwdBg1b0WzGs+JpdLn1Ga1jdJDF5abizqhYL7Dg8n096xjBuVkdU6kYxux08xW3gAJ7/0qW11GeFgVcn2Ncwl5PJEnmSs2BwD2qdLlwfvGtVCyscVSalJtHfWuuSjGVBrpNK1BrqNmYYwa8qgvJBj5q6DStangIQEFSeaHEzuemJNxVhZuK5iDUJGUHPWr0d4+OtYSKsWdcnuF03NqQJhMhGenfNeT+J57i5vfPmjVJY+DsGNwr06e4Mkaq2MGRf5Gue1rSop1f5OSMqaqmtBp2ZwltcB0G45q3NaQXcJR1DKexrDmMlheyRHJUMRn0qzLqDLZlopMNkYINNwaeh1xqJxdzTs41sVEZDeWowD1qml0gP3q0tXs7S38PwappurX86tcm1zcwrGtwQm5niHXapwp3eo9wOXV61jScW7nNUqqaVjobe+VejkVrWupDKgynr61x8b1ehkp8qMbnrtnfRNEgEgJwO9aEd0n98V5fplwwnT5zg+9ddA/A5NYyVikjq1uFI+8KozvvvJPZF/rVGOYgdTSwS7ruQHuF/rUQ+IGtCvrF6baJY0JEkhCggetZlnbvqsssMr7fLBKMF56gD86v6xayTvFKqkiNt3FVNEuILKSdbqTyS2ArSN97kk8/lWrvzLsC2Oc8QXF9oaPCxieOcFQdv5jH41i6LqjIsmOcEcVu3IsPEHjhtI1PUJ4rR5NkU8c8SLF0JLF+MYHQck4FcgIm0rW9TspEnj8idowlwAJAASPmxkZ9cHHpWrp3jcr2itynbWesoWAkBX3ro7XUICB+9X8680ivEyM1owX0YP3sVnyktnqdpeJKPkcHHpWik3vXB6FqltGH3ygZ9a6aLUYGAIkBqWrCN5Jveq2oybrXH+2v8AOqkd7GejUy6uVeEAH+Nf51l1HYQdKiuphBAzkE8HpUq1XvYmngZB3B710Ik5eW8eaVriOVk3yYxnlgFxj+tdRLYRXdjGjySRuEBLRvg5xXCeIYrnTLDfFIU2uPQkZ64PvVzXZfEOg6Bpd9d3l6lxeiTfCycQYClAzY4Yq2cfh1Bpxpy1Y3NJpHncZNWoic0UVbGaFuckV1WjE+WR2oorKZSN6InApbtj9im/3DRRXO9yihe/vIBu5ypBryp0Bs5R2U8UUV0xCG5LoMrEleynirX9p3Gja82oWuzz4XbbvXI+ZSp4+jGiiqX8Vly/gozCNpCjoBUqE0UVZzPcuQ1q2xxgiiis5DR2VmT5SfStCMmiiudloWZjsj/66L/I1LdKHt2J7DIooq6ewnueZeJYkTWxhR88YY/XOK5S6YwXBRPuk5INFFdFP4in/DN/WPFUniC3t4ptJ021MCLHFJapIpSNQcIAXKgc5OByeax1oorSW5itixGauwHkUUVDA2rLiaP612EBOBRRXNM0RdQ063J+2t9F/rRRUw+IHsaLdK57xDbQyQSZjXIAIIHNFFbko86OuNo93dxf2dp19DLIGMd7BvCsg4IIII6nIzg9way5tQudU1K61C8lMlzcv5krkYyx9h0+lFFbL4EJ7slQnNWoic0UVLEaVuxyBmuv0ti1uuaKKxmUjZiJwKfMxEYI7Ov8xRRWHUovocqD7U6iiulEHNeNlH9hHgf61e1eb6n4h1S+sbfTLq8mmtreR5UEkjMSz4zkk8428emT60UVvD4SJbn/2Q==", 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", "info": {"video_id": "152302", "label": "plugging usb cable into usb port but pulling it right out as you remove your hand", "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": "7e3324895b9b45e443a6e9819fcad0e99a8a9dd4f827968f404396c367b43fe8"} +{"episode": 55665, "episode_seed": 282843939, "split": "train", "timestamp": "2025-10-13T03:26:40.920115", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 282843939, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "85836", "label": "taking a mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "85836", "label": "taking a mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "85836", "label": "taking a mug", "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": "47a06140066fee197a9c413b28e4591b614395744c4d8c36e8cf7a288f80c4e5"} +{"episode": 55666, "episode_seed": 2540196310, "split": "train", "timestamp": "2025-10-13T03:26:43.639944", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2540196310, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 black digital camera pouch next to soft red ball'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "128835", "label": "dropping a black digital camera pouch next to soft red ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "128835", "label": "dropping a black digital camera pouch next to soft red ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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X/H3otri4v7L95OpDArIpjBqO1juEuhaNOicDyt6ZDj09ql1rfu6LV10dzoUb/GYmnWQmDXUygliQoA6YI54p17awxmGGOP8AeSt1JOR2/nirENjqNrFGkRWVcAEAZxz0AOPTrVWK5uG1AzrCJHi4KgHb37D8TR7GrGtz1JWj6mEXJyck9F/SNaXRLbYu0sjr3Dcn8Ky7DT3utQnT7S4MPyhxyTzjH6Vbl1ySPIktCMdMEjP5iufm8QDSdC1R41JujESrk4AJBx+OSTXbJ05a6BSVZJuRyeueOL5dSurS1ZZLeGUxq8mTvCnGcZx2rV8NePtT1LVLbTLlo4hN+7SRB0OOBj3xXmQb3zV3SnaPWLJ1Yqy3EZBHUfMKORKLUdDNzk3qe9ZuItQkRJwXZfmcrjdwP1/wo1K7kSJUubqHDchdvzN74/OqeoanBBdtegZWJeVIxnAP/wBasLS71rqdriQ77iQ5dx1jByAi54yfXsK89Vq3u3drr8Tvp4V1Jc72SXTqddpss97FtjuYhIvytG4+YYGPSnzw3dlcLMXQeb8pZRwPqMe36VkT2zw51LS9wZBuIdy249+Tzz3rdfU7LUdOH73aZE3gFSSpxkZ+ldNOFJ3TSuc1S0Kl6Wq66aoqa3aC2mtby6mSWRUdYmAwVU7d2PUnAqDSJI4o5biSSNWkboWGQOwqG6c6nFZWjtj7OH3HqduBgevqKmmtbeJHlaFfkBIXt9OtZVMXCg1TS+4VRLWMt2R3U0VxqiKWjEUeMkY5b69+1NvlgjgEqRrk4AIwRVrStOgksTJNGGMhPXPAHpj8apahYQx39tBEWxKwBG7tkD+Waqrh5zmqvNbyHBx9ooJvQtxWkAijYxgnAyT3JHNSaJbQy20pliV/3hXkdu1SHQ7PGAZef9v/AOtWfpMCXEEhZ5F2yYG1sdqhJ4a86krmrl7ROzNSe3gh1O1AjjEUilSmO4z/AIirV1Y25sZDFEiuBkEDkEdRWRd20VtBGylwSx3EsfT+dNvZrOyRUcyvLKQEiRvmbnr/ACFUsbTstHqZunJziot3NK1WGW2QlI9wGDkDqKbFstb9kIXypuhPY/5zWTZXtpHfNb3yFd2MbZM+WfRsdDW9daVbm1d4AwcDcvzE5rGOF522paPoaTi6E7TvZi3KwShXjkiWWM5U5GDjsa5u9uY2tdkbq2/Gdp6Cut0qKxurMOLeMuo2PkZP+TXGiGG51SQRrsgizxk5Pbg+5z+VTLDRpxU6krqOopuLfvdDfszDBbJGssTlF5IYHJ7/ANazJD9r8SxKORAMnn05/qKbNp0AUbS4K5xhgcY+orN02xF4ZH3ska7cFeeuf6CuiOPpSi30RlQpxcnNP+mdXNxDISMhVJ5HtWNogDWHzKrHzDnIzzgdagutOEFvPN58hKqWII4/zzUulaS1xZiYXEiFiwKjPb8faonKOMg1TextGCpxd2WdSYRR27nAVCeD26H/ABrDg1BNT1Av/wAsgdsSgAhVzgEjuxPTPAFWvEtnJp2izTi5eTomGB4z35P4Vi+E5EEhTZvdty7dwB5AwwzjOCOR6E1mqDhywk9Ttw9OPspV1q1p/mdEVfRp/wC0IN09kzDzQ+CcHqeB268D2rfv4UnshNAql0w6lR94dTWPqJRNNazAk+0bshM8gdcfSqmjGa804AzyLsYx45P9a3deNH49jlrUpyh7eUtnb1XT9Udppt6t5ZxyggN0YDoG/wA81h69pES3sU642OGOwf3vX6VnxQCG/WOR2CPyGzjHvg+/FXdSsp7YRizBfqHD4PoOnFZzrqqlGk9Xt/XyOdx5U5RluZF5bRQRZG4uzYXk8evFaKaLEsCHzHSRQCWB6/hWa00734/chpIT9wZx16ED8KuyavLGMSWhxjORkZ/MVvhrQjy1neRlJVbJRepUitZrnV3h+0nMIP7zGfTj9asahY3MVk7ve70UAEbcZGR/Wqum6gltcTzSRM7SHAIIGOScVPfavHc2TxCKRGZhySD0IParcKXZHSlUTStpoW7SS+NnC0c8YUoOCuSPak33EWouolRpHUbm24zwO3r/AIVXs9RhhtIkZJMooU4UfmOap6vqy2wa8h++i7VDdzyM/r+lcSq4nmae2vT7i/ZOV4xWrL9/qMs8v2Xckzp8zBBjb7k9quabcyalCWhuIt4+8jDkVy3h+RniMpTzI0+dw4BLserH154APTmti7CWEtvq1q6rufLxJgK6nqP6/UCrT50nVVzSvh4Uo+yS979d9vP/ACNNYLm0vVhMqRic/eAyoOe35/qK0ZtIuZ4gGukZlO4fJjnHY9qztQv7W8tMJv3DDIduB19c+lXLLxFGYEEkcjSBcMRjBNdDpUr8ySOaLq8qdrMjvpfs9g7ggSMAqc8licD6Vn6Tb+XZhmC75GJOeCRjAz+WayniuEm+xn58nBRATyRn88Vf+13sBRHV1XC8SQ4Ax0BI9qnFwnXguTYw9i4w5Yvcj1+8+zaZLITgkDGW6+v8q5oWEVzZzSXzZtzDk46vK4IGfp1/Km+KNZ82GGORUGHLHaCMnnrms23upNQu4k3HYmMhemfU+9clOjKnT5XozWnF048rKl5pi6H4MurG5hieWd0lWZR82Qe3tjNUfBGiXN/4k065a0lNjHL5rysh2ELzjPQ8jFdX4t0mfU4rAwziNUbDg+h/nXTjWdMs7WK1hfyljQDaIioBxzwBjrk16FKV43ZEqbbukZ3jvyYLGH7OiIJCVfYMZ5BrJ8LTBZANjSMSysqcthlwGA77Tg49M0nijUbe+tIlinV2WTOAPUVm6Nc20UhS4jGCysJR1XGcgfXjntXLWny1FI93C0vaYOUHc79ylvpVxFJ5iO+AqNkEE8Y5/Gqvh0pPFcQzLkxyAfMxGM9R+lZNzq9hGGns5Ll7nAVftOCFBzkj8OPxrS8LXIuHlkkZFcKis8hHzkFufywK5sRVbh7mljCth3Tw8521dvI1p9PlaTzLSRU4wUz1OfWqF814BHBcKu6Q5AAAzzweP88V0URjkUbJI2x12npz+tYsX+mazJPkGFMhSRkcZUfTvWlNRWFVWavL/g6HkQnK7bWw9b3UYIVT7KrBcLjy+2PY/jVD7bcSaotx9nDSRDiPnHGfxzzWxKQic7MDBPJ+hrN0NTJPcSlfmIwD06nP8qiGPqShKTS0NaHLJt8pabV70Fv9CAUDqQ1UtMuLmKJxFbNIhbOeeDt9hWvckC2lY9Njd++K5Wy8f6DoltNbTSyyTrJykMRPIAHU8dvWtMPV+tqUai0Rs+WEW0jbu7q5kt8TWrxqrZJwTz07jHNcra6lLf6zI+5i7kRK+eVj+7ge54GfethPGth4l0LVBaJPE0EYJWUAHHUEYPqK47R5St1wJDuHWMZZe+4fQjP4VVWlCnaK2PQy+KqQnNLVLQ9Fjhiv4DaTrGnkA42qBjjt7f4UaPrFyLNbUBZng+XcSWYqDwT74/lUMerRRkTCSOa4nBIWNGXk9eD0GeevFU9IjkttclXcrq8bqSjdGXGQfpSq1XSXNF3ZhLDuUJyqLpdJ91ua8d3eWU7uoEQlzkFeBz2BPvWfpksNtEd6Sb5DhmReDxx+P+Nbd3CZIG+VQykbec9un0NKdIsXQA2q856EjJ9aVCSxtNqejTPPq1ociUl9xjahfQvayrFJ+8KgLlCOSMflSaXLbQWh3zIGkc5V2GRgYFM1yygt9jRJKWkBz8xOQB1wfrWjB4chaGIvPOCQrEKQMHH8qp4CPI4J9bl0pQjC66mdrmpW0Gi3si3ETMkZ2gNyx/yK8Zl8RazMmxtTuhGSTsSQquTyeBXp3xE0tLDw28qXEjfdTaQOeR3FePVthcMqCaXUipNSSsdpoutz3fhLULC4meVopUlVnYk7SRkc+4/WtHRr+G2fbPAsqFg2f4sgHjPoc81x2hxtK10AQAIsnj3FbVu+FGTzWWJ1ke1lLjKnKDOv1DXIJkcWNu1q0hxI2/cWXsM9uf5Ct7w25urOS4ZQC8/Pz4yQoyfqTzXnglrvfD2n+dDHblogwXedwJ68Ee2DXN9X9suW5pmVOnDD8q/zNO/iRrcMsibkAOA/Leoqw9+n9ltO7/vIgwOep6YP41LFoLbQGnj3A9Vj54/xrE1G1ltLuO2R2LMQBn+LPQ/oc104XCexau722+aseBHklB07kulwMsTyyAb2fgnuAT3HuTRqTlbV1B+ZhsXBPXOOn0p6wajbxIqxzBAuMDawUZ4/Cs6+uLl28q4RgRJuG5NpJ6CsZ4OpKtzy2uTGnz1Oa6NTSUC6ejBSNzFjzngnA6/Sq2vTR2+nCSZtiK4JYnAC4J602HU5Io40EKFUTaCQ2eOOa5Xx9rLNoxsikYLSDLISazjharrqclpe52NtXkbyfELwxaWsEZuWldY1DCO3J5x6kCqPi/U7TUdJ027smBhnyQQu3I68j1HNeQGuk07UDL4dhtW3HyLklT2AYZx+ea9Wt8DJwMv9oi33O38NXhjiCOWijcGMv5e9W5DY45BBwc+59a17+6W908wRFFiib/WN8qljwAM/5Ga43StVuNPbdA4GOV3DIU8cj8sfSrV7rF1qJT7Q4YpnGFA649PpXn+0lblPflg+at7Revz9P+CdtonOlRCSP503qcpnGDirMMi6fqu5siJ8A54wO/HscfnVHQrsLpMTSrM8jb3Zu2SavXsyugYQujK25XLjsOR71y06VX2runys8CqpLEy7NsZoSi71Ce6fawTJQrySW7H3AH61vTSbc4cHkHHqfSqWhRImnLLGNhmYuR3UdBn3wKe8hdsYH3SB7e9fSU4qMVFHl4h8035HmfxDYPdyMGUmB1U49wTVHwjG8qu/8TNmrPiRVvLPUJ2cMq+Yy+oYMBUvhCDybJZXU/Mcj6etcWI7nalypLyOi1EE2kY6svPyjPIqLUNFjMgIupgpXPUHBIyan1TcbdSq/dDcqeea25rUy2yAAHcinngdK4a85wjHlfc2jK0UecarYiK2afzmcbhwVxWQjY6Gu217TZTZTYjOAmc/SuISOQtJjDKuD8tTCTnDmb2PSweJjTupPQsCT3rt/ClmZ4FQmIGQ+Z8/OccYx265rn9D0Br6cSXO5bdOWAHJ9vatfTxPN43m0z+1Z7GJQ7QLGgJ3Kmdo7Acdfb3rTDzi6nKTjsbGcfZwdzf1bT7jT/Kk8+MnJRdq4I79aitI75LfzYY5wH2sCiAhj26+grG0vUb/AFiRI7m6acMVVVkOSNw5I+gr0JEWNFSPKquAoI6D1r0PZqd1LY8edZxgrq7ZyV3e3qKUcOFZCuXiwRk88+tQ2V+9rbtHGkeCQ2GDEgdAB7Vt+In8uzhHmFQ0oGQOgHOT7Vf0eIR6TaLgZ8sNkDHXms3haVnG2hpTqJU+axymra/Lb6fNJtgIdGA27s46V4azbnZj3JNfRHjkD/hE9QIRc+UcHHI4r51qqVGFK/IrXIqVOdKxs+Gr82eozJglJ4HjZc47ZB/StnT7qS3dZInKOBjI9xg1zuhIr63bKy7lJIIx/smttcpIwP8AeNc+J1dj1somleL6nVnxPcmAwrFbom0qNsfzKCCOG68Zqx4YuXS9YnDRojPtZsAEgDNcor1uxrc6bohu1YxTSOhTnBKZOR/I1zQhGT5X1PSxXsqVGSS3PQRqEhfYsdukm4YUt04rTAxnIK4POOw9K43UJmt9Fh1DT9XvZVaf7PmeFEWchdzPH32qcKd3qPoL1vreoqriXyJQuG9Nx9B0/WvQoUadG/KrXPlqlP2vwLYj1kPc6rFCFJ2BE64Kh25/Sut24P4Vw7akja19tkjbcJVLImcnA+6fpyc+xrd/4Su0CLI1vcBHXIOBitb63NJUp8sYpbGH8TIzL4a29SzjH1614b1r3TxPqdnqemeRJFNEkREzMQOAM9PU98V5jZ+HbXV7h/sl+kUQHzs8LnLcnCjHpj86lyUdzN02khPCFhJdvfFEyBEFP1P/AOqrkNnMzsEUttUNjGDXfaBaaPo+kJbRTqzDmWRVYFzjkniq9laRQ3mXfEWH+YqRwTkD8u9edKo5uckvQ6qM6lKF46NFPw7oBMv2q7iYhMFEPr2NdRDIdP1hQ5wm8Ngrn5W4PP1qRbuwQMEulOMAAE9PSoL+aF5o5be43EbgfkLDaR39s965cNUqKunJb6EOtUrTvU6nYouCvTvVG9txJeWkrqH2I2MevGP61yGm62994q/sy+1i6s43YRq0UsaLGcDJJcYxjPHUnirui6vJ/aup2eo3lxutpvKRbrAdACwIO3gHpntXvJq5wunKN7HREfITlun5mub1AC416CHcxGUXPZiW3EflzXSwvHMo8mVXySBtOcCubskE/ick7gyyuy88MoXGfz4pyHho2m2+iOoA5Jryz4vACOxwoHznoPavVSvytx6V5r8VrZpoLbaOqsR9Rg0mXG7Z5Aa3NGjB0q6fb8wlUZ9BisPGRmu/8PeHp18LXM88ZRpSXRWHVQBjiufEzUYamuHdqiZmRNgY9OtXrKCW9ukgiGWY/kPU1Na6FLO0mCFOQw5zkGu20PSI9NjYB13sQGbHJFebXqKm2up7c81UYWS94v8Ah+1tpFMU0O5dny5bPHRh+ddAmnWezH2ZPu5/+vXD61cXGkrLLZyeS6yg+ZGcHa/B46HkVY1dfEeiaPpt5c6leLLdb/MiK4EONpUE4+8Q2cdvzr1aM1KCkeFXcnLmT3IpLYQRXnlySBo0BVt3I4qhaa3fx28reeW2syAOM8D9aKK2T1OmcU4u6Odu5PtEZR1G1mCNjuAQfzrqrGGOK0wi4wOKKK5K+6Mp/Eye+YrppkHDJkL+K11FkoNrCxySI1wfSiiuHFfZ+f5Iv7CC+gQ2rZyd6sDXDabbxNKhKDMkR3fg2KKKwov91U9EE/4bOogAiG1AAMbelcLqupT6X4wlvrfZ50czKu9cjDJtPH0JooqcA37Y5Ybm14CiSS82sM7F+X8ARXoG8nOecgCiivo47GVXdf11ZgeKSxaMBivyv0/AfyrobZQtvAAOAqj9KKKn7TN/+XMfmYXjP/kVbz/d/rXzo4w7AdAxFFFLqT9k1vC6CTxDbK2cfMeP901v3dvGL1sAj98y/pRRXHW/iv0/U7MO2oNo0fDtnDdaggmXcAehrpfGIB8PwuwBPnqMEdOtFFeYm/rMUaYiUnJXfQy7zxC2t2lskum2FuYUWONrdXUoi5wgBYgDv05PNdk+lWjx7xGUbnlTjpn/AAoorrzGco8ri7b/AKHA209Dn7O3SXUHgJIQRLINoAIJznt0omiMJ2rJIR05PbrRRWk5y9q1c9SxRuH3ZjkUSKQAdxPOcDsfSrtvbJA0SxkgKQo4HfHtRRXXDYlpXIop+XTyoiGQKfl6jB7dKlmCiUny1wLgIFxxgN6fhRRVlImWOLy4ozEhUhzyORwR1qKabCH93GSihVJHIBK9/wAaKKlkJ6nPTasdJ1O+Q2FjexySK5S8h8zDKuQQQQR948Zwe4NXdG1G4vr++urphLPeMHldl6ljzgDgdf0oopnOvjZ0ENugimKFo2G1lKnkewz24rK/tO5s5UkgYI7F+R/u5/maKKEbxV9zTfxBqSOVFxkFVPKjuazPEeo3E2k3VxOVlMDCNVdflIYgHOMc0UVREoxSukY3hrRNL1eKW8vbKOSUPtA3MFAAHbNejeWhsFXaNpRlx7UUV4GKlK7V+n6mNNa/12MbRbaKK6+RcDykYDsPmI4rfVVTaVAGJcCiirxa/ev5GVf+IzmfG8Mf2FGAw27AYHkc1hTa7qN/pdtY3V1LNDCWkXfIzElsdcnnGOPTJ9aKK9HA/wAFfP8AMJ/Cj//Z", 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", "info": {"video_id": "128835", "label": "dropping a black digital camera pouch next to soft red ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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5huG81Bk5kPzL6c1Iuo28sAEpzuHzLgkemKWxv4LWRrafDWw/1buvK/7J/GudOdWet42+46No23MLTrITBrqZQSxIUAdMEc8U69tYYzDDHH+8lbqScjt/PFWIbHUbWKNIisq4AIAzjnoAcenWqsVzcNqBnWESPFwVAO3v2H4mtfY1Y1uepK0fU5YuTk5J6L+ka0uiW2xdpZHXuG5P4Vl2GnvdahOn2lwYflDjknnGP0q3LrkkeRJaEY6YJGfzFc/N4gGk6FqjxqTdGIlXJwASDj8ckmu2Tpy10CkqyTcjk9c8cXy6ldWlqyyW8MpjV5MneFOM4zjtWr4a8fanqWqW2mXLRxCb92kiDoccDHvivMg3vmrulO0esWTqxVluIyCOo+YUciUWo6GbnJvU96zcRahIiTguy/M5XG7gfr/hRqV3IkSpc3UOG5C7fmb3x+dU9Q1OCC7a9AysS8qRjOAf/rVhaXetdTtcSHfcSHLuOsYOQEXPGT69hXnqtW927tdfid9PCupLneyS6dTrtNlnvYtsdzEJF+Vo3HzDAx6U+eG7srhZi6DzflLKOB9Rj2/Ssie2eHOpaXuDINxDuW3Hvyeee9br6nZajpw/e7TIm8AqSVOMjP0rppwpO6aVzmqWhUvS1XXTVFTW7QW01reXUySyKjrEwGCqnbux6k4FQaRJHFHLcSSRq0jdCwyB2FQ3TnU4rK0dsfZw+49TtwMD19RU01rbxI8rQr8gJC9vp1rKpi4UGqaX3CqJaxluyO6miuNURS0YijxkjHLfXv2pt8sEcAlSNcnABGCKtaVp0EliZJowxkJ654A9MfjVLULCGO/toIi2JWAI3dsgfyzVVcPOc1V5reQ4OPtFBN6FuK0gEUbGME4GSe5I5qTRLaGW2lMsSv8AvCvI7dqkOh2eMAy8/wC3/wDWrP0mBLiCQs8i7ZMDa2O1Qk8NedSVzVy9onZmpPbwQ6nagRxiKRSpTHcZ/wARVq6sbc2MhiiRXAyCByCOorIu7aK2gjZS4JY7iWPp/Om3s1nZIqOZXllICRI3zNz1/kKpY2nZaPUzdOTnFRbuaVqsMtshKR7gMHIHUU2LZa37IQvlTdCex/zmsmyvbSO+a3vkK7sY2yZ8s+jY6Gt660q3Nq7wBg4G5fmJzWMcLzttS0fQ0nF0J2nezFuVgmCvHJEssZypyMHHYiucj02NYkQlgehYZGTzzXWaVHY3VmHFvGXUbHyMn/Jrk53vbaFjNGoXO0NgZ7nrnrSeGrxjanK5FaUnaMXYTT7GG8vJuCIU4A3f1/OpNRsjY2rNFcPtJAKH34xTbK6ntbbC2u5CNwYhskfX2FVtS1BrxEjMJj+bJBOc8dO1d8XScFFtOxko1ZVFb4fkX7LTLj7HE63mzem4ps6ZqC3W5t9ZkiFwrS+Xy5XtgcVZXXIVRFFtIFHy/eHFUFv421eS62PtYYxjkcAfTtWVVKMXKmveOmKm2+ZaGpcfbHtJPtE8ZRQCVVOvI/WhNRntrMTyzxJGFAO4dMfzPaoZtSgeCWMBwWUqCQMfXr7Vyt7qbS6lFbLgpBkoDyu8nO5geuBniuWNbEct5aa/gaU8K67UbadfQ6K31Jo7hWlYQLPzuZePXOOoHNbFxY3U8O7fE+BuUpnJ47VmW9vDcRCyuEVZCA/mEDf+fUn/ABqXRdUWzSaxuJGk8hz5TqMkrzxj2/lit4KDnea17meIir/uVqvxXdfr8jV0+O6voRMLtF55XZkgiqmoWg06UebPHtlDMP4RnPPH4imW2pxWOpSsgcwS9VxyD+eOp/Wk8Q6lbXdnG3lOHXhSx+7nqcDrjFE8NTlFxStczkpS06Mqac8c2pzXMkiKBwqswGc9/wAs/nWhqd0semzMpUkrgbT3PArMtNOi+zx+aT5hHOHx17VnajbpAY1jLFnBIBI/T8anD4ykrUoGXs4VKis/6R0OjRGHSouPvkv69Tx+gFVNVx/a1guFGT6d9wx/Kof7GUIVM8o5+YAdKqmx3avFamV/mwd3cZyR39qaxVOt+6g9WdKhabnc6GJVDhgqg+uPWuZvdTFlbm3VlWaViN7YO1QPmP6YA9a3Rojgf8fsowMcg/41wWtP5fiVopG3JAwUn1Gck1zrCypRfM73sdODpQr1OV69fuOptbKK+sdqtJHN96NeCSf9o9See3Arb0S7aUzWF5Egurc4yQDvU9D/ADH5etUNMKm1t7goVSFQjSqwKvg8Hg8ZGMg9CDWbc3LLr0c0DSLDO5VWyeR0rpUvZWk9ialOpiW47JJv0a6fNfkdTaSjT9Xa3IAhn+aNvQ9B/h+Va15Zx39q0b43DlCexrk7mzkMbN50jlc4GDnjrzmrmm2kN1aiRpH3L1AIIB65/HrUPG0WnJao4oRUrSUtUWL6X7PYO4IEjAKnPJYnA+lZ+k2/l2YZgu+RiTngkYwM/lmsp4rhJvsZ+fJwUQE8kZ/PFX/td7AUR1dVwvEkOAMdASPatcXCdeC5NjL2LjDli9yPX7z7NpkshOCQMZbr6/yrmhYRXNnNJfNm3MOTjq8rggZ+nX8qb4o1nzYYY5FQYcsdoIyeeuazbe6k1C7iTcdiYyF6Z9T71yU6MqdPlejNacXTjysqXmmLofgy6sbmGJ5Z3SVZlHzZB7e2M1R8EaJc3/iTTrlrSU2McvmvKyHYQvOM9DyMV1fi3SZ9TisDDOI1RsOD6H+ddONZ0yztYrWF/KWNANoiKgHHPAGOuTXoUpXjdkSptu6RneO/JgsYfs6IgkJV9gxnkGsnwtMFkA2NIxLKypy2GXAYDvtODj0zSeKNRt760iWKdXZZM4A9RWbo1zbRSFLiMYLKwlHVcZyB9eOe1ctafLUUj3cLS9pg5Qdzv3KW+lXEUnmI74Co2QQTxjn8aq+HSk8VxDMuTHIB8zEYz1H6Vk3Or2EYaezkuXucBV+04IUHOSPw4/GtLwtci4eWSRkVwqKzyEfOQW5/LArmxFVuHuaWMK2HdPDznbV28jWn0+VpPMtJFTjBTPU59aoXzXgEcFwq7pDkAADPPB4/zxXRRGORRskjbHXaenP61ixf6ZrMk+QYUyFJGRxlR9O9aU1FYVVZq8v+DoeRCcrttbD1vdRghVPsqsFwuPL7Y9j+NUPttxJqi3H2cNJEOI+ccZ/HPNbEpCJzswME8n6Gs3Q1Mk9xKV+YjAPTqc/yqIY+pKEpNLQ1ocsm3ylptXvQW/0IBQOpDVS0y4uYonEVs0iFs554O32Fa9yQLaVj02N374rlbLx/oOiW01tNLLJOsnKQxE8gAdTx29a0w9X62pRqLRGz5YRbSNu7urmS3xNavGqtknBPPTuMc1ytrqUt/rMj7mLuREr55WP7uB7ngZ962E8a2HiXQtUFok8TQRglZQAcdQRg+orjtHlK3XAkO4dYxll77h9CM/hVVaUKdorY9DL4qpCc0tUtD0WOGK/gNpOsaeQDjaoGOO3t/hRo+sXIs1tQFmeD5dxJZioPBPvj+VQx6tFGRMJI5ricEhY0ZeT14PQZ568VT0iOS21yVdyurxupKN0ZcZB+lKrVdJc0XdmEsO5QnKoul0n3W5sR3d5ZTs6qIhL1DLwOewJ96p6mTdX8NqhyEA8wD3HPH0H61rXkJkgb5VDKQV53dun0NYVjBdzM80YdgCyl1YZx369e1VhcRLEUpJaSOGbjJKezVzUddoONmDkDqO38qyYyJ9cTO4opHc9hk+3U1Zmm1KBAZI5eCCwaMNwB7Vn2d08Vy8wRS75B3Zxk8k8dD2rmp4OpDmfk7EYelyty3OiIPcHI6/T/ACa5keI9H0bWro6jdLGSGwu0sfvDHAHsa0H1iRIfNaGIBMEhtwJzXjHiC8N/rt3cEY3P0rTA4apSqOU10N6knGHqezab410DWrw2VozNKUZhvg2ggdcE1wlvO39slghmYyldvd+2K47Rr1tP1qzuVzlJBnHcHgj8jXRJOVvZXQsjCUspB5HOa6sVsjuyh3lJd0ekWuqxxxQTvI80wAjCmEhyQMD2JwAD61Ut1dPEUcjFGDsVkC/NtYjOD/n19KxIPE9/DAkKSIEXtsHP4/r9ak8Ozt/a8IJcoG3Mq9SQDj+f61yVJzqJo7Hg3Spzfk130+5Ha3UAktTtjwwUEDbjPt+VUr24iu47BZMuI2YOAASV+Ugj3PArRS7Rk2rbyk4Xgn/PFMsra3up5Q8IZA26NGbO3OfTpyDUYKjU+Gon5P8ABnz8JOEHzIiOoW/lHd5ikDGGTPQ9KypZIrnWEJlAgDKNx+UDBJOQe1b82j2RjIELLvHO1yMnNYek6amoXcwZpY41TcGHJPzHHJ68da6o4CFN3T6WFQdO7lG+hpm9tdu77RD1xjd1rzfx5r9za63HHpt6yBYwxkibnPTr+denHw5AEYi5nBbOc4PX0/KvC/FieV4lvIg5cRsFDHvxSoYGNGfOncudWLi1Fkdn4j1S21O3vZL+6lMcgZg8zHcM8jk+ldTq9yJtfuZlIIdlcd+Corz811exomhLEZaJTwPatsT8NjryqSjX1O1tNc05bVlm04M0jbm2PtC89APTpiorTUpb3VI43+ZZZYwqngIA3GPw4+lc0kny9a19DQy3vmYG2MbueMn0z+dcCjzOx71SnTpwlI9H2qM5Kj7xGZP881VsZFstSKGQNC5GWUggA9OPb+VS2+itLHHKs0AV+pEec55H+FLe6MYLZ5xJuC5YoiAYHGceuMfzqqWXcl7u6aPk6ThCVuYr6Eou9Qnun2sEyUK8klux9wB+tb00m3OHB5Bx6n0qloUSJpyyxjYZmLkd1HQZ98CnvIXbGB90ge3vXuU4qMVFHHiHzTfkeZ/ENg93IwZSYHVTj3BNUfCMbyq7/wATNmrPiRVvLPUJ2cMq+Yy+oYMBUvhCDybJZXU/Mcj6etcWI7nalypLyOi1EE2kY6svPyjPIqLUNFjMgIupgpXPUHBIyan1TcbdSq/dDcqeea25rUy2yAAHcinngdK4a85wjHlfc2jK0UecarYiK2afzmcbhwVxWQjY6Gu217TZTZTYjOAmc/SuISOQtJjDKuD8tTCTnDmb2PSweJjTupPQsCT3rt/ClmZ4FQmIGQ+Z8/OccYx265rn9D0Br6cSXO5bdOWAHJ9vatfTxPN43m0z+1Z7GJQ7QLGgJ3Kmdo7Acdfb3rTDzi6nKTjsbGcfZwdzf1bT7jT/ACpPPjJyUXauCO/WorSO+S382GOcB9rAogIY9uvoKxtL1G/1iRI7m6acMVVVkOSNw5I+gr0JEWNFSPKquAoI6D1r0PZqd1LY8edZxgrq7ZyV3e3qKUcOFZCuXiwRk88+tQ2V+9rbtHGkeCQ2GDEgdAB7Vt+In8uzhHmFQ0oGQOgHOT7Vf0eIR6TaLgZ8sNkDHXms3haVnG2hpTqJU+axymra/Lb6fNJtgIdGA27s46V4azbnZj3JNfRHjkD/AIRPUCEXPlHBxyOK+daqlRhSvyK1yKlTnSsbPhq/NnqMyYJSeB42XOO2Qf0rZ0+6kt3WSJyjgYyPcYNc7oSK+t2ysu5SSCMf7JrbXKSMD/eNc+J1dj1somleL6nVnxPcmAwrFbom0qNsfzKCCOG68Zqx4YuXS9YnDRojPtZsAEgDNcor1uxrc6bohu1YxTSOhTnBKZOR/I1zQhGT5X1PSxXsqVGSS3PQf7QkLFFjt0kzwpb2q3YwCC0jj2sDty2P4mPJrlb+Y2+iw6hp+r3sqtP9nzPCiLPhdzPH32qcKd3qPoOrhvbSYoI7mPJPAzjA/GvRw9CnSvyK1z5Ku+ZJRRBqsnl2FwwYk+Xx/tMeP61W8NRAWMzgk75MfMOflUDH4HIp3iLjTouCytKFwP7oOSf0zVrQogmjQlSWD5YMTkkE1s9wpK1JvuyxegGzlBVT8h6ivme+/wCQhc/9dW/nX05doXgmUdSnFfNeswtDqLsQcPz+OcH+VLqNXaZSgGbqIf7a/wA66q5URX0oC7VDYA9KxdA0ufVNZt4IY2YK4aQgcKoPNdprWjMl+2wBhtVyc846H61yV5J1FDyO7A1XSlzIyFfiuo8O2ciKLh0J8ziMZwWA6/mM0zTfDH+kb5nBiVhx6iuvu4FWy3/I5gYMoxxgfT2rz44iMakUjtxGZxqJQgt9zbt7CxdI5Ft1OUyDk9O2Kme2hg2mKIJkDcRXFaHqE1x4kbSbvVru0tt/lxPFNGqxjrklx0xn3J4pyatrFtqV9bvczP8AZ5TGI7sDeMEgA44z68/SvbTSPDdOcpclzptUlNvYTyKSGRG69hjiqHhi3McN0WXaA4QDORgDPH4mqOp6xNNYvb3EURWQqWcZwe5UipNH1yGztzatDPI5dm3evtzjp0/ChtNm1OjONNq2507dMeozXzv4zj2+Jrt+zyH8xxXt/wDwlVowLC3uPkXLfLyB9K8t8XQ6dc6k5kkeOeZ2kVApbk8DkdOeCKmUktSfZSSd0cHgtwOtd3qWmy20NvuXafJA6Z5GKteHPCdhY6hBeajfwzhRlYlibAbPXJ64rrdXS1u2hMEmTGxyCpI2np26ZxXHVq81WMUtP8zfDqUXc4q10q7nlVFibBAO72rvINKXT9KKQIyvFh2fglj3OO/FGnGzt7OMTTqkoRQQc8DuK0vtdiwdRcgg4xjJyvpXlVZ1VPRbP8h1cVXqWjLZGjoE4ntNgKlonI6EfKeRwa1gu5VB24KkEHv7V53eapc6VpjtBctHghPMVSrAbiR25GOPWpNam8QaBo+mXt5qV6kt5vDxFMeTgKVBOPvENnH+Br6CMk0mclak/aXQklsIIrzy5JA0aAq27kcVQtNbv47eVvPLbWZAHGeB+tFFaJ6nZOKcXdHO3cn2iMo6jazBGx3AIP511VjDHFaYRcYHFFFclfdGU/iZPfMV00yDhkyF/Fa6iyUG1hY5JEa4PpRRXDivs/P8kX9hBfQIbVs5O9WBrhtNt4mlQlBmSI7vwbFFFYUX+6qeiCf8NnUQARDagAGNvSuF1XUp9L8YS31vs86OZlXeuRhk2nj6E0UVOAb9scsNza8BRJJebWGdi/L+AIr0DeTnPOQBRRX0cdjKruv66swPFJYtGAxX5X6fgP5V0NsoW3gAHAVR+lFFT9pm/wDy5j8zC8Z/8iref7v9a+dHGHYDoGIoopdSfsmt4XQSeIbZWzj5jx/umt+7t4xetgEfvmX9KKK4638V+n6nZh21BtGj4ds4brUEEy7gD0NdL4xAPh+F2AJ89Rgjp1oorzE39ZijTESk5K76GXe+IW1u0tkl02wtzDGscbWyupRFzhACxAHfp15rVUrcwrI6KGUADbkcAA4/P+VFFe69jCjux+pAwXCRozbGcEAn7vQcfnUFjr2oi0cLPtVELKoHAwxGOe3FFFJHRyprUtnX9RdGzOPvKn3B0I+lcRrHl3HiQ6bLDG0JdIi/IcqcHqD17ZooqKz9xmNSKS0O88PaLp2lzYsbRITIBvIJJPHqTTdcto5XV2XDiB8MOoxiiivJoybxKu+svyHR0Ne1jRYIsKOGXH4gVMUVoXQqNoZgPyoorlmkcS3PO4tVOk6rewixsrqCVgxiuod4Vk6EHII6nIzg9xW/4fY6zeX91f4mmndXdzxkkMT06UUV7eKbVBteX5ouo3zXJNcsorSFnhyCqOwBwcEHHf2pGs0FtFMryKzrkhTgc0UVyQqT9jB37ndR1ppsoyO6hm3scDoT6f8A6qhtoY55mmKASIAoPXOfrn3oorupNvcuSRYnPk26gKrKNygMo/2alMglj3mOMMWVMgc4+bv17UUVsNBbInnt+7XMcrYPrgDr+VPVliRZEijBZSCMcHLHt+NFFSKTdzH1wh9MlAVUCGLAUYH8NZd1r2p39jDp11eTS29vI0qB3ZiWbHXJ5xjj0yfWiihHPV+I/9k=", 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", "info": {"video_id": "128835", "label": "dropping a black digital camera pouch next to soft red ball", "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": "d75fefa05fea521081b64330d99e634ec3dca5528bb7b9bd45d3b5d7feb0376d"} +{"episode": 55667, "episode_seed": 1506319061, "split": "train", "timestamp": "2025-10-13T03:26:49.275938", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1506319061, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling water bottle from behind of beer 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204654", "label": "pulling water bottle from behind of beer bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204654", "label": "pulling water bottle from behind of beer bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204654", "label": "pulling water bottle from behind of beer bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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JkdmGBgcLu9c5P0JFdpaeEhcK4eQ78gtjAI4xzx/k1FRe0d+xnyszzrcR1GR1dGil/wBGIY8R5OA2B0xt7+lWJruKxOwLI06MQrkYDMpwwGAeDjJ+vvWtF4OstLQSSW0Mzcux3sGOOemfmx9BTBa3F3cfapYmkkkEjojR7duAC7e3AAOew4qeRFRg+rK1pCL2HdLI6TJkrt5Hclsnjgcc8nNaOnavbAx2nnuJmQLF5Me5Y1zyA3Xnr0xjOas2zZIXy4YTGn72N3LKvqCe3rVe98P2891CDdbbWeHzCsLkdvvHHGdwPFVOGmho4t7GDJKIvtCNK0sUcjoqykN5S56bRkLliT8vtTrVLZJXuTfxxRKxV7hVILKMhkXPG48L/Wuh0fTLbXbhtL8kyGNDNGFxGY2HUAj7wJycfWuX12CS21y5t7ZNy+axaK4IfGcZAA4HPc84pJGKhd6He20MN3oEU01tamU/vLc7ACFB+UOQOTj/ABrO1O9h09bN4LOGS9aUJ5y8bcnLbO2cZ5PJPuaxbPX9T0+1SC8sbmcozIWRRymevOORntVeK5up7W8uUWFpS2Taq4cImRtPA4OSCc88Y4pNlzp3SZa1T+0NUnt5xcOIUnYzouFMfHy8EdznJPpjvWBo9x9s1TW7iMiOOKSAeZvxsXLA+xB9PpV62+03NtcxIJNmNxllc7Ytxycf3j6A+grEZ0tNTvo7OAR25CI5XhTjjn1PP60226dupPK+XmZ2JctcW1qwhSe4gILLyDONw3jsAVxwfrVe7mtry58xoTNEkiM2/qqLwx49COmOe9cwZtS1AyJDZTsqLiOWNDhGxjHHOeT+ldBeR3kIiiiaOOZ0R/s4HQkHf+WNx+uKyUGiVd9CC5tI4tUlu4CSxPRSd24gA49BjP1rc0yztrkB/NbBz8rN95dpG8H09B7VU0vTZ7JUllcKjcFn6EHqwJ6HAxn3pL59Q0+4KoTAHlxiJd7Sdtpz/wDqzitJQ5UatW1MjU9NN3eXVumo3CGNgVUxELt6lmY8gk8Yx+lMa1ijmjwBEsbZlcPnbtOM4zk8H1/KtkQ3utTyTop894lMdvK/z4X73J+UAE5K+5qpPLcaNcbLsxBkjiaORo1MQBBOGAzv5AOBRa+5nZo6Gw0eQ2ck9h9mimQ73gdWWRcgHJyO4OfxH0qexgudMspJZ9TtrnT3uWlkFwnHOAQgPfPfPX3FReFtbgbTZY5pxJcmUm4lIyWz3yeq+hPrVPV7qG7kn0+UosUYUOyYwhPIVh7/AMsk0O2xUoSaTF8VX9qbWG3t4ZgwmWKNo0Xqf4eTgn9BiuO8YmePSI4JJpHCSBRuGMgA9vy+ldFFqEU0U8TpD5akSwvNJ8i4/iGeR3GDx161y/i24mmtLKAujRST7Ywvdjx+n8iK0otXM7aHq0ELy3qNbxlkUn53PygdyCf6Vq3iWyxxxif/AExeV2nkjoGx1IrFsJZb8yRWjKEQjEsp+dwc52joen41fRW0tN9qyfaZY/mfblxjnALEdOlZOo7nQkZ90zyBoCshuUkXarJ8+OmB6AdQT0qsmoz6Y7ywWtpvEmImVncpwBgDoOcfNz1460Jfxvc5S3bYWYEofnJYHdlhyM9c+prOuQk8hNuJ3t0QGIZ2egC5xzwMGqULFXud9Z+JVe2gknVQY87llgLFsgcgjp0PXpVm21LT9U3TLbLcgOctazZIz6iuXsxOlnD5Q8p1jI3DqmRjgfSqWgOdGubuNX2yyRsloVXoxxlt3bjcef51sqjiKcL2R0OvWMSSpdRLIolUCSGU/kxIOc4B65rkJYoRcyC3LIhAJZmyDzkjpz0713XiiCT+yI2bOCi4brk49/xrg0vDDIrookXHzeYmQCD0H4Ec9qxptuOpehF9qihf5lOP4iTjcfWsPVZJ4XkuYrdniY/cHBXnnity8WW5kka0eNGD9duQVIIPHTNLPbMbUfaC7Oy8nH3u3P5VbjcSlyu5W8DiJDfXTHfv2SZZcbc5yB+nNdpaxBJDcTTpbxMPuop+bPvwOtc74RtJpP7RDvDEEVTEzLnLHOM9sCtzT4YGjiW6YzTx8FiTh13dSO3BxwBxUNtaIUtZXL9zJBewPdWKy7IlIklAwhx15OB+PtWHOFuVWcRpKY0ZZgxCjcT8u4gE5PHT04q/qM80ERkjzLGr4Ch9y4IyDtBI5xx1+mayzqFwkO2S3SQORtcnBzg/MOONvT86EuZXYua2he0jxAdOnWGe3ZRKAZnaXzMHrkAKB2Hv9K7SO9hAuJcPFuxt8qXzA3AHQfnXmFnbytfwStHJ8xJbL8AZ4yPXH1rT1dbkWB8hhBh95YHDN6AEdAe4zWqfLuO102zurGytI7qWe3ltiSjA+XEqSLnuTjP515xryzw63qEdhGhkaTzD5rYLHaPujp+Z5rufB18blUW7kV5DAd8mR1B6E9eAO/Ncz4tgaHWpQi7UlYbc4BYEDAz6VElzz5uhVKTp6I4q0byryO4MchuBkyhnLCXnbj2Ge3TpUy2mY8QqY0+YyKmOSep9AT61dhgtpbeVVmMbrklCp7defxqiHWKfyGvBEzYwAMk5BwfpxTsrWJn7z94wY9Mgd4iI4kCOAw7Mv+PT2r1nTLSfznnMW1cAeZIeeDjFcG0MUI/1WQf4XXgev1rvFsZJ381pyYSC0awoY8fkflPYnPQZqJNpk2LGo7rOXMM0TxgcgnHln61nXupXexB9teGOSFiPl3FexUYGT3x65zTpruGzsls0jiigdcBoF+duc/e5P19fpmqiX1iloyrM6SluFJ3EdCU3YO3149B0pOPPqUnbQfYT2UsKiOW0aWQEqi7mPTIU8AZ3Dnr74p000Udu6m1BmlBjx94gYPK4Oc9O3fmsiCV7u/jDGPD/ACj5zuwDjtj06+5rT1Mw2Vk0sb4mjIEKgkgnOGHB9M1rfQOhL4NskTxlPHEFktlt5JFbAG3djCsB0PNV/E2nyy67ciNAFYK0hXPzcAHHftXQ+Ao4Li9kuEKgyW5+6eM7h2/z0reuWW0uZ4GuWilIJj8ocv8AKeM+xqIxvO/QlWWiPML5raSxtwrySsJMSh8BlJ4AAIyB+FVbi7s9NMkK2/nIxHMRADAHA/8A1dq9EmV9Qht43u4pnMY3faVGc4BJweKzNS8NNd/6q00+Rl+6YgqsozzjHTIrV0XJaMpVFCVpq5w1/qsUmiSXCo0ZwFaJsfKT9OD25FQeDtOlkluY7q2/dhiyS44PJznP4CpNf0uWxv47YSKq4ZimQfLIOMH8BxV/wrFb2s1xcXb5VsbViXAYnOfcY4z9e9Z2cVqVUkpO0djfbR7ONNsUQSUnkqxDHHuP5VSXQYkZpLjUrUSSSqSApBCd8ccnHA/+tW9My6rZmVLQwxQ5Hnyny845JGTnH4ZrGZvtFoFHy+Q/mkybtgjI+mTz29yMVEm38JKt1K1pYgzYtsy2oYyF2c8g5GQOyn+tXhZyXMEFu1vaBhLkScBQvZcnpzjpVBbm5tHx5dpIzSFsmE7sZ6bS20Yx2Hb3q3MXa3maGOVFkzlS3BGec88A4zjpWiemoLQj0OW4l8c20Mq7keQv5bZwQysMkfh29M1T8aaRAPELSq2IHVXCgZ55BAyeBx9frW34diN14o02VG86G3MnlScFuVJwccAewrS8U2kMuqJJMjs+wrgDPGevP1rPXnshKPU4GPw/ayaU1wbWVNoRXO4qrn04Oc4OSelPsNLFiJFfZHDLGU2OBlz7v1bir9wsomexhl+0GXBWLac8kAYA6Ec+xxWg3hzWJYRHJZFlChNodCVA6A4Ofwq3TuOT0sed3F2LDVJ7f7D5kabUDMSVXOCSR+mK1NMhV7LzHgIiaQugmQMxx90jI4x6jB+tXtQ0+WxupI5NOllXCqF2HaSc8kgEHHes5dYuJX8o2axjGRycgY/KpS5HsVCmnG7Z6LfWstveMkt1bgqqgiPgAdlHbP171lXut7Lw26Mm0rtjSUAqHPUM2M45PFW9ThFvC93NcbizAbSGGARjkHknIxk8VyFwLJ7Wa4kuhu3gBgrKE6feGOQMDA98+1QveRjUdjUkea0nliMBmcqNqjo4PbgcH169RSWZkgcxXgdWKsxCKCpIxheOg7Z9hVOwknIupiJJEQbzvk+dlGADu5zyOlXYTJMS4lWSUsEwflLN2X9QPT1rdaLUUHfY6GBoby33RZD78YIwGx61HKiFkkJJJ6lxjJGcYqUW5PlQSRFPKiEQjOV7feP1JzVa6V4nkRwxkXqOgPbH1xQ9UdKOq1B5rvw5bK8sTKiBmB+9jsc+uK4G7jhUurIzu3I2/e4z+laY8QJbaRFplxHISkap5yuHXA7noR6dKqCRHieNxGVUbSyDlmBz1PPt7YopzjJXTInTnTdpKw2zBLACQBZVK4XPPQ4P5fpTS8EjPE/OcJuXhl64bHfn+dAVIyISSGXd2wcdf6fpWbqTnIMfmmRDuDKDgA8k4HWnch7XNbQ2urW91AInKx4faQdp54x3zz0zjFWNQ1B7GKTKFLjlTuPzsfRjzkGq+mXS2y3N08fmO21iw+/k5AYfmay77UJLhpbqS4SO0wcklMYBxtZf7zHGAPUelZNPndiZO0RIbyN/MhvlaOSNT5BCnuccYB79+9Si3up4AxuIooowrFAPvH3x0HPQfjWU8895NI0r7ld1+6QXz2BOORnbx9a2TC58h0R2gwNqM+Chzhjx2zVxVlcmLuXdOnAaNGt5JJHGGBO84znp2GMHn61rSJG7l1djG3HTJHH+f0qppttJFDNcJKqBlKbGwW28bmHbpjrzU8kG2DeqqMcED7zgnP4/XtVXujoTsTaL5Q1L7LLvEexnPlnGSCOD6cnNVvFECzTGF5PNAAKGQ4ZQeoyOuO1VPst9NMZ7SO888DarwuRsPGc44/Oq09zei8lttTYNNAQsrAqpII+UHHBYd/5VnConPkNKlCUYKo2rP7zMaARTALKoBU8IMH1PHYVbW0RokYoxKkqxY4H+PTNK1vGHhkj+Tuw3ZK+pyfwqZjIIpk5KknkZzWrMNynd2zvErZzGzYHPTnjPp0rWuL+Kxg2pK25m4kIG4ccrtxxxn168Vii6CXLwzZYSRkJzy2BlS2OmMmmNNDczmSWKfywjfKcbXBGMA546enbioqbWM5Stsad5dSX1obg7HgU7cGNd4ORkduh/h4HFVJb5JGjjETMI2+eTblBkDnvluO4xisqzfzGiSzLtE7sWUEhFJBAXbnk5BGfT8q3GnlZntAAmxirAsAyv1IXHGOtEVZCi7mjp1tFJ5UmYk+TMQU7sAnr2x0PHtV65hLs9uY9pYDlQCT/Q1m6bBbmaTzonBjXMcSjblzjb9fXOee9aHmuqIrlWJ5+XOQc4AP161ejOhO61LXho3FperBbDMu1ggOAEX3+gqXxPqF2kDLEFtbkH5nYAh155B6euayLe+ew1kXgtZZY44m3hJFBAbHTPXBFS6jrNtqiRvaszAfu3R0wyt6Efj261MZRvyphOEl79tDFi1i9h2/aUhldm+ZijKTgdBg9j3qwmoeZG0ghniYNgkEOATnjt/kVSuFnXazqEUt04J9xkdOD0qxDHEGZDn7gI3EZzWvM0ZOzMvUoluZpriQyO8nO7Od3HH6Va8IJsuLxroJtRk2MyZCjDZ+oHFPEqSkxMnzOdowNrKedpB7jNUjdSWj3VuAHeQhTEDxgbs57du/rWVRXTYr2Oj1B2SJJ4ChcMfmEisRxx35P06e3UZ6ahqMcDPHscSDGGBO4k8rjpgDPOfxrNt9St7qKQXWVuUG2HKEE56Y4yOT+IHepRbXVzAyvNHFEqgugXmTHIzgDA74BHpUU1o0HNcd9jnuXEkkKOzSfKSSeMfl710jLKICYHVD5eA4OT054/HtWPYXLRYzbmWcthSpJLgjjC9skH61uuVlwQhSRM7kyCc9MD3/8Ar1pY1jsVPBatpupxiR/lR8gbdvykEf410Xi6SO8gF3DMNqqY8YII7gn261glhHqlkPLLJNOofJ6g+4962vEENukZdYRC5O07MjcPcf1pRVtGTZJmBo+t2tr9mt2tElkDuwfhevAXd2P51qX8mlyC0nFpImxpHlBb5hkbQOevTP41yV5HEN4ZyCf7gxn8O3A5PtT7bzzKjLK+HBUbn3cYz0zWi0VhO17m+FsXZ1XV3g7bShUfp7Vm3mhW1wWI1S3uGVcBW6nv1qJ5ndtk8ykKe6AhSSMdOcVhajezW0EkcMKCUjBw525/LkVp7RdTHla1Re1XUX1C+jtHBmDuFwnytnBxy2MgE5+vHNYGpXSRXz2sxBW2CqQQXZ2P3mOOB1xjnAFaRiuHv38/dLMqYRcgFpCPvkDoo/wFU7Gz8lxbG4JkYbELE4bnJB9Tnj6c1yQjYJa6mroyIbqF3CmSSNpgI+dhOeGHoeWx1reW3jtFVoJ0a4UKwYIdrDjJI6+/9KyrS8jNwptYhAsQEMmzkB1bqT6Hnj861tEhaeG4kuEJLPlgoB2c9Px4rWy6lQehpfard41YFvORSjo/3gPU+2c1XhjeO0B8wySD5gTnFUhBdfaDN5r7g+07B1HGScnkjAx+NSyXC+axEZQb+Ar8LyeuR/nFSlZWNIyaINT1/TZtGe0itGiupl/eRpDtAIPVm9M5wB174xUWnTw+Q6rGDPgOvnvgZGOmOnBpsotY7prkwlDtD7scck84qOVljc5nz5ZZtkfR+gI3DocdR9azjTUFZF1Kjk7yM26mN6kfk/IULKzOMDbnk9eeKbp88siFgOilGcZUvjrx9M1HeyQQ2cKHKSIrCVVTgEkY2msPSml1PxdLavqs1osiy+UYU3FmCFgvtwCcn37mtUYczudHqP2kwqtuzgsR8qruLN0GPzP5/jWXeJMVj06HY8SfMJIQM+aecbu/fn681W8K6nNrfmpezSyIpjKqScAnPcfSun1GKFwUQr5VvGQVhBDOeD8oxz25qdLg7MzrDTZI4b66E0ZQARkzZZhk87Rj8jjvmumjuI7ZbePYs87fuo2YYbKnGPp0/wAa52xaXULqLe48uNWjcI3zEZ53fp0xW7bQRw6hbyTMFcoRjd82ASen9a02Jgy9HeHTp3mkiDRuTvQdQAOSM8AdR+tI+yeaCVmwsS5QBgQwP/1sVJqMUE80ZmCMqr0bAz6AjPOe9V40eKMW8OJFV2LBV6H3B6fgexxS0vc0TaYXGsS6Ldh/KMlvIjBlRsOSpyMZODnoRnvntWE9+NR1N7iaI24ZF/dxndsx0+Y9Tk9e+TWlcyQXNm0UsUcgzkDdkZzxt75HH4VETbLhIxHGYpBhGAzn7wx698j0NR7NKXMjVzbVh93PawGFj8kU20l2cYOR09sEZx7isH+0Jo5WjYP9nVirOMYAPQ+/FXmSF7i0jllDRITJ5wAVACM42jnPB+lcxr88sWmExzFirqQUbPJY4P6Va2MZSszet4IJHSVSfNDFS4bgr0xg+/0rHvr1ftDW9upezjUuBFEWEjcZdiTzjGB6Y96ZqDpBoNtqNhrl/KPtJtg1xEsSzkIGd4gOdoOAd3cjvkCxp1lF5y20b7ZDxHvHABOT+P8AIUMiWupZsVSeKCSRgpkYxCJOXCj+LHsT68k11Y0tZpRLviUA7UYMdw4IO4Dox/wzWNbXVs7Qpa2yRGEPFIUXcd/TOegGR+ta1k7X+pzGVSsSHaF5GW45x6d+adhwdjV0webYvaoEjMeWVcclsk7h7HBps8vzRWyR7klXcWHBX8feqF4Jrafy7eMmZASHRtoY9TlgQce45qzFKHjWRflMmR5TN82OMEfXPH0NSlZs1UtdSW2sLCeR4bvzN4UugRgCQDjB7nr1FY+t20djr0kUMSxKYVEcJJba2WwTg/eI549RUurxSzKl1bh1nhLEFGw68EZB7nrWRb2d1axrMJHUID8rvlj6sSeT6/hWSpWqc50TrylTVNvRGoYGWECSIiJ/myy/eycYH4/karNdRrI6zECRSFx3Pv8AlRf3kiWOwvuuInaMYk3KcnqQOmNoGfc5rG1FfPneSWR0kUAGOEnlscd+MAVsrnJKVmS3jSyOHgRyYm+aYfMVXI/SkuH+zypdbImO7cSVDSFuowO/0rH0O5/tPxQ1hqGp3NpDO4QPDNFGI8dS5fjAHbqTiqV39uGu3VrK0rPbSSIq3n30we4XIzwOmRQ9VZkt3WhqpLLcMGm+TdJv3LyZsEYLe5BPHetpkYLAU8yW3wpi5wQSRu6du35VjaTBctbAmGRp5JgqS5wseM5I/IjsOvrXYI1pAEM0f7zYNoT7jpgHhe3I/wA9KLO1iYeY/SbaX7Q11bsF8nO0SADexH8PrgZ4PeryW4eNijryd4dwNxOP88e1VredbS6ebyWEBcDbkYjJHbv+fsB3qe6KXKCOMyRxs+9WZMfL1x7VMU07G8Za2Kclmb11QWZuGUlhC2TuHQnAIPeqs9vqOkm2guHbybvISF5S3lkA/N3I6YIB/DitK8upNPWO6tog7RsG2MSNw7jPb2NY+r6+mpgRC0mhSJxiRjmSZgMZx2Azx6k54rFxl7VNbHWq0fYuFlf8SXMU0bjavygASJkliD2PvjjtTFiEQSMNiRSc4/Tg+1WbRrc2rmOFnkiYNh3xjPBwO4749qxLy78yOGW0LPJ8yPtJBJJ+n1P410c1zibsP1KRYg8okCSDkkc7wex9BUFxJJeCG5ZjE6ouFAyOg6j8BWTq19NDpwYMUuY3CNt+YfmabrWl634e0HSry4urlJLoyGSHZgQY2lATj7xDZx2+oNHQXMr3Ou0jbMrzFFUnccKMDgnA+lZd+WUbQ7Zlmfc2fm4BI5/AUUVBE9jU0i2i8vy8ELleM+2a1NLkZriZfuospAUdOnX680UVcgj0JrlMWsL5JEqfMvAH3n6Y5/hFco+sXU+pNZtsEQYOMLyDkA/zooqWbIsQSvK0cbH5ZY/Mb60ssXmwRMHeNpZgrGM4OMkUUU+hn0MxIY4oyuwP+/yxfnf8vft2rk77VJ9L8W3eoWqQpNDLJsGz5eVKnj6E0UVEfiKkvdNX4eqEtL8/eG1HwemV34rommP2aHCKN24cdu3HpRRTe5mxnhA7r68XoGYg4+tdRaHM9yxALRybASM5HvRRVrYKfwk7sYppI1OUcgEEA/d6Y9PvGueWOS+vVia5uI1WBpV8p8EMBx/L9TRRSextHcprO6wB+CwQkE9iuTmreBIkTsMs6iQn0PHSiinEhfEzGaSa51WKB55FQ3RTCnGAG4qnrlhE+iXt6S4miuUjXB4x0/lRRSZmjntd8TPrkVtFLpenWzQhI45LZHUogz8gBcqBzk4HJ5rs9TQR332NCVgjjVwoPUkkHPtRRR1FLY1LG1SGDyVLFCFODjpwcfT5jW9bf6LcYiAzMVLE89Sc+3aiiqkVHoTzIrDzGAJLBMY4AxVC4UKkOOFdihTHygFhnA7daKKk0KzyMtvMoJwqMw577vX6Gi2Y3H2lZD/qohKpHByCB+IwTxRRTew2UrnG20CgIskv71VGA+Hxz+B7VR1k+XPNMgwxzJjJwDs/+vRRQjKexxb60+katdobGwvo7h1d0vIN4DKMggggjqcjOD3BrT0u6l1fUL66vSJJ7kmSR+hJOSRx0HTj0GKKKBdDdivZnCQO26OzvBHGPUep9TyauWErTavh+RbRo0Q7AkE/z/KiiqYQ6G3rSGKa3WN2XcoYkY6kgnrSadEsa3Nvy8ccixpvOSo3evrRRU9TRInniRCYSN0boMhuetZgsYLUMUTJ3EfPzgZoooZfQpJKWvJLUKiRrE6ZVQCRlu9VLhPKtodjMuY5c4PXBIBoopmcjB18GGxIjYqrPGSo6Z9f0rKutc1HUtJi067u5poIJHkTfIzElsZySecbePTJ9aKKQj//2Q==", 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", 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", "info": {"video_id": "204654", "label": "pulling water bottle from behind of beer bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "26161deff89a5bf2e24dde1df5cac354d46744c18fbb467b75fbd22076da5eea"} +{"episode": 55668, "episode_seed": 2844774293, "split": "train", "timestamp": "2025-10-13T03:26:51.792825", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2844774293, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pouch with data card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "209265", "label": "pushing pouch with data card", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "209265", "label": "pushing pouch with data card", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "209265", "label": "pushing pouch with data card", "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": "e758d6345ec684debbb8a254b8251cc7b6e8e10645733484a1398ea8219acc14"} +{"episode": 55669, "episode_seed": 2452721362, "split": "train", "timestamp": "2025-10-13T03:26:54.206939", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2452721362, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a fire hydrant next to a tube'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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g+YM4X5f96s9yCz5znJOf/rUtrMI7pGbkDJ/HHH612opS0PZbP4qReHrK2s47Q3k8a/vt0m1V9FBweaz59bstUu5r2yj2205MnlvjfE5+8v4HkHuCK8qWUsck5J6muo8JRtO9yom8soFYMTwM5B/Ssa0U43JidhHdM0YMUTSHGAOwx+gNSRyW9xEQyQZyCA3Jye9MaETRM/nqkqsFwhIC8ck+p96pXYureYM+1gpDHpgDj5//ANdctr7F3NcWaNFuNwUyMMI2wDx0H+PasK4cNbvh9yEbgWX7pz0I6Y/w71GDPbo37ySS1Ykh0flVJ60y7nE0DIoLKowUVS2U9fbtTs0K4Ff3pim+Ug4IU9CenH+etZ63sUeqXYkhGCUdVOOPlA/PipI5mht/OlkkBBwWfoQc49zVIuW1qdHVVbZGGZyAAcfl0IqktxXKXiMwyXEckaMjkbZGPRiMdB/nNYyvg81pauXRAjylwJD/ABZH51kuQCMV00/hsOL1O98Ja9baJKl9ID5UUf7xUPzOx7D610l18Uo/ENm2m3tgkDMwe2nSTO2QHhWGOhHGR615J9o/0WFBxyxb39P0oEh69xzVyimS3rc9RW8BZcr8zDbkcA+314qc3To6+ZEqJ/DvPp6j9aq2cfkW6n7QoWRVLK2TsJ6/qTViazMfn/Zp/kX+EnHHHzc/5571wabF3LQS3lm+VoVVvvbFwWPt6/jVPUEitnjVbiQk5PPzKMdBz25rOdJpCIjLslRxLGem8dz9frSC5aFv3ykTBcZ37gVPcf5/lTcWFxku/wA2RwFXAUvkYIJ469cc4qlqLJFpVwyqS5UEkndtwQevfNFwXN2rKJsYzuVSC6D/APXUOozkWF7FkuscZVgcHGSAPrye3pTS1RNyf7Za3FrKrwFo2X5lXGWJ6cjpXEsCrtgng4xXStvezjlWRI2BBKh+eR3rnJ23XEu4kncTk9etb0lZsSepb0yaNLtTIMgAkZ9e1en6d8TP+Ea022soLYXNyvMhd8Io7L9e9eRW0ipdRFhld3I9qd5zOxZjkk5NbvVDk7s9Wn8TWuvXkmpW0Hkif5p4HO7ZIBzg9wQMg/X0pY7pmT9zEWI+QAn7vXr+nNcV4TjNxezp5nl4j3h8/dIOAf1Ndx5KzxvvmXzI9oULnv3PrXFUSUhp6Dop4Z0dZkhB67XG5s//AFqnS0iePd9o8sjgmI4GPT3rKvY7qHadwlG0N1BDgfxfUe9Vf38byTRSNNbyMXOx8EZ6/rU8r6MLla4A8pnkkTdEMbW5y3XOfT+uKpyXE2p2ubdtgUEysGy7H29M9KiSAajFumkKIfuoAQ+D93npjr+VXLZH0oht75+ZQCQc443ew5q0repCKckbKI5RGipKSrxbySmDj5gO3+FZWttLDFB8rbVc7GOCOB045796sazrDfaGjhlDlSf3inp9D1Nc/LNI0axMxMasWCk9CepraEdmwbInIYAgmmxEHK00q2T6UqrWwrlyziNxcxwgcuwFeg2cwk2BwzoBtkfcQwB6jb0HpXI+HbaWO/FyylY41JLHvx298ZrtVmtoAFGfKlO7djbjHYnt261zVnd2HEtF0tEPztOqjeeBuPp9cdKj/tWO/l2bQo6MnK4OMg/yrNW9YRRyxqrAEkMvO4E45H9BU0mqxTFU8jZgHdJsOTgcCsEmXcs6jGQcCOKRHVtrJ0Y+noDzWd9p8i4eK4ZjKR1+8Wx/CMcdeD9Kfqlzua3EI3Gf5gqsODgdOwx7+tZP2C5+1pLNIrOx+VcElWwTt479atR7kvcFiluZtjQMs4AaGFU5Cqp6nuetNDhozMVJ3fKylM8/RehrTu7yJbLzWji/d/K7qed2OmRzmuWl1q4S4SSAhFQ5C46n39auKchaIzTIHBQYABLD3zVYnawOaVsg5XOabgnrXUHMTj5Tiur8Ms0MEp3cTHlFIDMBx1PHc9a5KNWPTJ+gzXoOlW8SadbxzbBJCofyzzkdc4HOaxrO0bCRqwIGiWYShQuN8bryCM7eR3p7apZ27PAyqs7dSwwMnoPccVUluozJHJHmRXDNgEfT8R696hi1K1WIpdQiTbwAQckjof8AOa5bamlzSVDcQeekfmHqQWy34ccjI6VlTCTy3k+6EXa4DbSTnO3HfgfpVq2uI5onaIDzFUONnXv8vqKwis+pQsUlEcZJBfdy3p8v49apLuKT7E13dPd2qtaJxtYSSFRhB3UDvx29artGYkjdI5FtrktgkgZOec+hz3q3p6HTRlwm0koQyEZccYHr1rP1jUxb3LxxpGJQTkqBgfXtnrWiV3ZE+pQ1qQwiDKEsjZBZCM49+/bpWHL82DuznqasXN5PPAkMrl1RiwJ65OM8/hVL5hxzgV0QVlYObUfHyCPQ1btIzPcRxD+JgDVJVIPFb/hyF01ITupWOJSxZuMe496JOyuK9zsLWYXBTzWdlI2tKCMY9AvUdgKvu8dnGxmcTKvzuVQZPpx9OCarRtawfulYbZSXDgYz+J4J4H5+9VPt3lpDIEBAzlhkhge/HPpXC9di0zS/tSG+mCRrtHQqrEbSP5j2pl8jwMo2RiM5wy4Kt6VVk1S1kYBYkQ4Jd9n3iBj6CoNYuAskAi6THIXcAoyBkcdAPX3p26Db0IzcLZ3KRTk7mG0lWDkEfwg5+g/CqIhuLm8WGWEiVsfZ4xj5MEnk/XJ9qQ6XM9wkssodmYKVA8zYT0HvWhPequnnzBCfKwJCVzgnPHPOfp3q9tiPUzUZ3G8q5kX5GUjcfbgfzrl5JQ0siDhDIWHHXtV6fWJzOjwMY1jbeq8dff1rJlZncyfxEkn8a6IRsK/YY2VOc9KlGAR6GoCCSM9aljRj90MQOeBnFaA2dT4YZoPNl3YEnybQcFgO2eg5OefSutto1kiD+Zs2DDxuoPyjpyO+eayNDt4l0yGCcqsq/vFQ85+o7njGK0ZrqJmhki+YMx+TPXA/P8+1cVR3kykWm1S1tHdZFHnSDliOBnjr36806IfbImlWMO390vnI6fLx6dqzYdSt4w0d1EHTphgckHn86ntLqC6LBAFYruXYMFcHpz69M1CTKTKrrBLcG4DPIlxw6E9wBjk4xxzWfc3kqW1wtxbxosY2Ekhi/oAOfXORV241y2s08wW4Kuu5Cq7hz2J6ZPX2ri7u6a5meXgZPAXgAdq1hFy3JbsVWLKS38PSrGl2B1HUY7fdgNyzf3QO59qk06y+3zeWDtKjJyeBXT6Poss8qyRIsaBdrTcjH9TWs6iiiYq5yt5bx21xJGvIAIye3PBpbGw+07NzFAzYU4yCa3LrTY4Z5rt2eRGlK7icbSOmePf+dW323EDtODGIQD+6HIA747mo9ppoPlILWN7a2Cwqp8k7gNuDyMk475qQFr2dpmcBJfl2kcsT3FasH9n6hHcSEFCDueYdSeMEj0wTVK0kjieS2lKSDzAS2AeTxkfmB+NZplWE06OK3kWGSJgkmY5WCkEEHI/IkVakV4JGklt3kVpBHv8AN5GOmRjjjnFNmIL/ACqHO4F2c4wucbW9D1qjpEk2peI20eTWJoYNsgj2RiTLohZV9uh5PpTV5MbsjVudPMkLKgjyW3RNjlk4LYz06Dt2qtJdx2iq0kkhE2SViH3G74/D8qyPC1+bwXM17NI3lbGTJ6DBzz0HGD+FWtb1W3jhSGwc7gQWZW4BySGxjjrjFCTvYTa3MnxBIDcIkYKgKP3e44HHBwemfSsUnPQY9anklaaYl2JY8liKv2+kkoGmQlZOhU9f85roVoR1M9yv/ZUi6ZHeOQElLBR34/z+tVPK3SIB0IFddfaVeS6TaRnCK2ERXADbQOlVrG3tbfkRCV2ICyMMFKzVXQrlKemWDW00c5KNn7oDEc9Ofp/OtVrqQRG2QFJtwKsThuenP51YtoLSHfa3EoIaRWCIMMvU457cZp+oWq2VxFcCVZI8hiG6jPO36d/wrNyu7sfLoUDbFp0eU/MyFfkYjJAxx/hWmyi6to5YFkczEeZEgAKsPTOOvFO22/k/Jwm4loxwRjuPf/GszULq5tdPa4t5DC+8BfmB75HHY84ou2VaxrWwSf8AfwRuXSQ5DfeAxyQPSmPbIJyyuotpgNnlrgpt6AAZ75/PmsvWZI7fQ4NW0zWNQlEt2bYmaIRLcMF3PJEOoVThSG9R7ga0l9plkv7wcY3qHOCcjGenHt60NNMV0yjcXsc1tP5kMgMSlHd8gDnnB45z2PWuLdjvJYZB71o6hfyXM0h3PsJyFJJzwBk+9QWdm9/II4+SOSDW8Fyq7IbuRWFlJqF9FbJ95zwT0H1p1zarbTvHuzgEZ+nQ102i6TK12DaxFXKFGkzwAfU9PWqtzpipdyzzyB1aRgpVRjj1/MVHtVzD5dDFs7A3RUBgpJ43d+/+fpXQ2m6ztV8tAViOTgnnuSRU7RxSQbwq2qQc7lXp2z+NakVvY3qTyRyGNs7nkB+UkYA47Dk1E53GomUTLfSyPu/cyfLt56nngf5zUumRxRssEu4LLlTIuTtYHI+nJFPsvJVpLa4VCwkHz4+6T6e3bFTTbTKMfvC7ZZi23IJxg+jc5/ClfoUlpcc4MU2+aCZhJIED7xjjjnHT1x6VPLZq0L25KI0mRA+PvKcZwTyM4weKydIuo77xOuj6jqk8NrNIEWaOSJFjZR95mfjpn3JwKbpsjx6tq1rfC6LWcxSNLjG9QrHO/GQDgDOOPShp2uK62Lbzi0jWY+bIzna4jHAPQY461z/iGRWkiVF2EJ9zkYHbIzwetamtazatbCKx++eWYEjOSDk+4/8Ar1y0krSS5dmOeSxHWtKcepMn0ICSeAMEda0ItJZtKF87YR2Kgd+B1/lU9rpRMayyqHR+h/x/Ot250e6OhwRMfKUsI445Mbh1/EdacqiWiEonHGPc8YHcc1r6fp/kSx3DGN8NkKSeCPX2q9ZW9vas2IRK3CguvKnPUfrWjbw2kLy29zLlJijGNflYZPUH3/pUyqX0Q1Eha7kijktipEjEFCTk9fX61G9s7SQvM25wdhKswyfY9jzV/U7RbcR3KS7lOHZG+8uccfQ/0qbFvJETHtTectGBgHvkenXioUrLQtIYqrc2KvD5hkYCF4lAHToefYCpLdEuC/lQyedE4GyQ8nHXAHp3/nWTqdzNb2DT20rQjeFGWByp5AI7EYpfEVlrug6Jpep3lzdJdX7SedFsK+TgIU3HsxDZx26dQaai2DaRgamxiYwqSETIAz1x0rPUnaT68H8qKK6I7GLNvw8irDJPt+cZPU9iuP51r2d/cQa8bKJ9tuk4CpjpnGT9aKK55/EzVbGhrFxIbW+lBw0Uh2YGAuMYrnt5aO1uj/rGGDjoc8fjRRUU9ge5Z0q7c3KWxSMpMRG52/Ng+9W7a0SGASo8m5VIGWyMDaAP1ooqn1K6EmpXknmY2oN6gOQMFunXH1rn5NRn0fxDc31qE86Jjs3rkDcu08fRjRRRTFIq6Xm2jlMTEZjAI6g9Oo71WmcySO5wMtnC8Ciit4bmciPG+RVJOD6V2cTNDbwXSnMkROAQMHnHIooqK3QIG8kxutPimmVXl8xMORkjcSDiubumzd3qYA2uW3Dgk+pNFFc8DV7FS3YzeR5pLkgKWPU4PHPtWjqKm4uoZWZlMiEMByOG4POeaKK1fxCWxPpxWWzlhkjRgAGBI5BHQ/y/KsvXj52mzTyAM++Nsn3OD/Oiipj8Q3sU9e8QnXjBby6Vp9sbdESKS2WRWRB/AAXKgck8Dk81BfyOttDFvJTb0PbHvRRW/UyZmZ+8Patzw1AGdpNzZLAEdiKKKdT4WKO5vWGoXFrqZ0+Nh5CuSM9T9fX6VZ1thHbX5SOMLDcYVdvBwByR3PNFFcn2jZbHPNIxnVskbkO4Z4bPqKvaTJ5itCyrtmPluRnONvB+vaiitJbCiFrbiKFZg7swXHzYxxjHb/OKu385O4hEQzIDJsGNxGOT+dFFKXxDWxzkur/2Tf6nGdO0+9hklV/KvIN4VlGQRggjqcjOD3BqO3u7jUNRudRuJma6uiZJXHGWIyeOn4dKKK16GbM24keaVnc5Y8nAxUYXzJY0JIDEA4oorVbEdTsgDaadHcxsTJAwKbunQcH1FbEF7JdaI1xOEeUOm0sM7SWxkfhRRXHM2Ri6m5XVLuLCkD584+Yn3I5NZ8blkhWT94PuZbrtyOM0UVpHYT3Na+X7U9tI7MrEvEcdwMeueansApie2eNZI3T5tw54PFFFS/gK6mPr7mXT3kfl/kIPpg//AFqy9R1zUtSsbbTLu8nmtrctMgeVmJZgvUk8428emT60UVpDYmW5/9k=", 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", 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", "info": {"video_id": "126722", "label": "showing a fire hydrant next to a tube", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126722", "label": "showing a fire hydrant next to a tube", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126722", "label": "showing a fire hydrant next to a tube", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "126722", "label": "showing a fire hydrant next to a tube", "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": "71d40e10435f325c36784b486585b29c3da19dc65d8837cbeec0861eaac7f067"} +{"episode": 55670, "episode_seed": 1714803812, "split": "train", "timestamp": "2025-10-13T03:26:55.231998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1714803812, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sd adapter is inside plastic glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104093", "label": "showing that sd adapter is inside plastic glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104093", "label": "showing that sd adapter is inside plastic glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104093", "label": "showing that sd adapter is inside plastic glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "104093", "label": "showing that sd adapter is inside plastic glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6cd9699e9e825281b8270118b9d13aa5906a2dc663c52068daad78a5fd3b805b"} +{"episode": 55671, "episode_seed": 2542251422, "split": "train", "timestamp": "2025-10-13T03:26:56.784787", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2542251422, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking sauce bottle out of fridge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "31273", "label": "taking sauce bottle out of fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "31273", "label": "taking sauce bottle out of fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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wi7Hr4mPNJiXN1IpgVDgmMEn3rRi1q51JyJVVGjVVGzuKyJI4zEVV9xQkBgMZq9o8GyIyHks2K2T0PJqR1Oq08fuxWH45/wBXY/8AA/6Vv2XCVzvjo5Fj/wAD/pVxOX7RzFqSWyK6WJjJp+0HkMDXMQhhHsBAZvm5rc0ckh4SeGX9aciluPu0LHzPYbvb0NV7NmS5GT1GKu3CMo3EZ4ww9aomNo5gV5BGVPr7Vzs9aElKnr0RoxwKJDySZWAx9TXX2mDJkdhXHWEjzXsIdCFDdT69q6+wNEdzmrbGopxTqjyKkUFjgDJrdHCxVJOT0Uda5DUJ/tuquw+6pwK6TU5za2Ep6MRgVycJ8qB5W75PNDJSOClGGNaXhy4+z69YyekwB+h4/rVC4XDmktpDFOkg4KMG/I1q9UWj1bVNZ02w1C4S8R5PNCkKqZB45rJm8R6PKZPI0djMxTa7MFwB16c+gxWf4wG+5WZehjBB+tc/Zz+WxLZIYdR1FYKN4mil7x1F/wCP9USby4Et7cY5wmSPzrIuvFOoXkLi4uJn3LjO/AH4CsrUHa5n8wKc459T71UzlcZqlBDc9dCaFi0x5J5zzXVaOnzB65W2IjyzjOeBXXaSQYwV6USJTNjUrw2ej3Eq/f2bU/3jwP1NY2oj7HZWdgp/1EQDf7x5NWNXlVzbWzHjJlbHt0/X+VY9xM0szF2LNnkk1lL4TpwivVRr+GL7yNWEOcebGcfUf/rrN8TySrqMg8x9h+crngmqUV39k1mxmzwr4P0PBrY8UQhpS4GcqadNWsRjn++k/T8jmLeVDKN/CkGn6iyShCgG8ddvQ1UjIx171ZijM8ixKVBJ6k8VtbW5zKWliip6Dv6VLFGySq5UjP3Qe5rUkY2zpsKSOAPm2VG+6ZzLIdznue1FxqzRoaHIXkwwwcZrX1KUgxIDjjn8aydFAMxcc4FX71leVhkEqOR6HFZsuG5kysS7k9c06D/VjPfqajuMllYfx9fqKakwEY56dax63PVqyXJGBWuVZJBu5yetUJ9yyvu4JOa0pD9okAJwME81SlHmybnGc+lbwdzzK1kyAHJwKsJbPGwVlIdhlh0Kr7+lWhGLIqUhIkIyC/JH+FCFtrFjyxyx9atmN0W9HXy7tADxk5PrWtc8SOcZrL0yN1vUZuhzge1bE5UyY7kfyrORtRfvGLOhRm2/VfcVFDvZmbHI6VauVPKjkr0+lVYWw5HqKy2PQnLmTdxb2IIyIF6L95T1NaejgNbSfLja+Kpuu9QGYCtzTbdQmz0G5vrSnUUI3Zxyi3ojTt2CxisPxWI5Hsnl5jQOSufvdOPpWg8nlOAT1rD164W7EKjI8osDnv0rWlNTipI5JRcZGOuCGkI+dz+Q9KvaSWF6pIwpyB71UgjM03lr0HLH0rc0qz+0XYcDEceRn3rR6DWpLcMDM0bdGXg+9UNp4VuuflPvU2suYbxo8YIUVXdjJbg/xr1HrWF9bHqqnajGa+ZYsmJv4VOQAwP5V2VmMKT+NcnpIFxdITxjg+/pXVlxBEEHWnFWZy1pX0LImG8ZPA6064vDb2ck0X3wPlPvWSJHaVjkBc1djZXt5UOCuw5zWiZyyVjIvLy7u2VbkjOAcD3qCGyk1bUrPSYCQ1w/zsP4UHLH8qXzvO3SMeBkA12Xw40rdHc67MvzTkw2+e0YPJ/E/wAqDOUrI8TvoykrKRgg4qmvXFdD4ptPs2rzKBgMdw/GueBw1axd4lbM7HWX+0aHaTk9bZPz6VzcbhQAetbQ/wBK8LWQJOEdozj2JIqnHbwRtnZuP+1ULRDe4WkAnYyPKYgmCMLkn6U4z7JJAsMUmf4njFWmnAjwMKKqBzLJiKJpD7Dj86NwTaIfLyxYksW6lq6LRgVgOe7cVjtbSY3SHbj+Ff8AGtyAi0sdzfwJk1LKIL0mS5km6jIjA9hyay3O2VsnjtWgPMFtGrn5zHk/U81H4d0uHX/EB065v5bVTHKYyke8s6oWC+w4PJ9Klpy0OvDTjSvNmDfk5jP1/pXU38/2vQoLkclocH69DXGTSO6puYnHP510uiS/adAuLYnJiJI+h5rTltFHNiJ883IxI7N2Pz/KP1rRgjihT5Rk+pqu8mZFVFLE1et9PkkO6Zyq/wB1abZiirLJuOFUs3oKmjtWKBpiAD0UVdh0qe4lZbePCBsE9B+dbtr4eZAjSDzGUfhSlsNbmXp1u0UbOV2huRx2qJXDnn7z5f8AM8fpW7q0D2+nM+xlONoyPWuWL7ZN4PCtt/AcVlKWlzrw9F1J2QkybSV7g7hWfIpMgCn7x5q5cPi6znjAxVK5LRcqSCDkUkXKXVmh5aIxX+EfLVGwDGTzdoIHQt/Ot/WNK0228Nwappmp3s6vdG1JuYBGtwQm53iH3tqkhTu9R7gYnmqkeOg9BWkY8u5x1ZXFnYDLE5Pcmn2sO4GebhV5Vf6mkED5DuOSMqp7e5rotF0OWYCWcEBuQh/mat7GSdhNLsGcG4kXDFflU9qqXsm274/h5/Wu2mt7HR7E3l/KRGPuxg4Ln0rzrUbwXN5JMiNGrAEIe1YzTsd+B5XWVxblm87evINV2jxkL1zkH2qaDJi2t1HNMT50OD8wqehtUThJxY+yVprrD/KEHAz1NXWu5NH1KQXOfInUFGHOMVjpdG21GF3GVRwzD1FdBrX2e6t0mI3dx6H0IrOpG7UXszmnNxehVe5ebzG3k8cGsueQykAEkse9a/hO0sNU8RR6Zql7cWsE52LLHLFGsfqWMnGMZ4HJOB3qlPYSW2ranZeXOr205iVJwBIAGIw2OM8DOOK6YU1FK2xjKd02xNMgeSb7NCpYsOW9/Wu+0vRoLOzM1xJ5VvEu5z6//XNV9A0dbRcso81+W9vasTxx4j3n+ybR8RIcysD941bSZjGTexm6/fxajqRuYEEcTDaiDsBwPqapC7EcgbouPmzVKBi0K89M/hSSk5UD61jKPvHs0K1sO0dLZuqOrpja3ORW1NeplS5yzDjj0rktIuNwaNzjB4q/PdtFcx4G7Yd2P0Ioe9ji0b1Lj6jvcuFIRT+fvWlczG10h26ST4VR7VzMl3bzhbe0GXc5c8jbz05rY1Fy9zb2u4nyIxuJ/vYq4pozryg5e4rIbbWk1/La6XbEie6cICP4R/EfwGTXt1paQ2FhBZ26hYYECIPYCvLdFsbq00K88SxSPC4lW1tXXrtz+8I+vA/A1t61/wAJJo2j6deXWpXgluy/mRFcCHG0qCcfeIbOP/r1aick05bHA+O41E8UgHzEEGuEPU0UUqHwI3ludDp7sPDcvP3bkY/ECqoZmmZSxA3Y4oop9WJmuLGCK2Z9pZtucsc1BC7ecgzx6UUUkBoaXbJdMXlyxDcDPFS6mALUIOjyKp+maKKjqMrM5a4mB6A4H4HFZNtqlxomuG/tNnnQltu9dw+ZSp4+jGiiiG50P4TImAG0e2K2fDDH7XNHn5WjyR9DRRWz+AwkTwAKWUKMBiP1rodGto7l90uWAJ+XPFFFZ9SHsdNbRoAqhQB6CtiJFiiZwoJAzzRRVEI4DXNdvr+8ltJmTyEVmVFXGCMYNcqXYDGe9FFZVOh6uW/aJpFDwIx6jvVa6AECnGcHHNFFCMam7L+t+LJPENvbwzaRplqbdFjiktUkUpGucIAXKhecnA5PNV9OiSWYs4yVxgUUVpI459DpNNtIZ70NIu7yxkDtmuysI1yOKKKFsZdTzHxZqt3fazKk0mUiOEUcADNUZyWkJPoP5UUVM9jvwPxlkMVePHfr+VNU7LggdCcUUVjDY7sf/EXoZkxJlbPrU9ozyIyNI+xeQueKKK2tocMy/Y662kSTxHTtOv4ZnVzHeweYAyZ2kEEEdTkZwe4Na/h25m1jWtT1K+kMt1K4mdyAMsxOTjt7DtRRV9DlnszqdVuJLLRJ5oDtk24B9M15EXaaUu5yzHJNFFNE0y5pgDzSqem0n8uaWXhxRRUS3O6j8LGKSqjaSCSTke3StaRjJHHI33mUZooqWT9ont4kMq/KAXxkjvzVpnYvdSE/Pubn6UUVZyPc9s8baZa6R4AtbKzQpDCYFUE8+uT7kkmvM7zWtQvbGGwubqWWCB2kXfIzElsdcnnGOPTJ9aKK0ZlHqf/Z", 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", "info": {"video_id": "31273", "label": "taking sauce bottle out of fridge", "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": "a5f1db8acdcaa584fe877ca8b7aa09fa0ac82785edd96a1ac641a1c939133f34"} +{"episode": 55672, "episode_seed": 3897503227, "split": "train", "timestamp": "2025-10-13T03:26:58.682457", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3897503227, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fork 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "198405", "label": "picking a fork up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198405", "label": "picking a fork up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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g9cilUDBwQB19TSEMY7enHtjk0xieACo+pzUzLs65x3J5ziomGzGAMep600AgGeqnPr2p6KS3DD6DihGDdNxP+1UsWSwA7nsOPzpgXWhH9nsu7BxnHU1lEMhHb2BreeNSqhlGQMcGsu7i8uRsj5DyMCqsSmVhIduDj8uaUc9cj6nNRui78D5frW9onh+a7mSaVGWHGRn+KhIbZFYadI8ZuJshF6bh1qtcREFm28k5J9M9K7PUYVt4/s6gLxl/RR6VzdzEvlO7fdA3D+lNxFcx8DPXB9SKQnvn2yKeVz06etNKANzUDHqkeRtIU4+UYyc5q9YxOJ1CsQvzFs9en9aphCqZ5UANk+n+c1paapaSaQBQ64GT16dgaRRbmzHIrFMAnax/ChwCBjpwMnntzSM7Oqg5JAAy3HP0qJJA68jleuOPaqJZHKqyL843cZG7oM1numc7fmznvx9KsTyubghZOmBjtUGwqBkYx2FSUkQup5DBif0603cw6Hf7dqe0j5xu69gMU7crg71HI/h680AQgKXAKZx6cDjingK38R9MdQPWnBRzhsL/AHTz2q14d0yLXfETabcX8lqjxytGY495d1QsF9uhyT6e9AXNrwjIVW93OCTs79Otat7d4UqMVynhO5YRXZZjyEIH51Y1DUDkhTWM/iOun8FyG/n3Pis5uoA7mpWR+JZM9eR7VGw/l/WtIRtqYVZczsitNGWGOM1SMQwQavySohYZwRnrVQDccg9TVszRMkW1RnIGOR1zxT2Dj7v5Z60pBHygfU0wqeq5XHXNIBFkfI3Lj2HFTAjGM4/CoxvB4OB1zTbh2WBmXg5AzQO5IUyuOM+gpdhyhBJ74rV1rR9LtfDdvqumanezBrk2ubmARrcEJud4hnO1ThTu/vDvkDY03QxHbwyTqA+0EqP4e+KNgtzOyNTRbYWemRRcb2G+Q/7RrQMoAOTiqwYRqeao3l8I1xu5rJu50xjYi1i8zGyqa4LUyZX6/KDW9qN/vBCHmueuGDKFXlu/eqprqzOrLoiqIypBU/Sr0KuiDgHI5PWq68deSPxq2sgIAU5PpVmIgfaeoz654p6FWbPBx3PGO1Ndt3ysoOewHrQBHn7pHsKBE33efmPbPYVFvbIYsPc4rT8L2Wnav4lj03Vb24toJzsSZJo4xGe5YycYxngck4HeqV7byWWs39jLHOv2edoglwAJFAJHzAZGemccelNAIh8w45PHXpU9rATMu05xyQKgWL0Y/hWlpysGOTx2qhFhtrAHofQUyVAy4IyKdykpRlx6e9I3XNMkl0HQjrGsxwrEDEvzSE+np+Neq3Wmx2FkFhjHmkAKPSq3gjRl03RFvZ0Imuf3mPRf4f8AH8a072Usjgn94w5P90Voo6GLleR5/fEF3UncinMj/wB81yur3SgiLoz/ADEe3YV0euXcMMj7cCKPhR6muIuZWuJjJJ8xboMdKUtjZCIVPK/nnFO3Y56/Wq0pCxFlyrZ7VveIfCmpeHPD+kahePOs98ZPNgaMgW4AQoGP95lbOO3TqDWJRUlHlDcnBGce2AK0tP8An01HPV2OePpRRSKLCfMwz64qlcqELFcjJ5ooqmSio5PmOvYE4o6TBFOAc9KKKkoZwyDKjltv4ZppUKCV4/8A10UUARFyCRx061Hb6ncaFrAv7PZ58Jbb5i7h8ylTx9GNFFAE+hsY4bkKeyj+dTwDzZWduSp4ooqF8Rv/AMu0Tyf6ts8/L3rNiYlfoKKK1OdGfKS0rk9cmlhHzZ70UUhot9uvpUqfNnPPaiikUKkSs/I7gcfSq15xESecY60UUEl7XPFkniGC2hm0jTLY26JHFJapIpSNc4QAuVC85OByea9Eb7o+gooqZmlIpXLEDiuV1WeQOBmiis1udHQxZ2PlMc8461QHXAJGCBxRRXR0ONE1od84Q8AelWxGpKqRwR/jRRUsXUYV2xggmnKf3WRwTRRQDHWOvPo8lxGdN06/imdXMd9B5gVkztIIII6nIzg9waVb241jVbq+vpDLcXMnmyvjGWPPQdB7UUU0BauAE2heAeKsWrGJBs43E596KKoRNOxDq3ermkQJd61Z28uTHJMqsB3GaKKaJZ7RdMQwUYCjgAdAK53UZnW34P3yc0UVutjk6nlGuTySX5Rmyo7Vlso2/wCfWiisJnZErSsTCegwR0qxfeJdW1PS7fS729mntraV5UEkjMSz4zkk8428emT60UVCKP/Z", 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"info": {"video_id": "198405", "label": "picking a fork 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": "5cca67d9b84c577c258e5e255ef357e194e92bad4f9f407020e6d2f4eded67cf"} +{"episode": 55673, "episode_seed": 1394676612, "split": "train", "timestamp": "2025-10-13T03:27:00.407236", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1394676612, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting tape roll roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "74381", "label": "letting tape roll roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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ttOOAT2xUvQB6RsZJX3MMn1qGaEOrl5G3KNy+pIFXl4TB61XnkaFty4BZSpJHQe1KMmnoJq5kDzodVspt+C6uB7DrVlb2ZdQmbJwRn+f+NV7hwLyyPZZWH4FaZJOsaOer5I2jvmq1kxbF8alNj7wz9Kcmo3Lh9qqSq5rFM4Cbi3P90KatWt9BFGxdsFj0PpSRRkT3sjMdyjOaozTFwBjvU104eZiD3qq1UkBPE52BhwVOa6Tw/Nvu75gSRlACfbNUfBmnaXrHiCLTdWuZraG4O1Zo5Y41jPcsZOMYzx1JwKvWNq2laxqtkyTxeTcNFsuABIu0kYYAkZ9cEik1bUZtX2XKhSQdwORUUiyYAMjY4yKmRt+0+1LKAytUX1uK2hkXVs2JYYpdwMZYk++cimR3c39g26gkgAYH04q3LMXZWYKMDYABxis21cLp9sCeFJB9uTVuTe5KVjS/tKUBOe2TxSf2nOvTafwrKkuAZSoOFHAbB5pI7mMTgMTtDcnFJqzsUndEms3twJkDqoG3jFYkl0zdRWnq11HPt2MDxzisRjTSC4Rv+8+tWXkzbeRk/NIOPQVS5BBHXNdZr3gy/wDDui6JqV55y3F80hlhMZH2fAQoGP8AeYNnHbp1zhtDHrbRxyIFHGxT+JFaJkb5BniiioYDb1iI1ArKvRmwnPovH5iiihCZFNGj+W7qC2cdfami2i+xB8NvOedx9aKKtfCJblaWIJ0ZumecGqV78kxjAGMA5wM9KKKSGVGq1pOrXOianFqFps8+IMF3ruHzKVPH0Y0UVYFvRYlZLljnKlAOfXP+FdLbExREIcUUVnLcCxGxMJYnms1iSxz60UVKBlNFVpruNhlfNbg/SoY4ot65iUjYeOfXrRRWkdiXuMMSEMwBXnoGPFQ3C7ICwY5B780UVKKMxh7mozxz1+tFFaIDodc8WyeIorSGfSNMtTbqkcUlqkilI1zhAC5UDkk4GSec9a0YYljuWC5+VsDmiiokBoiRmkAJ4qC+Y7lHaiioAzLziOFh1Ey/1qO4ijLAlFJZTkkUUVcRPYhZY2VF8pF4HIGCaYY1VjjIwf7xoooYGfc5MhBJwOnPSqriiiqQzS0fXm0dZozpum38UrK5jvbfzArLnBBBBHU5GcHuDV2K+udWuL3UryZpLq4m8yR+mWbJPA6fTtRRRLYDftmMcBCn35qXcfJJ74oorIDMB3Nz61QgRXhlRgCqu+AfrRRVITGBY0YnyYz8o4IqMxIRnbgk9iaKKqW4LYr3PyxYBI59TVAqKKKEMiPHStyTxNq+q2Nnpd9ezT21tK8qCSRmJZgOpJ5xt49Mn1ooqgP/2Q==", "info": {"video_id": "74381", "label": "letting tape roll roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "74381", "label": "letting tape roll roll along a flat 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": "bf242f5e7b5c250d6909d83b0b886d5c3de6d44ef94ecc8a4c69fa90fd9d393a"} +{"episode": 55674, "episode_seed": 2627435733, "split": "train", "timestamp": "2025-10-13T03:27:01.536469", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2627435733, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "151309", "label": "turning deodorant upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "151309", "label": "turning deodorant upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "151309", "label": "turning deodorant upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0cea9f687b0bedd3b25addca35b741566cee6893d82559b2baf78e2a2dda54bb"} +{"episode": 55675, "episode_seed": 2649630843, "split": "train", "timestamp": "2025-10-13T03:27:02.744650", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2649630843, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) the handle of a door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "194050", "label": "touching (without moving) the handle of a door", "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": "194050", "label": "touching (without moving) the handle of a door", "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": "0c58e01f9b2940885876f291bf51d652221179dff3f4bc30fca5c25d1ce00788"} +{"episode": 55676, "episode_seed": 3607107039, "split": "train", "timestamp": "2025-10-13T03:27:04.510227", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3607107039, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 garlic up with 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "187612", "label": "scooping garlic up with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "187612", "label": "scooping garlic up with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "187612", "label": "scooping garlic up with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "010513b16a88eebab3e7449d8e2708b1642b90e858cb0a1f5d8e599d5a3f97ed"} +{"episode": 55677, "episode_seed": 4103170796, "split": "train", "timestamp": "2025-10-13T03:27:05.577438", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4103170796, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup onto mug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "74674", "label": "putting cup onto mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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c49M1sa/o2qXt3Df6Xc+VcmMwupOMqTnv/KuF02yvbaYxSMvyOR7jnpUyQ0e16LIsvh0ovRSQfrgGvLfESeTrYz0Oa9H8M5j0qRDnAI69zjmvPfGZCaqnrk1NRe4a0H74+2uZIYwYZSuR2qrfXbTqRNcO/szU22ctGKpX0fOa5k2dskirI6qxINdh4Ak3jUG7ZT/2auAmLKTzXe/D2MpZXTH+Mqf51pT+Iwqv3DsznNKDilxxUZPPtXTY4xl5bQXtjNBcsyxEbi6nBXHO4H1GM15X4l1iC88RWcttez3ToPIeSWNU4PTGD7d/WvTdQia8s57NH2GaJk3emRivH/EFnqti1n9ut4o1i+SKSONRvx6kdfxqZK6KhLlkmd5od9N/wkmlJczFre3BSNT0Unr/ADqz4/1WKbVtP02PDNCxmkYHhSRgD8ua5eG4le3juoH+dADjGeay2uXlvDM5Jc8kk8k1zKfucp2+x/ec52uh6lHbeIYcthJx5LfXt+td7ISBivEhJN9rilUncGCoPfNe1kkn5utaUdrGOJS5kxh6AetKBx/Kl45/KnDgfStrHMc/upGOBSA01mzUlWGv8yN9KgWY78nqKm3Y4qgzfv2z60wOcvNAuE1pnhiLwTPvUj+HPJBrvNLtzaWaRk/MTk1VtG3Nn0rQU8UDJ2OBXnPxKBW50yQf7an9K765m2Q5715548uxcR6epHKu38ql7FR3M/Ts7ASeCKW5t2VyyHBNV7STy4hT9IjOueJZNNn1Ka0RkkMXlpuLMqFgvoBweT6e9c8Y3djrnPlVzpfBbEtfbjyNn9a63PFef/Da4luBqLSyFuIiM9s7q71jxiuiKtGxx1HeVxjPzVeR2SQkHhhT2bkmobhv3X41SIM3X9PbVtM8uIZmiYSIPX1H5VT0TTZ0sZRJEyBwUO4Y7VuQN39a0Z+LMexBoY0eVaK+1CD1U7SKdexqZWIHWouIdTvEQ8CZxj8TSuSRyelcj0Z6EXeKKcg2g5Ndz8N7cC3vbzH3mEa/zNcJPnacmuz017rSvh2lxbytFLLOGDLwcE4/pWtJamFd2R6FnNU1b8q5XUrye30aHULHXdRlVrj7PmeNUWchcs8ffap+U7vUe4HSo3AroORlndxnNDMSh+lQ7/enq46UCJIpyWye3ArI07Sre51yeRgNhcsR/Or6tmYgdM1Ttd0WoT9RzxQNG5pL7GniHQNkV5945XbqUb/7Vd5pg/fu/rXC/EA4vI/96pn8JpT0mjLt5wsYqG5lDKearxsdnBqOVsg81x7He3cpTsC2B1PFen+EoRBp57ZxXmvhy2stV8XR6bqV7cW0Mr7UliljjWMjkljJxjGeByTgV6B4VN1DfatZXElwRazCNEuMB0wWHIHGeBnHFdFONtTjqzvodbnioJH5pxf5aryPzW5gMeYpI3qRiua8ZQx3ekxK33o5Qy/yNb9w6+WD3zXN+KmI0tZB2fFAHO6TOsds4J4+6R6VDKAJM4+lVrVwZHAPU5xVljkcjpXDJWZ6cXzRTH6eS+v6crdDcJx/wIV7UWxk14vow8zxRpo/6bqf1r2PdkVvR2OTE/ESqfyFOyM4rn/Fd5cWGgvNazPFKJUG9OuCeRWBrH/CSaLo+m3l1qV4s12X8yIrgQ42lQTj7xDZx/8AXrY57m57UzuaKKgtkTkharSAZB7kc0UUCLlrxGKvp900UUwKuoMRAK4HxuoBtAP9o0UVMi0ZFoxaAZ5rMXU7jR9ea/tdnnRM23euR8ylTx9GNFFZQ+I3q/Ajqfhh8p1NR0AiA/8AHq79ulFFbI5epA3WonG/IPTFFFUwG2/Lj61o3H/Ho9FFJgeSz/Lrt4B085v506XrRRXNPc7qfwlK4+4fpXoWpKsfw9slUcAQ8UUVrSMa+xiat4hbWYoI5NNsLcwqqRvbq6lUHRQCxAHOenXmu7X7tFFbnIKD81OJIjJ70UUhjbY5GT1qxPCh2SYwzDBx3oooBF+xUKhx6V578RP9fH/vUUUpbFQ+I5e3J8sU2YnJoorilud62M/T9bbS9RuYm0/T76KZw5S8g3hWTOCCCCOpyM4PcGvRPB15PqN3qd7dSeZcXDrJI2MZY5/KiiuuHwnDU+JnWE8Gq8vb60UVRDKNwxMgXtWdrcay6Ndq4yBGSPYjpRRTGeeWbHzfrWm44oorjqfEehS+BFrwwobxdZZ7OSPyNetDqKKK2pfCcuI+MwfGp/4px/8ArtH/ADNcJda3qN9YQ2FzdSywQO0i75GYktjrk84xx6ZPrRRWxzn/2Q==", 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dro6MO/e5e56/4b1S207wQLmZwFtgzOM8k9QPqSRXA6fcrLaXEkgCmZ2bHpk5qnqFxcRQfZHJMWdwA6Z9TVWKV/s/lp3FZTnzJHRSpezbuet+Gb8X+hwtuy8X7t/w6fpitJjlq4r4dPILbUEP+rVkAPvg5rte36V0Q1ijjqJKbsNHJ/Go7j5SvpzUwAB+lVr1seWPrVmZHu5p6vioQeKUNk5oEia4S3nsporsBrcofMyccDnOfwrzq58TxtraSabLdBoo+JLiQPvHbAwMDj3ru7qL7bBLaFiqyxsrEdgRivMtc0PXLMWf2m4WWCImKBs5AHp6ilJFI7nw7rdzqWsw3F7L5jhgq+grT8bxeZaM2O1ch4UimS6jZzyGGAOmc12/ivDac5PQA0ktAXxI8u0t/lHOGFa0uoXIj2m5dV9AcVgWEmJGA/vGtGcb4q5FdM9N2aKF26MzNv3E9STVPzgCFB5Jpt0pUnBqCzQzX0acnnNPczvY9b3UjHApAaazZrpOGw1/mRvpUCzHfk9RU27HFUGb9+2fWmBzl5oFwmtM8MReCZ96kfw55INd5pdubSzSMn5icmqto25s+laCnigZOxwK85+JQK3OmSD/AG1P6V31zNshz3rzzx5di4j09SOVdv5VL2KjuZ+nZ2Ak8EUtzbsrlkOCar2knlxCn6RGdc8SyabPqU1ojJIYvLTcWZULBfQDg8n09654xu7HXOfKrnS+C2Ja+3HkbP611ueK8/8AhtcS3A1FpZC3ERGe2d1d6x4xXRFWjY46jvK4xn5qvI7JISDwwp7NyTUNw37r8apEGbr+ntq2meXEMzRMJEHr6j8qp6Jps6WMokiZA4KHcMdq3IG7+taM/FmPYg0MaPKtFfahB6qdpFOvY1MrEDrUXEOp3iIeBM4x+JpXJI5PSuR6M9CLvFFOQbQcmu5+G9uBb3t5j7zCNf5muEnztOTXZ6a91pXw7S4t5WillnDBl4OCcf0rWktTCu7I9DzmkU1xOpXk9vo0OoWGu6jKrXH2fM8aos5C5Z4++1ThTu9R7gdijcD6V0HISOcA1Vlf921SyPwTVYsM4NMBPtBLA9l6V5dqEEdrrszR8LJMxHtnnFeis4MjAcDNeb6w+3Up0bgrJxUVFeNi6TtNMv3kqzIo/iAwazy2IyF496kRvkB65FRykBG9cVxHpHoHw3/5AVy/c3J/9BFdhu5+lch8PRs8Nsf71w5/QV1YOea7Y7Hmz+Jk+QB71R1A/wCq/GuXj1Ga68bXGmXWrXdpbPNsjaKWNFj6Eli4xjGeOpNLpd3fPqWp2t7PcyfZpdiLc43ryRzjjPAzjiqIubytnvTg/NVw+B1pytzQIeZWRzj+IYqlrsaXWnxxPjIkDKferUzjYMdc1T1AFrJWA6MKBliKxisLG2kj++WyTV7xB+90hiO61RVi8MaZ9hV7VeNFYei0AeRWjeXPID2Y1ovcDZ1rHR/9KmH+2asMxAwa4pbnpRd4kN24JNWfDcIn1EnHAxWPq0jJbF0Yg5HIrek0DWfC+iaVfz3FzDcXxkMsOzHkABCgY4+8VbOO3TqDWlON9TCrNLQ9B9qZ3NFFbHOyJyQtVpAMg9yOaKKBFy14jFX0+6aKKYFXUGIgFcD43UA2gH+0aKKmRaMi0YtAM81mLqdxo+vNf2uzzombbvXI+ZSp4+jGiisofEb1fgR1Pww+U6mo6ARAf+PV37dKKK2Ry9SButRON+QemKKKpgNt+XH1rRuP+PR6KKTA8ln+XXbwDp5zfzp0vWiiuae53U/hKVx9w/SvQtSVY/h7ZKo4Ah4oorWkY19jE1bxC2sxQRyabYW5hVUje3V1KoOigFiAOc9OvNejIfkFFFbM5ENeqkjEIxHWiikPqVEOQSetcJ4tjWPWtyjBkjDN9aKKHsVHdEFscxc0y54jNFFcXU9JbHpPghQvhe3x3dyf++q6Nfu0UV1x2PMn8TPN9W1dtN8R6ohsbK7jln3FLqHeAyjggggjryM4PcGrvhu8n1C81G8uX3zzuskjYxknNFFWSdETSqegoooBDJWJlC9quQosgMbjKkdKKKAG28SiTucetW9X/wCQXKP9miigo8TPF/N/vmrTn5KKK5J7ndT2MfVSfsh5/iFaUGvanqOlW2n3d5NPBbu8qeZIzEs2M5JPONvHpk+tFFa0djDEbn//2Q==", "info": {"video_id": "74674", "label": "putting cup onto mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "74674", "label": "putting cup onto mug", "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": "e61ee66167fba8f7a9d77a0226f50ae03ef3e8ab65ad3c953aa1f0f4cb00886d"} +{"episode": 55678, "episode_seed": 2491265227, "split": "train", "timestamp": "2025-10-13T03:27:07.008342", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2491265227, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 packet underneath hardboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "83031", "label": "putting packet underneath hardboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "83031", "label": "putting packet underneath hardboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "83031", "label": "putting packet underneath hardboard", "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": "736fedfe07475c206986e22d4f91889da852eb6028fe308497d4b7d75ba9627a"} +{"episode": 55679, "episode_seed": 1447131564, "split": "train", "timestamp": "2025-10-13T03:27:10.050288", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1447131564, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 in front of lock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "44983", "label": "putting bottle in front of lock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "44983", "label": "putting bottle in front of lock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "44983", "label": "putting bottle in front of lock", "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": "ca89e6c82fb7ba403ac0c168fd88c5cfcda679d5857e8decfb70cf292fa5be60"} +{"episode": 55680, "episode_seed": 3801646263, "split": "train", "timestamp": "2025-10-13T03:27:11.457409", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3801646263, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 minion toy and spiderman toy away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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1tRysRuRiD2Oa8/tJzFKOeK3I9UdcYPFcEZnda5of2/PBqJs5/vN8o3AZOeODXR32kWcUEbH99cjkfN1IwcYHI4557VyU1rZa0qfal+ZDwQSCR3GRXSaVqMq6PcSXECwyGRo7ckYYoAFDH3IH5Vo6rSsnr07HHi2qaUrHP6k26VnxjLhsfjW/aM2xcoQAeprn9R+6x9MH9a2bWQCMZOPrXfSZzPVHO+IYyLOyUncRuGfxrF1jV1gkjs0DKFGTgcmuh1ry5Y7ZRIpKOSQDmsOyjjuNYa9ljVxGg8vPY1lVs6mvRHoYSD9jKS7r9S1pkclnZebcApLL820nlR2FQXl8TkbqfqFwTJl3C7jxk4zWRdFVUksB9TXDKpdmziY39s20m5S8kC8lfIiwc++WwRWxaeOpLS1t7SNFlhgUgGRCHbnPJzgVlxeFVEwE18hXv5Slj+uBXS6R4c0W3kV3h+0MOd1w+R+XStquMp01ZavyOGNGcvI39K1I61aRXFlbyyiQdBj5T3GfatmPQ9XnH+pihB/vvk1Z0h7GDaykkKMBIwFUVvrq0A749l5rgljKrfvSjBeer+5NGvs0tk2cnqNjceH4IruedWRpAjbf4R1J5HXAI/GsSwEWueN7OO5DCL7O5xnBQldw/EjH5122tfZNc02WwnEwikx8yMFYfTg1i6X4Y0XSJhPb2ssk39+4nZ/04FZ/XsHGXPOblK3RWIeGnKSklaxmeOdCW0OmjS0XLs6ytLMFGMD16965a606OKK0eK/06K43gzoZwwY7hjAGewr1C+8m/VFurW3mWM7kEkYbacYyM+1U1hggOYbeCIjoY4lX+Qq459CEOSmnbz/4dmv1WUneT2OkMkLxKViEfGQAoG38qwruItM5YhQeh3g1Ukmkbq7H8arSHNeZisTTxMufks+9zenRcOpznjEKjWeHDZ39DnHSuaDgd63fFcTS/ZissUe3d99sZ6dMVj2ukxSlTNeSP6rEoUfmcmvRwto4eLk+/wCYSdpWGrICQoPWphqUNplXVmb2rSn8LpLEJbJ5oZMf6vy3kDflyKsaX4amtR5smlxXlyf4r9wsSfSMHJPufyreFSi1zSlb10E5PZIpaVHdeIbwQadcpFdhWZYJBhXA9G9fY4qza6wlncsl4vlzQllkXqODg/rWrY+GJotRF68lnbPtKlLRGVSD1HGKdd+B9Lv9Qku7i5uwZCCY4SI1B/U1Lx2Fi9Z/cmK9XojT0rQbCbwlFqFvbv5kiNIkOc7csfz9a4rU710lFvFgIVIeXcBtPYCvSLAQaVZrbWUZRFGAWcs35msh9F0lZGkGmWpdmLEsm7JJyTzWTzXDp+6m/wCvUUKVRRseb6FOMaj9vvUlKW7m3jDbgZiPlyew7/WtvwnY6dbWj3d75lzfTfKE8osI1/LBJ/SuuW3t7cEQW0EX+5Eq/wAhUUrsRgscfWsa2ZKtFxULX8/+AVCjJbszDpGi6fJ9vVfLPVQ+TtPsvauM/ty2Z3WG4FnGSWUoHbHoNpH8q7DUU8y3kX1FcdD4F1Auv2i4ggU8nLbmH4CunL6sYqUqku27McVBvlSRt6d46SxsYLIhLrYzEykspbPOAMdveup07WIdWtY7mzjllD/wKuSp9D71zujeB9NN0iv599Lnhfur+Q/qa9Q0Xw/HpaR7VhtY15EUQA5rarmF3ajG/m9F97MI0bK83Y5/XdY8rRJ2t2UTbTtHoc7ckduam0nw/dX2k2cy3CmGSBSGYfM/HJP1qpqngq8vtVu2i1a1t7CaUSBPLMknGeD0GAScCuv0hIdH06K0E8twI1ChmUCuaNTDYaNo1knfproZ0qEoyk1FtPuUIfBMZcvJcEE9do6/rVxPBmlLzKZZD7titBtU/ux/maryanKeiqKP7WwcN5yl+H+Rv7Gq+lihqvhfSTo97Hb2K+e8DrGSSSGxxjmvE7XS7tLx0u5vsTpEolWVG3NnpwByRivbpb+4bPz4+gqjJcysTlzSWe0oO9KDv8v+CafV6klactDi9Is4nv7QWqXRkjcymcW5SMjZtIJODz1+tM8ahoWst7Ak7/6V1skjHqxP1NcV44sprz7E0VzFCsfmFi5+9nbgAYrmp4uWLxcZS03/ACZoqapQdjAjl5zngdatjVbOFMGQs3oBmsLy5g4iSbdnqVU/pXV6Vott9l+bRp72R/8AYIP/AH0cAV6NSUKer1GpXJNMuLi6gluoYvNtY/8AWSRdYv8AfHXHvVu4luJBaQiZhA90gcqeSCeB+daOj6RqNna3trFZWtjbXilZFMu9jxjqScde1Q6R4Da2mik1HXZplibcsMCYH5t/hUrFYdN+1kkunV/hczqKU48trnWr4PM2RPPuz1+Xir0XgvTlAMryN7A4qxFqiQRLHHG7BRgF25pr6zMfuog/Wsv7SwsPiqSl8rf5Gfsaj2SQ9fDWiQjBslf13kmvIruSPQ5LqzlRorgSysiyKRuTcdpB7jFenTapcnPzgfQVm3ErStvkwzdiVGamWcUbe5B/P+ma06FSO7PHpYJdTnhZobm4YOCzRwNjHpnHSuhHhqe/1x7y9iK2ihdkSrtBwBxg9BXaySN03HH1qrK3vXNUzKdT4Vboawo8u7PPIJGY8sa1rUbmUVy8N3LgMkDuCcDA71t2B1WXDR2m0dd0jYxXo1aEmSpo7rTwI4xWisyL1YD6muYt7TUJIwstwAx/55nhR+PWrEemYK7rySVxnduAA9q8yWXzk7tmiqRsbzajbpwZQT6DmoJtbtoVLOxCg43HgZ+tZqWsUUflxKWDHLF2/UfpTpI7fb5PlQOVP3ZfunnOcn86uOVQ6sHV8i3Hrkd0H+zIZQgySDUF3qcsTLGsW92YqAoJBx709Gtmk+6BJjLbOBzxnjjpUZxGTvC7cEbh12+nsMVvHLqMehLqsrfaNRmDZRYMY+/ThDKwJlmdlPAIO3B5pplWVJDDsU5Az2/z0rK00T6n4pm0qfV57eMpIIvLTcWdULBfYcE5Pp71008HT6IznWaVyzLaRLcRiVVnILEGRc46VqW7bFAQKg/2VA/lXFaXq17PKu8yXDFRt3H7uea101LU3k2Jp8i8Z3NgD881yYrCzc7R2NKdRON2dUsjMOWJ+pqVGA71zkX9sSkGTyoF6kb9zfpVkafO7h5b544+4GDkeue1cn9n1Huae0ibpuYk+86j8aiOpW4HDls9MDrWUNNiTYZZJGwSQRgE+59qlEcYYzSRhRnAw2cZ7/rWscsX2mS6q6E0mv2cZKl/m9O/5Ur3shBPklRxjJ5ORkYFVUS0jMkj29usbEOZFxuOOh9RT3MZSPy+cdQx6j/65raGXUlvqS6r6FNtTuZsmC2Z0yRuxgdcd6ay3kjFWmRD2CjPbNLcXkKIicbjhdo4A+lZet3dxDZyzQT+WQwUbTzzXTDB009ERKs7F24s/MZGaWQYb50Y5B9q7KK2tY8bbaEe5XJ/WvP9YEVtoUGq6frOoTBrk2ubiJY1uCE3O8QHO1ThTu9R7gdQ2tXCxh4rGZx04HORXJmWEn7iprvt8hU6qne50kblBhMKP9kYqQPnqa5VNU1a4VTFYlARnMjBcfWrCDU5UxLMqu3aM9BXmLLK8t0a88UdH5ijqwFRvfQIcNKv51grYSnHmXzyuDyMADHahbaKKMom5yxyxY9PcVvDJpP4pC9rE1ptZtIgS0mFzjOOM1AutQXAb7OGkC43EdBk4qhNDbMnkmGKUqc7JDx1znn61Kn2beQqhHIywTgZPeuiOT0k9WyfbeQl5q5hYIImeRs4Vec45NVPtt9NnbCIsNj95U7EIT5gVQQRuHXGent2qo8vmo7QkAs3UmumOW0F0E6rJMTup8yZsHlWQY/CoBbRnHnhLhwT8zrnHPpWXptwL/xc2k6hql1bW8kmyOWGaONYiOpYycYxngck4FQW93fW2sajZSrcyNBOYgtztDpgkfNjjPA6cVpXwUY0W6a1IhWvOzOoh2xgeWiJ/uIB/KrSux+8xP1NcyL/AFQy7FsHUf3mIx+easxLq8p/ePDAOpAbccV5X1GrI6eeKOiVwO9O+1xJ96RR+NYg06SRg8t5KqeinOR607+zoECmR3cAkryM/U1SyuT3YvaxNZtTtwBhi2eBgdapSeIrNGKbiXBxt75+lRbYwTM6KOcDBzwe9IjWyeY7RW/lkhtyAbjjoT34reOVU1uyfa+RZe9kwSYsDjAJ5PGazW1O8nAeG2Yxk4DkY9fX6VbkMZRBGF4HIY8Ef/rqjcXsIKJxuJAx0xjpiuiOX0V0J9sxxW7kdg06A54CjOajltwzqxmcAH5kJyDWXrd5PBYyzQXHlneFG3rjNReINO1zQND0vUb26uknvvM82EpgQYClAxx94hs47fUGuqng4WukZSrtOxp2dhbRLtSJQCN3QdfWrHkRhsbAQ3UGiitWJbE7ErKxB+4OPyp8JJfB5GMgen0oopMogcATRqQCrNggjjApbp1jim2xR8AgErnFFFAFM3EktzHC5BRwM/4fSq+oySJf+UHbYcHGfb/61FFUgK8e5442LsAo3bQcAn3rnE1e60vxBJf2+zzonYrvXI+ZSp4+jGiitae5lV2L3hGJWmuwRkIq4/WuvCK6gNkjAPWiisavxsqHwofGAkbsoAbCjNO3MoAViNoyCPeiikWOuf8AVJgAbjjiq8ZVoGkKLu3Yz7UUUIRl3l06ySBFRBsBIVcZ+tV/OkbT5bjcRJ6j2ooq0JmYs0jOCWJb5jk9sVT1d2isQu4tlwx3HPeiitI7kS2E13xS+v21vFNpWm2zQIkcUlqkilI1zhAC5ULzk4HJ5r1CFAkUeB1XJoop1+hnTHNGhG4jJYc5PFOdisnHGwZH5UUVgjUWIkyEHkYyB6VWfBmQEAhm2ke1FFMBLsrHDMRGhIBwSM4qkLiSa7SByNjYzjg/SiigZUv55Vv3iDnZgnH4VWjZiUO8gKM7R0Jx3oopiZz666+nX97G+n6ffRSyhzHeQbwGXoQQQR1ORnB7g1q+GLufVtV1O+vX824ncSSOQBljnt6e1FFa1P4ZlD4zqVQOihhkEZoXEauVABAAz360UVyo3HElTtDEbQSCO1Ol+eFO2484ooqwKyv/AKO8hRC27Gcdqy7y9l3uV2rhQcKuKKKaArmaRtOkn3ESHnI9qzUkdmUljkqTnv1ooqiSjrLtDZKisSN4bJ5Oaoah4i1XUtKg028vJpre3keVBJIzEs+M5JPONvHpk+tFFbw2MZ7n/9k=", "info": {"video_id": "52642", "label": "moving minion toy and spiderman toy away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "52642", "label": "moving minion toy and spiderman toy away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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np5gTZ5YHOcN1/OtknC12rY89Fu0SS7uhGojDMCC+wZAPB6fWq+p6dBbzjJaUo2NwO0qeuMciqtxciyt5b8iR2t0JSFCcTM3yBCB1B3fh1rS1KRI7G3gWOOORlQyqnYhQMfQYxXPOr71ovVPby0/zFOfI0u5zOotunaTGMyBsfjW/aOdi/I2AepHFc9qGQrH0wf1rctX/AHY+tddN6lSRzPiCNha2KsdzbSpP41k6xs8u3ickLkk49hW/raCRLQbh8rEn865rV8SyqMgNHg4bocn/AOtXPUUZ4qnCT06nq4Dmjhqs4b9DPiu47XVbBIwkZWeJsg7jjcO9e06o4+evF0RGuiHSFDu3KzL0I5xXq097FdwpNA26J0BBFddWhOl8S0Z59apCc/c6f11PFf7ZtpNyl5IF5K+RFg598tgiti08dSWlrb2kaLLDApAMiEO3OeTnArLi8KqJgJr5CvfylLH9cCul0jw5otvIrvD9oYc7rh8j8uledVxlOmrLV+RUaM5eRv6VqR1q0iuLK3llEg6DHynuM+1bMeh6vOP9TFCD/ffJqzpD2MG1lJIUYCRgKorfXVoB3x7LzXBLGVW/elGC89X9yaNfZpbJs5PUbG48PwRXc86sjSBG2/wjqTyOuAR+NYlgItc8b2cdyGEX2dzjOChK7h+JGPzrtta+ya5psthOJhFJj5kYKw+nBrF0vwxoukTCe3tZZJv79xOz/pwKz+vYOMuec3KVuisQ8NOUlJK1jM8c6EtodNGlouXZ1laWYKMYHr171y11p0cUVo8V/p0VxvBnQzhgx3DGAM9hXqF95N+qLdWtvMsZ3IJIw204xkZ9qprDBAcw28ERHQxxKv8AIVcc+hCHJTTt5/8ADs1+qyk7yex0hkheJSsQj4yAFA2/lWFdxFpnLEKD0O8Gqkk0jdXY/jVaQ5rzMViaeJlz8ln3ub06Lh1Oc8YhUazw4bO/oc46VzQcDvW74riaX7MVlij27vvtjPTpise10mKUqZryR/VYlCj8zk16OFtHDxcn3/MJO0rDVkBIUHrUw1KG0yrqzN7VpT+F0liEtk80MmP9X5byBvy5FWNL8NTWo82TS4ry5P8AFfuFiT6Rg5J9z+VbwqUWuaUreugnJ7JFLSo7rxDeCDTrlIrsKzLBIMK4Ho3r7HFWbXWEs7lkvF8uaEssi9RwcH9a1bHwxNFqIvXks7Z9pUpaIyqQeo4xTrvwPpd/qEl3cXN2DIQTHCRGoP6mpeOwsXrP7kxXq9EaelaDYTeEotQt7d/MkRpEhznblj+frXFaneukot4sBCpDy7gNp7AV6RYCDSrNbayjKIowCzlm/M1kPoukrI0g0y1LsxYlk3ZJOSeayea4dP3U3/XqKFKoo2PN9CnGNR+33qSlLdzbxhtwMxHy5PYd/rW34TsdOtrR7u98y5vpvlCeUWEa/lgk/pXXLb29uCILaCL/AHIlX+QqKV2IwWOPrWNbMlWi4qFr+f8AwCoUZLdmYdH0bT5Ptyr5Z6qHydh9l7VyAlHqK6zUU8y3kX1FcM+nXFn/AK69ic4zhMkg+meBWuCXOpOUvvCo+VpWNeG6hg/10m0VMurwyTLFbugcnAMoIUn0z2+tZ2k2BvbgG4SSZR/AqEg/XFdUfDwuHja08OCMoQfNncxg4/2c/wA63dWnTlZ/ol+IczsWEe7t5ljniltrhMExv1we49Qa0fDGlXGsJfvLcESLclXGM4GOAPbFQ614b1XxBe213NqkFnLHH5bmJd2R2wBXQ+GtLtfDcDKl1dXcrnLvJhQT9BUPF4aMbzqJS8tf0ZhUjKbT5S5D4KtixaWVsnqQMVdTwjo8XLxNIf8AaapW1p/4YgPqarS6vcEcFB9BUf2rhI9ZS/D/AC/In2FV9kc5450WytbfT7q0siscM5NwY1LfJtPLewIrzrUtTF26pBITCy8iNGZmz9BXrM99cTAq0mVPUYFZzNsztwo/2Rj+VZyzim/ggbxoztZs8y03SLyTSNQitrOdJJ3GHliZSBnoPQVNqNpa+GbG0jkjDXUrFjK5I5GMgbc8c967+RyerE/U1yPizQ7vW2tPsuwCEOXLNtAzjH8qMNjZVMQubRat/cKrS5aTS1MjT/E0dhqNvffbjKI/mNsyMATyMbvT3xXS6X43tdRuUtpoxFJJnYyklWPpyM5rm7TwKigG91Ae6QLn/wAeP+Fd/wCGvBdlCqT2tiqkcrcXB3N+BP8AQV6NXMKcfdppyfkckaD3loi/Y3giyZY2jR+jyLtBwCTg1mQSXGteL5raKUAJbZjU9CTglj9BgD610/iDQGv9BFnbXUK3KuGV5c7PcEDqMVl6B4Vl0rVG1K91gT3D53CCHaDk88k1xqdFSdarOMZNbXvZ9PwIlRbqqUU3/XQvL4OlnUrcTqc8HAP/ANar0fgqzwPOuJW9gcVrf2kijCox+tRPqj9kH4ml/aeFj8dVy9Fb9F+Zt7Ko9lYqr4S0SIfNbGT/AHnP9K81+JehG11GO40+yKWX2UrKUUlAwbjPvyK9Jl1Kc9Co+gqjNeTt1c0nneGWsINvz/4dmioVbcrloeW6bYxW5T7Vdm7dQvyQ27yZwQepHtiux0eyki0mNQJo42Z3VJ12uoZicEduvStV5pD1dvzqq7eprixua1MVHktY1pYdQdzy6CRmPLGta1G5lFcvDdy4DJA7gnAwO9bdgdVlw0dptHXdI2MV6lWhJjU0d1p4EcYrRWZF6sB9TXMW9pqEkYWW4AY/88zwo/HrViPTMFd15JK4zu3AAe1eZLL5yd2zRVI2N5tRt04MoJ9BzUE2t20KlnYhQcbjwM/Ws1LWKKPy4lLBjli7fqP0p0kdvt8nyoHKn7sv3TznOT+dXHKodWDq+Rbj1yO6D/ZkMoQZJBqC71OWJljWLe7MVAUEg496ejWzSfdAkxltnA54zxx0qM4jJ3hduCNw67fT2GK3jl1GPQl1WVvtGozBsosGMffpwhlYEyzOyngEHbg800yrKkhh2KcgZ7f56VlaaJ9T8UzaVPq89vGUkEXlpuLOqFgvsOCcn0966aeDp9EZzrNK5ZltIluIxKqzkFiDIucdK1LdtigIFQf7KgfyritL1a9nlXeZLhio27j93PNa6alqbybE0+ReM7mwB+ea5MVhZudo7GlOonG7OqWRmHLE/U1KjAd65yL+2JSDJ5UC9SN+5v0qyNPndw8t88cfcDByPXPauT+z6j3NPaRN03MSfedR+NRHUrcDhy2emB1rKGmxJsMskjYJIIwCfc+1SiOMMZpIwozgYbOM9/1rWOWL7TJdVdCaTX7OMlS/zenf8qV72QgnySo4xk8nIyMCqqJaRmSR7e3WNiHMi43HHQ+op7mMpH5fOOoY9R/9c1tDLqS31JdV9Cm2p3M2TBbM6ZI3YwOuO9NZbyRirTIh7BRntmluLyFERONxwu0cAfSsvW7u4hs5ZoJ/LIYKNp55rphg6aeiIlWdi7cWfmMrNLIMN86Mcg+1a8EFvHjZbQKfURiuZ1kRW2hQ6rp+s6hMGuTa5uIljW4ITc7xAc7VJCnd6j3A0xqF8Y90Vkz84wCM/wA6xx2FmlFQXcKVVSvc6KOR8YDED0HFTK3rXNRXOsTqCtssQIyfMcAr9RVyO1vpF2y3Q3N/zz4AH9a87+z6rNvaRRvCZVHLAfWkbULdODICfQc1jppYBUNdySOCSd2MYpVtoYkMcSk7jli7fqK0jlTfxSE6qL82tWsK7nYhAcbiMDNQx6yl0G+zI0gXGSPc1XkW3x5XlwsVP3ZfunnOcmpRLbGQ5VQ+MuV4HPet45XST1bI9t5Ed1qcsTLGkJeRs4CgkHHvVUz38obcqQYIHz1NJKkOfM27SCMjrjPT2GKom7WaNzGyqS+M/wCfwrojgKK2QnWZY8qQqTLM5U9CvGD6Vc0e0gIlEyrOwIwz/j2rmtKnj1DxYdK1DVLm2tpX8tJYpoo1jx1LGTjGM8DknAqzol/d2OsatYzJdyNBP5KpPtDpgtw2OAeOxx6UYvB2w7dNa6fmZxrc0uVncRJEn3IYl+iAVYErHqxP41yp1y/aURx6dMDjqwwPzqWO51mY/NHFAvU7nycfQV4iy+vLdG/NE6feB3pGuI0HzOo+prnjbXcrh5L544+4AByPX2pDp6DaZZpGwSQR1P19q1jk9R/Exe1ibjalbKP9YCTwMc5qnL4gsUJBl+b071S2RhjM6BQDgYPTPf8AWmpHaI8jtbwKrEP5i43E9j6iumOTU1vIXtl2L8motgnymGCBz1ORkVlNrM83zQ2rshOA+OO/+FWpApRPLG4YwQx6j/8AXVWaaIBEPU4GBxjHoK6Y5ZQXQn2rEMl87EF41OeAOc0yWJ2kVvtDhc/Mp/x9qzNeurq00+WeCfyjvVVKnnr/AIVV1+w13QdE0zULy8u0mvvMMsLJgQY2lAxx94hs47fUGuqngKVrpGUq7TsXbOwtol2pEoBG7oOvrVjyIw2NgIbqDRRW7BbE7ErKxB+4OPyp8JJfB5GMgen0oopMogcATRqQCrNggjjApbp1jim2xR8AgErnFFFAFM3EktzHC5BRwM/4fSq+oySJf+UHbYcHGfb/AOtRRVICvHueONi7AKN20HAJ965xNXutL8QSX9vs86J2K71yPmUqePoxoorWnuZVdi94RiVprsEZCKuP1rrwiuoDZIwD1oorGr8bKh8KHxgJG7KAGwozTtzKAFYjaMgj3oopFjrn/VJgAbjjiq8ZVoGkKLu3Yz7UUUIRl3l06ySBFRBsBIVcZ+tV/OkbT5bjcRJ6j2ooq0JmYs0jOCWJb5jk9sVT1d2isQu4tlwx3HPeiitI7kS2E13xTJr9tbxS6Vpts0CJHFJapIpSNc4QAuVC85OByea9EgjVUTHdeaKKWI3RFHqPaNMbioJYc571IzHeSONgGMfSiisEbDomO8LngjOPQ+1V5DiZcgEM+0gjsKKKoCC+uDEsqokY4xnbnFZJupZblYnbKMA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", "info": {"video_id": "52642", "label": "moving minion toy and spiderman toy away from each other", "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": "b2d8997dec968aeda5a996884562437435392eca5198178a9c250447cc8b05b7"} +{"episode": 55681, "episode_seed": 3801159935, "split": "train", "timestamp": "2025-10-13T03:27:12.012943", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3801159935, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 helmet 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "119274", "label": "throwing a helmet onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "119274", "label": "throwing a helmet onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "119274", "label": "throwing a helmet onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6f10aea42a73fc1231650247256e761d6ad6bdc0cf3ccdb910ad23b068464e7f"} +{"episode": 55682, "episode_seed": 1731479553, "split": "train", "timestamp": "2025-10-13T03:27:14.282896", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1731479553, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toilet paper behind shoe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204182", "label": "putting toilet paper behind shoe", "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": "204182", "label": "putting toilet paper behind shoe", "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": "05e95f9ab11033d3aca7aea28342a0c15f8a5668a34741da70644454da47056b"} +{"episode": 55683, "episode_seed": 3703414456, "split": "train", "timestamp": "2025-10-13T03:27:16.178067", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3703414456, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a mouse up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126777", "label": "lifting a mouse up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "126777", "label": "lifting a mouse up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "175980c6a24903f729af011f29cc863d624917ffc65512f1a3d78d1314ac5267"} +{"episode": 55684, "episode_seed": 1730856174, "split": "train", "timestamp": "2025-10-13T03:27:19.185874", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1730856174, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bag 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "114043", "label": "lifting bag up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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o5PkI28MPxqhFGbbVJNPv0yxUGJwfTtVQVgLdlLLOptYbqQlBlIyT82PT0IrsrIXKWJuLq93Bsbd3JDD1yOMYxmuUQJC6PENjIdwK8GtmW3l1mzZrO8PyqVcMSQw64+vrWsXcmWqUXtcoeI4FgaC5W4eSO4LFQ3bp+uT2rAD3b3yWkVq7vIAV25zgnAPtzXUaRp2nSQmXWnnlW3OILRZAoJOefUjgdPxp+l6Lfza1calawfZYwT5JB2rBH25PGeO3f0qk01dlezl8K2XU9H01rDwlpg/tC8R7uTDFYfv9OgHoOOffPc1jXHiPWtaZvsyrp1nkjzScE/VvXHZR+NZJfS9DiE1xKLmUHJlYZQDOM8/f7964XXvGF3qI8tZCsWMHHcEdO3HfpVasG6cPh19TsYr/AEmPUHtklN1ciOV3kJJUFUJ/PjNcgIjFpc0m3DLCFA+q1neFpWl8RW64O2RZEJAzwyMP61r6gFeCSHdtwR+lRJWdg55S1bucJtxJt98V3Or3S2+jFF5DQBPx71zFvZGTXEtyM4YE49K6DVIxqF7Y2kYwssir9AT/AIU56tIxWlztdXuPElvpemS2N0VEdsgRODkBQcqT3wcEGuZj1O51HTI59SkffbXTTyxqnzSAHhcHGBnNenThUH7kK9vtAKEcYHTj+tcnrPhq31KN5LaVuCCVU/Nxzj/a5rqauYpnDQW9zeNbWduJFkCvLjd3Y5GfccD8K9AfSZb+9XUtbnCMUCoX+9tHZRXnl3Z6npVwqxqkbzSmPzo+qj+7n+H3+lX9V8SX1/I7TXB2nIIBOCM55z16D24rGodNGbjex2l54h0rRFeK12IUYqxHzyPhsEe3A+nNeca14juNRkIZtsfGEz1Pqff3rMuLt53KR5ZieuK7Twb8Mr3Xj9s1Bms7DvIwyX9lH9aIxbInO2r1Zymj6HqniW9Fpp9tJLIxycDhR6k9hXt/hH4Y6ZoUaXF4qXV6oy0rjKRn/ZH8j39hXVaTpOn6HZDT9MtVgjA+c4y7n1Y9/p/IUt9qf2e3K2xLFAXkdADt+meC3TnoOlaOCitTHnbPFtdgfTNXu7PG3DYA9AOlcqkRXxDAwOFdTkr6YOa7HxLLFqGoXN3EjCQtlFLZO3PT8q4qaWS3vxIiHemep4IPWudLc6Xsjp9CMeoeLLAsR5dspdi3A3DOP1Ir0WSbErdGUnBHY1wGg2v2LTLi+kty9w6FfXuT0re0/WZLiPetvL5IVeSOfQ49R+tXSmloZTi37xDrXha21KJpIUw6qQFXhk47D+L6Vyvl3HhuxFkHEZdtxlQ4LEH9O2RXpcWJVV42BBGVI7iuJ+JhkkGlCJP3jeYGKjk/dxmtJq8dBQdmcbPfgMxJyScnA61XiW81KZYreJ2LHAVBkmu08JfCzVNdVby8/wBDsR8xnmBGR7Dv/KvaPD/h3QPC8SR6ZaedcsMfa5F3OxP9wf4cepqY0+5Uqrex4snw+vLFdOTUIRBPdybWUn51UDc2fQnj8Ca791itpIbC2jVIbZN2B0HBA/rVvXEli11by7nkkMy7EVnDKrAZBTAGA3OcDHHU1hx30S6hOjFzIHJkbGQD0A/JQfxrkr3vZlw1VyxbajZ6ld3FnCXWaH7xI+VvWs/XLTTbaJNXaBYrhXAznGWzgnjuPX0psnh7TjDKbe6mSWQ7lZX53dcev9awb6O8tJ7XTryf7WJHaZFLZUEDJB9RxWSSb0ZpY6GTxBAqQyXEsU3lMHUAZI+uRyK1LHxDdajfvB/Y0cluIlZIl5AU/wAQ4569PevPLwx7jvh8tmTaCv0rs/DN1usxa298qXZiJidkBAGckZ9O3/1q3itBSejVr6P5eZe1SJNEsGFrpRbfkPKVB4zyD7dP/wBVWNL1hvLU+XN9nIVFMo5jyOh/2eD71TsItYVrq3u5ozAku6XeOowefXHHAqrrUuqLZxzWhhNnHtHyHLehX3/zitIvl1RLipS5L3be/qjq49TWKVbiedFihG5ncALGPYetNvtTind4n2wafmRvJZ8i8XaPmbI6Z988elcvBeJJbW15qp8i3KsotwwKnPQkevHT1rE1rXLW8kEdsH8tcY3dAcY49q1nVs7IyhScmn0uX5NZt11dJEG2CJJRHldvUqef1FcZZzSQ+MFkjPCyspIPVCDn9DVu4t7mfSpL61jlb7NKDO2PlEeOD+B6/UVSs4X/ALTt5yMBwVz6Nj/62K5mmkbSteyOle726nD282F1z6lSGH9ajmtLO8uY5pk3Og4Ocd81HeW8zJHcRjMlu4kCnuO4/Ks2K9gmMn2iYqA5Kq/ygCsktCkzoUl86ZdvKrnJrE8S2qRy2N+AxaOYB+5K06TxDY2sDLFuYLjhF65qIXk+pkFgwQ8ouM4pxg07jumiCaVS42sPUc9al0v7W89xDbSNGrAMVyRux6e9VfsTJfPDFA5mB5GP5CugsYpo7OBVh2SzkosijOw5wHI7D36VvCOuhnUlyqz6mlDd2NhHJNqSmVo1HlhQAHfv7nBxkD1rE1jxpcXReG3AiiUFV28AcjDAfwnj360zxtHHpVnptuGUOfMZ9ufvHbn8+tcREl1fSiOFSd3YVo462RClaKuT6jqc944EsrSEEkDpgnrWr4V8Eat4quVEMbJbAjfO2Qq//X9q7Dwv8LZI0h1DXFMcJwwhwSzDrkgdOw9yRXrsVubW0S2ghS3iRciJVCrtAzyAT+ZOPrWsYW3MpTbehz2meGdD8I6XNHaIssghY3F5IOSMYO30H8+g9vJNQhFvLIzAiN2cgnsK9X8S6w66TcQWMbFW/dyTlT82cgheOTgD5umOleXTutyjg/vXjQyEHk7e5FZVWrm1NWRz2nOltrPmSspDR7UfPH4/hWtosGoXF6t/DDv8qMupb64/lWY2nqJlWRRiT5+P4VzXf+H4dPgsVujdbY0QFAj4LFsnFZNpsv4VdlmC8vLUxifyyZMkQIcEAc/Ln+VasHlTp5lu4DdRjp9B6GuYntLXVZkuoLlt2/e0bPggZ9+hqdNQsrO8Mdvc/Micu6nDkfwn/EVtGdtzOVO+i36m9dWsF+kizKElIILlfvHHG5e/1rxO0sL7WbpYLeJnLNtCqCSa9ttriG+tAzMplA5B7f4r6Gup0Dw5pHhW22WESS3XSS5cZwT2Hcn2HPritXHmMeay0OP8J/Cyz0iFLzXAklyV3Ja5yBju59B1I/Cu/jENpCIpG8kR/KC3yBQezH1J5wPXHanz3EdvH9puZdsR4LPjJcdF9N3HC9B7muX1rXInUtOyJIj7YLYZIVTgkvzhmyOvam2oK4oQlUkordmpc6orbVhZYYZHVUycPMeDgDqo9u4rm9Yn1DRr233ypJbmMhQiDaM5yuO9WJtE0zVrm3vI7jYm8m5IfhSMH5fTHXNTXFnoupW/9jNeNIVTfvduOuevofTNYSm29djeEYws46uzv5Hmd65djNbW7i3UAfMxbODzz271TNraXcSzwSF1BZi3TGB0/DivVLDw9LZtePcXRFsXyFYf61eevv8Ay61yNzoaRXqHR7dprSfzC2052tjB/DisXe1zR2U3GOqXUreE/wC0me4ijVZWHyK79FVgGI+vOK0dVsL37M8VjJF5UOWkUdR9D71qadYrpukQaeLkxXU+ShAHBPUE9e34VlpYajY6ncLLqJWPIld+zN3x68fgau3QmOt5bfqS6Q16txGSsQ8/5mVfuqoHLH37fjXa+GNG0zW795762WZ4B+480ZVdxPzEevArnrS18pNzbi9ziSQN/AnZPTr+ma19L1ZdLvZXbIQbTK3bHJ/PjNdC0Rg9ZFnV9Ture/e3ucq0DbRtXIJHTaOg9uCfeorbWxbu6RRmWZlw6DLBQQdplbqRkdAfzrgtW8YX+t3l5eTuWhZ8QMIhG2zPy5x3xTbLxc1lHBFbWyQwxrhlTjcR0NZzqW2NY0rs6DxBqNtfbJXuWkvopC0kpG1YlBHyL1wvGQM/zrJ1CaaJ2uTGUuiAWkVdySDGQWUc4weorT0FtI1m9NxeiKC2MXlFcleegP1Hr0qZLCLWdNu7S0uii6ezIrMxO5AONvfOFz6YzXPJKTbZrK0YxUFstfVs5+08WWAKRXCOszDBMaZUnvjv+dUbiRb7W7i7YbUSDy4MjBbJ+Y/yqtb6PeWuru01k7eYDGjou9dw75/rV3UNMuooIZrm2Z4JCFWRWyScZ4PpWSir3iaLV8qKGpOos23dcgA+lb9ho2kyW0FzHKIoQhMqlyGyP4sfiOB1zVey0CW5vUluba4S1gYsw2ZJYDOMfQfqK1z4j0+W8jtfswhs2BWU7QQhPUe+eOfp6VvFWWpipSlNqn2d/Qe0llqheyttRlglgUETCXIJxtA9Dx6fSsqxXULC3Pm3GY1LKLUgsXJGeB3Jx+FPl0awWdrmORltJFBjAI+Uk47988YrVs7ORSlzcKxnYHybeU58pePmb3yDyOvQVpCLk7sic4xjyU9ml955PJqKyfeuAw68mnx3cJGDcRj6sBXL0VTimNVWj0Ox1uCysJUgvIEaVGSXMgOQfaqunahp4aZJZ4lgBwFaQYPup6gjrXDUVLppsPa+7y263O+j8Tw2d48V1KskLfdliO/gjvjvUz6no90m9ZbcPycvgH9a87oo9lEnnZt3V2lzdSBCiRrwpz1rptC1nTtPkjM80LYiwpLgYb3rz6iq5UCnvc9fGs6DLcLfG/gRxgsu8bgehX3Hv6VPZatpEUkl5canai62siKl0GUrnK5HY+teM1u+EdEtPEOuDT7u8e2DQyvGUj3l3VCwX2HHX2pxSjsQ23udV4nOn6/eabHHqtkW3SGWR51VQTt6nt0rvPC9v4I8MW0dw2u6Td6hnjFwmE7nGf5/lXz4aKtSsJq59TL4z8MuHmuPEOncLu3icZ68EL7dh9Sa5vUfGNldJLt1iw8peVh+1AmXqMuwxuGD9018+0UOTYJWPR9Z8UQ3t7Est2sgJ2gI+VUdMZ6AVQ1e4g0gwvaahbXbAYby3BGDzt4rh6KycEzTnZ38l/plwUZ7q3V3CR5DfdGeTV3wxqug6ba3FnfTRSW8zl1w4OMHAz6cc15nRSVNITm3uev/ANt+G9KtnFpe280rA7XVs454B/zxUb674dvjBJJLBFPGQ7njDnoRx+deSZoquVD53v1PbbLWdGggZm1OxR5m+YeeDtQdF61ur420SPN0+q20ioNu1Jl3uCeQoH3RXkGueHtGtPDNvq2l395MGuTa5uYBGtyQm53iGc7VOFO4fxD3A5StOZmdj6Av/HGiSwvLNf2ks44hhjceWgye2euDjP5VDNqnhXWVhaTVrGKdZAZXMwUuMDI/+vXguTRUNX3KjJxacd0fRH/CVeEYrkWdrf2S27qwkcyAAe+fwGBWah8Kf2i5Gv2aQlflxOvDHqf/AK1eE0UuVDjJwTUeqsz6Gvdc8L6jbMj63ax+TuCqZxz8uOOeeg5781kaRfeH9PhS4k121Mylv3azgDHHNeIUUcqBSai4LZu/3HsOtX2h3F9FeWus24Dtkx+cCUJ5JHpUljq+jCZUn1iBoYP3mTMBvOcgDP8AnJrxvJ9aTNNKwnJyiovoe9/8JJoyQljq1i8x5KrMOT2A56AcfrXMeI/ElvHCkVjqEEqzbvOKyA5bjn6dh7CuL8G6ZpOs+IYdO1e4mtoZztWdJo41jPcsZOMYzx1JwO9ZusWR03Wr2xMc8f2ed4glwAJFAYjDYJGfXBIqm7ijozb+3pKfnulP+9JxU63ttkA3MI/4GK5DOKKjluae0aPV/DN7oxlMd9qlrHAFb5WmC7jjpmrT3uh6Uq3cWtQTX3mqn7u4G2NOfmGOpHP0rx2ipdNXvcbrSaa6P9D2nXrzTJAs9l4kspI5yFa2+0DKgDjPbg5Hp0rTtvE2nPbeXqepaZOIm2qYrlFOAvO31GQvPrnFeB0ZqlBa+ZLm3CMFpb9T264+IVnJfW5+0W6QxMQ/ly5LDOQV/wA80tzq/ha+vIb/AO22Soi4aAyAcDtgdeuR9favEKKXs0w52kraWVvU9t0/VvD6iO8nv7AcbYLXzgSM5z5meDzznt297cvibR/MKxavYyXEh3yTPKAi57/4KP8A69eDjJOK6nxH4KvfDXh3R9RvBKs98ZPNhMZAtwAhRWP95lbOO3TrnGlzNRSOWooopDCiiigAooooAKKKKACr2karc6JqcWoWmzz4gwXeu4fMpU8fQmiigCjRRRQAUUUUAFFFFABRRRQAUoOCDjNFFAHQeIPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc9RRQAUUUUAFFFFABRRRQAUUUUAa2ja82jJNGdN02/ilZXMd7b+YFZc4IIII6nIzg9wap6lqF1q2pXOoXsplubiQySPjGWJyeB0HtRRQBVooooAKKKKACiiigAooooAAcHIrX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRQB//9k=", 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", "info": {"video_id": "114043", "label": "lifting bag up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1eb2fd1c6e62cd8ea5f8a3c3468a2c0a66c7270f4147a46a0c8af74a927ef496"} +{"episode": 55685, "episode_seed": 2509675171, "split": "train", "timestamp": "2025-10-13T03:27:21.717358", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2509675171, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lipstick so that it spins around'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "121335", "label": "poking lipstick so that it spins around", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "121335", "label": "poking lipstick so that it spins around", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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1bsZq5w2nSDzmDgkNGQMDv2zXReBphB4lZRIimWMxnJwOef5iuc03yjf24uOYWby29sjGf1zXRaTo82mapazBWAYruz/DgYYn8ap7XJcraHod7Lbvp7DcDOO23/a55B5GMdfWuPuJBIdy/dPTNaV4JtilMndnJ/Ss2aFkUEjCjgZ4z+FFrrQi92dR8TLY3ukW98oZvsjneF67W4/nXlMvk/u0OSqrvDngHvj+Ve1PMlzFJBOA8cilGX1B7V5lr3hw6PqUtmhjmLNkru4Udhnu3rihXsVsS+A1nm8TwOxIS3V5pABxkjC5/Ou91rWksIGlY5xwBnqfSuQ8JSR2aXdy8gyFCyEDAVeSD9M8Vk+K9eW+g8q3DFVkDbzx09BSmm5FxdkZ+tM1zvnlbdPKzOxHQe1QafYRSQuXAO5SATwAfqauadPBeW8jXE6wKqfM5QvzkcYAOfaqd9qUKFktg23pl8ZP/Aeg/Wp12NPd3Yl209xpjAlpWgIy/qg4B57cgVoeGI5U1OPzos2k+Dv6qGHTkdD1HPrXNyXMkoYMxIYgnJ61e0e8ubKbfDNKqZ+dUbG4fjxn3q1puYzd1oeoaBZab/b8trfTm0t/LaUuOSSF+X9eKhvLWGNmEUUlxISWCQru+XPU4rD07xA0/wDpcyrAI42jmJw2cfU9eR+dS6F4nTSZTc3Em93YtHInDBM/xLUxXvJNnN7x0/hOaW2mvBLE0LMI2CNGU+X5sHB7e9V/HWktqlrFqVt/x9WuQcdWQ/zwe1XD8Qh4zmYjT0tvsY2LKHLNIrevpggnv1qWHWPsrswfawUgt3AIwSKu2p0dDySS1a3mEMx2Sg/vISpLBvp2xXpPhVV03wzFFgiRmZ5M9SSeD+WK4wNHeXVwkBHM2Fd+ON3Vj3re1CK8i8MRy2U7SNDL5FzsTDbcfI3qAcEflTavEcZJPUzPEWrGXXBbM3yKgZRn+Lv+NZE1g9zOJFZyzZb5Vz6dDWRqUcsc6SsHUsAwJ6n0NTza3dmwS0EjLCOTGrYVieue/wCHSo5TRT7ly8uYkgMDbT/eC8ke2egrMurqJ3gdYtzIuHLMfn9B/wDXqizs5yx/ChQSaFGxEqnMd74WvNPjhmihMyrIwLrIOIyeB83oT0zXSWniBtL8MXVk80RthcbpY9pJOBheR2ryvJMG0A5AzkHv61rzauzaXFtyiGYiaLcSWUAY5PbrQ9TCUNT03R/D0PihkFzqMtq8vMW1QyFewA7fj715TJGLd5zI7loiYnU8Nnp+XFFzq92IzGsnlJJ1jiJCgcHAHYV13i7w65mGrwArbyn99yAC+BwB/ESOcDp1qny6WRUU4rU4tCtu8eEVkB8zc3QHt/T617H4Yllt/Cdl9oZjPIhlkLHkljn+WK8mt7MzXAiMZjEzAEyHvnjAr0q+1aC1skZ5AiBQBnjpxjFKbukjSG5S8V6z59q2nRNlpSBIc8Kuc4+przCe233ZRenqK1H1UXGs3RLMVkclCatT6YsEcd7MEiidQ0Tu/wB/Ofur1PrxUp2NbKSGaRdXPhu7S7tJMefCY5CRkLk8H8wKydUne41W7lldnkdtxdupJqa91JSPLGWUdA3TPrt/xqnJqEpvEnQICihANo5Hvxz+NNa7kyaWx18dhHqmmLqQdVdiSTj7pIG768g/nXVXOk3h0q1vmjKQ3LERPnO7HH865bRdZszYm0kiitBJuAQSEjcRnhT90f1rZm8QTW2j6fF5s5iGYhvAKxkk5I/nnvRJu90csm1oVLq2EAxI+G6BByfx9K1dJsI9T0LUbGQ4E6qFb+6wzg1sWGi+ELrS5n1TUk066KbI7k3J8syEcNg9cHHH1rlvCOpXHmX1rcPC5gkC+ZEcq3UZB6EccU5xs0mi4y5kcZPa3cF19nnR1mtRjLHv2B9OvX0q94YsRc+IbBZSNiy+ZKq+o5GfxArpvGrW13JaybI1jf5DGOMkAZY45Yn3/Cqnhuyb+140QJDbSv5SucD0O4DqRxVJPoNPU7TVtS8m2lkByVUt9cDNeZvePqSSTlwZZurMen+elW/EWq6g97dWMo8jynaJ0U8kjjrXK6betZ3I3KXQNuKjuR2/GseVm/PqaVpaNHOx4IJONoyRyevp0onuoft6yhgnO18Hdke57fSqup67PfMVxHHFk4ihTYg/DqfxJrKLsxyTk1SixSmloi7biye4kikmlijLExSkA7fTcB/SvQ/Pjn0iNoZ0ma32hihO33Pr3rzKEAyDIGO9asGotbTJummMKxsgQYIHJIAB461T10Oeacj1fW9eS7uLeH7PAk6QLFEsZDAgADJHc1Hc+B9VutHutYtLqG+FtEZGt0UrKcckAdMgc++DXn19qhi1YgIC1ugW1eM7eMcNkfy9zUc/jPXUdVttUurcLniGUpn6460JKzvuTCLUrndvqBhXcMkd8HkVzGsXl5d63AREAqrtX19aoI8+qNLEXKgOX2BuPT+eK1IrdI54pLh23AZIHUnHalfWxcnY2PDkFvazJHLADBcI0Fyx5Yhjg/kOB71yOraQtn5sDzEuG2qjLhsDqT6cj8a2otVeWYxiPYGYEkHHT3HP5VW1ixMUjEyBmaQnceGf3x2A7VTnF6W1FGTvY4khoS6HhgeuelQ1r6raAeXJwGOQfeqKW3yksec/dFJGjIFUnnFW7aNncIAea0ZtOw0UUK87AT+PepZIFsoCqYLkcn3ouFinCkltLOUGVMbI4PIwev8ASqhYpEVxz6+1Xpr9jaQwooRo1dXcHmQMc8/yrNL54PSptqJI6Dwxd/Y7XUZCwGAmCemecVsNqs11LCY48RkDLE8nIP8AgfyrlLCdYbO73IHUmPKk47mu08PW7Xk0EP2YwQMw3bmzw3TGe2f50N2Cb5VcrWNoFE01yu1Aw+YEDnt+FbDajG1lcR20Rm3xKCBkAMD1IHYAnqfX6UuuaZa2+mxRxSTSai8zEw8FfJAGGHvnIrP0ELJazSxKfOb90lu38b9cfTjP4VXNKOsTJvqc9qMDzySLMzMzDhiOvpj29K5qRWR2Rhgg4NdxPDM8zPcBhNnEit/CfSud1G3MV7JvUYPI460O6epto0ZkFtJPKqKOW6VJ9nIcKASf51u6DYXeo6giQW0szYK/u1zirMmnDTrySCcBblWKFWIyCPah6DVjLhthCixtjzJWCrnoPrTL6KO1ZoA26SJ2R8dDg4yKdeHMvPUd6oSnIznmpuA1uWHXHvXo3iDWlbRGhAMvQIB/AeD+FeaFsciuviW7mtmWR92GyDjG7PP9aYpWQtjAl7td9y+XHlVAwzNnIye3Na3ivTftY0/ULQf6+ERPGX+bepAzj3zz7qTTI7i3sI4EldTIoz8h6A9QfQ4qW8nnu7BRGNtu8rZ2D5skD5VPU5H5e+atSg0lIx5nc4DULaS3uyTwQ2CQc4I96inupJW3F8nGCwGDj0rZuLQypJEy7W5GMfdIrAZH3YIJOcVOhtqkMp6D5uelaNpol1NEbiWJ47VThpmGEB9M0kFl50xEZBQdXA4pgkIGk2rIgX5GDDI9KuT6lMZLOaKQpIsW1hjhGyfmA/z3qWFLUXUNpO/l25P7yQDJA/8A11nXMqtt2ptIUAgHqfWpsJojubl3YKXJVenPFbXhm8jtob1pHxym3jJJ+auefnmtXw55bTTiV1A+UgE8kg5GP5fjQ+4PRG3qMgvngYxZPBB55/wrYsrZYY5CZkcjEitnAXBAx9fpVvS/D15f3VjDYxIXnQPF5j7RwMkZPcgGudaaa41Fh526Utwmcbj6ACjn5dTJu6ujR8SXkd1cyTRIrymJRLI0YGzKgbQOpOAOT2rhb638thMoIVuGx2Nd1qyxQ+XZeUn2poxkFcbcjOfdiOc1z95bA2Uvy7vlzgUe057M0hrE5Y81JHC7gsAdo6mrCJGjhiu72PateztvM0uQJgt5gLZ447U7lWMSKJzIFUEntitT7F5kbKg3eUm+U/3VyBn8yKupaJaQburnqay2nkRpdjsPMG18dxnp+gouhDLoCK6YLIHKnCuO4qm/XNPlNQuciiLQjtdEs9QntEmurgx2vmGM7sbhzz7iu2vZoNF0l5jaxSSyWxtGWVAdrEcsD2IxkfWsDUZvDU0K/wBl6pdz3i8tb/ZmCDn++cEcY5OfpSR6/b30P9nyqUmJykryZLADp05NS0k7xMp3vexRsIzFeGfcLjT4wGZgMHd2/HPFPu3t5r/clxvkuF3NEUP7n0AJ6jtn2rn9Snj+0RohzbQtuKsc555/GrLfapbpJLaUzpZDEZHJeEsWA/DJqtOfYpJ3uWtR04z2TEL80fzCq+meE9Qv9UtrLakT3CearSNxt/Cu1sNMTUbOQB2V5I8oAOTkUzxBNBBe6dJJbzsFgeMx27AOxx0BPGM9fal1sdKh7t2Y3iqHTfDUdrbx6it7dBSsqxY+UjpzXM3UouERwCMqCR6ZqfVIm1FECadDZQxsfukvIxP99z1+gA+lVJI/LXYD90YzVMyuUpFwM1UbirUvy5xWh4U0W18Ra7/Z93eSWwaGV4yke8u6oWC+w46+1KwFvwPpM2uX9zZxwJIvlh2L9F5wP1PXsMmuzvP7R8P6zt1N7YrsZAEcOrL0428g9wSB2rym1bbcKCxVW+Un2NbI1C3htBbWcTyfMAWJw0hP0/Sr1asTJXR2WvmG+ZL62uS6bVDScjp2x0zXORarNc3bM8SyW1qoYwINu6MN82G65wetULqZtMtvsTSZnc75wGyAew+vb86zFubjekikhkJ6eh7fSocWtGTGGh1OiSCSae0YNkHdGxP31z1+uKd4ktkjjgAH7w559q1fDtrDc2VrcFAZIwdrdxnitTV/D39q2TTKxVrdSRjufQ079zaMW9EZ3hzWL7SvCMn2e/tNPhadkeeU5fOM4VRkn8B+PFcVMZJdflulnluULEieVNrPx1x2rtZrQ2vgmxLIrrM/mFSBnOfX6VgXzwKcwIFBHPvT3CStZGPOSTkgZqjKR3q7M/BB6YrNmkDNgHj1pCGE5YYr1jTtIa601nlGH8wYRWHKlQcA/nXH634e0e08N22raXf3kwa6+y5uYBGtyQm53iGd21ThTuH8Q9wOx0fU4zZC1uLiCNxG4+Y8n2b0IOcfU1E3bUxqPqYniRbKHVLibS0nn0tJNkTOfmPHc/XPNXvLnTRlXTw00pXzZQAQ0aHp+J/kKx7xzpcjTZV1AyiM+4E+uP6d6o/bpJrGSa4XJuldY5Ixs2SKQQCB1BHGO2aPdbT6Ctc0RbLuBTO0jIzXPy27WupBHAKiQct0Izmuq8OD+04YY8bHD+WwPY1PrXh9J/EElorkLDbNIWXGcj/69U7J2OiMZNXRk+LNTub6EWTzJEsZUJZQfMF92I4B9uT9Khgt2ttLhDJsbZlgeDmrvhqC1mWeTykEqEY9uP8AGm60zL8oPFDeornNzlmkJNU5c1dlznNUpWHrSAgY8Vv+FZIIjcySRl5lKNH6DGc5/Sk8HaZpOteIYdO1e4mtoZztWdJo41jPUljJxjGeOpOB3rQ0+N9I1HXdJNmiRJNsZ72MefFsZgACGwrHvjI4qrX0Ilsd3e3hbQC9kx2qoWOQDbsBySMjkEZI+lcO13aQst3dwkTQ8RCED5yO5z1H60tprt4L8w+a81uw3SgyfwjjOR37VjajepfXZ3sWUk7cHjjvUpNJpmMYtOzNu81aRrKAvJb7ftLLLvT96jEBgSfQ5OP92tBLUSMeBhh9RzXMWckWsXcKSpsZ0Ecm3oxAwGrutIsXtrSOOZg7LkBgOq9s++Kq7cbM2irHDS2Kwav5TKWgEwU4zyM9M13+vanDZeHLuz8P+HhDbLHie+mUDP0J7+2c1PBp8S6Fe28sIM7ysyNjrzkH+VYviazGqahbzXdxIzvACBIxKgjqQOgNCZs4WVzjbO8mltJWldndn6n6VXkIyc1o3EUUA8tOgPX1rOmIGcUmZFSXjvUBOTTnYs2BXTeI/BN74a8O6PqN4JVnvjJ5sJjIFuAEKBj/AHmVs47dOucFgK8Exs7KF4UQSToN7kZJ9qjspGe2vrtjmaMBFOOg55+tFFby6ehHQypXbzmGT93H6V0/gr5rmRT020UVz9DQ9Z05FW3EgUblHB/CuG8Us3k2cm4hvNk5BoopR6HVP4Wc+pMcTIpO1jkg+tZlySCxB5FFFaHIjNuXPT1qTSNVudE1OLULTZ58QYLvXcPmUqePoTRRSApA/MDV/SnMeoq643JuZfY460UU47ofRjFY3M5aX5i75Y+vWtu0sovIYnccwCTr3oooe43sdf4Q50wL2RmVfpmuojQLMFHSUHcM9eKKKdka0tzm/Eg8qytrZMiJHwFzXGXpKqMeuKKKSJrfEYV67CTYDxiqoODnGaKKDI6HX/FsniK3toZ9I0y1NuqRxSWqSKUjXOEALlQOSTgZJ59aNUdopIvLbZl8Dbxtx0xRRVRSaZL3G61eTySku+4qi8nnJ6ZP5VThuZRcSW+7MW8OFPZvWiipaVwWx6noOnWq+ddiMeaVXPpkcg49eaW4toy1zdHPmtagE59zRRQzrp/CcFp91LaXS+S23zGCtx1Gal1N2Z3yepooqkcpjzfdrLmOWoopdBmlo2vNoyTRnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGoLrVLvU9UudQvJTLc3MjSysRgMx56dB9O1FFSCL1wPsXh+2aHh7rc0r9zyRj6VjqdwJPJ4FFFVU3BG1o0Sx6zaqmQGJJr1nSo1cjcM8UUVn1NKfxGpcIplhXaMAE1w/iViZFXsrHHtxRRTN6nws426PzN9axrp23be1FFV0OQrA4ORWvqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiikB/9k=", 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", 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", "info": {"video_id": "121335", "label": "poking lipstick so that it spins around", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "121335", "label": "poking lipstick so that it spins around", "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": "2cb302f61f599b4a39b236dbba5839a9a6c0a8ee39660f4bbadb5c6d4f43c398"} +{"episode": 55686, "episode_seed": 351296078, "split": "train", "timestamp": "2025-10-13T03:27:23.689239", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 351296078, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126156", "label": "opening bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126156", "label": "opening bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126156", "label": "opening bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "126156", "label": "opening bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4bf352446f7b4dd4aecfcd00d44bf60ead5358fb8f00b9b88e24f62b50293975"} +{"episode": 55687, "episode_seed": 75783977, "split": "train", "timestamp": "2025-10-13T03:27:25.279868", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 75783977, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "164520", "label": "picking glass up", "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": "164520", "label": "picking glass up", "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": "ad9ba67147d2e1fa06ad1dbf559151d72de6d6d9319502cdb7722db7b2f22e28"} +{"episode": 55688, "episode_seed": 3985135137, "split": "train", "timestamp": "2025-10-13T03:27:25.977181", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3985135137, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an eyeliner 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "194335", "label": "throwing an eyeliner in the air and catching it", "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": "194335", "label": "throwing an eyeliner in the air and catching it", "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": "1b6d732e106953c3c494b28dd40d2f7108cedb11964c2bc9e55778eb7ff2259c"} +{"episode": 55689, "episode_seed": 1243804575, "split": "train", "timestamp": "2025-10-13T03:27:27.486399", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1243804575, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bangle box 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "121262", "label": "rolling bangle box on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "121262", "label": "rolling bangle box on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "121262", "label": "rolling bangle box on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "aa63f8e18556eacadecd963bdd97519e8be10bce0425ebe3a6a50b3b08d63207"} +{"episode": 55690, "episode_seed": 3425053343, "split": "train", "timestamp": "2025-10-13T03:27:28.211923", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3425053343, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cream-case 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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DPcRFcKx8xPr3/T+Vdxo1/mPk815+C8U4buDW7p115UnB4Nc1SF1c64z1O6mxImRzmuH8X6S9xELqJSZIhhh/eX/61dZp12HGG5rZigt4IjPNGHZugIz16AD1NY07qV0VUs42Z8/g4YfUV9ZJ/q1H+yK8D8feHEsbxdStoooYpSPNhRvuMehx717yh+UfQV6EHdHnSi4uzJl61KvWoVOe9SKwU9aok0orcNFkn8K4rxT4G+3XP2u2hEu/76gfNn2rs49SZVwcfkKm/tIHnjPrikxo5Lwr4Hi0gC6kt0ilPQfxfU10k0fluV9KtjVXC43A/UVWmuRPJvbG4+lCAoXYwin/AGq8/wDjVb7vBtrNj/V3UbfgysK9CvyPso453g1yPxZt/O+G9xJnOwRSfTEgFUtgR84Zr1X4KjMutH08n/2evKCa9X+C3B1v/tj/AOz1KQ3seuDk1IvSoA3epVYdzVCLMKl2CiqXijQV1XQbm3B3OyEgY71cgufJfcpAIq+urt3I6Y6CluB8tXlhdWlw8DqQyEggjpXV/D+0SOW9mbHmog6n+Hv+uK6vW9a8N6prbtc6WX8tsPLEduce3esHxBHFo9u93oTqkUilWZedynsazTV9GbSTtqtzDumNvrN6g+75hI/HmoZHBRjVWyle6ZpZWLO3c96mmGEbHpXHP4zup/AjmNdUjUNxOcoB+XFZZPFbeuoWWOX0FYfWuum7xRw1VabPqc+LrdMZV/ypD41tAcAP+VcLZw34gZdQmSWTd8jJGV496nhtCz89Ku7MTtv+ExhxxHJ+VIfGUXaKSuZEIFL5I9BRdgdG3jZRz9nf86Z/wnIB/wCPdx+Nc61uCaja3XHalceh1tv40hnnSNonXJ6mupEoms2YHIK15dZ2L7hMR8vavRNIfzNKXnPGKpCY+/jF54ZvLUjIkgkT81Ir48GeF79K+x7Q77VlPrivlrRfD9vqvjK70i6vJLTa1wIyke4s6BiF9AOOp9KqWoHX/CjURpH9pvtLeasWcexavSR4zhQ4aNxXifgqHULuG6a0vXgZCmQFDBgc9RXePCWxn72Pm4xzUXaA7JfGsLHCxyH8Kk/4TKLqYpPyrkbe22jcetT+SMUXYHSHxrEP+WUlY2ta/YapFtns/MI6FhVBoBVKeHFK5Whyeqaes10XgRY0/uiqbQvbomevIBrpprfc1UNRtd1qQv3l5FRJXNYzJdCvFeZEYk56gV0/2wtcEtgiEBR6eYRz+Qrz/SJvIunkPSNS31PatTUdSli0nMEjJIjL8ynqSfmP5/yrFxtsdCfU29VtY7+3dJlDhuua3P8AhL/LABjbgVyGq7YNBh1HT9a1CZWuTbZuIljWchNzPEOu1SQp3eo9wJlgk8hFlYvKqjc+ANx9cVpSi4Xuc9aSlax1I8aFmwsTfnUn/CWy/wDPE/nXM29uAdxq0EA61tdmBuHxfP2hH50w+MbkdIR+dYvljNIYc8mlcZsnxpdg8wjH1q3p3i+S4u0ilj2gnqDXLvEoHFW7WyMLLI3BPb0poD0u6fzLEn6GsPxshvPh5qsXUi0cj8Pm/pWnE5k0fP8AsVDeRfa/Dl3Af+WlvIn5qRVknyp1OB3r0D4f6lJpI1DylB8wRE8+gb/Guc8HabpereIYNO1e5mtYp8IsySxxrGe5YycYxnjqTgd619J0yW18Qalb77qAWUxiMU20OQGYYcDIzgdsj0qWUd9/wmUy8eV+tPj8X3LgkRDj1Nc40AZsjjParccAVMUrsDbPi66H/LIfnTG8YXgH+qX86yvLFRvGMGlcNDnpJJba9852ykjnd7Zq7NP5sLxBvlYcjsaW6hVwVYAg9RWPKslpKF3Ep/Cf6VjOFnzI7KdTmXLILKTy3KHjBxVqXnisnzD5xPrzWjE/mLWMlrc3jtYztRh8y2K/Vf8ACubiTcSD6Gun1UtHallYg5HSl8Q+Db7w1oekajd+as9+0vmwmMgW4AQorH+8yvnHbp1zjoo7HLiPiPUJSd1OhYg0UVocvUsqc0MSKKKAEJNSWMSz3W2TJUDOKKKQGvcgIgVQAK3PD7E2GM9zRRVxAu2RPlv9a+YNd1KfQfiLq99ZBBNDezhA65HzblPH0Y0UVTA1vhucJqQHT91/7NXaljuoorN7gWYnJFSZOKKKOgPcjZjVSbmiikMpTDABHeqE5zn6UUUikY+sxJaXZMI2+ZEjN9TnP8qp3EjHSTk5+daKKzlujpj8Ba1bxM+uwW0Uul6dbGBFjje2R1KIucIAXKgc5OByea6RicUUVqtzmlsiWJj61MTRRVEC7jimFyAaKKkDU0i1iliM7jc4OBnoKnugMiiirQHU6eSdF5/uVJafNYYNFFUI+Z7XXDol1eQ/2bpt9DJNuMd9b+YFZCdpBBBHU5GcHuDW94a1C61W81XULyUy3NzIssr4xljkngdB7UUVL2GdACc1ZRjjrRRUDFYmonJxRRQIz5mO7FWL+0hbTJEKdFLA98gdaKKDRbo4zqQfUVo2ZOKKK5p7HdDch1f/AI9Cf9oVl6n4k1bUtMtdLvL2ae2tpXlQSSMxLNjqSecbePTJ9aKK2o7GGI3P/9k=", 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", 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", "info": {"video_id": "208386", "label": "turning cream-case upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "208386", "label": "turning cream-case upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "208386", "label": "turning cream-case upside down", "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": "f1a2392778094e1cb9700e7e86db90a56e90d70ff8e79c5f0f06e7d9f934d896"} +{"episode": 55691, "episode_seed": 1322188328, "split": "train", "timestamp": "2025-10-13T03:27:30.673313", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1322188328, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing the tablet bottle 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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sN988kjDMfpj/AOvXKRNtJ3jAxxVV9UhYdNJ3NxZt0YOcEjNEEyG4QSkeWpzg1jm4P3F6k8YrU0zS3uJPNmJx2FZU6TbuzarUUVY9A05rdVEscaKzLkkDBrFinBJye+avxL5FpIw42xsf0rh5l2WySeSwxgkiY8g+1dnMo6M5cMm2/M6S4ulCsQwyAcc1kDV7pV4nYA9MGqV9aIqxNFA0aiQDLTFutLP4f+zvbn935bOVGWY8npmpjWT1jqdU6LdtTrPDUr6jayzTzh1Q45I4rJ+IMCTeHZDA6MMEgqeKx57A6XBNF58sfmISREcZ74rF0u7bzVj1FjLaStsdWHAz0+ozitVWjaStqlc5vZOTVmcEvrXX+DpTFaakApJcxDAHOPmJrstP+HGja7pUjQkwXcErxl1J2tg8ZH+FZDWVzp96bKa22XMbhDGoz0ztwe/H86xlFTp39PzN6atUsdzaWUCW1vHLEjtGoALDPPevOtRkisfHqXYRBbvcBio6bSdpFdHNq+sYysRTbzkRgZAHPU1xmuXAuoYmx+9Rm+b2POPz5/Gt8HWh7Sye+hNenLkbZ6Pq8Fvb2u5IlVmfG4DpwT/SpYbdP+ea8gYO3P8Anv8AlXPrry6rYwIUZHKKC/OC2MGtxftoI22uByRhSR9P0/WvPx1GpUklT6XMGpumtfxF0uNXnulKhiGxgjjGT/hVi/iht3tpkhBAf5gBwR1/oaq2QvGvJ0hjxIwyykfdGe2Tj0/OrlzZak9o73GzYvzsuV4x3GB6ZrOOHrKqp9NPy1OxSStdnRi1t2iaNYo1V1I+VR0NZWiSOkc1q5O+FyuPb/8AXmq1m+oz20TpeFYyCMFvTjHA9qq3EE0N7GZpS3m4LuoP059e3510PF0lLlvqiPYNxcWzau1Ftfi46JNhXB9R3/z6VDfCF1yHRnA5HXIPUGoP7N+Rj5js23IGAM8dK1tMtLS6skleMO/3X3E8Ee1cHJRxlb2sJarfzHBxhFSvex5cECoPXGPrQW2HkZqu10NmByynr6inSXC/dB5PStrM0RIbeHULpUlZgAuRtOK7TS9MgjtFRDKFA/v1y2lWuXMjAFm4we1drZHbFtGOBXTGPLE5KkuZk8dnFEmRvJHIy2akJ+Tqfyp4fPHFGB6Cri9DOx5r4jaa11q42Xa4MufLEZyARXPXCXEbKryRlixB+U8V2PjEMmoyYicho0fcFyAR/wDqrNvb+GexBWKYSLh1JTjI9/zqVN3fQ9CNOMoIpeHdZn0aW43W/wBoVxgbPvZHPH9asXfi3+2IJLGWFVlJ+UDgj2wahvbmNoo5II5FYc42cc9a5oHbcTfMUYEupYd+oIPY1tCrK/KtTmnSW7R3HwqsJ7W41lJ4thzEAM5H8Vepxx4xXnng29Kxy3E0ZjmuIo2YfTcK7KPU06ZNYKbt725nUgud8uxvRRjFZviqf7PoT7RksyjFQvrcMCbmYAe5rE8Ra1Dd2cSK+QW3fpUTm4xugjDU5W1aWSW4kRMlm5qaDz11TBT53i5HtS6TcRQwzbzgs+ala6iXW4Jc/IYih/WqdGElzS3Z2RbVRpLp+gly91aXMFy6fdOwe+asXc11PCHZdvlNvB+lO1e7guLB0U/OGUimRXqywgbCQy88e1c9ZzppKktDph7yvJajrlZ9QsthcBXXtVJbJNXsJIrqPc+1kIHYirFhcsiG3MZLr0FPaS5tZmaJdn2htq+x21NOVR1G6i0WzOedN6xRytlpUNu8trKPLvrfBVweDUcpbdjdxirtpo+pW3mS3js9w8uWcdlwRUun6PJO6lgTz3rqhONR3i72MZPlin3HaHp7Sy+a44HSu3sbUKqjafyqHT9P8pEVVxit+3t8fhW17HLJ3ZT1DEWjXsnpA/8AKuJmtSNMd/OdsIDtIGO1dz4kQReF9Qb/AKZY/MgV5+kBjsnXzpSNmcE8EY6VE6kI25zaiktb9S9NYSNp7S/aWfCBwu0duaWbzrnTg5upW+UOAcYyOf6Go7OOWWyjP2mUBkI2g8elP0rToruzDPLL8pZSobAB/wD1Gue6n7tJ2tueitNZEN3bi8sfN3s7bdw3vke9cqs1vpGvxRXPFk+Jo2JyOB0P4/0rtdPsbd3uIJkJkicjk9R2rK1fQrW8lksjGoeTLxPj7ijg1ceajFyk7o56iWsb6o6r4eatBqEMiROP3jPKQTyBnvUvin7Lc+IrVbfa00EBkkf2Jwoz9d1eO2R1HwlreSG2MCG8tv8AWKD/AJ4r0BPGK6wUeOFQkQ27X+Xbx/jWlW9Sg1T3ZjTT9omaF7CRYTsP4UJHPQY/+vXHX+iS3emEwfK6uWUHocHHNb9zqzy2TxmGJdwKnDZxVFb5oFjiEcZ+YEbiWLZJrz6FGvSj7q1ujWvGUo2RV0+zurLREt7xULCRiijJ4x613lrKsTqrDarDoeetcTdXLTYQxhSnTax3ZIwa3ItbluLc70gEnPQn0xXo4acrN1d2ctbCVHTjZdzWtpXi8SONgKMmM9wCvH8q6IlJomjJwHUrz7iuCivrj7ZHL5iNPGQquE/h6AY78E/nWvJNqDqgnklQMMYyE3demK1lWgnqynh5csbvZFrRy6rNbyZ8xWxjP4dfqP1qTV4vMs/Mw2Y2yp6kDofx5FZ0WnmOUIHfzDyCWxzj2q+PDly4DedEQ3LZLdc9q8yeCcq3toS63OxTjfVk1rdRyW6yMY1JBB3t3A/xqa1v4bS+lJlRoJBuJTJwfp/nrWXY6Ysl7PbSSiOSPrlclhnB6/hWrc6OkNhJJHI7yRjKjAAxntxVYfAexqOpF/Ixapxlyt7njkcnlodx5zWlp8BmAlPIPQGslYXubkRfw55xXXWFmqhVHQDiumEepnVl0RoWNuVVBjFbtorBPqao28KKMknP1rVt412qOfXitGYImjQhh1NTbDg0ixgOuM/nU3ljaetAHIeLJIoJ4RKGxLEy5Vc/561yFrfRJaiGQsSDt4UnIzXc+LowlvaydMSMpPpkf/WrktJAF3dRlfuyeYAf8/SueolUl7N9D0sO7U7mfbXUYhMbljgkcDIxWFq6FIY5YN2+JipBH3kPr/nvXYSL9m1gcYS4Tj/eHH+frVWxsRrPi+Swn1CW1VklEWyPdvZULBfYcEkn+tXClyNyjuZ1XG9rbkfhrWG1Ka7KJ5aRJGijP1re0+7lnvrj5yVT5R/n8K4zw0ZLU3cyfMHCM3t1rYstQltFkZELb2yTRCF5ucthwjen5mh4uvJLfSIvKPzb859sf/XpNBkTUdCtpZfmdQUb6g1harqL3kYimGAFIA+v/wCqovC2rLaWVxbPnJkDKPqK7oKDpPyMKsXGSt1OhsIlkViRnD/pUt1Ei31rjhSf64qrYTssDbATlj/ICpLmZmeFmQjYe/4V5MqdR1W+mv5G8VL2t+hsvbo9vINo3FT+eOKtaAI5tNX5AWRip/nWejXrtxHgdetQ2ctzaXEtsnBI3EU8PCdO7nsdLXNGyZp3yCz1yCYcRzDa31H+RVy9jSezxuG5DuU+4rHvkup4N8p/1Y38VnalLcron2mK4dX3qPlPqTxWnt6fcxqU7Wk3sdMlxFLZ7nxnoRVqyso4QAFrk76CK00iC/sNYv5Ve5+z5uIlRZyEDM8Q67VOFO71HuB39vH0PtSw1BUruL3OOu4tqxLDGF6Dp6VehXjpTIl4HFXIk6V1GNjD8ZZXwpcADlmRf1rg3s74xnMke0IePXiu68eP5fh2Nc4DzqP5muTbUbQgjz15BxT5Iy+I1jdRVl/WhT022vJ7GNo5kUdUBXkDPP61Hbfbre7ntI7hYyp3MAOCT6VY0TULe2sPJmcqys2OOx5qK6vYRrC3CEsjRhWwOc/5xWFSKjFygtT0oNubUthzJPDfRtJdNunBVnHH0/pRqNnJGBdrI8kkZ+bceCp4I/l+VNvbtLiACJG3I4YEj0q2l7JdW21bVmDqQT2OQa4+bEOzXzHUTTTRW1PRHv7COW3tYY5rdvMjdn3bjj7p9jmk8O3NvLdQk2iRyTxmOQkhgWXkY/AmqFhGdX8Rv4d1XU7y0tGcIDFPHGI/UsX7AdhyTgVnWsU2ja/c27LcILOby0W4AEgCEjDAcZx1xkV7WEgqtVU+6f5M8zE1HShJ+a/M7bxJ5UGlLtjjjLyKNwUcDBojgEumwKQok8pQCRyNo4qHxQ6Pb2iJJtEpZh7jHA/WtMggD5FxgN9AtKOjFiH7kTmtbYz20KSbBIiuCxA+c8frWkiFXC5jU8ITj15qp4ogby4JBHnaWLBe+VzU0MlsluplkQMYVI3kDJIrx81i+aLREnejBeoXR/fRzAtypY+X/Dgg4PtV29nurfVc+W01s5AU7cgHB7/jVG+UN5UhXMLllwh+78vX9K6a1O+0t2YrtkRW3EY7Yrjc5RpQkt1f8/8AgnTSipUUn5mNbXDyTNPPCVkjlKfKCMgHg8+1dug44HBxXJ6t5MlsshkgLpIOMjlTwRgc1qadrNounQC6uAkoUKwwT06c49MV35e5NSk3u9F2NZwuk0iHVt1hq8F4ufLlI3ALnkcH9CD+FbwdWyu8FSCOO/euN8aaxbvoJ+xzyi4jmQq6qRjrnk+orM1Q+JvDvh7Sbq5v7sTXPmCSJlwIAApQMcfeKtnHb8DXoJ2OetByS7nP6VEgKkKMnvXV2ca+nYUUVCMpGpCgCg46mr6Ng9BRRQSWEc5HToO1S7iQaKKYzB8VWsd5o+yXOFlBBH0NeZXNssGoCFGfbjOSeaKKiex3Yb4RZrdVtxLvcsGA5P1qgt5NomvNfWhHnQM4TeMj5lKnj6MaKKxi2aYjYs+HlCaJeuPvMkY/Uit2zjQ2cXyjlSf1NFFVivgiTS+ExtWjU3+McBRj9axNEH/E4KdRhqKKug/3T9DmxHxI7TQMG3bIB+f+lamsoqW0ZVQDuH8jRRXR9kpP9/8AM6GAAwocDkD+VYt/+78Qpt43KoP4g/4UUVy4j+FL0Oih8ZosoZWU9CMGuW1A7dEuE6qsyYH40UV4+H6/L8zat/DZT1vxG+tW9skmmafbNbhI4pLZHUog/gALkAc54HJ5r1u3UbR9KKK9qnseXPZF2MAYq8oAFFFWZnJ/EY/8SWzHY3Az+VcWttCu8iNcj1oorkxbatY2i2oIg0iNXEysoIL45+lWrqCKO8s9qAAvyOx5H+NFFYJv6xY9RHSm2gCNGIlCkEdO1ZHh12azkBPCNgfzoor00cknem/kc7qWstpPiS/T7BYXkU8oZkvIN4DIPlIIII6nIzg9wazrm9uNQ1GS+uZC9xcOZJHxjJPt2oorqy7/AH6n8/yZ5+N/gP8ArqbT3c02nwb2yIsRqMduo/GpBq180jKbl8BT6e1FFLE6VZW7s7MPFSpRuuiGzzzSoPOleTBGN5zjp/jSmCKEwsqAln2nP0B7fWiiuV6mrSS0Gz3MkF9b2yY8p8ZX0OG5B7HitmWBY4Xbliu0DPTkn0+lFFDSLjshl2qW0StGi5IbOfrUUMhF6sGF2uHJbHzdB3oooZa+Ep+IAx0gxNI7DzEbJPPpWLLreo6jYxabeXc01vbFpkEkjMSz4Bzk8gbePTJ9aKKwm3ysxr6M/9k=", "info": {"video_id": "170546", "label": "pushing the tablet bottle so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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rO2CqoxwAK5rWvh/H4ZDXdkDPYyELKX5aIdvqCe9dxBCNo4pTVkmZ1HsOhix2rQiTApsMVXYouRxWRKOQ8ayKqwxEchQR+dc9dArEsnlkBXBzn3rV8eFzfHHCoqD8c5rKnuJpNPZZFGQcn25zWbs372nY7aWij6/5D7oFfJnMTARyAkn0q1eSIr28ywABGIbjqDSXFxLc6e6mMYZAc/rTlt7m+09eQFaMH/P5VlzNaUte51tJr3zN1uKWeJ9ihUkXYR/KsHQ5Vj1ErI4ie03mQHjIx0/WuvgtJL6xG58A8EehFcbr3h6aaSe5tmIuCCJUB6gVUJyjFur1OOcUlpuj1zwZKs+gW0IIYKg3fjXOeJ7G10mWb7I+5p3w8a87P/11xXgjxjc6RPJY3jlYnK5LfwgcYrotcvrbU7qG4sYyzSSsWI5LkAY/TNdE7OFvT8zKgmqtzorSygS2t45Ykdo1ABYZ57151qMkVj49S7CILd7gMVHTaTtIro5tX1jGViKbeciMDIA56muM1y4F1DE2P3qM3zex5x+fP410YOtD2lk99C69OXI2z0fV4Le3tdyRKrM+NwHTgn+lSw26f8815Awduf8APf8AKufXXl1WxgQoyOUUF+cFsYNbi/bQRttcDkjCkj6fp+tefjqNSpJKn0uYNTdNa/iLpcavPdKVDENjBHGMn/CrF/FDbvbTJCCA/wAwA4I6/wBDVWyF415OkMeJGGWUj7oz2ycen51cubLUntHe42bF+dlyvGO4wPTNZxw9ZVVPpp+Wp2KSVrs6MWtu0TRrFGqupHyqOhrK0SR0jmtXJ3wuVx7f/rzVazfUZ7aJ0vCsZBGC3pxjge1VbiCaG9jM0pbzcF3UH6c+vb866Hi6Sly31RHsG4uLZtXai2vxcdEmwrg+o7/59KhvhC65DozgcjrkHqDUH9m/Ix8x2bbkDAGeOla2mWlpdWSSvGHf7r7ieCPauDko4yt7WEtVv5jg4wipXvY8uCBUHrjH1oLbDyM1Xa6GzA5ZT19RTpLhfug8npW1maIkNvDqF0qSswAXI2nFdppemQR2iohlCgf365bSrXLmRgCzcYPau1sjti2jHArpjHliclSXMyeOziiTI3kjkZbNSE/J1P5U8PnjijA9BVxehnY818RtNa61cbLtcGXPliM5AIrnrhLiNlV5IyxYg/KeK7HxiGTUZMROQ0aPuC5AI/8A1Vm3t/DPYgrFMJFw6kpxke/51Km7voehGnGUEUvDusz6NLcbrf7QrjA2feyOeP61Yu/Fv9sQSWMsKrKT8oHBHtg1De3MbRRyQRyKw5xs4561zQO24m+YowJdSw79QQexraFWV+VanNOkt2izolncWUl6ssflnKgDOQetakcUk8qqpyTU0MUuoLBM8RjlljDOoP4D+VdPo+jeSQ7Lk1jBNrmluOpJR92Ja0rThCkYwciultYQqgYODTLS1KqK1YoOntWlzmaucd4hTztdSMSMm23X7o9WNZMFo7alPEtwynYrZKgk1b8UReZ4rmAdwYoYxhTjPtWcqv8A2oqLPICyH5gecdcVjOpSTaktTtoLVJPoW0iltNSeFbmUeYgfcoAz2poRkvpI2nkIlG/O7BOODUc0BN9Z+ZcSsHJXdnkfT8anvtNhs0hmzI6hgJMtng//AF6ytKp71OVonXZWs92c9r2m7I5pIBmaNPNj+bkj+If1FM0LxBYA6egfbM8zTybv4SAep/lXV3+l2xtS8UY3D5snnIHUVwPiDwwZYhqOmxqI5OfKHBx6itVJ0lGE38zjnr7yPeZ7uzGgPdXjAwNCXKdSVxyMd6rwRDHA4ryTwt46m0+xFrdCR5WUJHKfmAH4+1elxamnXJrepJWRyygzdijFXI1C5rCj1SPjnrTT4igDMm8bgM4rFyBQZx/i+6afVriLb8vmgA/SqNwJzBIDHhQuTSandJc6gJA2cylj+dX7i8gkt5lVskoRUQiqseafQ6tYqNkR263MtjHsQYKbfw9aNOvbmOE26pnym2nNT6Vfwx6ZErt8yDafwNVFuo49VuSoJSQgionD2cW6e52RvJuMkT20lxDcyQggbz5mPrVaaKaG/WRzlLjCOfTHT+dSXNwfOhuFjI2fePtVmUyXcIWOI5yGU++a5uevJxurrqRUhaV11Oc1/QoYpo9SWD9ztCzD154NXNKsI0vVNqc26qZVyfuk8U3WbbVNaW2WKQrbRSFZkHfBqa0ll02Rg6KQzHAdsYUEkY/OuirNTi6dPcxpxcW79DXvYSLCdh/ChI56DH/1646/0SW70wmD5XVyyg9Dg45rfudWeWyeMwxLuBU4bOKorfNAscQjjPzAjcSxbJNc9CjXpR91a3QV4ylGyKun2d1ZaIlveKhYSMUUZPGPWu8tZVidVYbVYdDz1ribq5abCGMKU6bWO7JGDW5FrctxbnekAk56E+mK9HDTlZuruzlrYSo6cbLua1tK8XiRxsBRkxnuAV4/lXREpNE0ZOA6lefcVwUV9cfbI5fMRp4yFVwn8PQDHfgn8615JtQdUE8kqBhjGQm7r0xWsq0E9WU8PLljd7ItaOXVZreTPmK2MZ/Dr9R+tSavF5ln5mGzG2VPUgdD+PIrOi08xyhA7+YeQS2Oce1Xx4cuXAbzoiG5bJbrntXmTwTlW9tCXW52Kcb6smtbqOS3WRjGpIIO9u4H+NTWt/DaX0pMqNBINxKZOD9P89ay7HTFkvZ7aSURyR9crksM4PX8K1bnR0hsJJI5HeSMZUYAGM9uKrD4D2NR1Iv5GLVOMuVvc8cjk8tDuPOa0tPgMwEp5B6A1krC9zciL+HPOK66ws1UKo6AcV0wj1M6suiNCxtyqoMYrdtFYJ9TVG3hRRkk5+tatvGu1Rz68VozBE0aEMOpqbYcGkWMB1xn86m8sbT1oA5DxZJFBPCJQ2JYmXKrn/PWuQtb6JLUQyFiQdvCk5Ga7nxdGEt7WTpiRlJ9Mj/61clpIAu7qMr92TzAD/n6Vz1EqkvZvoelh3ancz7a6jEJjcscEjgZGKwtXQpDHLBu3xMVII+8h9f8967CRfs2sDjCXCcf7w4/z9aq2NiNZ8XyWE+oS2qskoi2R7t7KhYL7Dgkk/1q4UuRuUdzOq43tbcs+Cbxdcu71jFsS3SJUH/fX+FeiW8CqvC+1ee/C6DEmqPnO8Qkj0PzV6hCmAK1TujhktR8ScgYNXol5HFRxp04q7EnIpoDzDXo7ibxVqRhKjaVU5+lZP2e8j1G3XzE8xlJBxxxnI/Kta8vYY/EGqtLIFLTkAewyKoXV7AdRsZ0k3LGTux6Gh04NXa1Oum5KaSXT9A1G0vLe3FwZUZI2BXaORUxS+u4CJbwMjLkgL171ZvtQtJrCaJZcsUIAwevaqNlqMUdrGjKxZBtOBXJXUqcUqR3UrtXkiW0SS7sxuuZMAbWTPTHSmadaGO5ktWgWcRkeXvfHynp9aZa3hgvJgsTMsrFlXuKh1+6vreyOoW6yW7oVTeDzyaik63tby+EzqRabXQqvpg0jU2tbi0iks7ssyorAGNifu89gcH8TV69vJLe2yHOSQoGayde0iFdMXXLPV9QvJJZza7rqIItx8oZniGchVOFORnke4Dbu4lkaNHX5lbdj1/zzXROPPJW2W5jStJanX2zsqR7iSVAz/WuIstUkbxgYZWIhkZ1A+vIrQm1y5UE7CAAc/SuRu7gRajbXS/eRgSfof8ACu3DqHM13Mq0GoXO61CCOOS3CjG5uf0qylunlv8ALzg1kzakl7cQun3VbP15FaC3MueUY8Y6V5uLhOUvcBqbih+kRo1r8wz8xz+lWGSODWbUlRsf5T9c/wD1xVDT3mWORIkyQQTVi8S68pZpFx5ZyD6VEaVRVubod6avY6a7s0nspolUAspx9apaLOHs0DkB0O0/nVSK7vp0V1Iwy7s1RWOaC+8kuU3/ADVs69NPcylRbg0zZUpa6gygjy5vm+hoa4h/tiGEqjCVHX5gDgjBH9awNNijvvFz6ZqGp3VtC8myOWOaNFjxySxk4xjPA5JwKqTz3NlrbxTPcbrS4ZQlwFEi7W6Nt4zjrjitcDhYV8UqkXun+TOHE1VTp83VW/M6fxJ5UGlLtjjjLyKNwUcDBojgEumwKQok8pQCRyNo4qHxQ6Pb2iJJtEpZh7jHA/WtMggD5FxgN9AtdUdGTiH7kTmtbYz20KSbBIiuCxA+c8frWkiFXC5jU8ITj15qp4ogby4JBHnaWLBe+VzU0MlsluplkQMYVI3kDJIrx81i+aLREnejBeoXR/fRzAtypY+X/Dgg4PtV29nurfVc+W01s5AU7cgHB7/jVG+UN5UhXMLllwh+78vX9K6a1O+0t2YrtkRW3EY7Yrjc5RpQkt1f8/8AgnTSipUUn5mNbXDyTNPPCVkjlKfKCMgHg8+1dug44HBxXJ6t5MlsshkgLpIOMjlTwRgc1qadrNounQC6uAkoUKwwT06c49MV35e5NSk3u9F2NZwuk0iHVt1hq8F4ufLlI3ALnkcH9CD+FbwdWyu8FSCOO/euN8aaxbvoJ+xzyi4jmQq6qRjrnk+orM1Q+JvDvh7Sbq5v7sTXPmCSJlwIAApQMcfeKtnHb8DXoJ2OetByS7nP6VEgKkKMnvXV2ca+nYUUVCMpGpCgCg46mr6Ng9BRRQSWEc5HToO1S7iQaKKYzB8VWsd5o+yXOFlBBH0NeZXNssGoCFGfbjOSeaKKiex3Yb4RZrdVtxLvcsGA5P1qgt5NomvNfWhHnQM4TeMj5lKnj6MaKKxi2aYjY7D4URr5F8/crFn8N1eoRAY/Ciiuk86fxFyAA1biHz0UUIlnjd1Gk2raiZFDH7Sw/U1U1GNEkgCKFG4dPqKKK4Jt+2t6/kdlNv2iX9bGultDIuWjGTxUnhyCJ7ORmjViHGCR6gUUVOCbbdzsm/cYa1iC/sJIwFYkqcemR/iaTxWoPh2ZTyN6fzoor0UclX7JzWpeJH120t45dL0+2MCLHG9sjqURc4QAuQBzngcnmppsPrzAgYVOB/wH/wCvRRWP2Z/13HS3Yt/GosZiFAOwiuK1RAsMZHXcaKKjBvVeoYn4Tb03m30445PX867m0RWRsqOn9aKK7afX1f5nNJ+5Ej0QD7fergYz/wCzGtbU1DaXc5HRCaKKzZ1v4l8jP0pi1iMn7pKj6ZqLVhtlhkH3gcZ/KiivCX+8fN/qdr6mDc6y2maxqEZsLC9illDGO7h3gMo4IIII6nIzg9way5b651DVJ7y5lMk88pkkYjGSev0oor6HI/8AeYej/I8HGfwJf11N17uabT4N7ZEWI1GO3UfjUg1a+aRlNy+Ap9PaiitcTpVlbuzsw8VKlG66IbPPNKg86V5MEY3nOOn+NKYIoTCyoCWfac/QHt9aKK5XqatJLQbPcyQX1vbJjynxlfQ4bkHseK2ZYFjhduWK7QM9OSfT6UUUNIuOyGXapbRK0aLkhs5+tRQyEXqwYXa4clsfN0Heiihlr4Sn4gDHSDE0jsPMRsk8+lYsut6jqNjFpt5dzTW9sWmQSSMxLPgHOTyBt49Mn1oorCbfKzGvoz//2Q==", "info": {"video_id": "170546", "label": "pushing the tablet bottle so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "170546", "label": "pushing the tablet bottle so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "78542422cf7b660ee5b2acbebcdab97ffc3eeae1f4c9c58f5adbefc79a7e3b64"} +{"episode": 55692, "episode_seed": 2737453913, "split": "train", "timestamp": "2025-10-13T03:27:31.411177", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2737453913, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tv remote from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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l2uAOdnr9a6qKEKoC8KOgFYTq9EaxihthYwWqhYowPUnqa63TYVjhBI5bmseytTI4J+6PWt2MbQORxURYMuqwqxHg4qkp5znj6VZjzjrXRBmUjUtwCRWvbKpwDWJbnkYrmU1HUbvxpeaaNaurSENJ5KxKGyVTcF9hweTXSnYyauR/Gi8TTo9FJP3/ADsY742V4zc65Pcfu4hgHjNb3jrU9T13+y0u7qa6KBygc52525/kKqaTpUdp+8kUPMRwT0WuetNJm1OOhBaaRNcoDcSEKeW9T7V1Wl2MakIiYiXsBxUMMZLAd63bWEwxhR17muKU+Y2sXIyAAACAKsRkZ6VUUE96mjGD1pxYNFwEVLHgn6+9Vlye9Tx9etbxZm0aMODjita1C8ZrGgPI5qHxJe3FjoLz2kzxSiRAGU84JrpgZSO5toQUJHYV4FbWgUGR+OTye9dteavfWmixX2n+IdSkVpzb5mRUWYhcs0Y67QeDn1H0HIGTjaT83v2q27mewsJJmVB07mriyC3ypAKVmCfylyeueKinvFCFpX4qWwRJeXh+YJ+ArFmu2QZZlB9zVC+1d5XKwcL03VBZ6deai/yKW55ZulZSkjWMSaXUXbhCSfUVq6R4fuNQZZrlmjhPc9W+lXNL8MpA6yXB8xgc7QOK62FMEAAYqFK5dizpdjBZxLFBGEUeg611mmxgLn16VgWaFnAArpbX5AFFdENjCRtW0YYj1rlviJbo/wDZm8A48zr/AMBrMh1a6l8bXOmT6xeWls02yNopY0WPgEklxjGM8dScVl6hfahc6hPa6hc3Uv2WVkRbnG9Occ44zwM44pV5fu2gpx95MqxW8a8hFq1GuOmB+FQhgOAAalU55wK8+51E4fnqKkRveq6nnkU9WOeBirTEW0b3qwj1RRmBqwrk1rFiZcRgSKvW/WsyM1fgfkV0QMmbdogPWteO3whIrh/Et/c2Hh957SZ4ZRKgDoecE81m6ld+KdE0jTru41a9WS63+ZERjysbSoJx94hs4/8Ar1tzJGNmzw22iWSVVOcE44rtbO1htYwsSAccnuaKK86oztRoJ92poyaKKwGb9soSFMdxVlWIoorWImWASEz3qzExJGTRRXRAzlsaEDGvPdV1CfTPGV5eW+3zY5m27hkcrtPH0JoordGRzt2oJh/2cgGiPgcUUV5+I/iM6afwmtYKCS56jpWmrGiisEWPVjUqsc0UVcQJ1JqZGORRRXREzZdgc5FU/FrH/hHWzz+9j/nRRXTExkc1qfiF9Yhhjk06xtzCqpG9urqVQdFALEAc56deayfMZrhsmiirREiK4diCM8Cua1KaRpShY7R2oorKQ4Gjoen286ebKm8joD0rqoFVAFUAD0FFFc09zpWxdiHSrkVFFVAlm3p33Sc81uW5PFFFdUDnZwGq6s2m+JNUQ2Vldxyz7il1FvAZRwQQQR16Zwe4NQR3k9/d3F3cyF55m8x26ZJooqK/8NlU/iRbQ/KKkBxRRXno6SRSSaeGIoorREj1Yk1KHNFFbREyxE5q/bMSRRRXRDcxZR8Xsf8AhGn/AOu0f8zXHTa3qN7YQ2NzdSywwO0i75GYktjrk84xx6ZPrRRWj3IWx//Z", 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", "info": {"video_id": "180393", "label": "pulling tv remote from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "180393", "label": "pulling tv remote from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "180393", "label": "pulling tv remote from right to left", "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": "c1993e1eca3e89c0e46bcebf684c4064c7d3a87bbe44bc5112c582c10f9cffc3"} +{"episode": 55693, "episode_seed": 1389123395, "split": "train", "timestamp": "2025-10-13T03:27:33.725418", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1389123395, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bracelet and hair clutch away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "134748", "label": "moving bracelet and hair clutch away from each other", "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": "134748", "label": "moving bracelet and hair clutch away from each other", "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": "0cc9fa65c28db311dfe030a48a474ced0ec1642863c99c687cb5741e35345fe1"} +{"episode": 55694, "episode_seed": 865852913, "split": "train", "timestamp": "2025-10-13T03:27:35.264447", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 865852913, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 perfume 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "92868", "label": "pushing a perfume bottle from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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I7HI5IwTxVmO3IgyRyxxyKhuE8gsnPtnvQAyO42yhWG4/d4qxDId/HzE9ulZnzQtuU5Pr6VFHfMG53H0NTIcTr7eSE4JbOB69KW6u90OEXjtk4xXPRzMRwCo+tXfNjMSqCScc855oRT1K0sxJcrhtxwSarSS8YC5kPGRxV4JvXkYAPHGOM1CsUfmMNwB7GmZ2KEgZUc55xnNS6VkQEHv3p1zGDE5xjgiltv3MS844rOodOH0uQ3dvGTJ5qBlI5BGQaq6J4p/sq/b7JFGVjBXBGQaZrGsxwW8j4y23ao9TXP6PCrRMzH5i4HH9aUI33HWq8rSidzZXplui+AgYlmI6CpLu886Uo5wqEkcdc1jQh40+XP1PenyMPLUKfm/iB7VtLYwW5tW8wDDDAep6itaG+i25xggd646KaUEAEYJ6GtNHO3Lt19sVFjS5sXt2ZYvvLtPXAzWG2Xkj+Uhc7uRVt7sFBhQABis+e6W3TLtkmpk9LDhHW5YulBCtn2rjtW1O4gv1jikx9DVy71SSSRlQkL6+lYF/JvvoTjgLjI781MI9WOtU00OntrmW4lkaZ2kbaFDE5q2ofy/mGSe9Q2MZud8qAGNtq5AxzW59myAmCPlycfyrdHMtVdkBjMVurq3Iwfn64qxp1xmXGAAvOSKozjeuzJB9+1QBniBUZwaaAw7yXgg8CorOIu2T0Hauca/un+9O5+ppy6nep925kHbrU2Lsd/bWTrD5qrlfX0rotPQSW+3IBBz06AV5MPEOriPyxqE4T03U9fE2tKpVdSuAD1AbrQFj2WR1dkZcgY+Zc9afs8yMHbtZcnrXjA8U64FK/wBp3G09Rupy+LNeT7uq3I/4FRYLHr1wW2KMjOecDtU8EeYWiIBz6mvGW8V665y2qXBP+9QPFeuqcjVLkf8AAqVhnr9xJC+6McSYzx2rHaV2lC4LLgjaa82bxNrTsWbUZyx6ndWz4Sku/EWuDT7vW7q2DQyvGUXeXdULBfbp19qdhWOnmiTcpfjbnK+9ZWpXvVVPHpXHvrmpufmvZj9Wqu+oXchy9w7H3NQ4Nu5rGaSsdTp9r9rZnkz5YPT+8a2LmKOKzCxjao6AVwUer6hEgSO7lVR0ANK2s6k64a8lI9CapRIbudfZ2iyud+c/wiujttP8mJTkrzjPpXmC67qibdt7KNvTB6VN/wAJTrgXb/adxj03U7EnrTxwom7g8YGPWrUDE2kgBA7YJ4rxs+KNbIA/tK4wP9qnL4s15Pu6pcD/AIFRYLHrk8HlxM64YAE9ay5pUkk2sAvy/e615qfFGuE5Op3BP+9US+INWVtwv5gfXNCCx6UsW5Mdc8jFY0DgtzwAelQ65ttPDNvq2l6/qcwe6NsTcxCJblgm55IhnO1SQp3D+Ie4HHjV9QHS7lH40WCx6N5wC7R1qxbbwQMZrzIazqK9LyX86mXxFq6gAahOMf7VFgPXFnuBbhjCjIeORVRot0o+Tlj29K8x/wCEo1zZs/tO429cbqT/AISbWs5/tK4z/vUWCx6Bd4W48tWyqnnHrWdf3xRtqHHFcT/bep/8/s3/AH1UT6jeSHL3EhPuahwbZqppRsjcltvtjHzckE9fStPStPjty5aVjj7oI4NcgupXijC3EgH1qWPWdRiJKXkqk8datKxk1fU9IEX7rHUr0PbFVJ1Ik2gYIHOaxPBt0us+IINN1fVry2hn+RJknjjWM9yxk4xjPHUnArK1i91PTdbvrI3F5GYJ3i2XGBIAGIw2MjPrgkelMDqoNyHcQOvU1b+0FxtB+WvPP7Z1E/8AL5L+dKNa1IdLyX86Vho9EdtsW5mwB0FYk8kl5eLDHySeK5d9c1Nxhr2Uj61HFqt9BKZIrqRXPG4HmoUHe7NXNWsjpbu1+zuIiwY9SR3qaz06NyPNQNk9CK5STVb6V90l1IzepNPTWdRQ5W8lB9jVWMj1uG3C2sMSKqqFPTHFJPugdWYHk4yT19q8s/4SfWgAP7SuMDp81NfxHrEgIfUbgj3anYVj0NikoJGEbdjB70ksWUBAzjg+ledLruqAFVvZvm6811XiPSvEfhvw7o+pXt9eLcXxk82FlIFuAEMYY/3iGzjt065wwscJRRRQMKKKKACiiigAooooAKvaRqtzompxahabPPiDBd67h8ylTx9CaKKAKNFFFABRRRQAUUUUAFFFFABSg4IOM0UUAdB4g8WyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61z1FFABRRRQAUUUUAFFFFABRRRQBraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3BqnqWoXWralc6heymW5uJDJI+MZYnJ4HQe1FFAFWiiigAooooAKKKKACiiigABwcitfUPE+sapo9tpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFAH//2Q==", 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", "info": {"video_id": "92868", "label": "pushing a perfume bottle from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "92868", "label": "pushing a perfume bottle from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7d90397e8c259e625c7a31b83b8619aa1de857d1973961591a12fa91ed9970b8"} +{"episode": 55695, "episode_seed": 3712028427, "split": "train", "timestamp": "2025-10-13T03:27:36.660539", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3712028427, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a cup out of the sink'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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059T1aK8V7l3Z9qRqSzE9M8f4n8K8i1HW3m1S6uoAPLdiUH91O36YrpPEuu2Nho8ulWdx9ou5F/0mUN91T1A+vT6E+tebeb50rSHIYjHFcOIkpuy6HbhIuKcmW7nXroSsr3GxmHyOBkE+hrlr7X766V0a4bYeoq3qQIBx1Arnbhh50u3puOKqjTW5pOb1IHbJ61PZ52yfhVXvV2wG4SfhXo1fgZx0/jNfRLP7drFlaY/19xHF/wB9MB/Wvs5FVECqAFUYAHYV8k+A4w3jbRA2Mfbov/QhX1xWFHqXW6BXO+K/D9tremywzRhgykHiuipsihlINaSjzKxg9NT56t/D8+jGfTljbyY5BN5p6Edh+la8viCKFFi3EByocgdF75r0DVrRLe48x4llt5MLPEw4dM/zHUGvOL+0t7PV5tMiO8mV03ZzvwMg+xrx69BxbbPUw9ZTSiuh5Jrl0brxPqE5OfMnfB9s4H8qrR/eJz3pdZQxeILxcHidj+ZzTR1GO4r3qNlTVuyPNqfGy0nOPpUvfntUUR5FTgb2ArUzNS9gTT9CT7APnu53lQyj955OcLk9+Mn8qpQfIoVeg4FXNSaY63cW9xci4ltRs81YwgcEensePwqG2jBcCvOa0OqLu7mxoltJcX6EKT5al/xA4/XFd1pZ8i2CtkEDnPWsbwnZ5M0v0Ufzrcm2iWTacgmoktCk9Tlo7WC78S6sGALNcGRjjqDGm38Otei+F7sf2ZGp58n5Rk54Bx/hXnGq2ckd0bqHALY3HGScZx/OtjwzerZ294xZg5IwpPBPQ4qppOBEbqR6mbpWtQSQrHkMDgisK8vysn2kf66Js8fxD0qlLqjyygRnCY6VBPIRbvnneMc1xK97nXZKJzXiS8tXu2a3DBJ/3u0jG09GH5iuauZVZCuMgjFaOuBgEIxtVyPfnn+lYjuCK2sSjkPEhZfJj9WbP6Vz3euk8Vj99bsD2b+lc3XZT+E5Ki95ksMfmSKuOprbMSx4dRgk1n6bHuuM/wB0ZrRdvMfgcDgUSZUUZ9+xLxt2Wm2kpW5RlyvrzVm6jEm7jANVzD9nWKQnk5zx0o05bC+1c6lLwRWavuzngVQuZi/O7IxVKOU7AM8dRT2bCVyKnZ3Otz0My5ZvnXJ2nnHvVXNXLhNx+pqjXZHY5Zbimr6pk1n1sRxFiMCpqOw4dTS0m3824hTGdzgV2N8oBjjGMAk1keGLQNfhm6RoT07ngVt3lrKly0hUmM/dYcgVyyd2apGXfW/2gAMMjFZ5tWtIP3WcY9fSujSAyqQMZAyKqXAxb7NgzjqaSY2jItrlJjnuRg81dWNUUkVhlDZX4B4jY1to6+Xgd6UodQU+hSuotyk+tc5qUAhdWHR41b+h/lXXTKDHXPanCTDE5wUBZB/P+taU3Zky1RhCtDTesn4VSePYcjpV7Sl3PJ+FdlSSdN2MIK09TpvDk/2DW7G97QTxyH8GBr68jkWWNZEOVYAgjuDXyVp8AAGR1r3HTPFVxpmnLbMqskKhVYnkAVxwq8j1Nasea1j0akYgYyQM9K5LTPG9pdQ7pmCkcmsLxL42hOraakMrJbxSCR2X+M4I2/qK76EfbP3TjqS5NztdUhEkRBHUV5B4uFvp/iVrqUbCqhyRxvyBz9ev5V6lLrdtdas2nROrOsPmOB1UnBH6GvGPjJb3l3430i0so5HZLT5tvQZcn+S1yVYKorGuGqcsjzXxBMbrWpbpgFMx3kDt2qtHzWrqumyzlGQASoNrKeMistEeNzG6lWXsa6sNNOCXVFVotSbLUXb9atRrls+tVohj3q1H90c963MSe1aWeJp5yGmmbczgY3d/61ftLcmTPNVbZf3ZIyQGOPpWzaAbScdq89vU6krI7TQ7V4tA3R/6xwXHr1x/IVMi4++pyO3vWjp8Jhs4Y0wCkYBz645qpcl3vJBjLZxgc1LFEzbpAVII61gXMhsbuNgP3THB/wAa6i5hI4bggZrG1K08+2ZcZI5prUDUsrkMASc1clmLjGeMdKwtDmU2q7m3SIuHU9jWir5Bwc1nKFjTnuYuuRj7NcDIONrj88f1rk2bHeu0v7Y3SzRAEkwuePYZ/pXC6PZDWfE8mmT6jNaoySGLy49xZ1QsF9AODyfT3pwjzA5cpz3iZtzW/wDwL+lYKrk1bvZ5LgRNI5bjIz2zioIxXRFWVjJ6u5qaSmN747gVbmhWMhlOQxPHpTdLjItgSvUk1amg8wAqQAo6VL3Gii65FQXZDoqKOgq/PsUBEA9zVORBnNNAVLWTkI3UVcJ3cjpWdKDDNvFWopQ6DFKS6ji+gycYGfTms+QYkYe5rTnGU/Cqd9H5dy3oQD+lVBin3Kua6e2jHFP1zw/o9p4attW0u/vJg119lzcwCNbkhNzvEM52qcKdw/iHuBJbjBFRW6BS1udT4ZiY+ewRsEhQw9uf61u34dLNhGCecMfQVnaEjw6Yr4wGJbn17VpPchIiTyO+K5XubGeEeNQSuNw71WuYWK5YYB6e9XJLlZbnf1THeoLiUzPkjgdBQJnParbiS2L7fnHpVPTGnMIeUHaT8pPet2WMOWU9GqW1hiuLM2bAB4s7D/StL+6T1KB+ZKzr9VbSGXHzJNuP4j/61aqWsmHycBTjmqFzbv8AYLsngYHHuDRHcGco/PFaWixfNMfTb/WrHhPTNN1nxPFpeqXFxbxTtsSWKWOMRnuWL8Yxngck4HertnpsunavqdnJDcRCCcxqtwoEgAJHzYyM9M4JHpWs7qJCabOk0K18+/tI2HymQE/Qc/0r0C6iVrd4GbG5eornvBth5l485/5Yx5H1PFbU7HzWyDkds9a5GU3qUXjitbT7OZA0jtn5RiqVlaQDVbf7QAyxyZXc2AG9c/Wp3kkM5aXCE8Ahcgc02WLhn42seh61cZThrFjajLSR6XoenNZSXV3cIUmmIeWSUbc7RwP90Yye1ec6zrK6lr02pwFtqybIye6DgH8ev40Xmq6lJp62DX1wbTGPKL8Y7D1x7dKyoANzw9nH603O6sZwpqIuvWkVyFu4EAJHzY9a47UdNM+JYiFkXg57iuyhnEaNBL908c1hWTxzasYjzHuP406blF3XQ0dmrM5pUcNhlw3cVYi+Xr061u+MbBbfTEvIMowcKxUdQazNd8Nap4d0HSb+8knWe+MnmwmMgQABCgY4+8ytnHbp1Br0adXmjc5ZRsyxYgG3HvW1YorNGCMjeBj8aKK4+p09D0wARHYgAANOKrlWCgNn7wHPSiilLclbGRcEtPJnn5qz5gOfpRRTQjmRI1vrpWM4DxEkfSuitWJiBPcUUU6mxUCSMf6eB/0zcf8AjteSS6ncaN4kkv7TZ58Ltt3rkfMpU8fRjRRU0wqHOTgDaOwGKYvWiitiDoLb5bWMDptFTA5z9KKKl7lFaZQpUAY4qB6KKYFC7GY6dEgjVQvcZoopvYS3JX5Sql8eYWPJKDOe9FFKO457Gr4g8WyeIra3hm0jTLU26rHFJapIpSNc4QAuVA5JOBknn1rQhHzUUUq3QVHqd5aDy9HgVf4kBJpgJMTKenPFFFcxsVZFCrFjuuTTG6GiikJlOUkEEVHIxjuEZDg8UUVaEWr5zG8LrjMg+Ydqw9Uld1bJwCrZA6GiilAGW/CuojTtMkLWFjeLNMWZbuHfgr0IOQR16Zwe4NaEtzNqF7NeXLmSedjJI2MZJNFFaz+ExXxHb+Dztt70jr8op8pLXDkk9aKK5epqZuo3EizCJThQM8d6qKzetFFWwQrOzkFjk4qrISkyMvXNFFSig1dQEZhwTz+lYOkj/ibQKOMvg4ooraOxm9zU8WSM+k+QT8jSRHjtXG6nr+qX1lFpV1ezz21rNJJGJZWYktgcknnG3j0yfWiiuijsYyP/2Q==", 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", "info": {"video_id": "2430", "label": "taking a cup out of the sink", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "2430", "label": "taking a cup out of the sink", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "2430", "label": "taking a cup out of the sink", "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": "22f9694da88e18ed1b64c3accea85251037aee8cff8b289461b1e4313e71f920"} +{"episode": 55696, "episode_seed": 2565998112, "split": "train", "timestamp": "2025-10-13T03:27:38.569303", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2565998112, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 case in front of toy'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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B0zXJXni0SgrYqNn981zE2tS3d08U8rEgcYPFU5XEoHpEfiq2+zTxK/POK5C/uftMisWJz3rBjnKlgOlSxXXzx57OKi3usezJJ4AwLJj3q94eiKyXRxz8v9akmgAOY/yq3ooCvcAjBO3+tczehuaqISMKCfaqE2RMfTPSteMLjeeg/Ws68GSTgAnpikmBCRvXj7wqCSMOOevpWdPJqV5eix05f3hBYkNgADuTW5Z6FfrbxR3k6PO2SSo+6PTPerSbKlZLVmPdyxiwa2dA6k/MGXINM0eQJ5wbb2+X+7/hXQSeGbe6VlkuXJ6HyyARU9t4asYhsAkbIAOXzn61HsZXuaOvDl5UZYCSEgDNVLm1xnA4rpngsbG7S1VY1mI4ReTj3qK4hilidABhlypq/ZMy9qcNcQYJxx/I1lXNqkmdyDPI6V0lxA7ZaM9az5oA2QRg1Kdgepny26yDJOKoPGIz97Ip8t0QMA1Slmyeta8pnzMlaQCoWmNM5aoZHVOp5qkhD2c9ai+0AMAvJqpLcluBTYOZRmtFHTUDsbBmkgVj0PU1q2gMU6svKngisOxLJCPmIz+tbEMmFV+3cVztGiOiCb1KtVB8xNsb14J71pR4ntUlQ9VGR61TuFDZVvpms7jKoGXK8qafGCXKtgH1IpgVkcrIDx0PrUwAZdp+8Pun+lDEJtJ+U/Me5pk1yYPJTPTP86C7t8pOCKzNZu1tfs/nKw4IDjv7EU0hMtw3v7yT3YH9K6fQrnMy/WvOYtXtkYkmQ59Frp/DniG1+1KqowwCWZ8BVHufrVOLsSerjU/KjHOOKqS+JdrEGcg4I4PauA1zxzbWzvALeXzB3BGCPUc9K4+bxQZXJ2SjJz1pxhJk2PUfE9+dTsrctIXKtgEnpxXFu7Btjg7v51PpOrnUdI8kptKvkMTkn2pLhRyHX8azkrSszWOiM+ULvwTg/lU9xds0m0HimSKUO1xlT0ao0TzZ8c4oiaR6ne2F0VsIhnFOTWk067E0ql0HVRzn8Kx1nEcCBWyKz9RnJAOa6lLQ5GtTZ8Q/EC6njZdNs0t1AxvZcfpXmF1qN9fXhe9meTnnPSujncSIQe4rEktQHzuyvpSlJ2saQUVqx8EjLHheF9KBGolMnIY9aaZEjXANVpLrPeiKsrCctS/5wVWOapi6JmC56sKqG5JDjPUVHDvluURRl2IAFUSj0ZWLKqMvzYHBqxYbi0pUHcu3IPcc1XQGS1hBGJAoqxppbMocbSuB/OuR7Gxrq25dvQnrms++McQwMk4zk/0qe5vLeCHLMDKOig5zXN6lqUt05JbtxjoBSihxVzo/CcAeTULoY4EcYz+JP9K3dXZ4LS4a3cGaOJmRh67T/XFcp4VumTSZ3JwZJ/5KK2opvttxLa7uXgcD26D+tdcLcpjU1mzI0qHWSGa5mjUP13fM34YrdlLFGWOZ4y3V161TNhdm2WJmZMdW+7n86YJrexj2z38CnP8AHJk0ru9raBZWvcLPSobbURdGaSSU5yZGyTxUBugkoTPKSNGfzP8A9amSa7pUfDX6sf8AYBrm5dWS41C7liyI2m3Ln04psRpO+2VwOhcge1V5owxJxSwyLMJ0PZgR+I/+tULZQlXzz0YVyyXvM2T0OFklzUBfkE9KrmcAZzUElwW6V2RhczehqpdALtGBWfc7ixYsDSW5DHnrUk6DbxRblYFMdau2ELS3CgA49aSx06a8kARTt9cV6Jo/h+G1s1kdRk9ac5cqBGRFayR24ypBHQ1LEzqgB4PXFdV9ni8sptHHSuZvozDcOg4IPFct7s02NzSbn9zsHY8irk6rKucgn1/oa53TZ2VzjkkVLpDy6x4nl099Uns0ZZDGsabssqFgvoBwTk+nvSUG3oJysi+2QwVqRQckE/SsfQ72e9WVp5nkICldx6ZzW4g3D3pNWdhXuK6F08wfeXg+9YnieDzNK88D7jhj7Z4rpoU4yeB0NZWtQeZp91EOjIcD6cirhoxNnne4Vp6PNtnlG3cCmCMZ7isQyr6inw3clu5eGUo2MZWulq6sI0NZkb+033H+FcD04qirc1FPdPcSmSWQu54JPWmLKAetOKsrAd14fJXTQwyDvODW8kizJtbr71g+HSH0tF9Sc/nRqkt1YWZKOQdw2uDzXHNXmzToa0qbQQeVxioYnRBuJGai1eOKHw/DqVhrGoTq1ybbdcxLGs5CbmeIddqnCnd6j3A5v+2GHU0/ZtDhK9zrpLxsDGdo9Kq3d1vhyDWfZaqjrh+lQ6lqNuo2xjk09UJwTHy3oCDms+a854NZ8lwS3Xg00MPvM2BWqM2rFxmd1LdqrMccscCtGO6RrMRW8KszDBZqx7u1uIiRNwfSqjqxCSXaLwpzV/wvuuvEVqG6Kd35VhiNjnjiug8IsItWaVlztjIx9auStFgtz0y5jDfMvB68d/eud16/ktPJCOVL53YPXGP8an0q5j1HxY2m3mp3VtayybY5I5Y41j7ksZOMYzwOScCuW8SS3Nvq81rcvcH7PLJGq3AAdcHHzAcZ6ZxxXKqb3NFJN2LiajkYzjPJNSiUOQN2c1y6zgDduOfSpEv2Rsg0+Q0ujuLG8+yQrBu+XO4fWpbnUZorxXgmaNzG4DKeR0rk7O/Wc7C2D2PvVi4unjnjMh+7nn14qk7aGU463DWLzUp8f6dcPnP3pD1qvZxTkFyM4XBJGf1qeKVJ3weQa3oNOeSzbyzhCOR2NNsm6SOaZZheB84Xbgip8+WrtnrSXwaCcrnP0qrLKywjPGc073E2dJo0vnzzrkf6tT+tXpFViY5M+x9K4+wvZoba5ljkKOAi5HXGa6PX9I1rQ9E0q/vLq5We8MnmRFMCAAIUDHH3iGzjt9c1lKDbbRSlZWPMckikoor0ETLcsW33hW1YWsVzcbZQSoGcUUVhU+IFsdrp9lbwoNkYHGa240UQnj+HNFFZVdhxK6MSOfpWBrY/0gHvjFFFYR+I0ZQtZGWdcH0qvLqM+keJ5L+1CCaJ227lyPmUqePoTRRW0dyJbFrw2NouFHbYP5100X38e9FFYy+JgtjXtkUluOB2qhqcaiQoBwcg/lRRVIlnmMkSLK4A4DYFM4B6CiitRoikA8zGBzTUjVjkiiimM63w/wD6h07DGKta4d2kvuAO2RKKKwfxFPYz9Z8SvrkEEUuladbGBFjie2R1KRqDhAC5UDnJwOTzXGmRs9aKK6luTAnilcdGNJJIzHJOaKKk0Qm9vLzmq/mM5OTmiirp7kT3Oz8M20NwIfNQHFO8YWsSeIHjUEJsU4H0oopR+Mz6lW3sbdbYnZk471BoH7u8faBy2DRRVVPgY47mgdZOj6rfw/2fYXsMsoYx3kPmAMnQgggjqcjOD3BrD16+uNSvmvbqQyXFw7SyPjGWPt2+lFFZR2QL4jJVjnrQxOetFFaGjH20rpICpwc1o3M8kipubOKKKznuOOxb0wkzIPevSbOFT4fnPIOw8iiisp7mLObtNPgnuh5m5vqaZ4p063tbRTEpBB9aKKa3RJycRKWsrKcHcv8AOtS88Q6pf6db6bdXk01vbu8qCSRmJL4zkk8428emT60UVb6lH//Z", 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", "info": {"video_id": "61367", "label": "putting case in front of toy", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "61367", "label": "putting case in front of toy", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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XdjkZ4eMEAj3FSaPCsJn2LgNtHH41dmhdSd4yp6e1JZxiNpCO+Km+lgaLRQ4yRkUsT7Tz0p5kVBtHGeScVG2C2Rwe3HWkI6PQnjiinkZc72VRntjk/wBKuXl1ZXLH7RNDEEkDBHPDe361h2cvlWsQz1dj/KoHdZ2m3jJDjH5Va2Ie51VrrukwSqv261QdAqnrXVQeINMWJf8ASl6ehryDSNAjfVwxiD5Y4DJkLk53Zr1ma0mltYEtpPKZHViRxlR2/wDrVmp3k0i3BaXe5NHPHK8hiYtEyKVJHXrXBfEi0D6laz45aEqfwP8A9evRHgczMwU5KZ/DmuT8fWh8myZwVJDbSfwqjOPxHjV9pMEzZZNrf3hXPajppt3Lqp2Hv6V6BPbEZ3fMOxrMubMOp43A9Qa1hVcWaOIyW3WQZJxVB4xGfvZFPluiBgGqUs2T1p8pHMyVpAKhaY0zlqhkdU6nmqSEPZz1qL7QAwC8mqktyW4FNg5lGa0UdNQOxsGaSBWPQ9TWraAxTqy8qeCKw7EskI+YjP61sQyYVX7dxXO0aI6IJvUq1UHzE2xvXgnvWlHie1SVD1UZHrVO4UNlW+mazuMqNMYFcAEE+tXvDlyxvmYn0rKug6fI4PsfWr+iqsRZyxBIGBVx3HL4DrJrw+W3zetOXxxBp1i0QsTPP2YqDj8awZLkkMM1iPN87A10cxypFbxN4r1q/ZkMghiP8Edc/aSEkM2TJ6nrWpfQiY5B2tVNI1iOWIzWcm5aG0eWKJZT5yFXyRQhEaBc8CoJbkLwKqSXR7GtCL9C9dXO0cHpWt4dnZxcN1XjOO1crNMXPtiuk8ICRWmkKkxsMZ+lTP4Qjub8jfLv2nB7ituLdGSDkr2NYcwaM70GYz6dq3EkSM5dgF6HJrlkakkwVlLuTj0Fc5qJWUGJRgt8ox6k4q7f6ssavFauNp43dyPaufhneXVrROzzJ+W4VUUVHuz1YQpAjxhlAiUKoHoOP6VyOunVZdVhgsWAt1jDYJ4Bye30FaU2oH94d3c0jW01wbS8iyVaAAgD8f611uxyrzFtFuEi/wBKkRn4wIwQBioL+x/tDia6m8vORGGwo/Cka0kil86e5Cc9HkAFRzarp8Rw+owcdQpzURbe6sW0lsySRY9PsbREOUVimc+uf8KzbubzLeMA/MshA/z+VU9b16wksRFbTGWQyoc44AGc1QW9zExz91lb+VKWqEtGXWYSJUCxgOQPlJqW5TLlo/qR61DGVYkjOP5VzI2JYwS5VsA+pFO2k/KfmPc0oAZdp+8Pun+lRl3b5ScEUxXCa5MHkpnpn+dV4b395J7sD+lVNZu1tfs/nKw4IDjv7EVlxavbIxJMhz6LVqLZJ6NoVzmZfrXcDU/KjHOOK8o8OeIbX7UqqjDAJZnwFUe5+tXdc8c21s7wC3l8wdwRgj1HPSjld7CZ38viXaxBnIOCOD2rB8T351Oyty0hcq2ASenFeXTeKDK5OyUZOetdJpOrnUdI8kptKvkMTkn2olBpXHFakDuwbY4O7+dVZQu7BOD+VaFwo5Dr+NU5FKHa4yp6NWVzRnFyS5qAvyCelVzOAM5qCS4LdK7owuZPQ1UugF2jArPudxYsWBpLchjz1qSdBt4otysCmOtXbCFpbhQAcetJY6dNeSAIp2+uK9E0fw/Da2ayOoyetOcuVAjIitZI7cZUgjoaliZ1QA8Hriuq+zxeWU2jjpXM30ZhuHQcEHiuW92abG5pNz+52DseRVydVlXOQT6/0Nc7ps7K5xySKl0h5dY8Ty6e+qT2aMshjWNN2WVCwX0A4JyfT3pKDb0E5WRZuhho1Y4xnrSpcrGMIea5I6zcsqPLM8mRkbu1SW+sZk+Y0+VotO8TpftvJDZBrNnudkzEng05tRtmhLPjOK5+7vllY7OMVSbuQ6ZemvQc81SNw0hwKo+YXPWrVlNBFcDzRvI6LWpFhJd+cHrVd5kT7zc1dvlubzM0caoi8Hb2rDmjZXweTVRVxEkl2WOFr0zwfCF8Nx7hkyEsa8sKFeor0Fb17PwxClvI0UyBAGXjOetKsvdSQ46HRyL5e4Zyp/WuNOrySyEyuXx0ya3NY2xaDFqNhrOoTBrk22biJY1uCE3M8QHO1ThTu9R7gcCJwdozj1rH2bNINM6dbwS8lqsWr7Zo51PzJytcn9q2DAJqxDqZXAJ4+tHK0XdHfLqIlhc7uetZU2p37WUMcd7OkYjwER8Cs2K4YwmWJsgj5hVZLweUqE8jP86tMwcbFPdey3DNNK8oPA3MTzmr0scy25TG1tuOmK0NPt1nkBUDce9WNVsZYVZ5HycdzzSvrqDa6GJAjmFEkbkVY+0bBIAf4aqJIxkHBqnNcNuPuMYq9yW7nfsD5KSA5BUH9KiUJvJXI3dQapaDLDqPiRNLv9SubW3lKokkUsSLHwMljJxjGeByTgUWqzwatqVnObjNtMY1W4wHXBIw2OM4x049K5nBpXNOboaCg5IJ+lSuhdPMH3l4PvSINw96uQpxk8DoaEFzmfE8HmaV54H3HDH2zxXGbhXomtQeZp91EOjIcD6civMzKvqK6aexJt6PNtnlG3cCmCMZ7iq+syN/ab7j/CuB6cVnw3clu5eGUo2MZWmT3T3EpklkLueCT1q+X3rjJVbmuy8PkrpoYZB3nBrhVlAPWu68OkPpaL6k5/Oor/COO5vJIsybW6+9V5U2gg8r0rJ1SW5sbMlHK/MNrg8ireu6TrWhaFpV9e3VyJr0yeZEyYEAAUoGOPvENnHb6g1zRptq45SszzHJIpKKK9NGctyxbfeFbVhaxXNxtlBKgZxRRWFT4gWx2un2VvCg2RgcZrbjRRCeP4c0UVlV2HEroxI5+lYGtj/SAe+MUUVhH4jRlC1kZZ1wfSq8uoz6R4nkv7UIJonbbuXI+ZSp4+hNFFbR3IlsYF6SixhewIqokjZ60UVotio7FkzSbMbjjFQq5D9aKKRaGTSuOAataV818oIzkd6KK0XwmMj0H7Dbp4UvnWPDhAc9+tcdZ2cMsoLgn8aKKVLYlC6tbxRtCFXGTzWtdHd4e3EDKyIBRRU1uhSHaz4lfXLeCOXS9OtmgjVIntkdSiKDhAC5AHOTgcnmuKYkHrRRTQQF3HbTCxyOaKKaKZqWV1MsbKG4xTY2Jl5PeiisupUvhO18MKHmj3etafii3Rr9VJbbsHANFFZfaMGR2ejWbWhcod31rhdRiWLUHRegaiitIbsC9Z62+lz3UTWFhfRSMrFL2DeAyDggggjqcjOD3BrV0i/udTvb+9u5PMuLhxJI+MZY5/L6UUVM/gLW5vxffx71r2yKS3HA7UUVmgZQ1ONRIUA4OQfyrzGSJFlcAcBsCiitYiQzgHoKikA8zGBzRRVooakasckV1vh//UOnYYxRRUVNhota4d2kvnnbImDWNd6/qeoabBpt3eTTW9vI8iCSRmJLYzkk8428emT60UUqexM9z//Z", 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", 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", "info": {"video_id": "61367", "label": "putting case in front of toy", "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": "33fef71ebed96d8c4f1326c6f27c412ab2f75f9725a53ff3f75bc65a11c8837a"} +{"episode": 55697, "episode_seed": 2541337322, "split": "train", "timestamp": "2025-10-13T03:27:41.396217", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2541337322, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shaving cream tube out of 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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tFGPur0rk/DlmFd7jGAMRx/QV3GnxZZSa8qMnOWp7E7U4aGtGu2MD2qnqQ3Qqh6FuavVTvl3bPrXozVopHm0n76ZzenXSabqd5bNwCd4+hrxzWLiO78T3IdiI3uHJI7DOM12/xI1CfSNYgkt+DLAdx+hrk/A+nvrc9/50WfOXYrMvIO4Hj6jP5V0YGcY1057R1/yPTxXuYVzgrykrHoXhPXrzTIU0yW2e6t15hlQ9F9Kl1jRrnxZqRnkjeJI1CojHOFHPPuT/AErptE0CDTLdF252jC7ucCraXUFvLMXZVCjNbYzE06tXmpxtffzPLp00o23Z4Tqds9hcyW1ysoXecEAcgEAnj+R9vSuK8QwoohPmFslioweORXpHimdLnWri5jY+S8h4wOWA6fT1NedeJIZFaBXYc52gc4HFcqdyWrOxlKoRVHG7vmuw0HTTJ9nhI4++9claQeZPEpPBOW44969P0KIRW5nYYZxwPQVy4mXQ7MJHVs39PhHnhQMgDFdfZoFhx7VzujKrSF2FdNAwAOKxp7HfLYwvEn/Hrn0INeEaraTWN/cIQdm8lSB1B5r37WYftERT1rl7vQUnUb0UkdMirU7FRS3ZxPgS31CC/g1Kxd4Z43ySw4ZfT3B6V6hrOsXt9Zst3MVDcNFHwhH9aqaXBHaKFCgbeBXO+NtfS1g2RnLngAHvXfiMdPEWSVklZf8ADnCsNCndvVsq+MdG063treaw+W4cjzApChveuAuAsx3HerHnkdRj9K1mub7UI993Lkk7I4o/mOR0z7fT3rLuI2bcu7BUksT655x7Ulc4JtN6HQWqHjCr97qM4Hr3rZimG3yt5L7Qg2AjA71DYae7MDGCDkE8DFdTYaKJWjJj59RUOaQ1Btkdjo6zLGQrtkYG48jB9unPrXa6ZoKRR/dA46CrWjaOkIB210aQIgxisHJzZ03jSVup5R4u8I3WqzRLYoplBbaHYKDgdM/hXi+rRXY1M6dLHJDOr7HRxgqe+R7da+rp4Qhjn25MZ3Y/nXHeOfAln4rhjvrF1ttVtxmCcDhsdFf1Hv2p0LqupPZfeXXxsqdD2a+F9TwHSoprLXktJQR5jeSwHfPQ/ng17L8Np7bR9K1LW74LGHbyImf5QQOSAe5J4wMnjpXF6fBDpmvwxeILO2tri2ichr0MY0K4IIVf9Z32jODn2xWxPr/2zUIXi+1GEwlhqEyDeFHQRJ92JSeBgfnXu4ivelKlfR2v8v6X3HlUo80lJamkskd3JO9gdlvKQY2fAK5Ofz5x9KrT27PCbVZV3RMVLPJwee3Yf1q3b2sUWiWwaARlU34ByG+vPUDFQ3EcLvKRAAgwE2R5znAY/wCHvXkpJKyOqpJyk2zh/ESfNaBi54IIIwODgc9+MVVt8KrEAFQCFLEcVq+KpJHms0yyqm5Yw3BXBHBrLhAl/dsgIOcHpkY9K1ic89zQtlhvJ2QSPjG1egBAHqfYU90ALgR7SRkZyMjGPwqvb2oiick7NoLDzOPmz2Hc4qy2CoLrsJBxtbPGMgHP+earoSihcyxGMQwjcjZDEqQUOOfypNe8D6jbeGodUs2F5A8QeURA7o/XjuPenQggSk4JdTxgYJPY/rXb+DPEkEFiuhXLBZIGIhdukqHnGfUcj3rlqU5ylFp2t+JpPF1sPSbpK/f0PG49Gle0jnj+Zigd0xyB6j1Feq+A7O90OOLUtURbKJ7cQwNMpM0w3Z/dxD5m4xzwOOtXNf8ACtlJLJfaTL9lvV/eCNR8jMOeB/CT7cH0rGvdcvNVu7pLdJNIg8nzJbm4YyXc5JICs5+7nHQdBXsTqRqwt9552HxEa0rrddH/AFr8ja1nVZNa1lbRo1hiiAkTznDSdDkNt4UnAO3nHrWdMkghmSeQokbh9ix8nkDGfcZrP8O2AgRptjSxIpVi3LNkElj69P5VqvErxNKUZ9iKZFz8vX5a4bL7Ksjvm3s3sZsw8jaZmExReI3YEZIzwPUcfrVnw1aeZePOA3AEce7nBP8AhUc/liEYiRiDuLdCcDgf1rpfB9psjSRgMJ+rHqf6VyYt2jbudGCjeVztrO2W3hhhUYCgV09km2MVz1n+9nHtXTW/3BXDQj7x24qWiRYqrdAttxVqmMoJ5rvqbHDF2dzjfEmgDWZoy652jbWr4f8AD1vpMQKRgNj0rcKKTkilJCjJ4FY2d7s6JYmUoKCG3EqwwM7HGBXkHiDxBc3Wr3NtZH7q7S2fu9Oa6bxn4ut7LZaI4eaQ4VN3H41wum2yPpZuZtxmmkaVnzw4B6dePp6CtV77uTZ04ebI3tJobVrJ5C06Md25vlyevHr/ADFcZ4oQRrbKxJZS64HQAEHr36mu5mjt2LARqFWMNkAtufGPy7/XFcb40lP+hQJu8tDJsDLgj7v/ANY/jWmxz7szNAtvtN/t2/IOufSvRoc/Ki9BxXH+HofJRQPvt1Nd9p1qZHUY/GuGpO8rHp0I8sTc0qJtgAFdBGmxMVUs4BDCM9avKQqYPWojodDZRuUDN1qrIqL97FTXcuwnmuX13X7fT4nlmlCgDJqty1JJamZ4q8QLo8e2PmWQ4UeprmdX05G0aG7vZG+1Sv5kZIO1wOGAPfBIptzq+nXgh1uaGORySYZr8AwREHGUizmVuOrYUehrKivTruqQXs0klyWdgWmfMkgA79Aqjso4rtjh0ops8uriXKbUdiy6SHFw7gLHtJUMAST7+pqlPCfMEm4FWO3avLY78VpTJEjSnYHZl3KGHOcj37Yqs/7hhJErq4AO4Jgbj1/DPStTkZ6ro+mB08wrzxXY6XpgUDK1W0W0xapxXTW8YQdK8yMnI76jUFoSRRiJcCmtMMAjoTioNSu1tLOSQnkCoUlElnEwPXmtU+iMIwcveZZmUEAe1ee+NL/UdDnjubF22s210xkN+Fd7czeUiOelef8Aj+9jeWxgfG2WXvxyBWhrBe6+ZXRx+q+Io9aghF7psLzw7tkuTuXcMECp7KyluliluAqxApHDCOOAMDPsAK0rfSZf7KeSOJ5Q24KWUHBApdGgmknkF3mIIhG7aThj2A75HHtkVpeekW9CHGlCDdKNi1dkWrFI33bV2hM52gnn2IxUVwjpcSSRSbkjIZHyAwHY881Ymj4UTF1hcsB5fJx0yM9PrXGJc3ep+NLnTZdWurNB5nkrH+8+ZUJCjPQHBOT9O9ao5TO8UyoWttw3rtfa3fJxms1DtlQlskYYHue3Wqn9o3Go7Fu7hpkUFgr9s4J28d6ljVWkVYjtHZmHT1/z3q4mUjUUlIhKcrubghs4z3x37VMBK9ttETMuMcd8Zwfc9ai2iA7VDNIw4G3AXkdu2ev41bhWSMQBxIASAWCZ5z/9eqJM9nVXZ8ruxuyOB06/XOMCmX1sWRHGd68uR2B9PpVmeye3eRUYuoygcY556fUVo2USXEMkX7vKIWYscccZx/hUtX0NIytqZdjqOswyLAl0W5wAxB/nVieC6e9P9qOxwQSu7rSRSJpWpCC/BUK4KyEblI+vY1sa4kOq+IEh0qVbldoBmQYjXPqT/nNRyNp6mvPFa2t5k9pmG2YrhPM5DcDb2G0/gaERkMkv8EiFAztt3Hrjj8D6ZrRaP7Nbw24EjQwthEIwM5zk+5OM1zPiGee00iSeLfDL5i/Mv1PAPatkrHI3dli5b7RsaQoxwGRs8Eeh/lXYaXiCBI0xgCvMtYhit9Cg1Ow1m/mD3P2Y/aYljW4ITczxd9qkgHd6j3A9T0u2Z1QY9K4MbJtxPRwMbc3yOn0pSQDiumgGErI0+ERRjPFasTjHtXPT01Na7voWM0lMMgAqN7gKM1u6iOZRbJyRXM+Ldej0vTXYOA54FWdQ1qOAFS4B+tcFrijXlmkl+aCJgvXvjOKSbqOyOiFNU/emcWqzazevdOCVHBmb37D65rqnj+wIiIw2xoSkRxkE9PqOf88VnaGPPuUgULEiruDMflXHQn2zWrKgA+dsRK2wvgP2/wDr/wCcVtBO2plXl71iGWJt6+SRJGsasNvGOBnv+GPauJ8VI93eWeX3sTIzH3JFaUN2bzxo+kXur3tra+Z5cTpLEixYwctvGMYzwO5xVSwtbq71+9tLqS4b7HMyBLgKHTkjkLxnAGccU6ztBmdJXmjR8P6SflZhXd2qpaooCjOOtUbO3S1jAAGcVOjNJJg1wPa56UWan2piBUxuCsZLHFV44iQDWR4i1WPTLZtzDfjOM1Cd3Y15rFPxH4gisbeR2fkDpmvJm1kaxqbTXs7Lbg4EYXIYe9VdU1a68T6k0MEhFvGcu56H2q1ZWcd1MgCIMsFKkY9u1dtOk46s4q9WNVOD2K0tnp0F7utd86AMIo3Xhdx4A9Mc/nW7pNiYvMlciN41GMdEHp7j1qPVLKHTL7bDGFPIPPTFakEH+hQPuBkkP+rz8wyev4j8q6OaUnqcrjGEUokKnerr5gDJHuRuu4k88/rVa4LwxqjNtVjuGDkE446fWm6xNJa2Ek0U0scwkCEpgYBJzz3qDX9F1nw/oWlX95c3KzXpkMsJT/j3ICFAWx94hs4/qDi1oZ7n0fpYAtkx6VtpwtFFeVTOyvucl4suZVt5lDcDb/OrenOx0qAk84H86KKuGxpHoWdcYrpyEd5FH61yOqWFvq1wlveL5kfX3z9aKK6PtEv+GdjounQW9lHbLvMS/MFY55rP1y0ihlTyQY+WPy9z1z+lFFaw2OerucdcgopkV2DKpI59zxXmmoajNpvjG7vIAnmxyEruGQNybT+jGiitGYmFaRgTLgkbBgfgK1IpmhZmTGdpByM55xk+9FFCInuX7n5ge2xFI/StDTrmdLNGWVgVXPXPf3+pooqzF7Cee27YAqq+AwVcZ2ng/WtPTpmnUBlRRkrhV7cmiih9C1sbkVvALKGRoUdt5HzDPYdvxrX1bTYNMtoZLUuheNcjIx93PTFFFXT2ZlIxmjVluV5wioFOegJGf51yfiuZm0MoVXEc+0HHLc9z3oopvZlLc5rXPE8muWsMEumafb+Rsjie3R1KIuQFALkAc54HXmvfNJjQRoQO1FFeZjN4/M9TCfa+RtmRgoANWo3bb1oorlN5LQcXbHWs3U7mWK3YqcECiih7BTWp5N4k1O7ZpR5pGe47Vkad4q1O20K8sleN0dwxd0y+enWiiu2hsZV9ztdEtI7XQbedCxluG3SM3OTgY+mMmmXU0gXfuPysSB26j/Giiuk43uef6hrB0/xDqET2FheRTSh2ju4d4DKOCDkEdeRnB7g1seCrqbUNV1a8unMk8zrI7kdSdx/Ciisa3wM0o/GjuO1S2oBkoorgkd0DXU7IHYdQMivCvHeoXN5cPFLKdkkm1tvHGelFFOh/ECt8AaXZQ6ZastsCA8QzuwevJ/lVLUZG0++S8tT5bswYqPukjnOKKK9JnnLc0rK7k8S+IvO1DafmDFIxsUkkdhW3dO6vwxB3nkcH/PJoorREy3Ob112XTGQE43Kw9jWPf69qeo6RbWF3eTTQW0jyoJJWYlmxnOTzjbx6ZPrRRSYI/9k=", 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", 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T6j9ap+RswGYmTjIBGPp9elXYIlJ8sna2OeMnNVYgnR8ySHpuGQQMjr3z7fyqvqFw0NuieZubG0YOQB3xVxooNsRD/JsJcDr2rI1diL+NW3cRjIPY1FTSJ14OCqVVFlJh2PVsBR7muyFk+l2cM9nOzI9ukuAAQwI5yD6HP5V53qV4UdQjYcMGBHbFdNZ+IrnUNJNutw6xjaJYOw54I7gZ7V6+SOcEknbma9H5P16GXECvVjGm7coxra7nu5L4RMkbSbUkC4UsOcCta3UTBUYEHqw/2j1+uf0r0Xw7o8N/8NI7eXaGuFeeNmGNjZJU/oPzriUIgQyxM3mc7dn8WRg4P5/nXn4mt7XF1JdLsen1eNlqjMv4ik7Rui4jUqDuBO0fdAI6nmuc1WM7EMow2SFGO3FdXcxs1pEoiXzEJBVBypJ7/h6elc1risxgBIzgjHcY4yfToKzexhHcoKoRVHG7vmuw0HTTJ9nhI4++9claQeZPEpPBOW44969P0KIRW5nYYZxwPQVw4mXQ9LCR1bN/T4R54UDIAxXX2aBYce1c7oyq0hdhXTQMADisaex3y2MLxJ/x659CDXhGq2k1jf3CEHZvJUgdQea9+1mH7REU9a5e70FJ1G9FJHTIq1OxUUt2cT4Et9Qgv4NSsXeGeN8ksOGX09weleoazrF7fWbLdzFQ3DRR8IR/WqmlwR2ihQoG3gVzvjbX0tYNkZy54AB7134jHTxFklZJWX/DnCsNCndvVsq+MdG063treaw+W4cjzApChveuAuAsx3HerHnkdRj9K1mub7UI993Lkk7I4o/mOR0z7fT3rLuI2bcu7BUksT655x7Ulc4JtN6HQWqHjCr97qM4Hr3rZimG3yt5L7Qg2AjA71DYae7MDGCDkE8DFdTYaKJWjJj59RUOaQ1Btkdjo6zLGQrtkYG48jB9unPrXa6ZoKRR/dA46CrWjaOkIB210aQIgxisHJzZ03jSVup5R4u8I3WqzRLYoplBbaHYKDgdM/hXi+rRXY1M6dLHJDOr7HRxgqe+R7da+rp4Qhjn25MZ3Y/nXHeOfAln4rhjvrF1ttVtxmCcDhsdFf1Hv2p0LqupPZfeXXxsqdD2a+F9TwHSoprLXktJQR5jeSwHfPQ/ng17L8Np7bR9K1LW74LGHbyImf5QQOSAe5J4wMnjpXF6fBDpmvwxeILO2tri2ichr0MY0K4IIVf9Z32jODn2xWxPr/2zUIXi+1GEwlhqEyDeFHQRJ92JSeBgfnXu4ivelKlfR2v8v6X3HlUo80lJamkskd3JO9gdlvKQY2fAK5Ofz5x9KrT27PCbVZV3RMVLPJwee3Yf1q3b2sUWiWwaARlU34ByG+vPUDFQ3EcLvKRAAgwE2R5znAY/4e9eSkkrI6qknKTbOW1CIs0KjzC7DYOMDAOMe/GOa9D8L2CxRqcfLCmwe57muTlSW41K1GG2w7ljVhgqc9D9P6CvQtORbazSJewrixWrsdeEVlzG/psYL5rfQYFZGmLtRT61sL0qsMjPFSvMG+6ayrqJpLaaMDh1K/nWqaZsGOlbTu2Y058upwWneCYBfmeSMHnuK7y3gS3hWNBhRShAvQVU1LUodPtmllkVAB1JqIPld2a1as67sYPjXW003TJCG+boPqa8zMl/fTRX9w7JDb7cKrAHJ757E81Nqesp4n1q1RAXtVmZmUN8z7R/Ienc0+eK3jMxKCQlNygkg5yMDH4dK1iurJqvlSgjJvIHEvnM4EbHZkcnBBzx1/8A1VxFuAHJG7eW4JIGfrXoUmy2YSw8SgA7ghxk5yPp0ArgIGYDcBuy2dp/WtonLI0FljjTYSEYhVATB+v64q8baMW6yIGkDDqTyADz06d+uaz1thKY5QjDnOVGc+n61eVPLcIojcFQz4fpnrz3J6VojMjkMKPvc7SR+74yCc9D6frTNK0FvE+otCk6WziJym5SdxHT+tMu1D+Wqnjqd2OucY9qtafqLaPq1pqiqZBbgI6YALKeGH4dqwrwlOLUXY2p1Z0vehv0OP1Pw5f2Ovy2GoxNAyoWD4ypH94HuM1d8PeHdXm1Zrays5LiRomB8sfLtI4Yt0UA4OTivZ7z+xvFel5m2yxHmORDh4z7HqprjrgyeEbe9t47eXVbWdRNAjOUgVlzu81R949MDp7V6GGqWoql1PKljfb1Gqy5W/u+/wDzOrn8Qf2T4c+z2rx3E9tCE3QNi2iKgceYf9Y3GNqjHvXMrHJ9nW6iMY8xy52rnYNx4PvxWJfxXd7fW0t7f/aLjywRBGu2KAnsF7YH610PlJbwJbyIUEcRDMOpHQY9eea55KCb5T0by5VcpTxuJ5mW4feBvYjCctjAHpgk/hXMeImjAt41RfkDZkT+PkcmuuniWGcxyxjcAC2/ndwP8/ia5HxQ372BVjVS5dvl+o4/DFTJaXJhrIg0C2+03+3b8g659K9Ghz8qL0HFcf4eh8lFA++3U132nWpkdRj8a8upO8rHtUI8sTc0qJtgAFdBGmxMVUs4BDCM9avKQqYPWojodDZRuUDN1qrIqL97FTXcuwnmuX13X7fT4nlmlCgDJqty1JJamZ4q8QLo8e2PmWQ4UeprmdX05G0aG7vZG+1Sv5kZIO1wOGAPfBIptzq+nXgh1uaGORySYZr8AwREHGUizmVuOrYUehrKivTruqQXs0klyWdgWmfMkgA79Aqjso4rtjh0ops8uriXKbUdiy6SHFw7gLHtJUMAST7+pqlPCfMEm4FWO3avLY78VpTJEjSnYHZl3KGHOcj37Yqs/wC4YSRK6uADuCYG49fwz0rU5Geq6PpgdPMK88V2Ol6YFAytVtFtMWqcV01vGEHSvMjJyO+o1BaEkUYiXAprTDAI6E4qDUrtbSzkkJ5AqFJRJZxMD15rVPojCMHL3mWZlBAHtXnvjS/1HQ547mxdtrNtdMZDfhXe3M3lIjnpXn/j+9jeWxgfG2WXvxyBWhrBe6+ZXRx+q+Io9aghF7psLzw7tkuTuXcMECp7KyluliluAqxApHDCOOAMDPsAK0rfSZf7KeSOJ5Q24KWUHBApdGgmknkF3mIIhG7aThj2A75HHtkVpeekW9CHGlCDdKNi1dkWrFI33bV2hM52gnn2IxUVwjpcSSRSbkjIZHyAwHY881Ymj4UTF1hcsB5fJx0yM9PrXGJc3ep+NLnTZdWurNB5nkrH+8+ZUJCjPQHBOT9O9ao5Tb08rJe78hgg+Vj1yetddYu0jqOtebeBr661J7n7RcSTbNhUN0XOc4r1XSLQghmFedXf7xo9GhpTR0VgpCitQVRhIUACrYcY61dNqJzVdZXH0ZqMygVVuL5IUJLAAVo6iREacpaItTTLEhZjjFeM+OfEjX181lCzOuSuxe/aux1rXt8LRROCzkIBnrmvP9Tso9M1EuI8zOW3NnpiklKXvHVCKp+692P0LSzbK8zBYpI0HT7sYPY/1rRVtyunmKJI49yscfMxIyM9PepbeEixgl3DfL/yz3YYZOM/Q8YrG8SXU2n6PJc2txJDciRYz5ahdqknv39K6YrucU5XZYuzJDCEclFPzgHoxxx6+tedQMreZ5YZdqglfU5zW/q0xt9Dh1Gx13UJgbnyN1xEqCZggLPFjnapwDu9R7gc9H5WwOcGRhkben09u/51ojKRo2pL7Y4+fn3ZDYwfUelWo3PnbEBYLldvXA9c1UsoQ8bO0m1RzwvI9/bJ4q7bh5pQY43CAbQMdTgdaszGXIfLGVNpbk7hnPP8/amRbJMr/wAsgNxA5OCTjP8AX8KuS27XNqH3MJEcr5bLjdkVBbqYZwZM4UKAG6/jj9aTKTuZsQvbCZmtp3iKnnB4I7GtgXOt3unu5mLRKfmIIFS6nYypAl3CqvtRWZEbnaen4+1XtK1TSW8P6gHukjmGNkTIQ7544FQo67mymmrtXKWmW0YfaNzSZ3yOOTgc8e1a8++5bYASx48pCMZx/jj2qLw7p88Cf2gySRPnbCMZZePvEdjyMe1WbkFhsELMN5LNnBPA/pVwjZamFSd5aFeaaRcIrRk+XhhvyW2nkenH9OK5TW7VZLm0EYGDuOM5IzjrV2zaLUvGUml6hqN3aW8smEeOSONYjxkt5nGMZ6ck4FN0fT7ibxFqFpcNcH7HMYwtwAHUZIwwHGcAdOKzxE/3bNMPD30zZ8P6SflZhXd2qpaooCjOOtUbO3S1jAAGcVOjNJJg15j2uevFmp9qYgVMbgrGSxxVeOIkA1keItVj0y2bcw34zjNQnd2NeaxT8R+IIrG3kdn5A6ZryZtZGsam017Oy24OBGFyGHvVXVNWuvE+pNDBIRbxnLueh9qtWVnHdTIAiDLBSpGPbtXbTpOOrOKvVjVTg9itLZ6dBe7rXfOgDCKN14XceAPTHP51u6TYmLzJXIjeNRjHRB6e49aj1Syh0y+2wxhTyDz0xWpBB/oUD7gZJD/q8/MMnr+I/KujmlJ6nK4xhFKJCp3q6+YAyR7kbruJPPP61WuC8MaozbVY7hg5BOOOn1pusTSWthJNFNLHMJAhKYGASc896g1/RdZ8P6FpV/eXNys16ZDLCU/49yAhQFsfeIbOP6g4taGe59H6WALZMelbacLRRXlUzsr7nJeLLmVbeZQ3A2/zq3pzsdKgJPOB/OiirhsaR6FnXGK6chHeRR+tcjqlhb6tcJb3i+ZH198/Wiiuj7RL/hnY6Lp0FvZR2y7zEvzBWOeaz9ctIoZU8kGPlj8vc9c/pRRWsNjnq7nHXIKKZFdgyqSOfc8V5pqGozab4xu7yAJ5schK7hkDcm0/oxoorRmJvfCyJPO1AY4XylH/AI9XslqAkY28UUV5lb+Kz0aP8NFmKRi55qzvb1ooqAmtRkkjAZBrifFGo3MSMqPge1FFPqi6ex5ddazfW2qxTxzHKuDtPKkj2ro9PvpvFfi7/iZbQgw5jhG1ScjrRRXow2OOo3e50txI4cYbB39QMH/PJrj/ABZI39gzIeQskZGaKK0Oc5fWtfOtWdssmmWFu0KrHG9srqUQA4QAsQBzngcnmqdsNtso65BPPrg80UUluKexq2s7skgOPkjGDjnkin2zNFfqqMwBXJwcdQP8aKK0Ri9zVuJ5HURyESKRxuAO3IB4psN3IZVkcKzynDFl9sUUUdGEDorCJZ7qDzBnc2Dx2yBW7o2k2d8bpZIVXy0yCgAPLetFFVT+ImZmXe5TONzHy+FyfVsGqt832W7V41BG5V2tyMFf/rmiir6knnd7rb6Tq9+n2CwvI5ZwSl3BvAZeQQQQR15GcHuDXQeBL2fU9X1m+u38y4nkSSR8YyTuNFFcmI+Bnbh/jR3vapbUAyUUV5sj0YGup2QOw6gZFeFeO9Quby4eKWU7JJNrbeOM9KKKdD+IFb4A0uyh0y1ZbYEB4hndg9eT/KqWoyNp98l5any3ZgxUfdJHOcUUV6TPOW5pWV3J4l8RedqG0/MGKRjYpJI7Ctu6d1fhiDvPI4P+eTRRWiJluc3rrsumMgJxuVh7Gse/17U9R0i2sLu8mmgtpHlQSSsxLNjOcnnG3j0yfWiikwR//9k=", "info": {"video_id": "73296", "label": "pretending to take shaving cream tube out of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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T6j9ap+RswGYmTjIBGPp9elXYIlJ8sna2OeMnNVYgnR8ySHpuGQQMjr3z7fyqvqFw0NuieZubG0YOQB3xVxooNsRD/JsJcDr2rI1diL+NW3cRjIPY1FTSJ14OCqVVFlJh2PVsBR7muyFk+l2cM9nOzI9ukuAAQwI5yD6HP5V53qV4UdQjYcMGBHbFdNZ+IrnUNJNutw6xjaJYOw54I7gZ7V6+SOcEknbma9H5P16GXECvVjGm7coxra7nu5L4RMkbSbUkC4UsOcCta3UTBUYEHqw/2j1+uf0r0Xw7o8N/8NI7eXaGuFeeNmGNjZJU/oPzriUIgQyxM3mc7dn8WRg4P5/nXn4mt7XF1JdLsen1eNlqjMv4ik7Rui4jUqDuBO0fdAI6nmuc1WM7EMow2SFGO3FdXcxs1pEoiXzEJBVBypJ7/h6elc1risxgBIzgjHcY4yfToKzexhHcoKoRVHG7vmuw0HTTJ9nhI4++9claQeZPEpPBOW44969P0KIRW5nYYZxwPQVw4mXQ9LCR1bN/T4R54UDIAxXX2aBYce1c7oyq0hdhXTQMADisaex3y2MLxJ/x659CDXhGq2k1jf3CEHZvJUgdQea9+1mH7REU9a5e70FJ1G9FJHTIq1OxUUt2cT4Et9Qgv4NSsXeGeN8ksOGX09weleoazrF7fWbLdzFQ3DRR8IR/WqmlwR2ihQoG3gVzvjbX0tYNkZy54AB7134jHTxFklZJWX/DnCsNCndvVsq+MdG063treaw+W4cjzApChveuAuAsx3HerHnkdRj9K1mub7UI993Lkk7I4o/mOR0z7fT3rLuI2bcu7BUksT655x7Ulc4JtN6HQWqHjCr97qM4Hr3rZimG3yt5L7Qg2AjA71DYae7MDGCDkE8DFdTYaKJWjJj59RUOaQ1Btkdjo6zLGQrtkYG48jB9unPrXa6ZoKRR/dA46CrWjaOkIB210aQIgxisHJzZ03jSVup5R4u8I3WqzRLYoplBbaHYKDgdM/hXi+rRXY1M6dLHJDOr7HRxgqe+R7da+rp4Qhjn25MZ3Y/nXHeOfAln4rhjvrF1ttVtxmCcDhsdFf1Hv2p0LqupPZfeXXxsqdD2a+F9TwHSoprLXktJQR5jeSwHfPQ/ng17L8Np7bR9K1LW74LGHbyImf5QQOSAe5J4wMnjpXF6fBDpmvwxeILO2tri2ichr0MY0K4IIVf9Z32jODn2xWxPr/2zUIXi+1GEwlhqEyDeFHQRJ92JSeBgfnXu4ivelKlfR2v8v6X3HlUo80lJamkskd3JO9gdlvKQY2fAK5Ofz5x9KrT27PCbVZV3RMVLPJwee3Yf1q3b2sUWiWwaARlU34ByG+vPUDFQ3EcLvKRAAgwE2R5znAY/4e9eSkkrI6qknKTbOW1CIs0KjzC7DYOMDAOMe/GOa9D8L2CxRqcfLCmwe57muTlSW41K1GG2w7ljVhgqc9D9P6CvQtORbazSJewrixWrsdeEVlzG/psYL5rfQYFZGmLtRT61sL0qsMjPFSvMG+6ayrqJpLaaMDh1K/nWqaZsGOlbTu2Y058upwWneCYBfmeSMHnuK7y3gS3hWNBhRShAvQVU1LUodPtmllkVAB1JqIPld2a1as67sYPjXW003TJCG+boPqa8zMl/fTRX9w7JDb7cKrAHJ757E81Nqesp4n1q1RAXtVmZmUN8z7R/Ienc0+eK3jMxKCQlNygkg5yMDH4dK1iurJqvlSgjJvIHEvnM4EbHZkcnBBzx1/8A1VxFuAHJG7eW4JIGfrXoUmy2YSw8SgA7ghxk5yPp0ArgIGYDcBuy2dp/WtonLI0FljjTYSEYhVATB+v64q8baMW6yIGkDDqTyADz06d+uaz1thKY5QjDnOVGc+n61eVPLcIojcFQz4fpnrz3J6VojMjkMKPvc7SR+74yCc9D6frTNK0FvE+otCk6WziJym5SdxHT+tMu1D+Wqnjqd2OucY9qtafqLaPq1pqiqZBbgI6YALKeGH4dqwrwlOLUXY2p1Z0vehv0OP1Pw5f2Ovy2GoxNAyoWD4ypH94HuM1d8PeHdXm1Zrays5LiRomB8sfLtI4Yt0UA4OTivZ7z+xvFel5m2yxHmORDh4z7HqprjrgyeEbe9t47eXVbWdRNAjOUgVlzu81R949MDp7V6GGqWoql1PKljfb1Gqy5W/u+/wDzOrn8Qf2T4c+z2rx3E9tCE3QNi2iKgceYf9Y3GNqjHvXMrHJ9nW6iMY8xy52rnYNx4PvxWJfxXd7fW0t7f/aLjywRBGu2KAnsF7YH610PlJbwJbyIUEcRDMOpHQY9eea55KCb5T0by5VcpTxuJ5mW4feBvYjCctjAHpgk/hXMeImjAt41RfkDZkT+PkcmuuniWGcxyxjcAC2/ndwP8/ia5HxQ372BVjVS5dvl+o4/DFTJaXJhrIg0C2+03+3b8g659K9Ghz8qL0HFcf4eh8lFA++3U132nWpkdRj8a8upO8rHtUI8sTc0qJtgAFdBGmxMVUs4BDCM9avKQqYPWojodDZRuUDN1qrIqL97FTXcuwnmuX13X7fT4nlmlCgDJqty1JJamZ4q8QLo8e2PmWQ4UeprmdX05G0aG7vZG+1Sv5kZIO1wOGAPfBIptzq+nXgh1uaGORySYZr8AwREHGUizmVuOrYUehrKivTruqQXs0klyWdgWmfMkgA79Aqjso4rtjh0ops8uriXKbUdiy6SHFw7gLHtJUMAST7+pqlPCfMEm4FWO3avLY78VpTJEjSnYHZl3KGHOcj37Yqs/wC4YSRK6uADuCYG49fwz0rU5Geq6PpgdPMK88V2Ol6YFAytVtFtMWqcV01vGEHSvMjJyO+o1BaEkUYiXAprTDAI6E4qDUrtbSzkkJ5AqFJRJZxMD15rVPojCMHL3mWZlBAHtXnvjS/1HQ547mxdtrNtdMZDfhXe3M3lIjnpXn/j+9jeWxgfG2WXvxyBWhrBe6+ZXRx+q+Io9aghF7psLzw7tkuTuXcMECp7KyluliluAqxApHDCOOAMDPsAK0rfSZf7KeSOJ5Q24KWUHBApdGgmknkF3mIIhG7aThj2A75HHtkVpeekW9CHGlCDdKNi1dkWrFI33bV2hM52gnn2IxUVwjpcSSRSbkjIZHyAwHY881Ymj4UTF1hcsB5fJx0yM9PrXGJc3ep+NLnTZdWurNB5nkrH+8+ZUJCjPQHBOT9O9ao5Tb08rJe78hgg+Vj1yetddYu0jqOtebeBr661J7n7RcSTbNhUN0XOc4r1XSLQghmFedXf7xo9GhpTR0VgpCitQVRhIUACrYcY61dNqJzVdZXH0ZqMygVVuL5IUJLAAVo6iREacpaItTTLEhZjjFeM+OfEjX181lCzOuSuxe/aux1rXt8LRROCzkIBnrmvP9Tso9M1EuI8zOW3NnpiklKXvHVCKp+692P0LSzbK8zBYpI0HT7sYPY/1rRVtyunmKJI49yscfMxIyM9PepbeEixgl3DfL/yz3YYZOM/Q8YrG8SXU2n6PJc2txJDciRYz5ahdqknv39K6YrucU5XZYuzJDCEclFPzgHoxxx6+tedQMreZ5YZdqglfU5zW/q0xt9Dh1Gx13UJgbnyN1xEqCZggLPFjnapwDu9R7gc9H5WwOcGRhkben09u/51ojKRo2pL7Y4+fn3ZDYwfUelWo3PnbEBYLldvXA9c1UsoQ8bO0m1RzwvI9/bJ4q7bh5pQY43CAbQMdTgdaszGXIfLGVNpbk7hnPP8/amRbJMr/wAsgNxA5OCTjP8AX8KuS27XNqH3MJEcr5bLjdkVBbqYZwZM4UKAG6/jj9aTKTuZsQvbCZmtp3iKnnB4I7GtgXOt3unu5mLRKfmIIFS6nYypAl3CqvtRWZEbnaen4+1XtK1TSW8P6gHukjmGNkTIQ7544FQo67mymmrtXKWmW0YfaNzSZ3yOOTgc8e1a8++5bYASx48pCMZx/jj2qLw7p88Cf2gySRPnbCMZZePvEdjyMe1WbkFhsELMN5LNnBPA/pVwjZamFSd5aFeaaRcIrRk+XhhvyW2nkenH9OK5TW7VZLm0EYGDuOM5IzjrV2zaLUvGUml6hqN3aW8smEeOSONYjxkt5nGMZ6ck4FN0fT7ibxFqFpcNcH7HMYwtwAHUZIwwHGcAdOKzxE/3bNMPD30zZ8P6SflZhXd2qpaooCjOOtUbO3S1jAAGcVOjNJJg15j2uevFmp9qYgVMbgrGSxxVeOIkA1keItVj0y2bcw34zjNQnd2NeaxT8R+IIrG3kdn5A6ZryZtZGsam017Oy24OBGFyGHvVXVNWuvE+pNDBIRbxnLueh9qtWVnHdTIAiDLBSpGPbtXbTpOOrOKvVjVTg9itLZ6dBe7rXfOgDCKN14XceAPTHP51u6TYmLzJXIjeNRjHRB6e49aj1Syh0y+2wxhTyDz0xWpBB/oUD7gZJD/q8/MMnr+I/KujmlJ6nK4xhFKJCp3q6+YAyR7kbruJPPP61WuC8MaozbVY7hg5BOOOn1pusTSWthJNFNLHMJAhKYGASc896g1/RdZ8P6FpV/eXNys16ZDLCU/49yAhQFsfeIbOP6g4taGe59H6WALZMelbacLRRXlUzsr7nJeLLmVbeZQ3A2/zq3pzsdKgJPOB/OiirhsaR6FnXGK6chHeRR+tcjqlhb6tcJb3i+ZH198/Wiiuj7RL/hnY6Lp0FvZR2y7zEvzBWOeaz9ctIoZU8kGPlj8vc9c/pRRWsNjnq7nHXIKKZFdgyqSOfc8V5pqGozab4xu7yAJ5schK7hkDcm0/oxoorRmJvfCyJPO1AY4XylH/AI9XslqAkY28UUV5lb+Kz0aP8NFmKRi55qzvb1ooqAmtRkkjAZBrifFGo3MSMqPge1FFPqi6ex5ddazfW2qxTxzHKuDtPKkj2ro9PvpvFfi7/iZbQgw5jhG1ScjrRRXow2OOo3e50txI4cYbB39QMH/PJrj/ABZI39gzIeQskZGaKK0Oc5f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", "info": {"video_id": "73296", "label": "pretending to take shaving cream tube out of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Ohvo0ubdoZVBVUUKQMEY4rJtvEOoWumXWno6NC7hizoCwIyOD+NFFdi3ORbHU6VaR22kRvHu3yvl2Y5J+Uf4moJ3c5be2VJI9OooorToQ9zmX1ttN1S7jfTtPvoZ5A7R3kHmAMoOCDkEdeRnB7g1DDd3Gp6zdX13K0lxM5lkfgZY/Tp9BRRUsfQ1YpmhZmTGdpByM55xk+9X7n5ge2xFI/SiiqRgzQ065nSzRllYFVz1z39/qaTz23bAFVXwGCrjO08H60UVXUS3NPTpmnUBlRRkrhV7cmtyK3gFlDI0KO28j5hnsO340UVI5Gvq2mwaZbQyWpdC8a5GRj7uemKxmjVluV5wioFOegJGf50UVvIyRyfiuZn0QoQv7ufaGxyeepPrXIX/iDU7/AEmPTbu7lnt7eVpE8yRmJLADkk8428emT60UVlPc2hsf/9k=", "info": {"video_id": "73296", "label": "pretending to take shaving cream tube out of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4ffa8396191c2f76e2c03676d663e6417765250c75906320f6120c4432a7ab5b"} +{"episode": 55698, "episode_seed": 10065870, "split": "train", "timestamp": "2025-10-13T03:27:42.834056", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 10065870, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking peas'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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I+YZ611b3VxFrzT6bOi/aghjeVeMMvykj0OCK8ZyalzdGOlLllc9W8JXz3elRGUYmXKyKDnaw4IrXv9KhvoiGQHIwa8y8B6vfWlzIuoIVgvJC0MpAUbwMOuAevGa9ctpA6jmt4xVrM7ZyfxxOEis30i7/ALPkz5D5aEnt6rUssfpXReItO+12ZaMfvUO5T6EVzcUwlhV8YJHI9D3ruw1S65H0Oeqr++upRnXqKyLhOSDW5crzWTdDHauoxNOBflFYuveJpLWRNP0kebetKqOykDbz90Z78gZ6D61uiOY2kot9vn7D5e44AbHGa5vUfDNtpGgiYOZrtJlM8xBBbIzgegz/ADzWFeUlH3RM4q0Ey69KboOzO0isAdw3HdnnuSQOaks2SFpIVtsJJByxfAiQZxz655pzyta+I5otPkdoI3LLubI27upPfAzj1zTpoYf30EXzRFGZuCuWyeD7ck/hXjT3ZFjRsVS4tJZ3jdUjlHm4IIJbgjj3J6f3hRIrprNtKFdZ5JBITkAJt5A+uM/pV+2mSLQYLaAYIdmOBje5bCD9N34VDZW73920sQ3ZLeXIx6oOC3/AmI/IVhGT5h3O/spmv/BlxO8bpvEhCuxYgA8c/TBqtHaCe0WTttzWxpNso8NR2nOTEVIPUZzj+lZ2mPnS1U/eVcEe4r0MQm4Qb7Ho4V7o848ayeXbOhzwDW54dmabw5p0jKFJgXgflWB8QgViGOrcV19naC10+1hUYEcKrj6AVvgF7rYsY/eSLdgMyv8AhV+e8ttPtzcXUmyMHHqSewA7mqmnLmV/wqO/8PPrWsxNevs02AALGG5lY9c+g6D1OK7Ztpe7ucRwfiXWtR1yCKRoXgtlmcQ8Ajt+bAEc9PSqdwtvJBbTgSbhbAO4HIQMf16Voa5AtjYykTv5tvcPGIs/LjGcgdjlQKr7xPYQyXGwNCG2Ifl80ELjjoM/N+FeJWbbuzO1yWWcSzwyeVLDvZXAbnBPDfmMGu80iPy7gcZ4AFcTpMNv/azXV0d/7pnye7CMkYHYDOPwr0PQohPaJMRzsB/SsIvoejgpe60ZvisjyCccYrO+HKPMl7Kc7YlSAc+5b/Crfi1itrID6cVY+HMO3w7cS4x5t0xH4ACu7BK8zbFO1M6hiQvNUrluK0JBkVn3K5FeseaZd0PkqlCuRmr04+XBqtaoW475qkSyDULbSooTqWpwRMLdeHdckDPQD1J/OvNri9t5fFEzW0apDJLkhQvC8jqO+W+lb+t/btdS7uQD/ZVq/lpnOJDnBI9ee/pwO9c7eJBDrUjTQNajd5iogGFUAMPbGMfpXnYqfPdWM5alexstkrzXLkrHACXzlsEkKB7kEfgK17W6upLI29upWKRojcgnLAAlQP8AdJAJ+gql5ZS889VyxJeKIHKsx5ye2FrW0K3aGzm1KUMZX/cLzwxbBPH+z1rzqkrasI6Mzbiwa01RWtp57ZkKBZ425jJxuB7Ng84r1/w0TLpxt3maaWGQq7soUseuSOxIIOPevMblFub23UF2gjYNJubqG4BP1P8AKus0CSXw/aw6rK8jWl65E5Y58uTs30PI/AVtSbmrHTh6lnbod/pOmqkkk0Tlfm+72NaZZ47jBJwR0qDSJ4pbXzInVlZtwwe1SSvumUj1Iq3ojr3ZX1u3FxpsoIyNteeWKFJ5Yj1Q7a9PlHmQMh5yK8+ntjb65crjAIUj9a2wz5atu5nUV4ehYjAAySAo5JPavPvGPiWLUU+zWkReK2mOJNpxIcevYccDvjPSuq122vtRkt9JstyrL+8uJcfKqA4APrk54749K4/WdPlsLW7tyytBbXOWDffbIIDe/T9a2xM38K2OORiTW4uLa3dmUyCIxAt0c7wf0xmr/wBqRcAZ/s+JBDDKfvOEOSw9s5/DFQJ5V5ZeXsESKNzqOc7h8wBPfoMVd0+ya+1W1icokJUBYj92NCCcHPcgV5U9FZk2NWFL+1ZbVphJby3IZV7oc5Ein0II49SfWvU/DOq3FxbtFcL88XBYdG968r1G8KLJLFEMgqIQOu3P7tR7nGfpXp/hK4hutJNxGQY5GLKw78CnRm5K7O+hLmi0+h1gkE8B9xXE3sP2W/ljAwsnzr/WuqsJMhk9DisTxREYhFOB918k+3euunPlkpDcNHAxZnyBWbdcpV+5UiqE3KEV6pxG/aLkVW8SCNdIukkJCzQkKQM4deRVu0+6KTWfs39nrNeJvt4JFldcZzjOP1IrOqrwYHkWnwxTyzhJFjP3slvuAdMnsBgVdUmK9eNjI4jgbAYfebGefTjFbGm6dGLK51mWBEjaQ/Z4kGFZyTzjuF6L780ltYY0rUr+QCSRZBEGPPzENv8A6D6V4coP8LkbFdtGZbGJmnKQsW+ZeshyN7/7oBx26iuw0Tw79qEgJ8hFaMOjLlhGMkJ7HhDmk8X6apn0a0hkcS3kiRMuflCAjIAA46mu8MSIWKKBuPOO+OB+ldNHCpVNen43RaRRli2YMYAKjAHYj0rm7Ik3d5EM8StgEdO/9a6mXgmuejAj8QXYPQqrD8Rj+ldGMjemn5nVhnaR5/41szc3WnxFTh7tEP0Jrr5VCkgdKx/HEZgto7pOsEyS5+jA1kfa7zUvGV3p39sXNrAfMMIjUNkhNwX2HB5P9aMC/caHi17yZ2Omf66QfSt0xlrdtoywG5fqOa87+Heo3movfNd3Ek20Rld56Z3Zr0mA9M127o5TyjxgltLr8rRupjkKyt2ABAJBz3zVeeCS3tnl3gqy/u12gnnjPsPT1x6Vu67pdrd6ra2NrbrNfGVzIWY8EsSB7BR830wO9R3unqdQh061dmAmVGkON0kh4LH6ZzjsCK8OtB8za7kNdilaWclxcxSWo3usShQOPMcrxn2AGa7LwhIU037K0gd4iUL9mwetL4f0m3ddaRP3CwfuVkAywQA8An2H61l+EGuTdySTY8u4dzFj0XCn9aj2Tgrvr+mh1YV2nbuL40G2Mc8MDWt4Jj8nwnZKRhpN8o/2gWNUfGNs0mnF+6txW14eENx4W04R5CpCqgjqrLwfxzmu3A/EzoxfwI1GX5az7kYq2kpYmOTAlUZIHQj1Ht/Kub8b3dzY+H3ntJnhlEqAMh5wTyK9I4CW5PFR2i89K4nV724h0aK/std1GUNcfZ8zxqizkLlnjxztU/Kd3qPcDubPoKcWJhqFoH0me0iUIr27CNVGMMvIx+VeROr32reZKhk8uNVVBxu4GB+QH517HqolOlyNb589cGPBxyTj+teY22k3EWu3FrG8M5jdtxH3cD7zMepUdMdzxXBjU+ZW/r+tSJIrpBHJ9mQGQSOjlsfdxg8D/Zxge/JqxFctFpm11cqWfARf4eA7AduBtH1NSLbPc6hLPGzbII/mc8Ej7pOB0yxGB6Ct3UrIaP4etrh4S/morGUJhTwCsa56DIJPrXnuDmr9ETuUNOsGWV57yPMmQXQnGZHwiRj6A16PBp6R6QunXcayQSJtZW7E9Qf6GpdG0UacC7gOWRGywyd55Y/mavTKCNrAEEcivSwtB01zS3NIqxw+m3N14P1+PSZHkl027fNrK3JQjqhrvLOfzyXJ4BrmtesxdWEkcgDSxnzbeQjncvP54z9R+Na+hybrFG7kZNZYuKjJNdTtoyvE6AEBD9K5HVYwNS392XmsKXW72Xxzd6XNrV5aWpm2RmKWNFj4B5LjGMZ981X0a81C41nU7e/uLmU20gRFuMb15brjjPA6VdGm1OMv62IqT0aOpSMvCwU4JXgj1rzbx7F/xMiY2xHeoj4Hc4wfywfzr02A/LXn/jDTE+1ecZ5BJJO6JHEMlY8D9Sx4HvWuLV4HM1dGDFELeNpJIY2hjjIUYxtJ6/8AAuuPQHPpUttAVe2ZBtVYt8gByADkcD1OSP8A9VXdSspbO2is5QGmIDPGCSsYyDsHqScZbvz6V0nh3QCt/d26ESXFlGoUSnCb8t8xHt/SvK9lKb5UJdjmYbK7uZmlnRUdWPlpnJDlckkeirge1db4eabw7dT6XJbyQ2MrM1mznliMB+PQn5h7GneDdPXVRqc8wIEUyRRuTknHLnPfORmuk8T2Qu9KkkVf31sfOjPcEdfzGa6cPhrwcvuNaMuWSZp6fJuO7+8c07xBALjS5R32mqOkTb4oznIwOa2bkeZasvqMVmndM7ZaSTOCWTzrOJz1K8/Wqc5wKzfEl3cado14tvM8MsV0oVl67WNYGvQeIdF0bTb27v7sTXZfzIiuBDjaUBOPvENnHb869anPmgmcNSNpNHp9ucLVfxCguNHS3ckRz3EMT7Tg7S4zRRTq/CyDRlsrdZdPhWMCK38ySNB0BVPl/LNctaqP+EHtyeTLcsz57nDUUVx4laP0f6C6nU6pEkvjDw5vGdiTOPqF4rpTRRXRD4pev6IrqU5+tc5dfL4jBH8UAz/30aKKzxX8Jm+H+Mx/GSK+j3QYZHlmvMP7TuNP1ddQhKmdFBBcZHzR7Tx9CaKKwwP2jXF9DqfhhxLqSjoBF/7NXqEXaiivR6HGZPh21ik1fWNRcbrj7U8QY/wquOB/ntVGyt4017w6gX79s1y5PVpCSST+Q/KiiuKSVo+v6ok1tDA/s/xA3di2f++WrP0qFING8MMgwXglJPrnk/rRRXP/AMu/k/zN6H8RFrX0V9Lk3DPFUPAErtpd9CTlIrk7B6ZUE/rRRRgv4h2Yn+EbuokxwNOvEkSl1P4dPoe9c18QD/xS7n/pvH/M0UV6p5x5xrXiBtYigjk06wgMKqkb26upVB0UAsQBznp15r1O0+6KKKcRMsX7sukXjqcMsLsp9CBkfrXI6Ygh8D3moL/x9Ty7XkPJwGx/9f6miiuPFfE/RksW2t44tH8RBR/q5EiX/dDHFbfihQ+n+FbZuYpJ4gw9RtWiiudfC/RfmxdDu5OpqnNRRXpGhnXsay20qMOCp/Ck8Of8g2Ln+AUUVxY37J04fZnnmv6odP8AFerobOzuo5LjcUuYt4BUcEHII69M4PerPhO6mvtS1K7uH3zTMju2MZJzRRWtLoZz6ncxHpXPWttFffEe789dwtoY3jHbcQBk/maKK0rbx9f8zIqywJPqdnNJkvPqUqvzxhGAUfTk/nXSaGMax4icfeJ/kXoorjp/EvX9BLcd8PUA8JxyfxSTysx9TnH9K37sBraYHoUb+VFFdVD+FH0HHYxtCJ+ww8/wiulP+oNFFeZHqejLc8g+IB2G6C8BjGT9Qxrhb/XNRvtPh0+6u5ZYIHaRd8jMSWxnOTzjHHpk+tFFejhf4SOSv/EZ/9k=", "info": {"video_id": "45295", "label": "taking peas", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "45295", "label": "taking peas", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "45295", "label": "taking peas", "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": "19ae8a965ac49cd5af9e39f6ce49aaf36a54b5a7776260dc515356bb46168f3f"} +{"episode": 55699, "episode_seed": 1227252804, "split": "train", "timestamp": "2025-10-13T03:27:44.831753", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 598, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1227252804, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 smartphone 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "201099", "label": "putting smartphone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "201099", "label": "putting smartphone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "201099", "label": "putting smartphone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "027d79dc7e83cdca87299b3ec5d2825a61b67618957578226b3bd5fcaa0aecae"}