diff --git "a/video_unshuffle/reorder/train/batch_000486.jsonl" "b/video_unshuffle/reorder/train/batch_000486.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000486.jsonl" @@ -0,0 +1,100 @@ +{"episode": 48600, "episode_seed": 1217961740, "split": "train", "timestamp": "2025-10-13T03:20:40.217852", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1217961740, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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TezEAHgAfeNLpDhrLduY5PRu1OkjjuYzDKNyt6Gn2sEdpF5cQOCcknqTVc+lg5NbkDXJ+34LOD2GeK0C2VzmqjWkTSlzuwTkrnipWfA60cwco5jwagg1axijEclwquvBBBpskmFPNec6lMx1O4AJ++eKUncEl1PRG1SyJ4uov++sVWnvLd1fbcRHI7OK8+iScOHCkDvu71NMvGcVk5WNY0E1cm0qP7T4juFzgSSgA/Vq6DxX4lk1m/eRmAhjJCD2rk4xh6oXtxI2EcMh7qa2pyumRKPIyW2ujLrMMxH/LVSPpmvbBJlQc14VZHNxEB13j+de2QuTEnODgVU3YiKuWGb3rB1mRY5UJLMzDpxwPyNbDHHOaqz2sN4P3qk7TwQcfhUxlqDjcejbLJSCW+XgnFZttcbpG5bOedxNaTqvl+XgbcYx7VTW3jhYsuSe245xT5hcoSMOlU5XVcFmAAYZJp9xIF6tWLqlwv2GYBhkqalsqxV8YTxS2iiORH+cfdYHsf8a7v4X+DtB8RrJLrKPPJBtEECuQGGPmJx1H3e9eMbWkcbFJ+ldb4W1q78P3BuYppIyRtIjOCy+h9s4q6S95K5nVT5W0e4eL/EWleGdDXTNIit7Z9zDyYVA2kHGTjvxXkNnerq2uN5x8whC53c5PSsbxFrc95czXrBQZnJYbs4b29fwrM8P6j/Z+om4fcyFCrAdSe3606isOMrxseqQlYXgRAFGSAB9KuljnrXFaLrUup64m5dqBSQOuOK67cTzmsVJmjhYc7Hsa5y3kjbVvLG4AE4bIyT3zxW67gA81VNpbrcfaFjxIR1zxn1xVqViHC5U1WcpFjnB64PNVoJQ0Pf2zVu8hSVPnHI6EHBFZ5MUK7V4Hf3pOWg1HUdLJ6fzrNkj+0anbwggbyFyfcipZZlOea53WZAbiDHOAahbjexDIG3hUlWHjOXGAeOmajtLGS9i843PGSOhOKZNcTak8VrCh8tQAF6lj6muksNMNpZrGfvdW+tOtUklo9TowlCM5e8tDKXSE7zv+CinjSI94zM5HfgVsfZyOSKiaI844rilUqdz01hqPYpHS7ZeznjPLU0afbDnYT9WNW2BAIyajbOQKj2k+5XsKf8okcSRqRHmMdwjEZ/Ko2AIJZ5CBnkyH/GpQ3GazNUdltlx0LfNWlO8na5jVUYRcrDJbmKHBzJ19TSK8U4LK7HnuxzUepX1vPplrDDZ21u8K7XZWZpJm5+Y54H4VL4S0i28QeIBY3F49nuhkeIxR7izqhYL7Dgkk+ldkqSWx5sK8nukESmNy6Ft6fMrDJIrUsF1e/kRjqbG3zlmXr9MY61l6HM7TuzbnYoAo9Ca7OwtjBCd2A7HJ9qTfLDzNKcPaVL20HqskeMTy5H+1TTG/U3M5/wC2hqZx2FRZ7VytyPRUIdiMo5BzPN/38NV5AcY82U/VzUsmdx54HaoWPU5qby7lckexXljHOWc/8DP+NU2jRTkKMk8nuatyNxzVN2+cUXYci7Fa4mSIgMeT2HWqX2yF2IyRzjmprLUorTUZnurKC7TDKEnZlUMRwxx1x6dKxLmQGaUDy2y3BQcfh7V2Rox5bnlTxM+dpLQ2V9R2qG6tRcTjdIsbYyDJwDx0zWtquj6ZZeGbfU9J1O+lRrk2ubmERrcEJud4hnIVThTu/vDvkDOZp9VaKCNStvGBnPfHc+/tVQXJe5M71WlFalrTNEijjSaY7pCdw2twK6+MzMg/0q4/7+GsmMBVCjoAAK1oP9WK43OUnqz1vYU4KyQjI+cm4nP1kNMk3gEedKB14kNSydKqTHGQOaV5dwUI9hjLwT5sp/7aGq7qCcb5P++z/jUrNxiq7Sc80Xl3H7OPYrSxoVJYt0PVjWTNLbxgEqxycfWrWqztHaqV/v8ANU9V1GC60y1jjtLa3khG2R1Zmkmbn5jngfQV10aalG7Z5uKquE1GKHxvFJnyyMDjApzqxGVPCgk4GTTfB1jpeseJYLHVLiazinIVJopo4ljPcsZOMYzx1JwO9STGfStb1Cz8q482KV4ES5Ch0w2PmC5G7A7HFUo8sroylU54WaKaaY95coXuUdDliFPzKPTHathNFs1XAEn/AH1T9O0ue28yecHzZeefSroB3Yrlr1Jc1kz0MJhoezTktRlnY29vMrxB1bpuDnNawi3Z/ezZ/wCurf41RjHzjFXSe5PTtWClJ7s6JU4LZELx7TxJLk+sh/xqGUBiSXcnH98/41K7dTVRmPU07y7iUI9iKWNcdX/77NULnyoyAdxJHQE1ckbLCsuy1SOz1Kdrqzhu0wyhJmZVDEYDHb1x6dK3oR55as5MXL2UbxRAbi2ZtpJBzjk1KsaA5AFYdzIGnlChGy3BQcfh7V1GteEtS8MeHdHvbt50mvzIZYDGQLfAQorH+8ytnHbp1zjeVK2xywrN/EjQ0ewt7dxsTkjknqa12UbyMUUVkz0LJJJELgYqs4GB9KKKxqG8CnKKrOfnP0oorLqaDT0qCVFcKrDIPUUUVrExnuZc1lCZGOD19abp+oTaDqyX9kE86LcF3jcPmUqePoxoorpg3c4K0YpaI2fCKL5lwcDKhQD6da6ztRRSe50Uv4aEzhCaiJ5ooqZbGkSvMTnFV5PuGiisjVFWQ1Uc/PRRSB7FK5topItzLyT1FZs9rFFEXCkkEdTRRW0Gzjqxjq7Gxrfit/EMFvDNpGmWpgRY4pLVJFKRrnCAFyoHJJwMk8+tb0cEUMAWNAqgdBRRVVR4JasYPvVpxkiFcUUVijsqCyElKqSck0UUyEV2PX6VWfpmiikhvYqyosgCuMr6GsiexgMjHB6+tFFaQbT0MKkU1qh+naz/AGG88I03Tr6GVlYx30HmBWXOCCCCOpyM4PcGtTS7ubV9WvNUvmE15M4leQj+Jsk4HQf0oorSb905aKXtbHSuxYAH0qm425xRRXJM9KAxSRIMVZZjiiilEqRA5+U1Vc0UUyEVpCd9ULu1ikjDMvJPUUUVa0ehnNJppmVcWkUUZZQcg+tXbvxJq2p6Vb6Ze3s09tbSPKgkkZiWbA5JPONvHpk+tFFdEW2jhqRSeiP/2Q==", 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", "info": {"video_id": "127826", "label": "moving box across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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ubeOZgzbgw7qcVC4WNNq4AA6UcwuUjkYdc1X+0QpDMrSorE9CwBqOadQTlhXG6/KJL7jn5Rio3KsWNJiF14juE3ACSQLu+rV9JaN4V8G+EbSHULS0iI+8l5cne3TIKk9PwAr5Yso5lcMFI5713V14tvLvQY9JkmeWOMjY7twuPugDrjHFb0ldNXMal4yTsa/jXxk2p3k+yX/Rgx2gdD703RYYhaW8wRd7IGLY55ry++u5Lico2AVJGAciult/EzwaTb20aEyrGFdicdKyqOxsvf0PQrWXdbDB6Ej9alLcdaytFlaXSLdzwWXP61eZvU1KkDiZutuEgVzktnCr2pLF1/s9WUnBycEg4/KrU8UV0rRyruXGRg4IPsaiESQxLHGoVAOBVc+lieTW5jG5zetnduz3PFWJJBzTJbeGOUvjkcgE8A/Sq8s64681MpXKUbDZ3Gxs+hrZ8A68+gXUTSSyLZ3rGKYRHBGF4b8N5rmbiVQjc9jWBpc4jDk7s442mroK81cyrq8GfWl7qYWNLW0W5VpW8sSKo+RQuSR+FRQ63aQskaLcRwRgIrs4+Y7c/ifU14Xa+NLlbNIXmu2kAaMbZMBVIAH41Xu/E8ZdGLGNUQKqmYu/v+Jru5YJanCozbPa9V8W29lpTXMf2hsFCHkOARnqBXAeIfiBcX4McQIX0U8n61wV54hiu7doWuJem0FmY4weMCqn9pWmMCYfka4sTUUX7iuz1MHRuvfdjqLXV7SNjLKZmmb7zbcgew5qxPrNlPbvErtuYYAKEc1wsurxKcRqXPqeBTLbUJ7i9gHCoZFBA+o9a5E6j1Z0zhRWzud3Kw5qjM4qxKcZ61nTyqCfmrds5UjG1yRFZM5ZyCAM8Ad/xohYR2KFc4255wcflU9xFDdx/vF3bW4OcHpzUUgURhAAFAwAOmKhvQpLUzoJryFlt7O6NuG5CngMcdM+tdFptrfRwCS8vJHlbkgHhR6e9VNOhNysI2kRIBknvW+RgUVpdEdWFpL4pIgKyMoH2mYY9HIqNkcf8vE//fw1I2Qc0yT7hwa5W5dzvUI9iJ0YHJmlPH/PQ1WdcgkvIR/vn/Gpm6Yz+NQSN2pc0u4+SPYqSxIT82WHoxJquwVVJ4AFWJWrL1GVktlI/vc1Ubyla5FVKEXJIjlvIVHUnnHApqyxy8oQcHFM1TULe5021jis7a3kiG2R1Zmkmbn5jngfQVJ4S0m28QeIBZXF49nuhkeIxR7izqhYL7Dgkk+ldcqKWx5ccTJ7jmUtC64OMZOBmq1to4uJkAnjaM5Zgp+Yc9MHpSWOoSwB35kkZNqZ6KfWtfSLSWHzJ58+bLzz1xRKXJT8zSjS9rW1WhsaTapZK0dvJLED12v1rUKyHrc3B/7aGqNp/rK0D0rkvJ9T0nSgtkQ7WUHE0p+rmoJAzMczTE/9dDUsneqpb5iaV5dx8kewyRcZ/eSH6yH/ABqrIgOPmc5/2z/jU8j/AK1XeQZFO77icI9jPuVhRgDkkjpkmqIuLbcRgKQcZIqxZapHZ6nO91Zw3afMoSZmVQSOGOOuPTpWDdSAzygCNstwyDj8Pau1UVyp3PJniJc7SWhvAY6VWlhkfEX2hYiRnLZUH23f0rU1TSNNsvDNvqWk6pfTI1ybbNzCI1uCE3O8IzkKpwp3f3h3yBVSG51lY4o0K20YAPv7miPuXFUftWrITT9Ch8pZJ2LO3PyngCtBNItFP3XP1arnleUoXGABgU5RxzXnzqTb3PZhhqSWxZtYVSAIjyqi8ALIwA/WppIR3llxjP8ArW/xqO3/ANWfenyMAMZz70k5dxOEb7ELZCsC8mCP75qtJGpPVz/wM/41JKxyBVdm4ovLuHJHsV5Y0wSWbAHdjWXNPAnJD9euTU2pzPHbKV7tzVTVdSgutNto47O2t5IhtkdWZpJm5+Y54H0FddGnzRbbPOxVVwmoxQ5DBNymDg09lCocL90Z4GaTwdY6XrHiWCx1S4ms4pyFSaKaOJYz3LGTjGAeOpOB3pL2SXRtX1G1aO4EkMrwolyFDphsfMFyN2B2OK0jDlldMxlU54NNalZllklhiF2mJCQNuRj2I7VcTRyPv3B/BaTRtMmu7kXkoJUHduP8RroWtjngVnWqyvaLOrCYam43mjE/siPH+vfP0FSRaTAFO9nc9euK03hwOlRGMjnJxXK6k+52rDUekSkdOtgcbW/76py2Vsh4iXPqeasHqTUYJyM9zU88n1H7GmtkEgOR+8l/7+N/jVS4KIRlnJx03E1ac8isqxv4rTVJpruyhuxhkVJ2ZVUno3y+npXTRi5vVnFipeyjeKG/bIXOwtIOe5OKV41PIJ/76NZNxIDPIF2NluCg4/D2rp9c8I6j4Y8O6PfXbTpNfmTzYDGQLfAQorH+8ytnHbp1zjaVO2zOaFa/xI6eBVSNVUAKBwBUncUUVmj0mMkPOKiYnbRRUTKiVCSc1BJ94/SiioLKcpODVZ0WQKrDIPUUUUluKRmTWUJkPB/OmafqE2g6ul9ZBPOh3BfMG4fMpU8fRjRRXTBs8+rGKWiNLw3BE7zM6BigUKT261vSAA8UUVlU3O7Cr92iez/1lXQxzjNFFJFT3IJSeaqPxmiihiRBJ1H0qs/WiihBIzru1ikj3MvJPJFZdxaQxRllUkgjqaKK1g3Y5a0Y6uxra14rfxDBbwzaRplqYEWOKS1SRSka5wgBcqByScDJPPrXTaeiwQeXEoVQOgoooqk4VLUdMAcE9arN3oorlluehHYmhY7KHJzRRTjsTLcrSk7jVZzwaKKaF0KrosoCuMr6Vkz2MBkJ2nr60UVpFtbGFSKe6HadrP8AYbzwjTdOvoZWVjHfQeYFZc4IIII6nIzg9watW8kmvapd6jqTma5mfzZGPAZm68Dt7UUVu2+U5KcV7W1jroYkjtFCqAMdqVlAFFFYs7luV3AyaqSjiiisJ7m0NipJwrYqHPSiiojuUxrdfwqhc20UkZZl5zjIooreOhzzSd0zNntYo0JUHIPXNXr3xJq2p6Vb6Ze3s09tbSPKgkkZiWbaOSTzjbx6ZPrRRXTFto4KkUpaI//Z", "info": {"video_id": "127826", "label": "moving box across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6d6fae0014497d40b02d0a91ae783ab24d682c27b543c29aab979bfe49fba721"} +{"episode": 48601, "episode_seed": 3552875317, "split": "train", "timestamp": "2025-10-13T03:20:42.567864", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3552875317, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 onto step floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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16TrbQxaDcIII1LFSTjvmvP3APHUV00IWTOetPmehkw2KD52XBPO01YmhSSEoy/KassOelNIGDxmtrGKIII0iTYnAFPzz7UZxQ5xjNKwylqc3lWMrc/driLiXceC3FdTrsxFjtzjc4FchLuJJyMCgCQBzGDnI/wDr17Pa3R1PU5PLhZ9OjVVVcnLue49eDXjFvGSu6VgBxgE4x717/Y3lhHaqTOo8tdrBuo+tcuITlbyOijVjTTuRrpCXwigMIWFDkJG4G4j+77Y/lTfEUVzZ6Ztn8tnkjUl1IznPIFbEd3p5VZlnh2gfKQw4rB8XXcSQwgyAryzMpzwOlKlT1RU66ktDi/s5N2rMm1Rgk561M8YSZkXGNxwPbNYl3qskrBeFUHkDqfrVSfcl3O7ZVi24YPTJrsschvGJnkLYXinAsqZxk4rOtL8lDHOxKkYEgPzLWmQFGMk46HrxSsMQ8fQ+lcp4glDXYUH7i4/Gunlc4GAc4ritSl330v8AvGmIzHfJ5bPfFel/CiSULqptI1klDwLhjhQpLZP4CvMiQ2V28mvS/hbcRWUOqMpRCRD87DJBO8AfUnoKxrfAzWj8aPWp5hDamVmJbuwA/wA4ryrUz5txdXDvlnckfSu11W+/4kk94jEDyzGiehJ5H6CuGUMbUCfBIHJqMPHdl4iWqiYk43gtICT2HrTUVoLcTBQ4LHOOw7YrRSwEzK247VJB7Zq/HbxrHsIBGOldFjmRnaGA0bOM53ce1axXjmq1rZpau21iQx6VaLZPFIorzQRTRlJVDKex6Vx+saVFDc4tpnj4zgnIrs3IAxmuP1iYvfSAngdDRa472Mu40i8WIMshmB6qnXFdb8LoNLi8QszlluI4mYGQcjoDgevNYa6iVAXA6Ug1SSOQSR4EijG4HnFRUpc8bF06vJJM9RuryAERSqGLMSrOuVBx6Dr+JqNbC2ngZC6PzuYjgH8Km1XTYJ7zz7d3CKSG3DC+2P1rPBuVs55rdVYsvyjodq/ePueOK8tzSWps5JfEtya302CCFo7cMqtGVb5s5BOTmuU1C4a7vmV+Y9/y55OPauolvRHoEs0QdA64BPT8K4UO7ZfkgHr/AIV3YOFouXc56sVGV11Ne0uUt1uQTjzIGjyR6kf4VRnXKAbSRnP0pnnKVAIXA45qvLNJJlUVivQBe/0rsINfQm3vcYPyjag578kn9a05G6DII9RVO1EdhaLE5G/G58eveom1SA9CR7mgDO8Q3AZBCmc5z061yUgJJIYZJ689K29Vl868ZQeMcEVjS7VLEE88cjtSYjtPhrqcuntqk0e8gmPeAoIP3sdehrvT4yurS4cTK0iEgJtiycnsa828AmKOa+Vo/MJCYOehAau8aaMxRSBSGfnA6ivPrykp3T2N40lKKd7Ghea7PqOmiOTbhnJBAIbAOMEVjseeO9S3RCpGFIJb5uDVTeCQc89q7MMn7NORhZrSW4pOTTG4zSlgR1qNjj8K1YIXOfTn0qJnzwP1pjyqqnd271CZhtwCDmgZheIbgAoi84yxFc2zgHd15xitPWJQ95IwOcHvWPPlGATA47UgEuJhIUXsgA9+tevJDOW+Wa48sLgGVtxf3I9K8VZh5jHHU17Fau8MlvEd55ycZwBiuPFNJK5rS5deYI7O+hZ0F83lgACLaMHn6f5xVLxBcSl1icjYWLBR/COw/n+da1heR387OH+TdyjZGADiuO1nUUudRmlxhS3yD0Hb+VZYSN583ZE1KUY2lEqk7rnapyAMmr+p2zQ3zruRm2hlIA7qDisyJx5vmdVZcZBqU3KKcs+T2zXpGYqt8jL2I6V0FsxubC3lbJBQE4PBrkzM07CGMHfKcDA6e9dG11bWyLCHKqiBVAHOBQMlupo4IGdiBt6CuFu2LyHJ79TxXS6reI9mSrZBNczOuR8zkZ9u1AFF2IwG45zxzXdfDKwk1J9UV5Jo4UMJZohkk5bA/r+FcPMocliRn0Fel/BZCtzrMyltyiIdeMHfkYrKqrxaLptRkmzrPELXUcFml7CI5nTzDg++MfoPzrAyNu04xWl4nv3vNbfe25YVEQ/D/wCvWQHHJ9aunHljYmcuaTY9sZwOBRvx0P41GSfXPvTGJ4O7FXYi5NvPfp3IppbPH61GH6jJpjMM9ePUUihZJcKc9K4jUJd05cDkkk5NdTfTJFaO5IHykDPc1xMrjcRuz3xmpAeJRsxjnnrVdpdx+9kjmpVKPHtwST6dqrTReVI5BynQEUrhY+hJnt3kFqIlEbHadvzHcRxxUEem+ZrUNsN5gEZUhjw30/Wt210OGERbQSEPzF+S3pzSyrC2oxQRlZHVsPj+EfX8a8rldtTvtd6mN42hEejW9nEuVwTtAyMAYFeVPYXNqhDRl13EI6fdyOor2zW9MudS8trW+No8alWATeHGcjIrFvvCmu3FuAl3pchXDKHtiu4+hxXoUakFC1zmq05OVzzD7FLHs3oyM3JV+OfSp7b/AEO380YMrtk5/hHpXoMGg6/HEZJ9N0yWZiMqJeAMdBmmy6RelGFx4VtnB/54zLmt+eHcz9nPseW3V68krZbq2RVCe5dZCpBUjJYPkc+lerWtnHpV+t8fBspkTtt3jHqOvNc3rVlp17fzXd3pOp28khLPhSBz2xjFNSi+qJcJLocQ1x5qMCeOSR157VEzlxz8xC9K6BtO0B87Lm8tju+7JGD/AIVk6Xo9nq3iiXTBrcsUbLIYmWD5pGVCwHoo4OSfT3ptCN7wPFvkv4lzudo13dODuya6z7DcTX9oLCRnOTCFJ+VVHIbP4EVz/wAH45Lv+2PMZJmCwlC3O0ndXpnh6zSzjnEgIk3lyNuOOteXXheq2dNOndKRx2o3Xl6lLAzDfHxx0zUHnHHUZPeqOp2d++q3E/2eQ+Y24DHXNNEF+eRbTYHUhehr1Iq0Ujlk7u7L/nZYDNVZ71YUYlskDAHrVVo7xcj7NMPfaazb+G4AyYZc5z9w/lQ0NDbnVZJxtJCjPIHrVW31B0uBljtzg1JcaNqcWkHVWtZEs2bAeQbd5PcCsIu6lSCTjGeeKQamlcvvkfDAMDk//WqhIGHUDBP6UrMxbjnA24HtVPU5WS0YxsQwYc/0zSYDJo3VlOMgkYINe2XdtNZRzTyDf5rIoYtj5c9h+NeRaxpdhaeHLfUtM1W+nR7v7KftMIjW4ITc8kQ67VJCnd6jvkD6Bm0pf7Oj83kxoGDAe3NcmKjex0UYp3uUbTQYI7a91G5UGWRC/BwF+X298GvGZZCbqVMnKvtHHXFe/wB4ZG8OShUMz+WMRxjDOuRkD3Iry7WdOtmhWU6FqcLIx3ssGTtPT6896MLyxiwrRaaSWhyru0c5ikBBB5XHSkYmIBsdf4eproNKn0OyuhJd2l885XYEksiR+GWreuF0C7UCZ7uHDZ2rbhdp/AV2Jxa3MLPscHGhtVEzZWY/KRnhfX61FJdkgFnxjkA+ldhc6P4amJA1W4Xd0+XGPrTr7TvCB0GKztblo7sNuluJF3FsentTFZnC/ac4BJwSDzjBqJpMMcEYYA+wNbb6Bpe4KNbTcSAAYj+vNRyeHoCONZsiTnhty5/HFNxYrmBNgAHAGD0P867P4b6tPZvfC2RFaRot24ZBADflXOaPpdpe+Kv7K1PU3itpXEaT29xEiJ3LMZOMYzwOScCtTw3E+kXfiS3mEwNq+1En2iRdpYAMFJGemccelYVYtxsv61G720OilvBczyTbyS7EmgSDB5FYFtdrGdjP8pPGev0rQE42rg7sjtW6IZo7xgf40hfd7cVUWdSDzyKabgEjnIosNFskLgk1FJNkkA/41AbhSMDH0NV5LqOKMyOwB7e9TYor6vMPs6L1ya5lyjBsZBx0FXtU1COaQCNsgdc1kmYcFc88HilYC4GgtEG8ku+MFR1B7VVubgTOUi4TOSCao39yzx7lY5XCj2rV1/wrqXhzQNI1C8adZ74yGWFoyBb4CFAx/vMGzjt06g0lHqM+o4mLMxPtVCU4v0PcBiD+VFFebI9KO5dVm+U5NWomJDZ7MRRRTp7insPNRt0oorczRXeoHJ9TRRUsbKVzbwyg+ZDE/wDvIDXj2syLpPjS9vLSCBZYZmCZjGBlNp4+jGiirp7kT2Ot+D1rBEusLHEqjEI4HpvrvYBunvlPQYXHsQKKKyq/EXT2OGuTd2U8nk6jd+g3MGx+YqCTXtTgOBdF8qPvovH5CiiuuEpPqc7ir7FJ/FOrJLxcLycn5BUjeK9UyDviznBPlDmiitU2ZtIivfGOrtbCB3heJMlUaIYFZEmv3RnRTDa/OQD+5FFFaxIZXl1P5iGsbFxz96AVneIFtZtF8wWFrExkXPlKV/rRRVtaELcytb8QjXYreKXSNNtjbqkcT2ySKUjXogBcqF5ycDk819G60z/Y0w7Koi3FR0Y5A5oorzsXsjrodS2hxHHgYwlVrW8mOvXNtu/dCFWx7+v60UVxx+NHZLZmmx9eajPI55ooro6mJA8MTZ3RIfqoNV5LGzf79pbt9Yl/wooqWBnz6HpMgO/TLQ/9sVrLm8LaE4IOl24HsCP60UUMaPN9T+xaJr2p2sek6fdWzTg+VdxGQKUHykHII6nIzg9waiSZ57bWb6U7rm8ljeaQ9WJY5+nXoKKK6odDmmtzHViMY960FYhmUE4GR+VFFdCOZjjIwQEH2phmfI59P1oopjQ6Zie5Hesm5uppBtZ+BnHtxRRSZRlSOdvY9Bz71GzneuMD6UUVAIrXPELHvkVNe+JNW1TS7bS729mntraR5UEkjMSz4zkk8428emT60UUDP//Z", 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", 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", "info": {"video_id": "147857", "label": "pouring water onto step floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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vmvP3APHUV2UIWTOOtPmehkw2KD52XBPO01YmhSSEoy/KassOelNIGDxmtrGKIII0iTYnAFPzz7UZxQ5xjNKwylqc3lWMrc/driLiXceC3FdTrsxFjtzjc4FchLuJJyMCgCQCQxZGWA7f0r261uZbYrdMvnzyI0RiEYH70sCQR04HB9cV4lbxkgPKwAyMAnGPevdpdXsHWNttujIRgGTAJ9Occ1zYiLlY6KNT2abtcl0mzvYrLNzh5ZWLvvGdrFs7fpWtZ6VDJMZmkRJN/wC9baQSMfd57dOfaqSeJrKNI2aN/mbDbSGwffFXl1ywMix7nG4cHbn8KwjGCer2Klik7rY5DxEJJLzYzrIyIATggH8Kybe222MnOW3gtj8cVZ13UYo7i4u5D8pclR0JrnUvbm/gvWTMSiIMuP8AeFehGNopHM5XdzUdBjPXnio/LwRhsg1z8WoXNtKqMcr7nINbtvPDdgyquJF+Uj0707CH/MeO2P1qvdSCOBnPYE+1WSQO3H1rI1qUx6fIQc9uaAOOunBcnPOea6vwFqAtLPWBErPdy+UsAGevzDP6iuPmfIJznmu8+Fk1vFPqEs7CMERqCemfm6/0rGsrwaLpTUJqTPQbS2ISOSS3DXQGHlB5LYGce2etX7HRJoI5poduJEaSTLgh2HQDHYcip4b2w80RfaIvMA4yQKsC4tBCyRzRbVXLKGHSuWNPudLxMZfCeea+Wnv5/wB2DjA2ggDp7VRhtwlpk48wNkn8MUmsap5U7lMM7sSwPOK5+aeS6tZdzbiJAxbpgYIrvUbKxxt3dzfkU+WMY5PXPWo1iaPaOMY7DrWHBcyW8n7tyAP4Scg1t280dzl0JVlwCmeB9KLASctkYAOOCaqajII7OV+h2kCrZYAng4x6dKxNdlIsgCDgsBzxTEcrM+DgNgdzUCyKMljzT5n4BIzmmxiMuZGAwF3DPSkB77p+m3lm08iLLNvRpLgOMBCoyoBP5fgK5WRw8zOP7xNdtrN5Jp3h6WFHYBk8lcnJwe3864ANxg4zWeHhyo0rVFJpLYmypy2BmmAgd/wppbPT06etNzzj1rexjck8wnHpSM/HPXuKg3FQcseKcz5BOefSkyhzPjn1rE12YeSqnuSTg1pswJ75rmNemRrhVDjCDkjsakDJ8zEgBXjPamSTDAOQARzz1podQ+SRjqef60TRCSNmXg5AAbjIpXCx3Hw41KbTjqU0W8qfLLAKCD97HXvXdHxldWlw4mVpEJATbFk5PY15r4AdEmvkkiLthMHP3cBq71pozFFIFIZ+cDqK4a8pKd09jaNJSim3Y0LzXZ9R00RybcM5IIBDYBxgisdjzx3qW6IVIwpBLfNwaqbwSDnntXZhk/ZpyMLNaS3FJyaY3GaUsCOtRscfhWrBC5z6c+lRM+eB+tMeVVU7u3eoTMNuAQc0DMLxDcAFEXnGWIrm2cA7uvOMVp6xKHvJGBzg96x58owCYHHakAk8wkZB2QD8ea9subyAbYpVDFjkNIuVBx6Dr+NeEFh5pOOrf1r3nU9NhnuVnt3cIuQ+4YX2x+tceKdrG1JvVES2FtPAyF0fncxHAP4VHb6bBBC0duGVWjKt82cgnJzUINytnPNbqrFl+UdDtX7x9zxxT5b0R6BLNEHQOuAT0/CuOKVSfKVPkqJ3Ry+oXDXd8yvzHv8Alzyce1S2lylutyCceZA0eSPUj/CsgO7ZfkgHr/hU3nKVAIXA45r2TmHzrlANpIzn6Vc0Jt73GD8o2oOe/JJ/WsiWaSTKorFegC9/pW9aiOwtFicjfjc+PXvQMuSN0GQR6iud8Q3AZBCmc5z061otqkB6Ej3Nc5qsvnXjKDxjgigDEkBJJDDJPXnpXVeA97nUjG8/mfu/ljYKp+9y30xXLy7VLEE88cjtXR+CIyk146scLs3Mp571jXdoMqnbm1OzuLO7aNHju2SRF/1hGTzUgN1bwOz3HmMNpMjAA4A5H41F/aIitYUcujTSNtJB4AzUev3iW2jqgIaSZvvA5+Uf5FebCKnNJdzSpSpyTlHpqctdylt8shO4nJqaxgaXTbqTKgoqMQQDn5scfnWY0qy5RSATUyTARKNzKcAEZr2DAcw2MvTaBwRV/S5mGobB/HEc/hj/ABrKmukIAU8D2q5o7Lme9kyoxsTI7dSfzxQM3SoQknOT3JzXN+IJ1ZlijOdpOcD1rWOoQMcLJk9q5nUJPOu5Nrcg0AZEm7ORt659aqyOdp2knJ5FXJABuAYc8cjpVOWMKOCfrSA9l1jXLi8tI4rhlCNKxQgYPHrWQsoPVunHNUdeulF9EiHBRA2fUmooLtZRwwzjJFTQTUFcz16muHBbr+tHmD61QWcdTnHTPrT2nAPDdehrZoEWuvfimGUKp5/wqqLgAAnr60x5gzY4I9qloomeXnJPbj0rkb+RXmcsOpNbN5qUESOm/JA7VzEs6u/zd+lIZIsSSSMc5VV3YPOaWS9t9jBNxwcKTVM3LLGwyRlSv4U/w5pkWveIjp1xfy2qtHI0ZSPeXdULBfQDg8n0qeW40df4BVp2vwcl5GiGc9Ad2a7H7DcTX9oLCRnOTCFJ+VVHIbP4EVy/wVVrxdaDqrsFhKFhnaTur1Tw9ZpZxziQESby5G3HHWvOxEL1bnRCndKRx2o3Xl6lLAzDfHxx0zUHnHHUZPeqOp2d++q3E/2eQ+Y24DHXNNEF+eRbTYHUhehr1Iq0Ujlk7u7L/nZYDNVZ71YUYlskDAHrVVo7xcj7NMPfaazb+G4AyYZc5z9w/lQ0NDbnVZJxtJCjPIHrVW31B0uBljtzg1JcaNqcWkHVWtZEs2bAeQbd5PcCsIu6lSCTjGeeKQamlcvvkfDAMDk//WqhIGHUDBP6UrMxbjnA24HtVPU5WS0YxsQwYc/0zSYDJo3VlOMgkYINfQ8klu7JaiICNuDt+Y7iOOK8H1jS7C08O2+paZqt9Oj3f2U/aYRGtwQm55Ih12qSFO71HfIH0dZ6JDEkJUE7Mbi3JbjjmuPFJ3jY6aGzMOPTfM1qG2G8wCMqQx4b6frUvjaER6Nb2cS5XBO0DIwBgVsyrC2oxQRlZHVsPj+EfX8abremXOpeW1rfG0eNSrAJvDjORkVjRcYTTZpOF42ieJvYXNqhDRl13EI6fdyOop/2KWPZvRkZuSr8c+len33hTXbi3AS70uQrhlD2xXcfQ4qCDQdfjiMk+m6ZLMxGVEvAGOgzXoqpDucvs59jz62/0O380YMrtk5/hHpWZdXryStlurZFepS6RelGFx4VtnB/54zLmqlrZx6VfrfHwbKZE7bd4x6jrzT54dGHJLseUz3LrIVIKkZLB8jn0qJrjzUYE8ckjrz2rt9astOvb+a7u9J1O3kkJZ8KQOe2MYrDbTtAfOy5vLY7vuyRg/4VWj2ZFmuhz7OXHPzEL0rrvAdlJdxatFEcjdFuGMZHzd653R9N0jUPFZ0y71m4itpX2Rzo0cIXuWYycYxngck4Heu1+GGmXEOv+JLWRpT9kkWIJPjzBguBuA4DYHbI9KwxEf3bNKSvJG/DYNq91c2TALGjoSQcnjGMHqD1FYvxLtoNN+wRWy7VCkFck9Tkfyr0Gwtls9TdYsKHBYgjoMmsLxXAk+rn7RpN3eQ4XEkSbl24wRj161yYaMYz7G9WHLD3UeSIX8h5RkqrDc2M4pUPmgY9+egrVmsrO2uGjuLDVIY8ncDaluO2DkZ+tdJp194ektI4oLa5iSMBTL9jAP55NehFxfU5eV9jhVRrl/LIIjHDOPU9P5VI1yYwI0OFXgAdlrs5NP8ADUocm+u4yzZO+PH9Ki0/SfCEGopcXt7cXNuM5iPHPYnFUFmcK91g8Nu78YqN5t6MdwyMnrz9K6XU9H0S5vp5rbVVhjdiwj8rIUE9OtUR4fsWBMGtwFC38cbDOPpT5Wyb2MNm38kDj9D61TeRUYqUVhz7VqavpJsrFpoNTtJWLAfu3IY59iKb4h8J6roGh6VqF5LKtxemTzYmTAgACFAzf3mDZx26dQalxZSZq6+5fWpyccHAA6D5Qap27EoT7gfnmiiqRD6lsOxK89RTTM4zhu1FFUxIVJWKNnt7+1Vbi4lgI8tyCT1oopMsxrmV2IYnnaT+tVSxBcADjjp260UVIiIsWUZ6elRWmq3OiawuoWmzz4iwXeu4fMpU8fRjRRSKPW/2fkUr4gBGQBb/APs9esQDdPfKegwuPYgUUVw1/jO2j8KOGuTd2U8nk6jd+g3MGx+YqCTXtTgOBdF8qPvovH5CiiumEpPqYOKvsUn8U6skvFwvJyfkFSN4r1TIO+LOcE+UOaKK1TZm0iK98Y6u1sIHeF4kyVRohgVkSa/dGdFMNr85AP7kUUVrEhleXU/mIaxsXHP3oBWd4gW1m0XzBYWsTGRc+UpX+tFFW1oQtzK1vxCNditopdI022NuqRxPbJIpSNeiAFyoXnJwOTzX09AxIyeyjFFFefieh2YfqUZTi/Q9wGIP5VdVm+U5NFFcJ19C1ExIbPZiKeaKK6I7GT3I26VXeiim9gRA5PqapXNvDKD5kMT/AO8gNFFIDyHW7q303xLqsX9k6bdQyXAYx3NuGClRwRjBHU8Zwe4Ndh8LriS7vvEF9Nhrm4Mcsr4xub5qKK1n/DMo/Gdbpxb7fPvdpG8tTubryM1Lqc7waXPJGcMqcH0OetFFcL2OqOxoW0zz2kMjn5njVj9SKcfaiiurojEidVbqoP1FV3trds7reE/WMH+lFFJgVJtL06QfPYWrfWFf8KzLjw5ortltKtc+ojx/KiikCOS8Z+GtGttAeeCwjikEyDKEjjJ964q9u7jUtMt9NvJ557a3keVBJM7Es2M5JPONvHpk+tFFbU27EVErn//Z", 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", "info": {"video_id": "147857", "label": "pouring water onto step floor", "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": "e3673e5b138112cc77a7bad1d9088b4220c9b69e7dfeb55980c3cd54a873e688"} +{"episode": 48602, "episode_seed": 996168240, "split": "train", "timestamp": "2025-10-13T03:20:44.222699", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 996168240, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 web camera on top of monitor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "58142", "label": "showing web camera on top of monitor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "58142", "label": "showing web camera on top of monitor", "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": "85b0f88076fed6a07901fd0a459ae7b4d84b84a52d9d377d9b4ac1346ca0ab25"} +{"episode": 48603, "episode_seed": 2191792816, "split": "train", "timestamp": "2025-10-13T03:20:45.769693", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2191792816, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pack of cigarettes from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "89020", "label": "pulling pack of cigarettes from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "89020", "label": "pulling pack of cigarettes from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e8fdbb765f1ef68225e7d340b5cda73b0c76f801102fe39ba9e76a4b71469020"} +{"episode": 48604, "episode_seed": 2448850680, "split": "train", "timestamp": "2025-10-13T03:20:48.457286", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2448850680, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pencil up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "5554", "label": "moving pencil up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "5554", "label": "moving pencil up", "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": "2c1af87126290ef3356bf577e91f7fe9a61da7399fa5d602c7548726ea6d1f1d"} +{"episode": 48605, "episode_seed": 3268120151, "split": "train", "timestamp": "2025-10-13T03:20:49.813294", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3268120151, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 magazine on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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YtzVozkTArEcMckfwr1/OrUUxcA7VUdgBWfGuTVpG9x+FaMwPcPgb4p+z38/h+4k/d3AMtvns4+8PxHP4V7zXxZo+pTaVqVtf2z7Z7eQSIfcV9geH9Zg1/QrTU7c/u54w2P7p7j8DSBmnRRRTEFFISACScAV5t40+JcNlHNY6LKrzgFXuhyqH0X1PvSbsNK5veL/HNj4ageGMrcagVysIPCe7Ht9OteA+IPEN5rtxJdX07SSluM8BR6AdhVG91CS4leSSRmdzlmY5JPqayZZsq/NRe5vGFj2X4Bvuk8Q+xt//AGpXtNeIfs+NufxF/wBu/wD7Ur2+rWxjP4gqK5gW5tpIH+7IpU/jUtFMk8X11JLed4JVw8TFT+FcbqMryAqT2xivU/iDp3lXkd4owk64b/eH/wBb+VeVX2ASASTn0psL9DR0TUB/ZkCyMcL8h56YP+FEkqsxA4Cn86xtLmPlywZwFk3j8RVqd/nOOK4qu9jupbJl2RIJYY2iMjTjLSZACqOwHqff39qw2KJMS+dh9OeKurKI4nbvgj86y5H4AHvUJF31ITLhZUXlcAjPswr60T7i/SvkTdlm6cqa+u0+4v0rppdTmxHQdRRRWxzhRRRQAUUUUAFePfEjSTY659pRcQ3Y359HHUf1r2Gub8caR/a3hq4VE3TwDzY/XI6j8RUzV0VB2Z8/T/I8iN3Uj9K4fxMQslvgAn5jz26V21wMSiuH8Tfftx6bv6VnDc6KnwGGSTyTk0DrTaUVscpO0nyjgcelW9KujFeOmfllXBA9RWdmlR9kit6Gk0WpWaOluZWeCMBiVjJA9s8/41TUtK4VQWYkBQOpPpURkzuUHK1Hv7CsTpLVzE8UjRuyMy9ShyPpVYcq2TyKezkW+Mjr6VAzUybjmbMOD2aqp61MT8jfhVcnmqREhw4qZW96hpQea0MS7G+Oe9e6/AnxV+8ufDtw/wAr5ntsnv8Axr/I/nXgqmtbQdYuNE1W11G1OJraUSLz1x1H0IyKBXPtaq97fW2nWkl1eTJDBGMs7nAFcpqPxM0DTfCtprclwshu4w0FtGwMjnuMdsHgk14brnjfWPG2tMJ5PLgSNngtIz8i7Rn8Wxnmk3ZXGld2Ow8cfEufWPMsNNL2+n9Gbo8w9/Qe3515vcXBaMjJqvcTcKQc5FUJbgnjNZXubqKRLNJhc5qk0uQ30qOWXIxVzwxpcOv6+dOub6S1VopWjMce8u6oWC+gHB5PpVJXCUrI9h/Z2bc3iP8A7dv/AGpXudeB/s1uz/8ACSFjn/j2/wDale+VaMG7sKKKKYjC8X6d/aPh64VV3SRfvU/Dr+ma8F1JApI/WvpYgEEEZB6ivnnxdYHTdbvLQjAjkO33U8j9DTRMjlrF9mpFezp+o5rUnGArnuKo6JNFB4s0xpwDC1yscgP91/kP/oVaupQtbyS2rD/USsmT7HH9K5K3xHZQl7tihNMixFTnBrMuJ4/LwF59c1JcS87c1hanO6W5KOQwI6VMY3NG7aljzcyDP0FfYyfcX6CvkDWNMsLXQLXVdN1S+nDXf2XNzCsa3BC7neIddqnCnd6jvkD6/T/Vr9BXTGNjmqT5rDqKKKsyCiiigAooooAKQgEEEZBpa5Pxl40tfDtnJBA6yaiy/Ig5Eef4m/w70AeR/EWwstK8VzwWMqlGw7ovSJjyV/r+NeTeJDmWH6t/Sut054Ne8ZvZavqV1BHcykCdJokCE8lnMnGMZ4HJOBXHeJIZbTWLqzlFwptp5IwlwAJFwcfNjjPrjj0qIqzuauXu2MeikFOqzMBk0EcUKcUGgRehfMan1HNL3ptnDI9rJMvKRMob23Zx/KpJMB+OlZPc6U7oG+4BUTnC9aR5KiZqaRLY4seR7VCx5pSSRxXSeI/BV74b8O6PqN4JVnvjJ5sLRkC3wEKBj/eZWzjt065xSREmc8KO9FFUQPDH1qVGPFFFAiwZG4GTgDArQ0CV4/Emmsp5M4U/Q8H9DRRUy+FjW5PdfKzgE4DsB+FZsjHJ5oorNbHSVnY560adqtzomqpqFps8+LcF3ruHzKVPH0Y0UVcTGR7b+zT/AMzL/wBu3/tSvfaKKszCiiigArx/4t28cesWsyrh5bc7z64OBRRQJ7Hj2pO0W6RDhk+ZT6Eciuu8Uysdbv26FmVzj1KqT+pNFFc9bdG9DZnITu24c1j6if3BPX5hRRRA1lsWdb8VyeII7WGbSdMtTbqkcUlqkilI16IAXKhecnA5PNfZ8f8Aq1+gooroOVjqKKKBBRRRQAUUUUAcx461i80bQPOsnVJZJBHvIyVB7j3rwDUrmaaV3kkZnclmYnJJ9zRRUPcuJyo159IvLuNtO06/imkDtHeweYAyZ2kEEEdTkZwe4NYWsX9zqmoTX95IZbm5kaWV8Yyx5PA6fSiiqQmZ1LRRTEFFFFAjW0JiRqMX8DWjMR7qQRUDng0UVk/iZtDYgaojRRVIkQ8Lx61qah4n1fVNIttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1ooqiWf/2Q==", 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", "info": {"video_id": "220707", "label": "putting magazine 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": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "220707", "label": "putting magazine 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": "efd5bff9dab4315008b34528d530007e7963088d5d04c2da131bf7af68a89ace"} +{"episode": 48606, "episode_seed": 1147156587, "split": "train", "timestamp": "2025-10-13T03:20:52.205226", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1147156587, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a hair tie with a towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160761", "label": "covering a hair tie with a towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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pk1qTaIt7E8BO0soKP/cYdDTrKAFgMc+9dFYqEnVWx0xg1aRm2cpY6nfLIdMvUjN5H8gWcfLMPQn19D3rLI+Un8a9C1TRLLUo9sq7Jh/q5lHKHt+FedXSm0RsuAufyPcfjSnoEXcdbW7zvuUcDpmtqzsJCck5b2FYlhrqJGqmNQvYY5rVi8QqDhUFczd2bpWNO5jMEe6RgT6DrVWyuZJJWB4Udqoyaq88pLkYqSxu4vObcwApAb8c3lo0jkBBzmsq4uZ7+bCBiOgVagudSWfKBtsS+nelj16O0QC3jXI6kjmlcLB/Z94FOIG6/jUkVtNGRvjdTn+7UZ8VXG7OMfhVmDxU7Aqw5HtTQWKuoafe6DeNqtqpe1mwbiIdj6+2fWsPxbdG6gsZl8t42DhZFAD9vlYe39a9YtJIbqxQlQ6MvU85BrzT4gaRbadPaS2gKJPvLRdlIxyPY5rrl8Jzxd5HEwWjXMh+YKoPU1rpb+XHtj4A/WstJguERvmUk47GpheSqxLMGz0A7VzSdzoSJ5I3Dgnsa6LR7csAG+9muegka5kVTxz2rstLhy7YHQiobNImsV2KQzhUUck1Grm8VEtyqQdSzHHNZvi2K7XT4prQAsj4cMeMHv8An/OuY+16l5SptjGTn7x4prYlrU9Cit9LAMb3qFxjkcYqwun2coxHOrn3PJrztpLtugjz3JJqaPULmHDZdSvdTmnchxOu8SaY82g3sa7QBHkc9MEH+lcBp2owaZc7gkhkHyk8A/lXX2WpjWo1sbt38u4UxsQcHmqOofDV5SZYb4tJnAVxtyAPUd61hFvVEOSjpI7+zgjS5KkbnC/e9BUTqJz5oZVQMQcjoPXNFrMUe5dujJlWHcUyCU21vGHG5ZlIV8d/Q+3vWhBVwf7bjgVXDBck9RjsQwPetqC4kt5ngmLPA33ZlGWjz2Yen6Vn6Tbq11LOo+RMRJ9B1/WluoY7ifzGMsTg4WaM4K0IGa8cMxO8PFvA+V1UlXHv/wDWNJFcQ294s91ALfcdomU5XPu3UfjWbb3eo20whltjMGPEsJADD12/4VtwzRyJ5bgDdxhujf59DVImxJMNl7zysozkHHPqCKgZ5I2OMSL6Yw3/ANemm0niBFmy7F+9byfd/wCA/wB2ojcu3yHKSDqj8MP8R707iLMMyTo20jcOoHUfUdaWP7pwwZR0dT09jiqbETkpPFkjoyE5H0I5FcSJLy98b3dh/bd5aqDIIXiUFyVTcFPbseT6e9NuwWuVfi2FaTSCucnzeCOP4a80CZY55xW5rmq6jqgtm1C8kudgJQvjIzjP9KyVHWuabvI3gvdQ0L0qZVpqjkDOanVe9TcociAkCr0VvnAC5qvGnI9a07M4bO08U0xMvW9orw7R1XqO4rWtbbdGHBw3TnkVDawrKVbPP94HkVrwxSQ8yKCv/PRRx+IrRGbZPbYjZQ4Vfc9D+NbUcZV1IZQf4QT976etZkTOq5AVlPvxVPxRI9poMk1rJJBI0iAqPusPoePxFWRudaVXYVbK5HTuK8r8T6RPNAGiJYJzgd60r+8u7LRIb3TPEOpSRtcfZ9tyiqkxC5Zov4gqn5Tn1HuBrllIl8xcgrx7ik3ccfdZ5SlhqJhMm1ggH3gKdawajID5bMxXtivT1gjW0VHQMswODjofem6Vp0KPNIF+TO1T9KjkNOc85F3dxkK6jjrxzUqahcKciNfzr0oaLp18pMsQDj+Jf61G3hGyEgIgLDPG08EfSl7MftDgF1GfBAgBz70LqLggG2IHqDmvTG8NaWUVGi2EVDP4Os2TEIAYjP1o9khe0R53/aUTMMxyfXbToxcXV8JbWN2iChWGOvvXYTeDlBCfcY9Af4vof6VsaNpkemh4WhGT3U801TB1FY1dLjePTrdFUYVQPcfWuR+I6iSOwJXBxIPb+GmxXDXfjafTLvVry2t2l2RSRSxxeV0JLFhjGM8dScVhavcahPqFxZ39zdTfZZXjRbrbvQA4wccZ4HrWkmrWMorW5xF1bbpCOhHeo0tyONze/Nal3FslPFV40BlGemawudCNzw9p4c5Y4EQz9TXa6ZtMr7egArh7WV0EhRsZPauj8LyyTTNljWDd2bpWN28khnt3glbAkzHn0z3rzWdtRtbh4jIheNihBX0ro9WupBqbJ8yqkny5GM471txaJbagWu5FBdwCfrjrWkFrYzqOyucKl9cqo82EP/utipbfUzJkNAQ3YDnNdZN4XLyYjHy1oaf4RtoVJlBL+4rX2Zj7RI53wTp19JqKvMg8iJi+5vU9hXqpiUpiuX8Ql9H8PNJYu1u6yIoZOuD1rK1c+JNE0bTru51O8WW7L+ZEVwIcbSoJx94hs4/+vWytHQxleWpr2k7vokzk/MillP44q7dOUjYKceXBvT2JFFFQjQsaEoGgoepbr+NNiYq7dGw2Oe9FFMT3Nrb5FuWRmxuUbScgZNU7+Rot8qnnaCQRwfrRRTJNOOMS26sSVcJkMp5Ht9KrIF1KJ4bpA4U/K3Rh7gjpRRVCOR1LUrzSdUa2huHljVuPOwxH41xN1r15a+KbjUI/LM6ysRuXI5Xaf0JooqGaGNfgbYeOx/pVHsKKKxn8RrH4RyDrVlQMCiioGToPmHata2UAEUUVaJZs6Ycy49q6RCbcpsJw2PlPIoorWJkw1O3FtaG8tneGTqQh+VvqOlclrmtXc+gvFJ5ZUSoeFxmiimC2KN94jfXIoIptNsLcwqqRvbo6lUHRQCxAHOeB15rpbeZ5NKkZjyilgfxooqQLt0xSMgfwxbh7HFWtORY9JjIGSVyc0UUxdBAPstwnlEgNzg81uIxW2Z14ORwOh5ooqhMiuWYhn3HdsLZqxbHzLWJmA+c8jt06j0oopiIWfNz9lkVZIXxlXGawvEUs2i3EYtZpCrc7ZTuA+meaKKfQa3PP7jxNcWmsX/m2VheJPMHZLqDeAyjgjBBHXpnB7g0kl7PqN497dPvuLhy8jYxknmiismWZeof6yqYODmiismamnBxFXU+D/vH3LUUVizdEuvIr6ZcMwyYyHU+h3Af1Navh+RmswpOQOlFFdH20c3/LtnQQqGxmp9gVyB0FFFbo5jB8af8AItv/ANdo/wCZrhbrWtQvbCCwubqWWCB2kUPIzElsdcnnGOPTJ9aKKUtyo7H/2Q==", 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", 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", "info": {"video_id": "160761", "label": "covering a hair tie with a towel", "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": "ae785da4a65a1e70775de52036bae703fe6ccf22a7f9130e5323efebc3e0a014"} +{"episode": 48607, "episode_seed": 1197455390, "split": "train", "timestamp": "2025-10-13T03:20:53.442957", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1197455390, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile onto table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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mppqUpcprVjCMedGdq3gOZ1e40sPIifN5JPK+6nuR6Vz1/daxbtFHNMhttmJCoCcg/wAQHU4r1Tw34y0fxFbgW0oiuAPmt34Zfp6ivHPil4pin8UTWtpGqrCNkjD+NvenKDWhzzSxEeST0/E6Wz1GC/nkmjUbWP3iOTjvWD41uPs8unMD8pLg/wDjtVfC14WshngntVjxFbm/0oqOZI23J9ay66nXZJaGt4Pke3uIr7cTEeGjBxvX/PSvaLJrWW3Se1CmNxkMBz+PvXz34V1PbbpBIxAAx9K9D0fxXFoUiRXLM9tKfmC8lf8AaArSLS0MKicmehX+nQalamGdfdWHVT6ivOtcX/hH7jyLr5yRujKjhx612/8Aar3USvAQI2GQwOcj61nalplvq9qYbpc55DA/Mp9Qap+Qqej12Ob0f4gSwYtb0Yt+iSjlkHofUfrXVSCC/tj5gSeGVcnPzKwNeX6tol3pF2Ipo2ZH5ilC/K4roPCt7c6Q4NwDLaHrCex9V/zis4yd7M6KlKNuaA/VvAErI11pu8oDnymb5l90PXj86582uqtrkE1xeNPbKY97OcOAD82B617Xb3MF3CstvIsiHoQen19KztT0Gz1FJGMaxXDdJlHOff1q3BM46yVaPJU2Mw6X4f1y18kW8Vyq5LIww4z39q5yS1SBpYdMmMixlglvMxZ2APRW7n2NYGtSapo+oeUxaAqcxyxtw3uCP5Ve0rxRbPdI+pQBJ8Y+0p3/AN4D+dCkloW6cnqjjbG9j1PQEViDLHhJFP8AP6Gs6083RLqPd/qnGUb2zUECnTtZlg6IXZQPYnIrobyy/tDRAqDMqEsn19PxrM1Wg/8A4SGdriKW1laLyjkMpwd1el+Htbh1my3ZCzpgSJnofUexrwSwu/KneJ8jDYwexrt/Dk95FeJcWhwFOH9GHdaFJpmzpxcND2FIjOwiChi3GD0/GvLNYXQV8UXNhY36qsb7T5g2oX/iCN0wDxzj2rt/EWu3Fvo08GiRYurqFRb3EjY4Od4B6Bx2+teCTxy207wzxvHKpwyOCCPrmuuNKM1qcntZQeh7Jpcr6HOslqQrDhgejj0PtXeaZrNvqsZ8vKSr96Njz9R6ivnXS/E19pirEW+0Ww/5YyHp/unqv8vaux0/xGL0LJpDyLfIC4g/5aDAySvZhjrjt2qJU5Q9B86qb7nq+tWVtfWDQ3GQesbL95W9RXj2r6XqGj3m6Yuybv3c69D/AIH2ruND8Vx64ojuGWO97p0D+6/4VrTwxXETRTRrJG4wysMgis2lJAm6bszxPxbq2oXttYzS/O1ozfvQvPOMbvyp97JBrGlxyL0kUgjureldT4l8PW9hHKkJPkXMbKEbnaQPX8RXnukStDJJbP1wOPcVmy9G9C1Y3c2iXbQT8bcHI7itiz8Q3MWoreRORjgJngr6GoPEGnm709LmJcyxJkgfxLjn8q5rS70ECMnntQ3pobU7Pc+gtI1O31WxjuIT1+8p6qe4NXLkWY067uNSZV0+GMtOzDOR6D3rzrwbNLZXkdzLuNo5/eRA43L6/UVp/EGXVtZsItLtVjhiSQzeXnAu1z8jKenA7ev5VtStJ6mFZcj905jS7zRr+7IWR7dix8uG4I6Z4w3Qn64qt4thXTVbUVu3RiVRYMcE9/0rkJUlgmeGeNo5FOGR1wR9QaoXet3CRImVmihmz5cvzAH29K0nQitYihiJX949K8E34utPLsTncQQexroblVuIXjJ4YYNcZ4Nt7iHSI7iRWVZ8yDPU5NdXFL6muR6M7FqrnPXFld6cUlYMEJ+SVT3+vY1y6ed4c1xgW8yGVMntuXP8xXrEEyoGjljWSCQYdGGQa848RQpeQQ3VuyuFVsMp6jvTMJ72JjYRais0fG/bmN/Q54rn1vJYZlt5SQFJBU9jW34cuhK5jJ+dFKkfqKp+LrFYmivohgkkSY/Q0LsEXZmtouqz6beJcwNyOCp6MO4Ney6HINbsEvIspExx83UEdRivBfCzrd3O2XnyxnB7mvVvDWsjTLjuIH4kQD9R7inFW3KrWktNz0A2dvFbSI0YdGUh9wzuHevK/i7qpFrp2l2yMtoBvLBcKxHAGa9QvbwDTHuID5ilcqy85FeTXuuPE00F/bJe2MzZe3lHH1U/wn3renVjTl7xxyg5LQ8w86WBvNhdkkXoynBH41j2upOurLPcqZ5Nx5PUk8c13eseF4biym1Dw3O17aqCZbU/6+D6j+Ie4rG8P+FXR01LUWVEHzIhPP1Nb15RaTFRUr2R1Wl6UbW2Ezt80nzY9M1Lc3EQHkMfncbl98daZNrFqi7GnXgdqwb7U4Jru3kgYnymO4kev+TXnvVnbJWiT3tk1gkV/b/cYkOPQ5/kajg1F7uQs7HcOMeldDaxx3ulvC/zRvkcfmDXC3Cy6Tq01u7Z2tjd6jrmh6oVN66nqfhLxL9hYWd2/wDozn5GP/LM+n0/lXpTtBZ2k19qEqwWlvH5srPwdvbj3/WvGvD0EU0C3UvKt90envXfraDxFZLatOhuI4vKSObmO4jBzsb3B5B/wrSm7fETXSbvE8z13xrqWseIpdTjneBPuQwA5VIx0Ur0Pqfc1pad41hmAi1GMQv086IZT8V6j8M/SjXfAT28xW2U2dw3K207Zjk/65yf0P5iuKurW5sLhre7gkhmXqjjB+vuPcV2WhNHIpSgewafrLWCrf2twjxHjcjbkcehx/8ArrqtP8VWuu25FsTHKo/eRseR9PUe9eIeB4Lm/wDFtjZQTPHHLJm42ngxLy2R0IwMc+tdL4kNvpHi29TR2aCOGQBQjZ2NgFgD6ZrnqQ9nr0N4Wq6dT0i8s7e+haG5iWSM/wALD+VcDr3hSTTInurN2lt15ZSPmQevuK2tC8ZQX2y3vtsNweA/RHP9DVDx/wCKU0+xfTbaQfaJkxMw/gjPb6t/L61m7NXCPNCVjzXVZVv7MajEu1gxV8fwnGf510fh+8F5pMcmRuBIb2NZOjWhtdRvtJuwrxzRCRfRh0P+faqGgXD6VrEtq7HymfY2f0NQXuit4ks3ttXluYx+7dssR2auy8M3avpkQU4dRyPX1rO1SBZ5LiNxw2R+lZ+l3EmkXRt5vvLgL757/TFNMtbHrek6jbmJrS/hWaylI3q3VG/vD0p3iPwJBd24ZImvbULlcN+/iH+w38Q9j+tc5Z3IlUOOd3PSuo8PeK44JDpdw+6Q8wZPT1B/mK0jJrYznC+x5DrHhi5sFkuLSQXtkh+aSMYeL/fTqv16fSut+D1iseoal4gnXMFjCUVvRmGWP4KP1rpdd0FrnUf7V025az1BuWcfck/3hUWk6hNDZz6BLosFq9zIZLiaAYjcEfMQBxkgY7dTxW6rJqzMHSfQ4Ka8ea7e7T927yGUbONpJzx+ddnoHjQSj7NqjqrqpKzngEAZO78BWL4l8Pf2Uv2u25tCeQesf/1q4O/vQkL3DH5FP7sH+I1xptM7ZKM4nQeJPGdxf68ssLEWkQKLAe6+p9z19uKwNVPlNb6hBnZIAwPuDyPyqDw1YLrP9pPK7CVShR89M56j8K19PtvP0HUdLuFBltpGAPpnkEU3uYq3Q6KxuEutOhlQgq0dee3lo1hf7lH7pn+X/CtzwleNE7WchwHztB7MOv5/0qe7shep5BOGLDB9Dmlsy46M6bSr0TW8bJnIGCBXa6NqVpdQpp2qRRzWrn92XH+rb2PYV5Do2pSWU/2aTIdWIb2A4x+ddtBOPKyDgYz1q0Elc6DxP4IgmtmeSJ7y2QfKy8XEA9j/ABqPQ15rb+C9FtkkuJrl7omTeFbCjA6ZFekaP4v/ALQ06XSy/wC/jRgkmeXXHT8K8ehjvb25u7fz9kkILBWJ+bntTlOVrJip04pvnO2F9F5KxoVAUYVR2FNS9w3tXm0erXMEpBYgjirieILgYBORWTTOjmj0PTrW+SUlCeSK800q5aK/S0myIpXKsrcYY8VqaJrHm38e48Z55qXxJZxy2ZvoR/pEJDqw7gH9aL20ZjUexiqZfD3iBfMG6Jh1H8S+v1FdNqojubKLo8b/AJEEVkeIlW+s7S+j5+UN+B60unXol04Wzn95C2V91P8AhQ+5C11My0B0nVGxuCH7pHpXoFjeJKqsrZYHDYrmprM3mnzqigzIQ6fX0qnoep/ZZBFJkdjmqTLPX/D/AIhFhMtrcP8A6LK3U/8ALMnv9PWl8X6Fb6pG7WBSOfHzEfdf/D615rqWr+cVhjb5R94j+VdX4R8RecF066bMgXETn+Ien1FDaejE6bS50efXVpqvhrUVnXz7aQHhlOM/jVfVvEk12hDHLHlj6mvWPF0cT6JKrxhkPqOhrxS5sFELyFsbTyD6etO3RijLrYqo8s67+Rk4wa2NKtGube/jTDzRBHCjr3BH5GueN49uu0NlQcgEVr+DrySHW1kkPyTN5Tk+rZI/UU5RsroTm3udP4Q1BZLeSydv3kZyoPdf/rVB4n077VcPMnEqLke/HSqeoxtpviaSeEbQzeYuPXPI/wA+tb91IlwyzJykiKwrPzGt7lbwpqGLVLdmyMdD2Fdva3BRsq/IwVYHBrzi/h/syeGWEbY7hBnHY/xV1Wk6mktuCW3EcEDvVoo9a0zUbXxBYvbXkcckka5kRxkMP7w9K4XxdpMto2I7H+1tGA5if/XQepRuuP8AJzXOHxFPBqYls5MCJv8Avv1B9q9G0rVINXsEniJ5PzAnlT3FNT103M5UrK72OV+HcXhnSL/UdWi1Tc3keXFa3KYljJOWX0YnCgdPpWNr+i31hcSXlx+9SeQyNKB0Zjkg+nWu9u/D2l3d/Fey2qfaIyCsi/KTj1x1pPEV9Z2OjTvegNEy7Nndyeij3qpyc1qTT9x3R47dXJQiOI/Oec+nvXNatrEt1fl2kMp3lnZjkue5NS6vqBs0aKNs3En3m/uj0rBQHeAetZwj1Nq0uh6DNqsVxfWmpW6tm3JSZD12n+dVNYgVbn7VGcrIcZH6H8qrwILO9R2H7pvkkHqp4rRsbZruzvdMkIE9u2EJ9jkfzpLQziyW1vTfQea2N4+VvqO9P16xaSKK/izvijG8DuPX8K5u0vW06/lgnBCs2GB/hIrvYAslpHu5DRjPuMUtmXexhaZr/lWrK7fMvTHeiK8kaYzFz5hbcGB5BrnNThfTNQaBs4DZU+q9jV21uQyAZ5okbU2j2HQ9c/tWxXzGH2mMYkHr7/jWj5w3da8o03U5bG6inib5l4IPRh6GuxfXEmjUwn5pBx7U1K6M5U7PQm8T6h51k9imDGw/en29BXieuebLqYj5EQ+4Owr1a9zKgXqMVxtnosWteLpdOub6W2UrKYike8syoWC+gHB5Pp7046sU1yxsZnhm7l0hbxpIiQdnHr15zWzBfodSe+QEW92nlyA/wsOhNYeiB7myuPMJIO3Gfxq7aQHzZbPHy3CEL7OOR/KiSVzGIl5G1hfCaI7ST5in0Oef1rZs7lbkQTAgByDx65qrFAdZ8PK6/wDHzASCPU45H6Vi6LqP2e4S2kPyM42k9jmkao3PEFibedtQg4DHEgHY+tMi152sVh3EORtJz2ro7q3S5tpYX+7IpB9q84nEtjqDQSjDxnB/xoTuOLV9TqLS8kgkSWJykiHKsO1a2pafFqdsNZ075JwcXEa9Vbufoa5W3n3qOa2NJ1h9MuhMOY2G2WPsy0k7aG01zK6OavLY+YxbrnJrJedYm3DkDp710fjTUbKfUfK08gwbA0jgcEnsP61xs0hdjWsUcsnY1tKvHE5fODW9PqFzb3DRszNbsMOh549qg1TQ9KsfDVvquk6jeTK919lJuYBGtwQm55IhnO1ThTu/vDvkC/e2+WYkc0ppJk3uLaMIZEsJDuhceZET6HqP8+lZc5fS9R2uP9W5De6//qqxLuXSo7hTmWym4/3G7fnWh4jt477R49RhwSoVsjup/wADUFpmjpcolWTYQVIBBFYviSz+zXSXSDCy/ex/eH+Iqv4U1Dyb1rWQ/JKMIfRvT8a6jVYI7nTZ45BkFDg+h7Glsx31ONs7vfyzZPete3uWjdWVirA5Ug4INcojPbzFH4IOCK2IJ9yD1pyRvCXQ9c0XXYdc01re7AMyriUHow/vf56GvIPE13anVLqGyfdaRuQrf3z/AIVY+0XAZmimaKMKVdlOCwPVf8a5i/mWWchBhRwAKqPvMxnFRuytI5keuo0aONrWa3BCzOUkjYeq54+vNVPBumaTrHiKDT9XuJraKchVnSaONYz3LGTjGM8dScDvVxbB7LV9TtNtxG1pOY1WcASJhiBuxkZ4GcHFXNaGCepu3rf2naNcbf38Q+cDsR97/Gq2k3mXe1Zug3Jn07irNpcCLWbaZwBDqEeGXsJBwR+P9aydes30jU0eFiEYbo2/mKy8jaLOwa2jv9LSFxwQcH+6c9a5BLyfT5JYSSrA7Tj16V1Hh2/S+0wMMeYjEOvoaw/GNiIXS+j6SNtkHvjg0LsNOzFt59wDZrpfDuvPpF2HyTbvxKn9R7iuCsbrgAmteObHTvU2s7o6dJKx7qdRtjZm785Ps4TeZM8bcZzXkPi7xYt8j3ZyArFLWM9l7uR6n9BWe+t3j6PLZySFdPD7gM8ufT/dzz7muI1O+a9uic/KOgqvjdjn5VTTk/kVpJHubrexyWat+1to5mjjCCRs/KMcg1zqZRw3celdvrPh3VPCmh6Tqc7zx3OoiVZYjGR9nGEKAn+8yvnHbp1BxtY5nK7uye8UFT9KsWkrL4rhIx/pFqpk9ztzn9KKKwNEY3i2NY9ccqMb0Vm+v+RXT+F5pJtDh8xs7CUB9h0oopvYroY/jdVzayY+YZGfasKxkYY5oop9DSG5sBiACD2roNJ+4hzyRk0UVmbnQBQyZNcJfajPo/iia+tQnnQyNt3rkfMpU8fRjRRVw3MKuxU8PKPLvF5wuzA/OrchMV1FInDK4IP40UU3uc8di3oDmLXdVt14i3lwPQ5/+vXK6vGsWsXSIMKJTgUUUluaLc9A0qZ59KtpZDl2jGT61xvi1QNV8wfeICn8AKKKI7ginYyNxzV6UllVMkB2CnHoaKKHubx2MbXAEkREAVQMACsjoM4z9aKK1p/Cc9f4zpNZ8Xy+IYbaCbSNMtTAqRRSWqSKUjXOEALlQOcnA5PNdTeAc/Siipq9DJbmK5xMYv4JVKuPUVoaKxl8OTxv8yo2AD6HFFFQ9jRHMFfs+pSLGSAjHafTFegXDF7AserRgn8RRRQy2cJrcapPG4GCwIP4VXtJGAOD2ooquhS3NrxR/otvbQQjagj/AJ1xv8dFFVTIrdDU0jXm0YTxnTdNv4pWVjHe2/mBWXOCCCCOpyM4PcGtnSb651a61LUL2Uy3NzIJZXIxljnPA6fSiiqn8Jity1eM39j5BIMFyDGR1GRzWl4oAuPD9tcSD94NrZHqQM0UViaLdGZ4PmdNSaIH5JFO4fQZFdF4gjSa0WNxlSTkfhRRQ9yup55AxWTAPet6yXz5YYnJ2uwU49CaKKbNoEHih2imaCP5Y1O0KOwrlF/1hooqqWxliN0Kx4J75rbu/Emranpdnpl7ezT21vI8yCSRmJZwM5JPONvHpk+tFFadDmZ//9k=", 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", "info": {"video_id": "92124", "label": "putting mobile onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "92124", "label": "putting mobile onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "eb6fe097ccd86bb04894977543dc6364d3fe2781bca905a2e9ea6fb3287789fb"} +{"episode": 48608, "episode_seed": 530683240, "split": "train", "timestamp": "2025-10-13T03:20:56.207987", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 530683240, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning fidget spinner so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "79510", "label": "spinning fidget spinner so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "79510", "label": "spinning fidget spinner so it continues spinning", "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": "8f79251e4aa240fbef2496c1be59a4e91f6d3df761ef62fd6ced2b928378ca9b"} +{"episode": 48609, "episode_seed": 2862124482, "split": "train", "timestamp": "2025-10-13T03:20:57.701614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2862124482, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 magnifying glass next to key chain cover'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71566", "label": "pretending to put magnifying glass next to key chain cover", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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L194t3EsTcfQ5rqNW8aWOg6+mm6lmKOaMPFN/DnuDWB4D0SUzJq4cbVLRlD6etXfGXguXxLqsEpx5ATaxB5HNap+4eRXtLEWe3/AMD4syxXj+H54XWSEidwynIP3K4CEiWYgHgV0/j3Ql8L6Xo9os7SRgzFAxzt+50rmdOQrBubq/NY3b3O7DpKCSNCUH7DPx0jNdb4R1uPRwRLGXSWMD5RlgAB+YrkpSFsZef4D1q1prsYokP3ig/AU72ZtKCnFxkdTqUsV7qb3cUhZZBuIP8JJ6VGic1Bbxqi5759atp3JobuOMeVJISIeXPHKRjYwbOOw616Vp13De2STQTLMnTeDnNebs3FdD4R1RluG0qSONUCb4HXgnHVSPUfyqou2hxYyi5fvF0OxqpqcYk06ZT3U1bqO4XfA6+oNOqrwaPPi7SR80azH5OsXUeP4s1TtgIbZB/Ea2PGcPkeIJCRwTWHGTLcLGBwvJrGD91Hsxd0jXtVxye9W7NgNZY4yAqDA781BCPmwBwO3enLLt1SZQesQ5PbFUaxPW9Y1SCbw5v0+QSMVXcD1UAEHjselcNGTtAYc1VhJJHlnaPuk9yK1DaxtCZYZRkfeVuo+hqm7mdCj7JNJmn4d2NfPBJGCDFvGRwcHp+HWu/sLf7NAfVua8ytbn7FNDdfwxt83+6eD/AJ9q9WikWSBHUgqVBBFc9RPmTuceLTjL1PLfFrA6iwHfNcnK2QQQM7Rjiun8ZIYtUljOQyuSPoRXJSlg5BHQCih8J10dYnPasoEiuMdc1m3XzBcfxcVs6ou6AnrWQrA7WP8ADWw5FxWCBIwa0bZNmB3J61lWQM05k/hXpmtmEfMf5UxxLnh6aOHW/Om3eWlwC+3rgY5/rXoPjLUUu7OE2TpLDlt7Kc4LEEAe3Bry+zk/0i5B+6ZRz/Sty3LkZUgK3OMYyf5UJ20FOipTjO+xNsO0ZpSCvPWpQOR6+lK6g9cg0I6CsxOcis64YiQMezA/rV6fAX+vesuaQhvbIpks9a8NyWN3Yx3FrvV26qy7eR1+tdlHGrxKSO1eBaL4x1DQXURok9qG5jbqPoa9s8O6zHrNgs6DaWAO2ipJTkm1Y8aph3R2d0fNulIdpk7k8Vu2uHb36msmzXZCAK0o/wB3BI/oKR6cUOhJlu5peuPkWultIwtuoA+tc5pqfuU5yWJY966aE7ep4x3pGpbQYAB5/WpiQehqKMnrxTih+9TAY5HJrJupG529RWpJvArMnJMgB4680Ad38OtQElteWDH5o2EqjPVTwf1H613GRXjng27ktPFNsf4JQyN9COP1q5e6zq1z451DTU1y6tYFeQQrGoblUyF6cDg8mtY7HjYpJVWN+My+bcaAgwQTOT/45XGQY2qh4xTL/V9R1ia2bULyW58sMU8wj5c4zj8hToxvZcdKzlud2F/hImvji2SEceYwGPatPTowZiewUAYrJlLSalEmTiNS1beng+Vu4ySPxqTq6GoikH0FWFIC+magQ5wMipsF+DximIUnA/Gqst3NYXEV7bqTJbuJAMfeHcfiM1OQwOAeaq3G4Ak9fyoFa+jPV7C9h1GwgvLdt0UyB1PsasnpXC/D2+MSXWkSE/IfPhz/AHW+8PwP860fH+oXemeF3uLK4eCYTRqHTrgnkVrF3R4tWHJNxPNfihZC21cvjhuRmuN0qMKhdgdzc1uePJrm68PwanHrV/dbZ/I/0iNVEvy5Zo8c7QeDn1H0rLtwFiUcdABWCjy6HpYapzx9DRt0HVsEYqvD++muJcnDHYPpUqymG0dz1wcdjRp6fuoVbOW+Y896DrRvQxmOBPXFSR7iRngmpIiCMEYx60jFQxJOCOlUBYIBXDDKkYPvXdeC7s3GjfZ3bL2zGLk54H3f0xXnySkjnpW54T1IWWv+QxIjvExz/fXp+Y/lWdVXjfsYYmHNDQu/ELTCUi1FEyB+7kPp6GvNrhuWx09q97v7SPUNPmtZBlZEIrwvVrGSxvZrWYYkjYgnGM+hqKT6GOEqXjyswrtVeIrgflXOSkorJ3JxWzpawaj4ubS9R1G5tbeWTYkkcsSLH3JYvxjGeByTgVivbzQa/e2c3nj7NOybbgAOuCR82OM+uOK6OXqW6qlLlNmyURQhcYrRUiOF36gCqSD5cdMcmpLx2SyWIHmTAGak3iLZRb0j3felfea6VBtGPbFYtig+0oB0QdBW0hGBkYoRoiZBzz6dKRzjPJpAQAzZ/Cms+apDIZsBaypyC/0rSnJKYBH1rJlyHJzjjH40EN6FOZQM4ru/hv4j+z3QsJX5BwMntXmutSyQWJeNyrBh8w607WdJ1zwppWjavNdXUd1dtIZIthH2cDYUDHH3iGzjt9QaThzI5a84/Cy7B/q1HqKuzHFg+PTGaKKDdF7TR++ROwQYroUGBxRRSRoWoQGQnofanMxyoyfrRRTAPvKcnt2rLlYlnPQgdqKKBCaPO6azaOAM+cF6djxVTXr+aw8farcw7fMjnJXcMj5kwf5miit4/AePjf469P1ZhKMSIPTir1r80uDRRWUtzuwv8JDFOdSnJ7KBXTWSjyAe/rRRUHU9i4mCwBGeaskbehNFFMkamcHk/SorpR5e4ZBNFFAEfh+5lh8XacyHBeQxN7qRyP0rrvib/wAie/8A13i/nRRVw3Z5uN+Neh5B4i1g6vpoilsLOHykCo0KsCqj+EAsQBznp1qnD9wewooqZ7mmC2ZPenGmZHGTV2xxvXjoAKKKg9FbG6Plxg9aazFlKnp7UUVQCoxxj2p0rGHy54/lkilRlI9dwH9aKKUtmS9j121ctChPUivOPiZaxR6nazquJJEIY+uKKK46HQ82j/FPF7nWm0nVr+M6fYX0Usocx3sHmAMo4IIII6nIzg9wags7241PVL2/u5DJc3DiWR8YyxznjsPaiivQ6Fw/im6hPmKueCBS3ZJubZSeMmiioO1Gnp/JLHqWINag4z6Ciig0RN94LkdSaSRRlRjqKKKCijKOG9QKypOY2/3qKKZEjD1ok6W59HWse/8AEOqalpUGm3l5NNb27vKgkkZiWfGckk5xt49Mn1ooqlscFf4z/9k=", "info": {"video_id": "71566", "label": "pretending to put magnifying glass next to key chain cover", "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": "f2c1c345265c592c7b9fd1569ee8d4429d4c72ba45dc2d81bf67427d269fc3c9"} +{"episode": 48610, "episode_seed": 3123745990, "split": "train", "timestamp": "2025-10-13T03:21:00.158441", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3123745990, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic bowl upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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FnpzxF3y3ybRn1ya5Xxdc22m2v/COWcqzTNIsuozIeMrykQPseT74r57K6NSdd1FFqK7npYivenaTXM+xwjIWCKQQoABx7CoAhBJxVx/3YbJzzxTWZSSVXap6AnNfSnlkODtI4qpJlGwoxU7H58Zquzjef1poDKmlHlk5rNZySSadJISDTYonuJVijGWY4FUNu5o+H9O/tLU1Dg+RH8zn+Qr0R5BHGEHyqBxis/R9NTTLBIwAZG+Z29TVyXB61L1Gcpetuv5cHILZq9o6g3B9dtZlywa4dh0JNX9Jb/Sk568VIjoRzGcHHuKgLhWxtBJHc96sIVyQTxVWRQXzu4HSgYjkFcVWJ/dE56U6Z+SBVbQ7Qa14kfTZ9SmtUZJTF5ce4syoWC+gHB5Pp700gNbRTu85uy7f61sLKxlVR+Fcr4RuXmt7xppCx/d7c++c1r3WpxWsLvHKokHTIp2Gjcupo4gZGIyi1yWr6g8jyW0TY8xR5zjrg9qpXOty3DCNmyWAbisO81BlWVQfndutKxq5Kw7U9Qltr6NrKQxGFAgKcVo6KbzXr5ZNTuJrqK3UlVlcsAT2A6CucUGWPc3JJzXoWhWK2OnIvG9/mY+9VsjBu7NeCNUACLtHQAU+dO2OTTQxCgE0pkYnJ7VIxu0xxgHiqbynzCRzVidyTyeKxNamlt7IvExRwwGRQDLDHMhOa8ubqa9K1m1trbQIdT07Vr+YNcm2zcwrGs5CbmeIDnapwp3eo9wPND1q0hGjpdpHOzvKu5V4A7E1qXH3cYwBUOmpss0wMFuTU05OBx9TSYGXeRjCv36VAi881avTllx07VCgyKANO3fdCFI6VIASDVS1fBIqxvKjipYDf+WlKW+Xmk39ajJJFACM3y8da1NE+5cH/d/rTPC1lpuseJItN1W7ntYZzsSaOWKNYz1JYycYxnjqTgd6ntLZ9P1XVrBlnj8icxbLgASLtLABsZGfXBxTsBeQFpMnoKuL8wwOvaq4TYm7vUyArg9DTAlROcnnAq9Y3tzYXCXNnM8MyfdkQ4IqhGSrbOx5JqUNg4FIDor/AMd+I7y1MEmqSCMjDGNVRj+IGa5Ljg9Oc1LK2Dtz1qo5O446UxDrja2ADVeQqgABoLHBJqvI25qQEbN8xyaix8xqK/Z4otyMQcjkVqa/4Y1Pw7oGkX95JOs98ZPNhMZAt8BCgY/3mVs47dOoNMZxLGuh8Jwo10zkZYA0UU3sCO0LnZjjrUd8xWBiOoWiioGcfJ1q7p3/AB+xD3oooEb7fcNQ5oooBFdu9YkWp3Gj6+b+12efEzbd65HzKVPH0Y0UVSAisZpLWGURHA+UfzqvdXMrr8zZoooKWxT8587txyBioGJZuTRRVElwfLNGoHAI4r0mI52+wFFFJgWhyTmlf/VmiipAgxvfB9Kx9f8A+QZk8/Ov86KKAZna54nfXYbeGXStOtjAixxSWySKUjUHCAFyoHOTgcnmuJiAaZFPQsB+tFFUCOnjUKjY7cVHNzGaKKkDLvD90UyL7tFFNATQf6yrhGMCiikBG3U01aKKQDrHXm0aS4jOm6dfxTOrmO+g8wKyZwQQQR1ORnB7g1p6Rf3OrahqOoXsnm3NzIJZXxjLHJPA6D2ooqxG+FBAyO1JJwRRRSGCc5+lK1FFIRC/L8+lMfg4oopjKsn3TVUE0UUCKt+f9G/4EKivfEeralp1vpd5ezz21tI8qCSRmJZ8ZySecbePTJ9aKKEB/9k=", 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", 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", "info": {"video_id": "175156", "label": "turning plastic bowl upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "175156", "label": "turning plastic bowl 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": "b9c2beb899d06decfbda5dee610a43fd1646ecd94c6469bda904248f08ca60ea"} +{"episode": 48611, "episode_seed": 2498273376, "split": "train", "timestamp": "2025-10-13T03:21:02.487129", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2498273376, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding bottle behind apple'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "180158", "label": "holding bottle behind apple", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "180158", "label": "holding bottle behind apple", "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": "02903a2c99accdbd6d944df2f836b720bedf8a11114fba8c7bc22481cc5845de"} +{"episode": 48612, "episode_seed": 4258341505, "split": "train", "timestamp": "2025-10-13T03:21:05.054318", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4258341505, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 screwdriver into basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "193281", "label": "putting screwdriver into basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "193281", "label": "putting screwdriver into basket", "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": "361ad26783c71dfbe5dc8585e5147e8e829893d032f6ef769fbfe3dafe9a3ecd"} +{"episode": 48613, "episode_seed": 646813069, "split": "train", "timestamp": "2025-10-13T03:21:06.434765", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 646813069, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mainboard off of case'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "78894", "label": "pushing mainboard off of case", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "78894", "label": "pushing mainboard off of case", "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": "32eaf95a4ea9cc26f72f99fff041eca5c944a1e9ebc16ec9055034a71e1c5d6a"} +{"episode": 48614, "episode_seed": 2650519207, "split": "train", "timestamp": "2025-10-13T03:21:07.683702", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2650519207, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering eraser with tissue'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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YPC1nvVnFVp2AU1wbs9NaKyM+5k2g561iXk/Bwau3s4yea5+8uckgGqURORSuH3MahSlZsmnRjHPet0tLGUpFywhM13DHjOWFeyaPDshUAY4rzHwva+dqavjhOa9csEwgAropx0Oeci7g46U0jBqWuVhmutR8YXOmPq9xaxfvPKEabssqFgvsODyfT3rRqxkpXMr4i6fLfDTjH0jEmfx21xqaGEQM45rs9Ku7nVY5Ptk7zbVXbv8A4c9apahY3KrlELAnHArB/EzaL0OY+wRxnoPyqVPLjHGOKkvrea1bE6lSRnBrBurtySqnApbFGpPqUUIPzZPoKzJ9Wmk4Q7RWexYn5jmkHWgViwsrl8kkmtGC4JAHasuNS7hR1NdTY6L5tnn+KkJlBpc96Z5hzUtzZS25OVOPWqE7ssRKkg5oAfPJyBVmVnuJljT5mY4UVe13RdLtvDlvq2malezhro2ubmARrcEJud4hnO1ThTu/vD3AdpES29tLqMoHAKxZ/U1Mo6lwlZMR4xa3NraR4JjYPK3qavatcxxLljxWbESY5Lh/vyHP4VmX9y88mGOQBirTshMkWSbU7yOBFOGYAKO9fWHhbwXZ6X4NsNNmtwlyib5HwNyyNyef0/CvB/hXYQ2/iSz1O8hLwxPuxjOPQ474619SxyJLGskbBkYZBHetFdK5k7N2OHvtNksJBHIPlP3XA4YVk3Kjc1ej38cMllL56goFLfTHcV51cfzq/iVzJ+67GXKMCqMo4rTnAqhMoJOKykjRSKmOKv6Qdol/D+tcrZzi88Yy6Xe6ndWts8myN4pY0WPuSxfjGM8dScCtDw1JdpqmsWl1JcMbaYRqtxjeuCw5xxngZxxUpWdxtnYxyZPJq8myaJonPyOMGsuH1q5ESBmtoszaOl8P3MOnW4tCSIAfkZj932+ldMORkV56J8KF7Vu6TrQhKW1w37s8K5/h9j7VUo31QlLl0ZrajpqXqFlwswHDevsa4a/jeCVkkQq46g16R1FYHiu2t20w3DjEyEKjDvnsaIzfwhOmviOCkb5TVGV/nFWJiRkVRcnmpkxpEUknX2qr5g3VneI7ma10p5YJGjfzFG5euKz9c07XdB0TS767vLpZrwyeZEUwIMBSgY4+8Q2cdvrms2VYkYnaayb6RgpwaKK4Eek9jmb6V8HmsSV2LHJoorenuZyGr1qZetFFarcykdp4OQYdsc5xXpdkSEFFFbw2MJ7lsk155qOpT6X4tur222edFK23cMjldp4+hNFFORER/hoY89ewCj+ddaqKIV4FFFYS3NI7HAeND/pw/wBwVwcvWiikaIiakHWiimBf0pQ18gIr0LT0UR9KKKaJluWLu1hlhO9c1xOuW0UKEoP4hRRSF0I9f8WyeIbe3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61f1X91Da2ycRYUYoookOIy5+SIhegGBWNAokvUVuQWoopFM9q8KQRxWqbFA4r1Tw5eTC5W23ZiZScHscdqKK6vsnHL40aviBiujzEdcr/ADrg5z8v40UUo/CVL4ijNVF+9FFZSKOC1DWW0zXNRQ2FjexSzhil3DvAZRwQQQR1ORnB7g1t+Dr241G+1a9upPMuJ3SSRsYyx3flRRSKO3j6VYQniiirRLJh0pysTRRW0DKZ1Hhm8mnilhkbcseNueo9qqeNGYRWqgnBLEj8qKKh/wAQpfAcPP8AeqnJ0NFFKRS2Oa8VDGjPj/nqn865a813Ur/ToNOuruaa3t5GlQSSMxJbGc5PONvHpk+tFFZFI//Z", "info": {"video_id": "105617", "label": "covering eraser with tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "105617", "label": "covering eraser with tissue", "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": "38ee54eb423a673b0a024c875e08d65a48ed077acf4a3b4604471cde901ac52c"} +{"episode": 48615, "episode_seed": 1003954576, "split": "train", "timestamp": "2025-10-13T03:21:11.977979", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1003954576, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter onto paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51052", "label": "pretending to put lighter onto paper", "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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D5MYQKqncd2e+Mil/4QnS3ISSKKQgcKYNwX8zXQ2s8SkKyPvbJBFStLAt2GRSDgjlu9erCKjGx5VSTlK5yq+CdLDfPawbAe1svNUdO0CKx1cWLWqvCqyPkpxgsMcV2UjyM3yx7cHOfao9rvdSM5be6DAB6AZ/xq0l0MZMry2hghEawhYwo2g9vavPfHd//ZsdpvKbpC+Me2P8a9E1AedxhguMZJzzXlfji0aO5sFlUTuTJsJ4AHy9R+VZ1rcrTCl8aZyiau0soESb39W6flWqkOqTQgkSc+gwK19B06xtT59yil/TFdHJqSXB8m22oOmVHNcKabsju1SPPorG8LljaqQD80lw2xB+dbljo8t8q7ryWZOnl2a7I/8Avo9a6mLR7NIZZXhWWYr96Y78fTsKvWSqbeNIVBGONg4/Cliq86KXL1ISTXMU9I8LW0LGMIkDbQx2fO5BOOWNbcWlrC4VGZsdS7ZIqzaQSJIzOQgKBeeuc5/lV1bCOQP/AKRGAecjnmunCynKmnNamUxjxbFyjqOMDae/1pfKb5VRt3qCamjEMdvGGYnBPTjNI0kYB2Q7jxgnvXQZsqMhZiCMlMkd81n3UK78pGSTW6smA7ZC7k4CrXPanJeEB4WLKW+bnGB9Kp6GT1OItdPhsrdhDFLMV5Ck8n2FaVskrEH7CF/32zg/hV21IRgCAa14HBcAj8Mdq4b9jr5JN6laytnXAEKjPJIU/wBa1o9PO0hGKM3fANTREA+3sK0YCDnAz+FNSWxoqTfUhstK8pAXkldupLP1/Crht0KsFABxjOelLNIfLwCRjqalAVl4BGf1pqaWiNFQ8znho+oCQL/ameecRDP860xaSKrAzMATlSAOKdcIqXsZUndkbvQA1NKQDt/pT9q2SsNGPVma1pJGSTLIy/hVK4t4pojiWQBh64rTedQpVyMeprNMLrdOcgxtyOaXtGRKjE8+8Z2xtZLIbmbfv6nPpVPSIcnLVreOQPtNknPylz+e2qulp8oGK4q7vI6KKtFJGsyfu+MYxWJeBRKc4xW2xVIz834Vzl27TXAjjyWY4AHc1jHV2OlSsrs1/DSy3WqeYmfKgXntkmu7t0VlDZAHFZ+iaRDpttBb7JZZ2wX2j+I9c11cOmIUGYgmOxNelSiox5UefUnzyuYu5dn2cNjbk9adbxM+7ad4HYir19AbS4XyNPknLjczRjOParFk1y6BnsjCpbG1mGceprbldtTH2keay3KEsKvEVVXJI6hf09qrPDc+QhNudwADg9K6GaO66gQhOwGSartGW63G0jqoWmS03scrdWc4kdSF8sHg+1eO6hOby4tLIOzRQr5shY5JZj3/AAr3S60997s0ruhzwTXz/pZMk0rH7zsf51hWdloaUo66nQ2q+dKuBx0H0rp0jEMC5HTtWLpUIDjIPBroJFKxYzkDse1cL0PQizndTXzpRn1zXTeCIVFzOAP+Wahj6cmuZnLSXAVAWYnAAGSTXrngvw5PpmlhZ440mkbfJnlvYfhXThotyTM8TNKNu5M+yOPeqElWxnHr6VGbaSXaUhdi3JB4rqjZKsbhAC2CRkcbu361lR2OstIvmT2sa5+bYpJxXoqPmebKdrJK4kNnIuCq7uPusehpr6dK0yyF0QrnOOQc1qGykVWDTOvORt449Ki+zLGpbLuAOhfmi6QnCT6GJdafGiSmW4BRgPbBrzvxvDDHLYGIiTHmfMecfdr1aaO1mjKiJMEZPcivOPiPAkP9mlPunzP/AGWsMRJcjsXRpyU02cYjPKwRCdxrrdLsoLeAArukI5JrndFh82ck9vWuvgVt2VVyMHtWNKKtc1qyd7F2HDRFTEm08YIzmryRNGF8s7V28KvAqC3tZ3thwBj1rRjiVfLM7u0h6Igya6NLXZnfWxJbxqw3ZAx60siqm6CNwCST9a2LfTEKEGIp/vGo7+3+yujwWD3DvnJjx8uPrWiTewnNRTuZVpGzyOqMc4+6Rwa0Gg3R48pycckDpU9oL2RGZrIQYYbQXGT6nj8KtSR3JOBJGqjoAvJp2sRfmWhiGxu/suzYoZc4O7tniqF5Yy+ZvMoUEDcvv3rpXjBbZLK6vjO0DFZd1psUk3mBmb/eJNJyRPJJ9Dhk2xv8ykKOc1oWtwlwN8ZBA49KpiNbhWBPJ4/Cr2n2HkQ7QeOpJFedd3O9GnbvlMnAxycVetpE3jnBqhBDuZwOUPOPWnW12Y1G6BvmfYu3nHGeaLmqdjYb5rZjjJ60+3uIpV++A46qTSKQGIPQnioPssTSSybwvJJAGQBTbNEx7yx3FyohBbb99u2M1M4XacnBpsSJEAVDEtgmllkUg4HeiPdkyZnywoxbDMeeDVOXzFUrzgmrs4bLf4Vwqz3eqeMLvTJNXubWImQxLGgbLKhYL7Dg8n096tGMmVvGQDXFgAD/AB5Pr0qhbyiFAO9ZkV7d6gVa4naXaAV3H7uetXUQ7Oa4q3xmsNieW5CwsxOa0/BGif2jetqlyD5MTYiXH3m9fwrBtrWXV9Si0+DgE5kb+6vc16xp1sljax2tuAscahVFaUY294JPm0Nm3gRTk4zVnzS7NGgC7e5qtEcoOobOOTTkG26KE9gQPWurnYlTgTT+ayNswGHTNNtJDJahjjI4PvUjxloXTldw656VBaBXtyBjaT0pc2pTSS0QrzGNs87azL7dvWSLnnDAHtV+6hz/ABKAO1cr4tuLrS9Eea0mMcnmoN6cHBzQ7mbZq3TCJQx/iBHJyM4r550aLMjN6HivS9ZvLhNCjv7PXdRmDTm3BuI1RZiE3M8Y67VOAd3qPcDi9HshHGjN371lWego73OgscRIGxk1JcTjDszcAdKQBUiPfIqGws5tc1NLG3+UMd0r4+4o6n+g9654rmdjW9joPh9oJ1HVDqtyh+zW5/d56PJ/9br9cV655gihzGBnFY2k2kNhbRW1ugWGNQqr/nvWo6h4pCOo46V6EPdjZGbSk7ssqcgkPyetVpR5V/EVkJ3HBX0FT2zLLEpQjj880yZka8jWM7pP4wvYDHWnKWlytFsTStg7Qeaz5ZguRkntgDOa0mCbTk4NZ8sUbZwSfQk96pszbKECeXNI244Y8ZHeuA+Iima509AOA0uMeny1Ylvprnxxc6Xd6xd2tqZykbRTRosXQkkuMYxnjrnFc5d3F/ca7NZ3s1y5tZWjVbgDegzjnHGeBnHFZz+GxN9S5pFjJDbt9lhQSHGDJkjNdLaWV5JtMkoHqEGBUFjEYIlAziti2Yo4Bx+JpppKxl7Nt3uXLOx2MC8mTW1bQIGDHHtWdC5U/rjFaMLZjyeCPU1amaKlHqXPMG/y0ABxnJpZBIUIUjcBxkcVWA23KKWzkfmat+XlWUggNx15o5mzVQguhBZSu8LByNyHaT60kzAHceB3pLILskUFcA4OO9LcQjbgMAPTHWkndAzMv2MkfyMA6kHg1FKwS2STA3DHQ/pWT40mudN8PvcWc7xSeag3r1wTyK5LW28S6Lo+nXl3qd75t2X3xFcCHAUoCcfeIbOP/r0rmbZowgLGgA4PWr0TFmEZ+7g0UVgNGpb/ACwqB3FXVA2UUUFIbL99e2KmiHEhPOTzn6UUUupQhOJQuBjGaaxyvNFFUgZVm+6R615JqWoz6X4qvL63KmaKZ9u8ZHK7Tx9GNFFUjNmZpSjJXsABWvKcRHHFFFcdX4zWPwnQeCrOE6fPdYPnSSlWb2HQV2CuwVcHrRRW/QSLtpO8ifNjhvT3p2oSMm2RThw2AR2ooo+yWRtczXMO2RzgAHjjNasagRYAwBwBRRShuORWuCQHPdelch45kb/hHZF7CaOiitUYyOE1rxC+swwRyabYW7Qqscb26upVBnCgFiAOc8Dk81FbADamOAM0UVlX6CgXpyRB9RXV+A7WKPSjcKv72eRt7eoUkAfT/GiipobsuR2FozMykswOecGtdCeRk4OKKK6IklBgYb+RUZgNoPBx1q7YAYZwMEtjiiikviKLkh+U/Ws6ckl+T1xRRWrIZ5FrmrNp3ibVkaysryOW43FLuHeAyjggggjqeM4PcGq+lTy6nq11e3bmS4mcO7dMknn6UUVMtiDtwApCgDAqW1YyKSTyfSiikUjURikXHOOOat2s7uHU449qKKS3LRZ1BiIN44ZSMfjUC3U88HlySEgAk44J+tFFKb1HE1bcBLdVA4AA/So7j5Q2OwyPaiitFsSzifH0zf8ACNOOMedF/M15vf61qF7p8Vhc3UssEDtIvmSMxJbHXJ5xjj0yfWiighn/2Q==", "info": {"video_id": "51052", "label": "pretending to put lighter onto paper", "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": "f38460ab316f5248e05fae01316987e5da8aba4e12493c4ba680dd4c30ca6928"} +{"episode": 48616, "episode_seed": 1748504765, "split": "train", "timestamp": "2025-10-13T03:21:14.147255", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1748504765, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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"info": {"video_id": "76329", "label": "paper card falling like a feather or paper", "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": "76329", "label": "paper card falling like a feather or paper", "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": "889dbab350d203675468e23988764331e8deb66ce63ade9c89d7db0ff8e8b9a1"} +{"episode": 48617, "episode_seed": 2483533786, "split": "train", "timestamp": "2025-10-13T03:21:15.767373", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2483533786, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving dermi cool powder away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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U9ydhH/wF8VJu+TkZ69Ru/WkBO0m1eRj/AICRUnh/UILXWYpZ+A5KM/8ALNUfMwOCB9CRVORjHdREDjOce9XB2kmRV0pyPQvEGpw2rC4RTIzqAABwQOleU6vcvKJJmYlpJCWrrdc8QtfQwQsiIIo9vyjnPrXFaq6mLI43PmumvJNWRxYNttmc8hZBk9KrO2TT2b5Krsa5kd44Hmuk8KNg3X3P4PvfjXMA810nhdwv2rLKM7fvDPrSew0dYrc8Rn/tm9L5nzDJcHI++n9aqhkY/wDLE/iRTlbDDHHPZ8/pU3AtF2zkgn6rn9RTDLz1/X/Gq+8A5wB+BX+VNMx/vf8Aj2f50gK+o7dglA+ZePqPSud1DUTd3Iilx5cahEUdEHt+Jrb1GTMB4/QVx1yWFw5I6nNOO429LFwo8TfKcr0yKgc7Yyx7nAot7wxnGeM5qGefzZGbAAPTFW11JDd0o3ZFRBqcpoA9BG7HFwp+qUbSTzJDj1Kn/CoxL/00b/vmjzD/AHn/ACrNDJthVBhoz1+65WoWU/eYdB2bNO3kqOW49qZuyrZ38DgYHNUhI6Hwc1qZ/wDSLyW1V1O50G5T9V/rT/E1zYtdSmxRyqnmSb5nc9yR2+lc9YyT22cR7toBOGFQ3VzPLKzhCp5J5rvjWso82tjxXSrOexRvIkihusEkMjYJrmGb5Pxrorsn7K6ZyXB5/CuZfPA7Vxy3PXpJqCTGnpTM05uKZSLOl8L5P2r95s+7/DnPWuj+Yj/XRn6p/wDWrmvDL7ftPzFfu9Bn1roGl7b3P/AahvUZMqZZSXh/Ij+lNw6ngj8JaYsh3A5Y+2KaznHVvxApgNuAxjGc53DHOa1YNWmg0poPMcRt/DngmsdpSoPr71IZt0KJ2UVrTfKro5cRhlWabZDPdNK2MHnqfaub1N83/sABXQTjC7hxXN6kcTqe+2iUm9zSjRVKNkUnYFqjNKR60w1BqSIeRXoa7scXCn6oa86Q816CsuMHzX/75qJMZLtJPMkP1Kn/AAo2EIMNH3ztYiojKcnDP+VL5hKjl+PYUIQpMmO/4SA1D5hjmjZlyFOfWlLn1b8hUErnByT+lUtGMfcMJmZgOTzWFqfzxf7rDFXheBQVPWsrUZsxj3amwsjPZsLioiaeQWBI7VCTQIUHmul8L/8AL1iQJ93quc9a5kV0fhl8fafnK/d6DPrUy2GdLhjwZYj9VP8AhSKhLKS8P4Aimebkf6x/++aaJCGzlj7YqUBJ86nqPwlqNmk/2j/wIGml29W/IVGzn3/IVVgKt+z+XgqfyFcze/fFb99Ido+vtXP3h+YUAVTkUmaeMHGaaU+Y807gA608GkAwKKLgd0JCV+9IfoKTLdwfxNRq28dZG/SlwR/CB/vNWSYEhIAGcc+vNM3leVx+VBJ2jrgDjaeKiZh/+tqtMRLFOV3g8bqeTuyQe9Zsz7VJHH0FVhqbRqFc4HTNaKdxWLF7hS2MDg1zYfnnkVrXEpeKRmOflrF70hhJ1OKRVyCaGrX8K6Rb69ro065vZLVWilaMxx7y7qhYL6AcHk+nvSY0T+G2Km4+Zhnb0H1reJY/89CPc1zXhqQ/6Rl25C8D8a6LGedrn3Y4rN7gPUn/APWaaSD6fkaQZB/hBweh5prHH978WqkA1m/ziqz3IikGelSSMPQfmTWZdt84+npVJ2Avz3gdMKetYGotm5x6KBSx3JjnZWPynpUF0++dmpiuRk7k56ioxy2KUGmMSFJHUUmMlIwRXcq5Kj55Dx2FY2t6JpVr4bttW0zUb2cNdfZc3MAjW4ITc7xDOdqnCnd/eHuBqI25RzI3H0qJDJiW7hs+5pGOAM45Hfmm7Tj7oH+81BY7RyeB/CeKEIazf5xVeZsL/wDWqRiP/wBbVUnYbDgDp6UwMm7lZCrg8hqr3cwlCEdMU+75T8apHOKpAOVsVG3JOKWgDJoAcq/LW74bbabj5iM7eg+tR+E7DTNX8Rxabq11NbQznak0csUaxnuWMnGMZ46k4HerVjbNputatYsLmL7POYwkygSDDEYbGRn1wcVL2GbQZj08003nPOfxNMGT0Vz9Tijox4A69Dk1KYhpYH0/I1G7f5xSscf3vxbFQOw9B+ZNUBTvH5UVjXX3hWndtl/w9Ky7g5IoQEI60p60g60p60wFpDwRTZCQmQefaug8ReD7/wAOeHtH1G8Myz3xk82BoyBb4CFAx/vMrZx26dc4BmlAzSDl2/CpHARhgA/WiiskIJDhU4HK/wBTUX3geccdqKKtAipdcRt/Wse55jNFFUhEayMbYgngcVUPWiiqYBU+narc6JqceoWmzz4twXeuR8ylTx9GNFFSUi54edkacKccL/Wuk25TcSSfc0UVnLcBYznIwPun+VRFuegH4UUVSEMkGB1NZF0f3hoopgZc/EpqNiSM0UVa2ASkc4QnGaKKlgjY1/xZJ4ht7aGbSNMtTbokcUlqkilI1zhAC5ULyScDJPPrW3bu0qDcx6dqKKiYyR8I2AAfrRIcBeByuf1NFFJEkfLDrjjtVO7OIzRRVjMiblTVGiimgYnenL1oooYF3TtebRmnjOm6dfxTMrmO+g8wKy5wQQQR1ORnB7g1d03U7vU9Tv7+7mMlzdOJZXwBljk9Ow9qKKmXwjNwIDGWYkn3NNQgkjaMbSf0ooqIiImbngAfhTJB8vU0UVSAybk/Oazp/vCiiqQEWeaU9aKKGA2U/u/xq5f+JtX1TSrbS72+mntraV5UEkjMSzAdSTzjbx6ZPrRRTQz/2Q==", "info": {"video_id": "102453", "label": "moving dermi cool powder away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "102453", "label": "moving dermi cool powder away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7a40ea1fba5d63a5795758e232fc9747ad57f8616011d2414377f7e23baf30d2"} +{"episode": 48618, "episode_seed": 1000350382, "split": "train", "timestamp": "2025-10-13T03:21:19.575525", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1000350382, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving watch away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185288", "label": "moving watch away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "185288", "label": "moving watch away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8da0dea7d985095f2f566d6437d68d516b8e6c05f8285e27d791a19a090590a1"} +{"episode": 48619, "episode_seed": 4164712907, "split": "train", "timestamp": "2025-10-13T03:21:22.353259", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4164712907, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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FWp7kY28zWVOMdWyTdcyElAdh++F6evJ9OhGfaqWpQQaMFvYnLTE7tsZwUPqP7oz3PTsOQajtvERubcWUCeUkYyhxlio9B0BH4kjIycVo2GjtFK39pAqD8zwk8/7znsp9OpB4q4UFRmpTd7/gS6nOrRKWlIdfnN1dqF2A4QDAOOyj/nmOrDt2zmovEAmudOvLOLLB4jtA6SN2b9Bj0GKv6nC0Tn+z8iAANlOGGOmB/cHb9ec1a09EcsLgrDcou8KR8sX/AE0/rs6k9KVe9eajR6dSqfuL3jxeSGaJW+0xSqynDBkIKn09/f0qhPF6KfqeK9W1OeaW/Bh3rHGNsPOSwz973JPX3wD0NSan4UsNT0w7yLfUIhhnQbg74zsA7qo69x2z0rphVW0tLEPyOe+E42Xuoqeh8sn6fNVLUtOf7bfxomfLaQkewNaHg+C40PVby2uIykkgTBHIZeeQe4966W9hs4rqV5Aoa5ba2T1XGTUyl710dFE8buIJUZUU53nAU9R/iK1o9Mm0u58iddknysQT6jNdnr9lpkV3YahBEuUdt4Xp93j9azoxFreo/bbvetpGwjdlBO8jnaMe3ftRKokrm0Y8q5mddollZ2yqbqQSh/mjiPAyR0POeeMZwAcda30uRAnlxRqkTcjKjjtnAwAeoPfrXL3moaWxEi3BVCArFYmPsDwPTj61rWHi3R7yMW9rvlvIxudtoBJ6EljkLu44A4Oecms5qvWV4e7Y868Yt3B9Pl0y6FxJxDywDtjK9w57DB69SMYyaL+4Gtywx6crOjNtRcYMrYx07EDjHcc9SaeVuvEQazcblHzqqHasX+0c9x6nk8jvin2VnH4bd1mLS+Yo3lflaZexj/uL/tHk9OBXTSp0lSu/mzNyk5aBNbWcOiy2UkaTLKh2ORyW5+f12g9B35NePsUuOAMPjkf1FezSxyajch4wJJZuVCDCyD1UdsDqvauG1bwYlgGmtb9DBI5ESup+Yj7zZHVB0HrXNQrTc2pfCtjdxikcDcW2G/GvTjZEQPFt++APyrkdQ8P39rD5txskQc74TxjOMkdRzwfQ8V6dFbqQu7rinjFrE1w+tzDtdK2IABWrb2ewjitOKBQOlTrCPSuZq513GQR7UANWPsyuM4FIw2gVKkoC4pWC5d0qzguxJBOpdVOQueM+uOmevJrC1jTZbLWNhmPlugcytzxnBHvzwB7it/SZWU3Bi5c8AevFVNS1F5PD817e2zw3Fo+I2PIUtwGbHYZ/WvVqYSOIwsW91+h4zryp4uSv7pl6lHbx6X5rIbeQAhYlYefN/ss38Cn9DkZ5rgYtS1CTUUjMTP8ANsS1QYC+yA/dI68/U5zW1FFdXt0HMpDbfMedmyoX+8T3H047D1roIdMsDa7n8yCSRNguSP30i+iKPuqffn0NZUaqUeWWljaUXJ3RWt9Ltks5JIpEZzlLmZOB6+Sno57+vUelcZ4kvGlv7Y8Kr5AUdFUYwK27m8uLS78kxKsKgKLdT8pXsQR37hvX8Qeb8bSR50+6gbcJRJ8w45+XqOx9ex6iuWcozrLk2Oil7u5O+rLFpN0wPIjIH5Vwmnazc6Ndefbvhhwyno3sRV6eWRtNdcnHGSK56VGExXcST1NdUIrqazm+htXOral4k1aEbBLcHCIqLjj0+lep/C5NQh8Qavpep8TWaRhUHIXJ6575BFeV+Hr06Ndi9C5xkZ7+9a+mfEu/0bxXqGtQ20U63qCN4pSRwpG05Hfit6DUaifRHPi1KdFpbs+j1hwyuRkHH8hUseiW0C3Btl8p50Kll46jg141afHaabCz6FH/AMAm/wARXoHhf4ixeI7R2WyeOZSQsAIZmAAy3sBnvXoyrRn7qZ4Sw1WOtjFOlJfxn7U6wTgkKANztg4IA6kZ4yelZ02t/wDCPYtWhJdW3JbMQXiP99+2euE6evrWnrHiB4dVvP7OVIznLzj5t/GDhugXt+eBWCdEbXlNxHtgdT+8nnb5T65PViPxPY8V4+HhClJw+0up68pSkkyOPTG1ifzLRhI0oMrM3QDOWY/Q9R14GOK10ng06xRNnmWuCsCOAck/emIPc9BntTbdk0CP7PLDItqWDNA3Ety2P9Yx/hHoO49R0h1PfesbwMrhxk7BhceoHYeo7GscXL2PvU37xdJc2kihptq0h82TcqRMJvdgOHAz2wck9BVfUdRi0i9mtdP2umd6spO0KRkEnjceozwo461Xl1V7mVVI2W7Ha67ss6nj5j6fkPY1YuPD8wtrO4vp4bWOJWikywMmVO5RsA6lc9c1eEpxjHzFVm29C3Dqt9qVlG0t07OQynnGXXnIwM8r6enWtXQdNma/gM9ri2b5j5q7d2AT0JJPvx0qTw9JbaTHNFCBajAnjBTzLibZwSSeFypFa+mXHna80caBYirMrH5mZe2WP17Vc5RVenrq2kQ0/ZSfka1ppGmw3UdxBp1rHcI2VdIwCp6cYqPxNpSQ2Mb2wICuE8sE5YnP5npWqgKzgr1zkVjzavc/2PqUuo24hjtnVizHJZM87fRsHA9CRXq4vDxq0pQfU83D1ZxqJ3MzTh9iLSTSCIRn97OwyLc/7I7v/wDqrkfFDPJL5lqnlaep3eXu5D/32PfJ5B7fd64xp6hfT6xPELaMiEACCNeQ47HP9/HB9we9aGl2IsN7z7WaH/WNINywt/dUdGb68CvGpL6suR/D3PXl+81RV8PQlkUX2Belcpv6Rrjh29JMcAd+/PNVNTci4QQFhDGP3LdCwzyx/wBrPX0NWNcRGhMtkGW1zvkUnLFum8n+n8P0qLTZG1WRbKQbrlj8p6eZ7+zj9e9cuMmq9o0/v7l0lyfEZtxdM9zafIQ7FgT/AA9iSPT3q7faAmuPblpjCoO0zlsLHuHBPryOlVPEqNY3GnCEg2zeYscgGDIQV3MfTnjHtWzplykhhQnKryfrjrW1GDhFRqfM01l8JxK+HtYlvJNOkBS2VyzXBGBtUkZAPPPYGu7vf7H0vwHeWkCRiOO2JXcM5fsT6kmp9cvbaytRMWAzG6kk9eQa8pvPED6nJLCqh7eNgX3/AHNvTJ9cH+VbwjzPQ1nPlh7z1MtXn1CVlklzGw2lmbCg9gO34Vu+ArP7P4nMd3uZGiZXihYZIGDnd0UD72evHvWBdSm3k+SUO6kqpVdqqPUe/vWlpF+8upWU7OxkVwhyc5zwR+uatVeTocLhc9vupoLaJVthGyg5CxLthDdQwHVvUE/0qtHbvr3mLJzKoLGZz933J/mO/bmqmgK95FLZyELHECwkbgKvUr9e4/EVdmnt9HCB0M2R51sjfKrL/wA9Xz6noD0A9a8/kq1J+0lpAq8UrLcoi6i8PrKZXdrfJWV0O1pG9Ic9D6v0x+dZeosdZmF5DtIcAJFEvCqOgVfUf3eueelLrnm+I3FxvJuk+SOIDgL2RR+PHrwGwKs+HrWTQ5T5y/6WMPKGPFkP73vL7fgeMGvXVOnKHLHY5nJ31Lem28emWUttdjMTqGvNpyVBGFiU+p/i9fxpsZHFO1l45IwLTJtlO8n/AJ6E/wDLT8fTseKqxyV5NWo3L2fSP6nfh1o2acRqwpFZ0c2BUvn4FI6CedsCs+a8EQJJ4pbm5+XrXLa1fspWJMl24AHJNCVwPRfC0jTwTXA6eaFHvgV0+oWKXel3duqqpniZAewJHB/PFcH4W8SwxaZHZpoerAR/6yaRY44ye+CzDP5V1dn4kS5tzItlMlsqHZLI6YlI6quDya96jOnGkoX2Pn8RTqTquaRy2kvaiza3u4V823/dNArYS7kHLyj1KngfSsu+llnuWklb5s8Y4wPT2qjrV/Hf6o81rHJBBuJijJClXPLEHsxOcg1b0+aTV1Nqy+ZdqMqwGGkTvkeo718/j5fWJcsNlt5nq0fdV5A9uNViER4nX7rYz17n2z1/P1rg/iBa/wBn3VlZEH7XHv8AtHOQGO3AB78d++a9NtoJ9OnEFqy/b2XLy5BWBD/PP6/SvPviZqFtdT6ba2SHyLXzV8wnO9zt3EHqRn8q1wUeWH7z4hzfvK2xx9xIINHOBuZ5FH5ZpND0K41u+yxEMIIVnPc+gqK8P+iwqehY/wAq1n1WLTLGKGOQB1O8hepJArrTtsaxt1LniDwh9j1bSoNOBnt7nHmLI3CsCMgn0I7Vx+p2bx3848kxqJGBXGAuCeK9H0zUbloY7m8Y27suQWHNvH1V/ZmOQPap4n0/WGF8mnQwwyv5UsJj3kOejkdWbPUngZrWEZbs5atRczseTxMInBwGPYdhXZeFtcvLNZ7eB1gWRlk3IuGY9NueuD0wOua0bzwrYmd0khaCbdg4YDB9kXOTXS6R8ObWKEalPdT2kToUjicjzXkxypI6bh0A5op1FJ26mc9UWfDlrBqiXCsjjZINtmjcyue0Z6LxyfTp2robwDSXALRy3QH7nYPkgTttHr+uaxjK+mpFcxxfY2hUrZQ4+eLJ+aVh6noR+PeportNUQgjy7pRvZOoYd2U9/U1y4+dlyw+I0oLq9ht6p1eEu7f6Wg4YnqPQ+38j7Vn6S0qXDQOrLBuzLkYMJ6FvY+o71ftoZ5LxY4lG8HJJ6Ad8+1aWo2NndWLyQSCOygP+kzuQPtJH/LPP94dM9xx61yYCMq79/p+JpVtHY522020iQvBb3LOnPm3Y2xxn+9jua0rnUS0MzWkCFnjW5EsiBpGdeHOfcdqxLq4uHV45pncKcYY1c0fzrmNVhQvLbPux/0zbhqzp4mbfLDqHIrXZirc3K3qSpKzTlhhjzlsYX8GGB9RXp3huyw8V02wGSEFY92Wi+b5lb05HFcnNokdjfSR2o89yMJck4hiBPUH+Iq2D+NGheNF068k062t4ZQ7MxmmYgvMPv5I6DP8+BXp4WgozVSruc1ebcHCJ6hGm2WJvUj+lVvF1sreENWVFAbyC4IGeVIboPp25rn7XxtNPKijRHlcHDLFLyjejAjj8SK3l8Sx3DLarADeyZxFuDKhxwHPYZr1J4im3y3POjh6id0jzfw/BLpUu8sVmmTdcI33UgPUH0Z+gI6Yweea3NSvI9Qt4pLRQtovEaL29m/2h096o+IYUto2NoQ0Mjk3bEfdmPVT/sfy4NZFnevZXO7DMjcSx92Hf/gQ6gjqK8HHVfaL2Udj2KUeXU1bSQrMIhyrnGMZwfX/AD1FS3+jpp8UixPsgUB76VG/4916hFPcHsfTj0xp/wBmm1lItmWS6dA7SBcrEh/i+vt/SuHW/n1jxVNoMet3dvYIZmg8tdxkdVLYz2BIJycilgMPKg7VFr0HVmpLQyPEOt3Gq39vKwwsamOIY+ZUGMA+p/xxTYvEf9kxzLNuE6nbsPVcev1rEgvZZ7myknYlTIDzj1BPaq3iW/hv/EF5exsGR5PkUdOBjNdk0pSHCTjBMta7rt9qcBFxN5Matjyx97BHBxWddzRRXVtEkKxRCBfMiGc8/ez6nPNVY5DJMrsN+8YIbnJFa8ulX2oa3PctaS+VEqmUkYBIABXPqc9Ka35UZyk27yI7mBnYbQWIwDjuOx/KrekW0lvcLJERvJH71l+SEg5DZ6EjFdtBoVraaYsd/eiW4gAS5tYlCRxRk/Kzv1brn3rO1LwvLOzRtfzGNDyHiCRAevqRSlD2VpMn2ieh2Wpa9ZwGC8ha6u3dVnhLqEgjkJ5JwBnDduevHWq1tcXPiDUpHDGa4kG5k2jdA+MkrngJ374BBxk1ANNbUNLtba3WWW42f6P3lkZRhgO0YZQCD6jirWk6c+kXEQWVU1CQfvfLPywQZyyk/wC3yMnvn0rsVpryZzXaZuaZZf2cGdJVTYuZr1Pm3g87Is9R6nvUOrlNVsgLOPyjGc+WDlpD/tE9W9CfcVZ1DUE1a1jktFCWkZxFEox5X+yR/L0ziuR8Q3txp+lPNaytFJvVcqcHGeRXiVsTKNb2UPhZ1xgnG73LGn3whbyZm/ctkq3Xy2Pt3U9x/UGlV8ViaurWekxa1p2rX87yXHkjz4lRZ22gtLGByFBwDkdSD14rQSTIrWpRcEm+pth3qzRWXA60NPgdaph8imTSbEJrNHQF7eBF61k+HJn1jxbLa2wQ3SQ74Xc/KjAjk+tZuqagR5jZ4UE1z/hi7mF/cz20jLKEDA925yy/pXRSSh776GVWTtZHtN7Jp+0XTmS/mJ2uJf8AVxyDqAOmKoi/eeQJO22I4ChBgRkdCo7Yqrb3kNxbpfLzbXAC3Cj+FuzUksMkM/lHk9sfxDtXkYqtVc+ZbBBK1iTUbH7UJpFRRexrmSMfdnT1/wA9Kgs/O0uCK4t2I1G5OLYnqgPHmMPTAw3uBW/p8cdukNxqDFJoz/oqYy0h/uEehqlre+xupr1YydbmQmOwBBNsp6lT0I7n1r1sDSTXtZHNWlbQr6lrNtJG2jWm2GVABc4OGmkb+43v1PavNvGELRSWYYc/OMjgcEDAHoPXuSam0NLXVPFI0zUtRngt5ZWCTwyRxojH77kydBjIA6k8DrWH4omvrO9NndvdFbWWWCGK6x5kSqcAHHGenQkV2TgpPm6kU27lVYG1DULW1ALInLAd89q9U0nStLs4YLn7PaquTBcTzAeVG/YAdWb9KwdKs7NrP7RpkJM7wRlpXG0REr8zEd+5FR/bjdadLbRsRDbYmtwecEHl8d2btWFN3q2lsipy00KWtXvmTz6bCHEKy7JHk4eXurt6Adh6Vu+CNPW5uiLyQwaZcAwXE33S7r/dPZf51UOif2xew3hbyrGaPZeSZ4TP8Oe7ZGSf8K2ECXlukkn7rTYfkiTH+snj+6T7Ht6113W7MErnYQ2Qe187S7GCzEB8mW6lX539GA9x3NQrf21lcFvNkvZjjM0vIix0KDpkVS/t9tZgh1KT5YivkXEI6KOxx6g96qTxmCZo2OSOh9R614uNxcoz5qOh204Jq0ibWraa8lmvQS90pDTqvBb0kT8O34VjWIne+g+y4Mm8MhHAJ9fYEZBHqBXQWkkk4jEQLXMP+rX/AJ6L3T/Clv8ATTpO0WSeZdaiD5Y7Qg/fDHt6j/aFPCweIlzdOpNR8iNN4La9tpP7PcQWKELcXLNglh1j9j2z+FchrWrtcYtrUm2s4c+WuODjq7D0Hb1JrO8WaxNpdn/ZmmTsLeEqLh+08hP3W9G7n1qrrui61pWi6VeXdxc/a78v5tu6f6krtKBmx1w2dvb8Dj06lFN3p6GCm3ozSn+Yox6vGpP1xWz4fiX7TZWwJEd+7xT4OCyBScA9hxRRXi4T/eEdU/gMjxTdSz6b5TNthsJ/s8USEqpQkj5sdeK5NXbyvOBxIIEuQQOjhtoP5frzRRX0D3Zwvc9rt4VW80rSoiYra+smkuDGcNIy8gk+tZWqyG0Is7dVih25IUYJ+poorzc1dqUWjqoEcblktWYBvPcwSg9HUdM+49azLG1ij1yeIAlbcv5eT0wu5fyP86KK48LrKNzSpsyxaXs7aXZWhciLUG+0TYJBDEE4U9hxjHpXm93qM+k+Ip9Rttn2iJ2K7l+X5lK9Poxoor3ZnGtzK1L9xHbRx8KqhR9P8isU9TRRWButj0v4ceG9N1GKO6uomklWZWXLcLg9hXbakqLrGrOsaBLCZRbwgfIpZcM2O5PrRRWuG2kzCtucR4XupZNQWSRvMa4Xy5C/OevzfUAAD0ro9WItJLEKokkkiXdNL87kg4zzxnHtRRRiP4bM4bnZwRLoHhy9u7PJuWiExml+Zt4Iwf1rO8UW0eluYLYYF4FmuGblpCxGQT6d8dqKKi7WEbRp9pGLpUrw6jCFYkTTmCUHo6+p9/eoPF8SGwORn94pPvhiP6UUV5KV3H1Rv3Oa1TxJJq9i7vp1hby2iCOGS3RwUQfwgFiAOcnjk81sRk4FFFejido/MuhuydOaqam5WDg0UVyLc6jgdcmkFlMQ3U4/Wm+G/wB3pl3KvDxyoyn9KKK3n/BZzy+I7/w0xGqXdn1t3TcUPQE13GkwR/8ACOC+Zd1xHM8Su3ZQelFFc1JJuV+xMtkZ2lTPfXN3fXB3S25ZIh/Co+nrWBBPLq5DXcjNLNKwMoOHVR/CD2X2oorqoaTsZVdjjJ9fazluriXTdNvftdwPMjurfcoKfdxggjryM4PcGsTxheT6jqIubp/MmmLSu2MZZsZ+g9qKK7jOJv2yf8S+2CySKGttrgMfnA6A1HprsLmBh1YZP1Jx+g6UUVxy/ih0O+ksYYvDceiJuWzLuzAH5mxzgn0zXP6vdSyTzxE7Ujt45VVeAHGOfrRRWmL0gVD4i74dctqV5bHHkyxh2XtkjnFa2TJpNvI5y6O0YbuVHTNFFeLX+BnVHc0tL/0TT59Ri/4+IQTGT0UgVY1W5k0/wza6jDg3OrMBdM4znI6gdvwoor0cs/hMxr7nlHim3W0e/hjZ8W3lMrM2Wcv1LHuR0B7VWi1/U7+zXT7q8mmgsmeaLzJWY7mxnJJOcbePTJ9aKK9FHPE//9k=", 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", 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", "info": {"video_id": "172382", "label": "lifting card 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": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed 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": "172382", "label": "lifting card 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": "681b904660039bd7a608eac5ddc754860f32e4c6dca4503b082ec97345b4d299"} +{"episode": 48620, "episode_seed": 3043289184, "split": "train", "timestamp": "2025-10-13T03:21:24.520178", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3043289184, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a book in front of a book shelf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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IZv8AiZu8MmZS2Bjk5amR6/4gZcR3V0B22p/9aq0+uasp2NcSqwIyCoGPwxXFCnJSk29zuq1nOnGFtiCwhWO7hlff8rDI28elfQPwv0xB4bOoTIrIkrCEEcEhuD+dcRHoCDVbKw+wo0t24SMx4YDnkn0xgk17vZWcGl6XBZ20YWGFAqqB2FOrJPYxhdHlPiXTNW1rXXlWOSRARHDGASTnqT6AYrG8S+Gm8PWtkZ51a6nLb41HCAYxz36813ninxvFohkWYtHuPHv9K8n1HxBc+JNTa9mZ/KX5IVY9F9fxNbYSc7qK2LxUY2c5b9iGlFJSivTPMFFUtXERs1Exwu8fnV4U2aKzlVUvGKxk/LjPJ/zmoqfAyofEjptEtYP+Ed0ox2dsCbYB3Maks2TycjnjFU9Fjs/7LiYWqghnGQeXJdj07AClt/Eek6fpsFtBKwMaBGZ88gfhWZb3GkxWsSPdyFAcjcDgnJ6HFfPKlVfNfqz6NYmkuTlsrL8STxnFayalYwwPuQ2kjE7gfmLDgH8K7nw54Yi8UaLYxXDlLeMpLMR1YYPyj65rgbiLTNWu4Wgvtq28YiUbvm5J9e/Ne+eFdHXQvDVvZPzJsBlPctj/ACK2ScYJPc4q9W9STTve35HCePbqe5kj0+1jCWdsitgDCqo42/yrkbjw/fQaKdVmi8q33qi7zhnz3A9PevXtXu9HspWae3gZgBy4zz+NeX+NfGn9uzx6bbMpghO+VlHVuir+HWunC1WnyJbsyxFNSjz7JI5iloFHevUPMHLUN+obT7hScAxkVOKbNAt1C8DuEWRSpY9qU/hYR3Rtw+GtEXRreVNMUtJZpI8js2S+z5jnPHPNR6PoWiyafYubUF5IkyzxqSzYyxA7jNX31TToNHW0jvY5HMAjLEgBflxxmsmBrJbaGCTV0CpHt+RwDjAGOuD0r5xRqtO99z6ZVKKa5LbeX43MfxFo+nxeNVtlSIWkcsCSKqhQylSx6fSsTQolSQ/MpYTI4xnjnBroNTghu9akuY7u3KM6MvzgcKm3Favhnw7peseI4NNjD+ZnzJAM/Ig5JPp6fjXbB2gr9jzazXtXY9S0XRre1ig1+bJnSAx24xwobq317fQ15zqwv9a1d7h4JDJO5WKMLkkDjgda9yuI7ZLZY5I18pFwF6ADHSuM1DxPpGiBpo47eGQA7nCjOPrWdOpyTUi+X2kHHueXaxpNzot4trdhBK0ayFVbO0HsffiqGKn1DWpfEGpzajKNokOI1AxtQcD/AB/GoK9im24pvc8yolGTS2FFKKQU4VZkU5ooJdZ0tJ0WRTcJmNujruGR+VdT4h06xg0+Xbp9tFGs6Bdkag4LjoR7cVhxxWP262ubycxmCQOuPTPNaur67pd9Atot0EiDo2SfmyrZ9K8fGRqSrrl2PZwNSnChJSWrNiztNNa8VGhECMc8MDtBPAyRgnFeeTxwtqd+64/eTTFR0+6/B/Kukjv9IhuVllvmaSMqfmJByOm4YwaTwloNh4h8QrZectwXZpWKHO2MsWJPp1A+tY0YODbkb4qspwVnfU9c8KaVAui2uqTQB51Xdblh93IxuHua5HXdA1bWdcknWGWQbtkSAHAB6kk8AcV60qLbWyRxIFRFCqo7AdBXB+KvG8ehl1uCybicD1+mKqMnGSaOaF5xkn1OL8U+G08O2dkJJ/MvJmbzFUfKoAGMdz161zIFOvteufEepPfTlhH9yFGP3VH+JpBXr0XJwTluedXUVO0dgpwpKUVsYlLWAh0uXzOBx+fau41CNBoUrJbwRx/YQSFjXqI+eMfjmuTljtpIil3u8ojnb1z2rVv/ABXpb6e1nH5kcUkZR8gknIxXkZhCc5xUT1suqwpwm5bvY0tOks0trTzIYol8pNwVyNoCgZJ9SfbvXLakbQfEM3BGYorwKA3OVEXGfoavfbNMiSMzWt20YTK742IwRnINYtxqOkXGrPd/a5A0spkA2HOSAMfpWFKnKNRyaOnE4iM6XLGV9dtfM+gNA09HlXVri28mREaKBCOVUnJP1NR634kW1MkQzuArW1CaOwsCirhI0wAOwFeTate3N0z8fMScA9APc/0pXuzKnBPUwfGE41K2jeV97tOTz1CgdPzzWFbAKAAOK1dTsTDp5YuW2sCxz3NZcQxivSwitE48W7ysWaUUg468fWplgmPSJ/8Avk12cyOOzGCoLyPzTApOAJM5H0NXRbTE4ETZ64xSS6ZcXCqMeXtOQSM1lVkuRq5dNNTTOcurNmjdkk4BxzXoPg+2gn0jTIZwCgGWGOu5iea5SXw/Ow+/EfwI/rXoXh2OODS7K33xAQwbXUrySATwa4LTS9zc1qOL+PY534U+GYvEHjjUNVuAptNNnLqn95yzbOPQYz+Ar3a81OG1VtzLx715T8GIJNOh8QGbgu0TZ9Qd5q54i1oTyyspOFO3cOn5etYVXeZ10KfMrsyfiBqB1bT7sodixsqoVOMknv8AhXn9hAsC7V/E+prf1A3EthO0oIRjuVT2x/8AqrFhGK7MGtGzPFvVIuiimr0qQV3nniiklXfE6g4JGKcBQYpJUKRffYYFTUfusqHxI5q7tJhGzqQUDV6RpWl2Fzodu9xDCfJsc8oCSwj3da4ybQ750K7Bg9hKcV6R5Kr4YuUiEI2aeRxkMHEe38a873lrHU3qOL+I8NiiabyCVHzuCOPUgV9Q+DfDMOhLe6pKq/abxsA/3YgTtH45z+VeBaNok8uo6RbyJhUuVWQ56DeCf5V9I6/qKWNjJJuAAHSsqz2OinHmdinrniKGC2kVGUt/WvDPGEZvNXgmkyN8fmMgPAJPA/Kum1m+kmcrCh3v0Gc9e5rmNYilE0LSnLbdpPrijDq9RG9a0KbSK1uAqAVYqvFxipxzXro8mQ4U8UwU/FMmxUvYhICxbbhf61lpZSDUbLc4KtKgx/wIVuy6dPdjdGyqo4IYHmm2GhyxavZzS+WUjmR2wT0BB9a4KmtRnVGVoI6HxVHbf8Ihql6VUzHZsOBxlx0/CtH4DRLDJr0kiDzVjt1Bxzg7z+R4qHxjbm98I3EULxMz3EYQKu07ck4P5VJ8MmfTLLXZ3XG+O3VcHnIDD+tYTc+T39yqKi5Wiei6v4kS2SRFJ3DivH/GUw1G2geVt7tOxPfCgcD881tapeXN10/1h9f4fqe9c1qtm9vZICxYBsnPqayoq80d1RKEGZtsAoGOKuCqkQxgVaX0r2VsePLUdTh1pywynpG5/wCAmpFtp2OBE2fSnzJdSbMq3CK8RVjgf/Wrnr21XyDIJe54zXVyaZNOmxj5Y654NVJPDhfgzoc+sYrirNOd0dVJ2jY7CURReGL6SVTui050XPGCI8CvKNHsjPq+kxOMiaeM49QZMH+VewapNDeeGtSt1uCGltvLWM44PAyPwrh9A0drbXNMnmdFW0fcSV7jJB/PFZe8r83yFT5ei7XPd9cnBVo88Y5+leX6tqEcEjLJgFnCcDkk9hXcahMZjdPngfKK86v7SK9vhNKd2xsjn3rmhG7PRlP2aMHxRdXdrq0NvZTeWsqqTjBDE4wT+f6Vztrqmo2ksn2e4K7jlsjOTzXbalpUN5dJcbixjUBAT0x/+qs2LwxBszIW3Hk4NdaskcdVpzbjsS6ZcTalpbzXi+c6knf02844/Sl8P6rqGpa1cW8sgCW8EpXHU46Z9elWrTTprK0kt7eRDG5yQ/Wl0TTP7L1Ge6Y7zNFKhwPulgcfrSu3ozOGjdzmR4pvxdHUTFEzmPySuPlx97869Gi0jS9R+xTSKrXlxDETHufAZlBxwcDrXAP4ZmCCBZM87s49sV3Omwx2tvvWaQzxwII1IIUyBcZP59a5MZJqK5TpoRjK/MZP9rwza/qOlm3MS2pdUdAGJKnAzmo9Rsb8afPc2+ppiNC4U4Q8DPYc0llphPinUb64OI55HZMe7ZqIWLav4mv9Kk1WaCB45Vh2IGJZULBfQA4OT7Y71X7z3beRUHh7NTb5vwOo+GerR32k6nGFfz0SFZGP8RO7kU/UI4EmbbkkEhR69s1zfwhmmNpq5ck7YocZ7ff/AMa09Ta4m1RFt8Km75yT2A6D8aJxvNo0oySgmzD1zxAtjcPpz2XnbkAJDYIz1Fc5Z65HCWW4sfPPUEOVwK3dc064n16S92AKvXPc4PT86xoPDd4ybhtGfWuqD5VZHLVs5vqbtq1tqViLlIzbMCcICSOvepdH1aLVNRmt49PiQW8EjvlchivfPbvRpkE9hpUtrJbu7seGQZGM5o8M6dLYatfXE42LPbTKgJ7kHAIo52zGC1dzLXxdCl6139hYW7RBBCD0YHJbp6cV366BDdyW0y3lwpuI43FukwXG5QemP59a8vbQL0W4hMY3Z3Y/DFem6UHtoxctdK8sMUbJGDkl9u089eB29q48ZUlCKcWdVCnGd79DFi1WzvdQv7KNGge1YqHZd4bDbfbHTNVdbh1mz0qa9ivoTFGMkKQpIzjoetO0XSm/4SPVLm4PlxzSsUPrlyf8Kl8cWMlv4TvJY23FniVGU44zyuPyOabnUTj2di6aw7hLml7yT0t9xlReKtMUoTDOHGMkAda9j8SOk0JDAlVG7H8q8D1nR7KDQrbVdM1K9nDXItc3ECxrcFUBZ4gOdqnCnd6jnqB7TqtwxsvMbo2T+GOKusticO9zmHWNpgkXLZJJ+lef6nrd7dXEsbKhjt2O1scgE459e1djb27/ANom4aXaoXai9hzz+dc7c+H5MzMGJadhkAcDnNaU48uoV5xmlYxbfWblF5ghf3YGunu2jtLAXqQfvFXO1hlWIqgPCxCgecQfpWtd2l3caalmYkACFd4f171q6kjja1RWtNZnXw1dawbWAlbpYhGVGMEdqg8Na5JLrVpp0tsrJeXOS+eVDnoPp2q2mktH4SudLDDzXuo5d2OCoBz/AIVnaZok8Ws2k7SBUhdQzYPAFRN+6zVWujtpNJ06xtb2+t2a5NtA87Dz3Yd8dTg81iafqEes6es8ZNrKZGUjYGXAx3P41s3CCPw9cwQTPLLPDJEwYY2rtbYB+JrM8L6Ulrp/lXD7Zd7HiuChKo4ytr6nVNUITtNtRMrW/t2jS2lzNfLPA8u140bBOBnpiuq8D6xbalaap5EDII/LLBu/3sD865SSwtdR8ZR6RqmoXENubhhHPFNFGsZ4O5jJxjGeOpOBWn4Ct5tPvfFNrIs6GC4RFW4ADrhn+8Bxnp049K6VzOleW5LcFW/d6o2bmdJLhYQVDu+3Pqe+K43WtcvrfUrjT4UjaIZOHXJHGSf51utZy3GtJdtLtRMhF7DPeszVNFlm1K5vd2WbcAF5znPP61dONtR1pxlDTe5zmn+INQsYzFD5TLnOXQE9PWuotZ21HS0vLmMmYc70AGOTWZD4UOwFpSD9K2rWyurTTPscaxum7O4tg+taOTWxxS6FXQta1DU5NTllKr9ktGkUDoSCeorDXxTqMVzJfiOIyTqEYEcDb0x+ddJouknTV1IMwZru1kiBA+6T0/Dn9KxG8LykLCJc7cnOPUD/AAo0Luelx6Not1qkZW3ie4cjcWTIyFBI3HvXH6Xrj6tNfQ3EOwxSBY2hbaQMnP16CumsvItVkmi83z9ybC4wABjdx0yQMVg+HtJj0+5unufm858jHbk/4159D2jcv1Oup7GEk3dx623M7xNp8NppbXseoTNMjp+7fJJBPTPas4+MLlWKtYRAjqOa6Dx3bRL4Tl+zS5L3MbAdxwc/hwK5TxD4T1XRdG0vUryacXF8X82FoyBAAEKBj/eKtnHbp1Brroczj75niJUnJey2se1TMW05znlnOfzroD4b0VuDpsH1AIooqIF1ugh8J6G/H2BF4/hZh/WmP4H0R+kMq8fwymiitUc7KVx4G0lFJV7kf9tB/hXP33h20tidkk/Hqw/woopiMRoFRyAW6etROWTozfnRRQIiZmHOTmuNudUudK8TT31sV86ORsbxkfMpU8fRjRRTQM6v4WqEtNbAHQQ/+z1ckdjM5zzuNFFZ/bZt/wAu0B+ZTu5+tJjAooqzIXJA4JpNxB60UUCHKo3bsDOPSn+c4GAePpRRQwIzIwbI61k+KJ5H0NkY5XzEOPxoopLcGjntZ8RtrcVvFLpenWxgVY4ntkdSiLnCAFyoHOTgcnmvaZ7SO7eys3LLFLhGKnBxjtRRU1d0bUNmOfwXpqtgTXX/AH2P8Kq3HhWxjwFluPxZf8KKKpGbMq40e3iztkl49SP8KzZbdY+jN+JoopiIce5p6rtBwSOaKKBCPI+cbiR71HvZTwaKKQzkbvXH07Vr9HsLC+illDmO8g3gMo4IIII68jOD3BrpPA95capLrl1dyl57uWJ5XAAJLFs47CiinP4SqXxnWroVsWx5s/8A30P8Klbw/aBM+ZP/AN9D/CiikIifQ7ZTgSTfmP8ACq8mlQr0kl/Mf4UUUxMgawjBOHf8x/hSR2iZb5n/ADoooERSxBMYZvzqBlx3P50UUgMbxNn+xm+Y/wCsTv71zF5r2pahp0GnXd5NNb28jyoJJGYlmxnJJ5xt49Mn1ooq47CZ/9k=", 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", 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", "info": {"video_id": "210609", "label": "holding a book in front of a book shelf", "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": "210609", "label": "holding a book in front of a book shelf", "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": "6c7da133825449639772f9828c0a6f7c214fcd99983df54f42103b4cdd37ed12"} +{"episode": 48621, "episode_seed": 982656373, "split": "train", "timestamp": "2025-10-13T03:21:25.709316", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 982656373, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a painting marker over a pencilbox'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17186", "label": "holding a painting marker over a pencilbox", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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RedOEXitG+UBz7Rf0pqV4s4I0OWqoy72K8as4DdmkLN+HSpWB8xf7vOfyqKHKooPHJ49etPjVhJKCCckEe/FczPZi0oR87f5lzS9ObULuC2AOzAMp/wBkdvxr1/SJINLtQCCCRgYHFcz4X0U28Ad1/ePy3+FdnFYecoXFYylqeRiKinPTZGBqd3d3Uz+RCWZ0C5I71p+DYr7Tb0ShEklkwpXkAY//AF10FvpkMMQL7eBkk9ql0C50+61s2NpOJJR+8doTnyx6Z96cXJvQxnKLi09jzfxR4cl0i6uJDIrRsc4/iBYn9MiuIt18i2nnbsSo9z/nFes+MEjbw7OwUhxMv3jk7dzD8sk15bqTiKNV/hjUNj1Y9K0pzck7nuYT95SVWT1i9PW36b/IxZk3eWhPKFc/WraRf6Farj+8T+BqExlQMgk7gT9Sa17pFt7CZlA3ITtPsQK0jO1y3g1U30tv6b/kn8znxywTs0u4/wCfwqwi7Qdx5LZJqBIiiRsOSJDk/hT3UyQMEO4r/PNSyINxTk1r/wAAfEjZQEEsNwP4mvRfC2l/YrdXZQZWO5j7+n4VzXhvTGvLzzXX5EPHua9QsLLagAFYzl0ODGVFdU49CvdXN3dp5CqFyCvHoaz4/DcrzLPduzchdo4FdnbWMSESOORWZrHiiysIJBb28t60bFX8gZRGHZm7GklKWiOJTsi3c6Vby+H2tr+Vn3bhFFknYwHBHpwK8c8QWElpdrathpI3AOPcZ/rXvJea58L6ZcsEEkzGSQAcfdOBXkvivaPEl1PtIARZcHtlAa0i5QnY9DLl7ZypXsmmcdqBEbLHniJDkj1IxVKyh/4mUbesuf0qe4zJMUPLDDufUntU2nR/vZGI5jKsPzrRPU9CdJVL2WnT5Lb7l99yjdR/ugx43OD+VRxKGDFjz5ufrirmsIPtqwpwic4+pqoq+W3rufI/GiT5nczVH2MuR7R0fr/TJDh5Bg8ocn8q6HwvpZnuBO6/Ih+X3NYlpZPPeKifxgL9PevVdC0xLe3jRV4ArKbsrI58ZWcIuL3d/uLkaTxQBYXK+uKF8PG+xJMWYHgg9xW/a2aggsPwqHW/EMGgRRJ5DzTSnaiIvA92PYCoSb0PKi3fQXRdCiiuAnlfu0f7igZOemKxvGumx3cM2oeSYWtk2hRjn5sc/hWt4Pu9YvfFoOpGBbZY2MS275Un1Pc/jUfiVf8AiTaqFYOnluxOeh8z/CqnCVOz6l4WteqnF9jxmOLyPtFw4woOF465rJnXepjbqOW+pOa2tSkEUKdxGhfHqxPFZRgfyicZOCT9a2bPo6lGKbhHbVv56v8ARfJk0UBNmqY6znP5A1nyEZuSDyck10TBYbGVsDIjDD2OCK55IsxSD+9wT9RTlK6XkYzw3stt5Xf3Xt99yZdo57hQD9KI0875kB/eY4pIxmTbjgDJPvmuh8LaT51yHYbkjPy/Ws27EVanJDma0V/v/q503hrSja2ykj52+Zj710hsZpmC7mKntnirWnWYCgYwBW9bQBEJCZx6Vitzw5VHKTk9zn18LwxBpAgLgZBPauhtrQWOmvKsAkLMoLE8KG4/E1yGp+KdSudQnsbAR2Mcedt1cgESkdQvp+PpXVaEpPgSI3kwlmNyDLIrbtzbvWtPZNx5mRKpaSj1PLfGeix6csaxA7rhWdh2Bz29q5O7XyLeKA8H77+3evR/HKMf7KaQgkq+T/wIV5pesZp9v/PQl2PsOgqqUm4K59FQipUIzesndfK//DL0ZnNH5rbsclen45q9qCY89zwMBR+IFSWkBF5HvX5SG/lS61gwW8fTcPm98CtFLSxU8MrOq94/i7WX/pS+4z2AD72HC4P6V0Ph/TTeXwfbmNDx9aybS1e8vRAi7hJGO1eo+H9IS0gjRV4HesZuysceKr+zi4rdmvp1oEVRjgCt+3iAAxxVSKIQxDPBNSXN9HZabPcztsihjaR2HYAVCieLcxfExuZryKOKc+TCBI0XRZDk8MO446VP8OPI/wCEmuRDYw2zrD8/lMcNzxx2rzG6+Il9d3bFbWGOKTC8klgPf3r1r4e2lsmpm9tpWkFxCMk9j3H61tGTjaPc0r0rQ5n0M7xhGf8AhH7wOF81HUHHpvz/ADNeQ3ro00m/naVOD64GK9o8Xqv/AAj2oZIycEf99ivGrhVW5kmbBBAOPfGKyoyvF+v+R7mW3dL0f/trIWby1WNkyzLkmpL6QTaTKytyOTUluFuCsxBCKSR78VU0Wzj1/wART6ZLqEtpDIspjEab97KhIX0A4PPt71qjuxNb2FOUpaqWi9Lf53+8pKD9mJyOrH+VTWsXmTfZkB8wn5R9TWdpsks0MokcnKZANeheFNDYrFdzJ+9dRjI6ClJpI86eKUYKot7af1+Jv+H9LW0tkXHOK7K0i2BVxzVWxtQigntVtXHmcdvSskrnhzk5Ntk946xWMo/j2HHPI4rz68RtKgZrSVoSV3FU4BPqRVX4m+KLu0v4dJsZ2idY/MuZE4bLfdXP05P1FZXgLUxdXtxaajKZ3kUCEyncQ2eMZ/H8q0u4LmRtClzQs1c9pVA/gvSXZm3hVPXqSOa8l8ets1y8f+FoUP6AV7Gy7vDNkp4w38ga8h+ICrJrMy7hh7dBmpUr1vkdOVpuTS3aZxYCtcOVXOMs/v6VJb3CmXLLtDDbSeYInEYXLnnjuc1Bq+LPTAEJEjSA5789atH0cpOKdRbRvf1/r8yLUf8AkLEZzkKR+dQlST8v3ggI/Wr2u6bZRaHb6vp2qX05a5+ybrmERrcYTczxc52qcKd3qPcCz4e0ptUuoJSP3KR/OfU+lU9NTynjITc5W0vc2/CelNLtu5Yyu4DaCO1ekWFvsXJGAOlU9LsFjjXAA/pWw7JCgUcMax3dzxq1WVWfNIuwELHvz0rl9fvrJ7wm4uYlKxY2s4B6njFaGu6mdF8NX2pYG+KPbCD/ABSNwv6nP4V88vJJLIZZXaWUtuZ25LHPWtYxuFGDep738PbZ4/FskxhKxGDCnGATntWn4nQf2frARcAxyfhg1nfDPW4NRa0VpFWeCIRMGOCwHQ/0rW8RSR/2ZqhJHzRzDr9awqN2in3KjFxr2fkeF3km2dlK7vkUgD8ajJkijjVQCWPP1Pap7ook/mk/MFA5/T+dNtP9IUSyAbVOR9fWuh2vdn1sYyfuJ6vVfeI8qyadPG2Qyr/Ssi3BZVPY4z+laehpZa14sbTtSvZ7W3uJNiSxyxxrH0yWMnGMZ46k4Hes2a3l0/VryycTqLa68oJcACRQGIwwGRnpnBI9KLaHnVsbCdblS2uvuZZs7eW4uIkgXcxcqw9BzzXqegaStpbIijJA5NYvhbQRbxefIP3srbv90eleg2cCxKvFZSd2eRi67m+VbImgjESqPzqa+1C306zaeeVYoVHzu7YC/WoFdpZ/lU8cD615x8XNSZp7HR4nykQ+0Tgd5DwoP0GT+IqopbHJCDlKyLzarp2qyLaafcR3N0+47V6nvXo/hyFrf4exQSqN6nBHod1fOGg3z6ZrdteIMmJgcZ6819C6V4h0y58KqqXsCyvKpMLSAOPm54P40Tuk7djetSaUWu5yHj1W8rTjjGDIB+leYxkzCNQMDALN6CvTvH13bzQWawzRSFJHJ2OG4wPSvMnmWAKkXc9OvrU0f4aR7+BvGjGT2V/xa/yH+bKszErwh6DsCKg1h1k+zOv8QI/SpNVkez0p5EfbMxUEjqaTxJ4Z1TQtB0fUL2ScXF4ZDJCYyBb4CFAx/vMGzjt065xqtdSsZiVQXsZat6/jdfgjpvBNtE1kLhlzIQFz7V6TZIqouB0FFFYS+I+drtubuSXDt5yrnjIrC+IsjW/gtkjOBPMqyepAycfmoooq1uLDr95E8YECeci84K5r2P4LXErajcws5Max7gpPAOcE/jRRW6OvEpexn8vzRzuqeINUvnubWe6Jg8xl8sKAMBjjoK427YyOAT1cZ/Kiis2kloe1Sio0rJFiRjFaSInAU4H5CufstTuNG1VdQtdnnxbtu9cj5lKnj6MaKKa6nJmTuoJ+f5lzwvCk2swxOMoRyPXFe2adEi7cDtRRWVXdHj1G9jb6RMB/dqWwiX73OetFFLoYRPCPEUr6j4jvri4OZHkfJHbBwP0ArO09jC8UqEh93UfWiit47Ht2Scbf1sdzH4y8QC2S2/tOQxIPlBVTj8cZrG1e+ubxvOuZmlkYAFm64HSiim0tzuo04Rd4qxkW4/fSS/xK4x+Yqnr0jMVB5AOcUUVK6CxLaoVF6f8ApTF1vxS+vwW8M2k6bbGCNY4pLVJFKIucIAXKgc5OByea9K8KWkMGmxLGuARk/U0UVFXY+dfwI7O14XHtVoKGuEyM0UVC2MOpwnxRv51WxsFIFuY3nKgdWBwP5n8682lhRYiwGCiZB/L/ABoorWJ7eES9h9/5i2N3Ks3lgjae2K02vJRHEc53SbOeeOKKK0ZvRb/EoXEjSP8AMc5YfzqzKTF5sScKEUgUUVHc7k3zRfp+UjGsdcbSJJ0OnaffRTMJGS9g8wBlzggggjqcjOD3BrU0O4l1vxDNe6g/nTzv50jEAZYnPTsPaiinPZnzcer8v0PXrFFWJQBWvEx20UVzxOSRNbSMJZQOinIrwe8vJ9Uv5Lu7ffNM8kjH3zgfgBx+FFFaR6no5ev3vy/VGfcHy2BTgsGJx35q1FdSx2CybgzZGNwzjNFFarY7W7VHbs/yLl1NIlxdQhvkjcKox2zVW0USXDFhnEfH60UVLO6hry3/AK1ZT1h2exg3E8lc1XvfEWq6lpltpl5ezT29vI8qCSRmJZ8ZySecbePTJ9aKKo8fFa1It/yx/I//2Q==", "info": {"video_id": "17186", "label": "holding a painting marker over a pencilbox", "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": "db128242c88dc882358b0e0bf7ebf83ac6e583952974b43c28901ec4e06129b2"} +{"episode": 48622, "episode_seed": 1146194720, "split": "train", "timestamp": "2025-10-13T03:21:27.830717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1146194720, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95590", "label": "moving marker away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "95590", "label": "moving marker away from 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": "d905063f41671e8de4b860a0b640da9471a78fbc09205dec95d3b0a6dd0b357c"} +{"episode": 48623, "episode_seed": 3590433173, "split": "train", "timestamp": "2025-10-13T03:21:30.429658", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3590433173, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 control down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "99374", "label": "moving control down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "99374", "label": "moving control down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3f9ca084fb29494f4df6a6e0d9b57dfbf41d57d6996d632bb47cca1905a5cb1c"} +{"episode": 48624, "episode_seed": 3201266047, "split": "train", "timestamp": "2025-10-13T03:21:31.247952", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3201266047, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying iron on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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"info": {"video_id": "29992", "label": "laying iron on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "29992", "label": "laying iron on the table on its side, not upright", "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": "0e69b54dfaac05c4998fe13c1e4fecf080627edd63aa7c78f4a1a344c524673d"} +{"episode": 48625, "episode_seed": 2774933790, "split": "train", "timestamp": "2025-10-13T03:21:32.683794", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2774933790, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 clip with mobile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "172273", "label": "pushing clip with mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "172273", "label": "pushing clip with mobile", "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": "6308ef0be8b27f610b68bee69bee5649a2f4871880c8b85ca7c9ccbecd2f7134"} +{"episode": 48626, "episode_seed": 2705737759, "split": "train", "timestamp": "2025-10-13T03:21:35.847750", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2705737759, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tray, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178563", "label": "lifting up one end of tray, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "178563", "label": "lifting up one end of tray, then letting it drop 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": "74245ea5ab78dbcb43a3e2ab1124e05e232c63d8ae94d962543121f4631e079c"} +{"episode": 48627, "episode_seed": 1697693863, "split": "train", "timestamp": "2025-10-13T03:21:41.363825", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1697693863, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 himalayas face wash in front of best wishes gift'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163454", "label": "putting himalayas face wash in front of best wishes gift", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "163454", "label": "putting himalayas face wash in front of best wishes gift", "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": "474b171b434c4ccf614322da2231610ca79fa1bf90ebbcf0ba08cb0f10c861f2"} +{"episode": 48628, "episode_seed": 1868740304, "split": "train", "timestamp": "2025-10-13T03:21:43.689791", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1868740304, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoons'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "118633", "label": "putting spoons", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "118633", "label": "putting spoons", "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": "37a2cae50c57890ddb8c031eb95bceb79e2ef48e6a940d34a58b202344480396"} +{"episode": 48629, "episode_seed": 3333205284, "split": "train", "timestamp": "2025-10-13T03:21:45.318120", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3333205284, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 potato into plastic cover'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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nGTzXPSO7Sn5icU8LKwyA35VaiYSZ6Z4bVLuK8XOQQv8AWtmx0Iu7KpJYR7foM1zHw4kLLqYY8jy//Zq9H0hhE08rjKAAHHp1rWivfSMaj0bOVOnrZ3FwudzNJkn6ADH6VUubbejADmtGKZruBLhhgyjfj6nNMdfSspu8mzaCskix4SjjtdFv8gZe5HQdyoFP1BCsPmE4CKSfetDw9bJLp19EB8/mq4PYAD/Grdzp4uY1VxmNckit4P3TOS945G0Mk+jM3WW3myhP0BxTb23a6Vb6EETIAx9WX/EfyrovsEdrbyoikKxz+lc/PI8MvlR5AVsgj3oSvoDschr2nR/aBewAeRc5YheiSfxL/UfWuYcfYbrzD93vXpj2sLi4hn4hnXdkD7jjowH6H2rhtVsm8to3X5x+o9RUSVnoG6KFpqDXl01vNj9+wEbM2BG46fhjKn617wqGSSNeckgV83qHtrhf7wYYzX0bv2lSpKsACCDjFD6Miwa4Wk1m0VS3lQxO5B9SQB/I1pxKLqS5mlJEf3uOzViszGYNLK8rHA3SEE49Olb1uMxyqP4g1aympybQox5YpFNYEyViffHuJB9KintWm2qFLHpip7dW3Fem7r9au3jrp2mGY/60jag7lu1S3ZXLim3ZFCPTUtQWSMKxGCV6Gsy/g3oEHUU/TvEE/wBo+y353hmISQ4BU+h+taU8CBPNBHzDIop1FJcyKqU3F8rOblRUYEqcggHjr6VzniG13QW0qj5DuVfbocfrXW3a/OPf/GsjWoCvhy3crwlw4zn1B/wolqmQtzg3Ucgj2Ndx8I4ETUdV3fdJh/8AZ65GeAc4xXbfDHbFc34J258vn/vqopv3hT2PTtZkYw7lYgA4rIV18rOMknmtuWz8+ycDLkntWWLJoHVHQjPTNdL3MY7FV7FppewUdT6VeNoPJDK24Y9c1Brt0ljYJCGCPPkFj0Cjk/0rk9N182FwF+0FoJG2srHuehH6VhKsoz5WdUKTlHmRvy24d8lcAHIrKuoAxKYHINb91eRGIYG3kA/WsueL9+AOtbbmaMPxBbrLo9lO2Mr+7wepyM/0ri54in9K9F8S2/l6DbLjkTY/8dNcNKvzEsOKxqblp+6cjrFgCC44J5rO0UtHqkUuMeU4b8q6+6iSSJgR9K5ieM2lzuHCk80RZEtUfQcirICHUMPQjNVZCFO1QAPQdqsucHNVJvvZoEiInJANbej2UqwG8cYiZtiZ6sepP0qvomjvqt8FOVto+ZX/AKD3NdpfC3+wCKMKqLhY1Xt704x6sbfRHE+KkP8AYPnDkwzKxHqDwf515JfNLfarFBGpLTy4GOwz/hXtmoxJNplxDIMpKhQ47HsfzxXk+n2zWeu3ZucKbeMgZ9W4yPwzWFeF5qR14efuuJLqskcCoM/K7k/gBXFX199pmfYMDOK6PUfM1jUYrHTo2nnIIRFHJNa+m/DwWCwyatiS4kfPkocqgHqe5ohBvUKk1HQ53wf4ZfVrz7RcRf6EhAw3HmMe30HU1clgih3IoXaCQMCvSYoYoIwkcaqB/CvSuAuIiQfWuhxsjj5uZl/wZaLbyaiyjAfy/wD2auu+2CGylhETs0uRuUjA4xzXN+FuBef8A/rW25yuB2rJScJXRXKpLUrbVjiVF4VQFA+lQnk09jnNS2FlNqN4ltAuXY9eyjuT7Vkbo2fDhK21yOxP9K2REEtRgZLH+lSS6bFp1tDFCPlUFWbuzepqI3KRQ7X+8c7a6IqyMm7u5mXTiWdrTH8H3vf0rBurZIZWJwzbcEj+lS3d/F9tffJskllMaj1IGcD8BThbSNF9obJQ8rntUU581/UupG1jCug0RODwmaw/EFl5M9uT/FCD+OT/AI10z2zSyuuM7jz+NZvi+ILJaddxRj+GRj+tVLYzT1PNtUscShgO4PFe6scY47CvJLiETD3z3r1dn+Uc9qzuDIpj8wYdjXS6eEnSKePJyCrY7H0NcvISetdF4StbnzZLosUtMbTn+M+309auD1sD2uWBFgBu4NYvxFuPselWcqg5V8Ej3FdhfWv2WUkYKNh0P41xvxAgm1Dw0wiXMiEMB64P/wCuqqRvFoqk7TTPMLvU2iY+U7EghtxPXFekQXP2uGIxPnzVDr9CM14y7TSSGPYQc4wa9Y8Cp9p0SKYKf3C+Xk+oNc9BOLsdOIkpK5o3MBMijB9KyvE6CLSrOIk/NI7EfgP8a6qS38zY+RgE59a5bxnIFjslxjBf+ldbVos4k9UcVLEV5rofBjNGb0jgjZ/WsN1JySeD6VveExj7b/wD+tYR3HI9S8K6o8szQuNzY4rbvvKaQCVOQeGHauX8KWk5uWvANsCjbu/vH0FdFeXIZtjAYIrrjqjB7nJfEGGefSoJLNPOMDgsi9SvQ147f3bvKVJKqGyB0INe33xJBXtXLXenWlw5EttG/OeVzXNVoKcuZHXSrckbFnQb3+17e2n2nYyZk9mBwf1FbklpvkQqMrk5NVNAsYbK3McEXlp6Dp1zW6iqsbEk47CuiCaWplJ66HM+KBnRgMjiQMK4Gf52IAG31rq/FmpR3Eq2sJwUwW/wrmmUFR9KyqPUcdjKmUhsYGKyNRs1ljJA5rfuIt3QEGs+ReCKkTPWJCc0lvaS390ltAuZHPHoPc+1DZchVBYngAV2ui6WNKtWkkUfa5R83+yP7v8AjVxV2RKViSK0TS7JLW36D/WP3Ynqaz55hvUZABkx+tXLu5ZQYj95xyfT0FYF/cMt3Fj7pdOPStJR0Jpy1NS1jie1ZX6EZzjkVxXijRY52YmWOO7I8tQRjeo9f6V09pLJ9ouIi3CKuR7d6fJb29zcRGdVYoTtYjt2FJq6LUnGVzl/AfhpNKN/cz2+24bCpKeuzvj0GRW3eBJJgw3E4wD2rQlYQtIq5OetZU824tz14HtVJWViXJt3ZmXY2kL1yc5+lcRdECaQIMnecH8a63WbxbK2eQ8uw2x89/WuA0qJtY8Uy6bNqc9qjLIYvLTcWdULBfQDgnJ9PeomEUdN4c4a7PY7D/OtZ2rkfAd5PdpfGeVn4jI3ds7q6tvvGueW5vHYjCNLKqIpZ2OAo6k13ekWEOhWJyAbuQZmb0HoPYfzqv4b0YWcA1K7XEzj90p/gB7/AFNW744JYNlnXJB7Yqow0uKU7uyGXd2ZZtuML8q7fTmqGo29zHHFPExCE/MAOnpUQuFadiMYBQ5/Gr4uBPZR5G5WT5vcGnG7Wo5WT0PJtd8y08XW07vttBMH3DkAn5WyPqTXp0kKRWYjIBCr+dYOq+Hzqc7xuvlxR4EcijORjtXR3XyQooIB2gEntSjDlvYc5uSVznYIiiySMcl2J6evSsDxhGGeybP/ACzZTnsc5/rXYumINzdSe1cN8R7poLeCOJiso+bg8gHgD8cVcl7pmn7xyzrtf8a9MduBXnGs2Vrb6BBqenatfTBrr7Nm5hWNbghNzvEBztU4U7vUe4HqOk6bNqt0sKcIADI+OEH+NZcrKbJdF0aTV7rnK20fMj/0HvXayJEsQtoAEjjXAC8YxSwrBYxR2dsuyNeP/r59azruYIxSI9/mPr7fSuiMeVGLlcuzOt3abG4O792e270/GuV1gyG1kQDBAxg9jmtZpiyGPnaemD0PrVC7BuCd5+8CCf60NXLTPK9a0tLC9baqqWUNv7KD1rt/AFg1loF3I6uouJtyhvQADI+tXjpEFzcRTXESyyRrtG4ZH1x61tRqI0wMY9KShZ3KctLEUcbSRkLCQScDPU1wHjC7R9TSwyrfZwd7Kc/Me34V3t5crBCX3Fee1eV6zaNY6zcxsSwZ/MRm/iDc/wCI/Cio7IUd7lclQB+VdZ4B0yTVLy5gXKoNhkf+6Oa4nQ0ttT8U/wBmajf3NrbzPsSWOWKNY+5LGTjGM8DknAr0j4Q+fa6p4qsZjcA280cSrcACRQDIPmA4z0zjis4RuxVHaNz0l4I4LdbS2GyNFwAKzHKfNu5J71Yu5mhyqnLH73sPSs2Z/nQZ45rqehzx1ZVuF3Eg1XjsfNk4FabQgjJ6U+OEg/KDUmtwhtTbxYxzUFy5jhc7sDH51YnuvIjO8/ia57Ub77RG7p9xRwB3obSGcNq1rLZ61cpKSSW3qfVT0/w/CofvKfaug12MahokGoRr++tvkkHqhPX8D/OuZSTgCsJLU0TuhJAzjg4rPuE2yZ7UazcSwWbPE5Rty8ik8QaDq+haDpV/ez3Cz3pkMsLIQIMbCgY4+8Q2cdvqDSQj2/wlbRTX800i7mhUMmegJOM10jSMbgHPeiit4bHPU+IyJuWLEknrVCSNWuhuGfmH86KKqWwQIgSNZvAOOO31FTOSNwHQHiiipjsaS3K8kz4Iz2qhKetFFUScN4hld9WmRmJWPCqPQYBrjP7SuNI8RPf22zzonbbvGR8ylTx9GNFFYvc0R0HgAbVvwO3lj/0KvSfDdpDe6wqzruVEMgXsSOmaKKy+0afZO1uf3uQ3RScD8K595GkLMxyT/gaKK6DGO5iW/wDrbv2jUitKzkb+yLU+gA/CiisluavYsRsQ7L1HXBqK4JYgsc5ooqxFdzlCK8f8T3Ut19plmO5vNH5A9KKKifQUdyhrfih9egtopdK022MCJHFJbJIpSNc4QAuVC85OByea+lbO3j07SbZLYbfMRHcnqxOOTRRVQ3JqbCEZdhngEn8qpXIBnf65oorVGZVYlZdo6EVDIOTRRSNEPiHSpj92iih7gjn/ABNIyWaKpwCc1y3iseZpul3Tf61gyEjuMA0UVExxOGTXG0m9u420/T76KaQOY72DzAGXoQQQR1ORnB7g16f8Gr+51LUvEd/dyGS5uJIZZHxjLHfnjt9KKKVPdCq/Cz0aYbpWBz941nT9V9waKK6Hsc8NyyDmeNT02Dj8KLieRFCq2B7UUVKNjkprye4uJ/MkJAyAKpu7f2bnPOB/OiisFuaPYvabEk0bwOMxyphx65HP868+PyyYB6cUUU5hEztaYnT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", "info": {"video_id": "95951", "label": "putting potato into plastic cover", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "95951", "label": "putting potato into plastic cover", "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": "242b15f91f8177dc6a66bf487e397aa052014ef01e29c984407a3871dba578df"} +{"episode": 48630, "episode_seed": 247891338, "split": "train", "timestamp": "2025-10-13T03:21:46.061067", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 247891338, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 candy'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95760", "label": "putting candy", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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YNc7beZHrEaExKrEHcyZ/+vXT2Mgj1Mokqv5hDNt6K3p/n1qIytOxvOnenzdi7q0EunXwntpdkUhzhRyDjofarlhfx3DFl3JOMFx/ex/OpNQ2/Z3jkBYMRye1ZmkyStf+TNFhQN0bgcMPXP5VqzlNm5kRXUjcC2Dj2qr5wlUODKqhirLjnPvTr6B5rrcxQoAMZzwe/T8KgWQWgjt25DMQhJA4/LrSGV4LBkJLMXUKMN0yfpS7o45MhRvHAyKj0nWYZyIndd5HIrSuLUHpg55GKZJGl5cK4fIAHXnrUz67bKSlw6hscHvWc6EXAiJOAu6Q5wFX1qx/ZunbRLJEJTjIJJIo9Bi3GmrfQI7TmZDkKzEHAPasO4ukspbXSrWEKVl+aQNg9OSTVm2D2jOqykxljuCdAawr0b72QtMEJBw/XqexrObSWptRUnK0TX0e6luNalZmLKrbVJ67R0rc1R2jt2kUHIG7aWx+FYfhuNElK78uvc9T71pard5WSJE3Mo55xVRS5SKrblqVtGWKN/t6yFVkO14uoJ9R/hWzcxxSS+Y0ascAAkZ4rD0yB/scrSgNGzK5XGCCDzWwJ1uRuTI5xgjGPamiChdtCbtUYjPzcZ78c/lUDv5L8RkY4BqlqcyjVbNrpmiVWcgYxu6cVuyRRzoHjIKtzxQgKSTTEKTLjH5/Spn8RraY8zLgjGAKqzwNHcxwqRub5iWOABV22S08tZliVyfus680wC3NjqcMksMmHJDNHkjHHpWNrF0dNhksLMIBMQXJHUk1PLBi+lniVixwzDoAPSsnU5EN4HLEDPODgiok0lqa0ouUrInt3aXXQsbZiQADBOCcZJ59zXXXnzW5zgccd65HQ4Y4rtVVX2EZUsOea6TUZ5FTYicFfvHoKcFoKr8Rk2DRTSyXFwu2a3O4OgIyOnI9K6R5fMjR8AZGRXO6RbPJJNIz/OVKkAZBz04rXinLoVaLywmF68U0ZkN9++Hl7Wy2PnC5rzi208lybiURrnkA8mvQrl5IJmeQjyzwvPX6V53FBdXUgMCHae56UmVE39Nt7aGQPbRJvQ5Dk5IrXudflihCF8joc81lW1jLY2wDNvlkPH19K1LfTbSb5pR5m04Iz0I6imkDZWsrcam8khn38D5A39KfeyJoEEzW8aNLOhDFhnA9KWe0SK/Elv8AIdvyogxgDrVDVnWSSM7jxgEZ5WlJpLUqCcnZCieZ7myiEhIEYLjcSN3tmu1bm0UHH3cdc1xGmRRLeo4LusjZLEd6666maKCNVjLA8E+lKmtCq172ZjW6x3WoOlwuGiy0ciZBGOfxFdGlwLi1jkAGDyP8a53TIJJdRMjyYZTxt6Y9K14ZWUeQ0W0RjG4dD+FWjELwl4zHsZgwxkdRXO+JvKiitDKW3orgEcZ6elbl15kcom3jysY9a5TxjNJLFYOYyh/eHb6dKTKi7Mn8OT3TwvJMwEB4ALDOfX2rbeezTmMFnHTFchoiXl5KERDsHLMD2ro3smtJBLKpEcS7yc4y3ahDm9bjry71KS2kWG3cwsuHNceUjUyROWEYO5WHJBB5Ar0hJC9oq5U7052dD61zqaMjC5kmZYkj5YFe3rSkrhGVncxorhBcwXFwu1YDvYBuT6c/jzW/oKGW789uS53E/U5rFghb7WYbdN6scfPz+NdFowSOYsj4hL+Wox/F/TvUQvfU3rOKWj3NjVths3UhSCuPm5/nWXpMzmz8mJuUlUjdxkHjI9DU+roipJLK25CMFSOBUulRRSWDRBlz3API9P5VqzlNKY89fxqgjLLM7eYx5+70xUyxm2QLuL89z29KoPHBNIyQPsVT86gcg9vwoYHNOdPNw0kV5CrABlO8D/JrWsfFkUKCKeaFscBwwrzmikM9Ok1vTLtJsXdvCzkbmLDJH50yPxFZzSbJLi2Urwx8zCn1I/wrzSigVj1D+1dOSKYpqNrljuwzg4x6VgRSWM1yZJLq3ADZClwO9cdRQ0nuUm1sei6VqFlAqtJqFqshc7yXHK/07VJrGtWBi/cXkEjE4G1wa82ooEem6XrmnKkkMt1boF6EyDDVak1fSgAE1C1Ue0gryit3wjolp4h1wafd3j2waGV4yke8u6oWC+w46+1FxWNjV9QtNUnVftNuPJLbZN/XpUen6/JpuI/tEUkXYBxxXHGigZ6QviKyvI3MtxDExXbu3DdUEetwLItuLyDyhwkjMOPQH2968+ooA9NTVNO3uw1C3Viu3PmjpWHJNZ3N2zy3sOOxZxz6ZrjqKHqNOx39peWEMtwX1GEB2G1lkGQMDOKu6prlg1q3lXcDtt4AkFeZ0UCPRdG1a1gk2y3trs2jcS4Bzj9a05tb0xl/5CFqee0oryeii4rHo76za/a2H26A24Xj94pyf5iuWtryOGVczKFz/eFXdc8PaNaeGbfVtLv7yYNcm1zcwCNbkhNzvEM52qcKdw/iHuBylA1oehR61ptwVLSxI6Dhnaoo9YtLbFv9pgkXPEgIGPr9T+VcFRQB6THqlgJ0kN9bqyg5Hmjbmsa9mtLq+G69hKKcb9w5FcfRQ9Rp22O6tLmxgumZr+AIIwqhZB8p9q1rnXNOFmAl9BIQuMeYMmvL6KFoI77SNWt4p0L3dsA3L7nAwM+v5VuS65phQ/8AEwtT/wBtRXktFO4WPSJtYtPtSbNQt/Ix8wEgOT9P61z3iq/huWtDbTxybN2djZxnFQeDdL0jWfEEOnavcTW0M52rOk0caxnqSxk4xjPHUnA71maxYnTNavrExzxfZ53i2XAAkXDEYbBIz64JHpSBaG1olyLeMzNewwu3G0sOR71tL4gtooC0txFI5YcBgfx+lefUUA9Tu7TWrFb1Q0yeST8ylwAvpj/PNaTarpkkUitfW/zf9NBXmVFAHfQXemQMR9rt2DcNlxVmDWLC3cBLu3Cs5ZsOOpOa84ooA7/XNbsptqR3Ecg+8cMMcdqv2Gp6RaxE/b4PMkAJy4GM84rzGigD1ebW9NO0rqNt0/56CsyDVLCK4kAu4FjJySJByfWvOwMnFdT4j8E3vhrw7o+o3glWe+MnmwmMgW4AQoGP95lbOO3TrnDuFjlqKKKQBRRRQAUUUUAFFFFABV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQBRooooAKKKKACiiigAooooAKUHBBxmiigDoPEHi2TxFbW8M2kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWueoooAKKKKACiiigAooooAKKKKANbRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NU9S1C61bUrnUL2Uy3NxIZJHxjLE5PA6D2oooAq0UUUAFFFFABRRRQAUUUUAAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oooA//Z", "info": {"video_id": "95760", "label": "putting candy", "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": "8da0dc3eaa91fa8c7f14a9a70425efc21d0997292189e4b7c3d0138d65007206"} +{"episode": 48631, "episode_seed": 2634019333, "split": "train", "timestamp": "2025-10-13T03:21:47.997954", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2634019333, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pillow 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": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "151833", "label": "putting pillow onto bed", "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": "151833", "label": "putting pillow onto bed", "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": "ced3f35788cb18c0830d2ba80bacc26c340d90f9b278307182c41addc111e0bd"} +{"episode": 48632, "episode_seed": 3057928048, "split": "train", "timestamp": "2025-10-13T03:21:49.211238", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3057928048, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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v+FeKhv8AiXW49JWr2i/vClsUU/MRgH0p1pNWM6MU7kWra4iQfLlWP8J6iuJutRkuJidx57VNqF7NfyvLNjzMDOFwOBj8enPuTWbF80o+vNZo6Y7GrpNhPrF2LdCyQKczP6D/ABNemaXawWMKQW8SxxL0Va5/w3aC007eRh528w/Tt/n3ro7dvmobMKkruxpuahY0524qItxQjEr3TfuW+leB3XDyD3Ne9XJ/dmvBbziaT6t/OmbUOpnpH516ibym87dw6jIxXZeCJTZ2+qRITu+RQxPPG7muOgONRiP+2K6fw3JsfUvd1/m1a1PgIh/FNPUNQl1GV5JdgcYyEXbjjv7nGfxrI6yepq2kn7yZMnIztXsMmkSFUO7qax2OqC0Oi8K6akupveSICsKALkcb/wD6wru4T81Ymi24tNNijIw5G5/qa2YW5FK5z1JXkayH92KYx5pEb90KazU0ZMbIeDXjvjn/AJGWf/cT+VevSHg15D47yPEcvvGn9aZrR+I4y7OPzNSSXJn8tfKZRFGEyf4u+RUVz978as3DfuLM/wDTL+tbx+Eir8Y3wjlPEFu3Yq6/+O16/oq5mLenFeRaJiLW7Q9BvAAr2XSozBCpPBIyaxrO8rl0Ym48uxOTXN6rrhtC3PatZ5N4Z3OFWuJ16eGVrh85CRHA9+39alanREx7vxBNd3G1XJGeueK9D8LW7DQEe4hUPMxfkZLL2zXB+HfC0+rzrc3GYbMH6M/0/wAa9URUhgSKMbURQqj0ApytsjOtPTlRSn0mxlyfJCn1XisvxHFHa+FbyKP7ixHGa3WasLxW27w7ff8AXI0HOt0ePTMCSR6/0qnbTxpLIrtjchUVal6cCo/DOkQa94kOn3N7JahopWjMce8u6oWC+gHGc+1b0lcuu0rXJdG02TVNas7URbwJMyAjjYCM5r2vSo5NHt2ikVZbdg7KiLgqeoxXnXwtXzpdRnkwW2xc/Xd/hXcarqDxQHymxIOQfpWNWbU7FUopxuVda1xUTahy3euPlu5J2diSRjNPvbiS6aSd+rsWOBgc88e1P0W1+138UbD5Cct9BSSsbJ6XOy8P6YmnWYkIzcTANIx7e1dVbt8prFVsDNatu/y/hUN6nNJ31J3aombNK7VCzYqkQcD8RWAeyz/t/wBK84uT8h/CvQ/iJgtYk+r/ANK821FisBK8HitILU2vamSJKslksaMC6PkjFer39x8mM9q831XRtLsvD1tq2lajezB7o2pNzAI1uSE3O8QznapIU7v7w9wOxvLjccZ7UYiOqJw8k07GdvBmmTuc89sZqxZWvn3ccKD7zDPsO9UUmLSTYXjcMHHt610vh+28qITuPnkHHsKzeiNuayZ1cRCqoHAAwBV63f5qzY24FW7ZvmqTnNdm+WoS1Lu+UfSomammSRztlDXhF9j7RL/vN/Ovcp2+Q14VejFzcc873/matGtHqZ4dUvUYsAAwOTXQaI+2e+HGGZSMfjWX4csNM1jxTHpur3U1tBO21JkmjjWM9SWMnGMZ46k4Herumwvp+qavYulxGbacxKlwAJFAZhhgCRn1wcVtOPuGcJL2pqRuhmmI5ZSBnP8AT/PWtfQ7T7XP5sg/dRnp/ePpWFYRtPdyQgquWALEdBXbWEUdtAkMf3V7+p9a556G/PZNG9C3yirkLcis6FvlFWon+YVJizaibMdNY81HC37ukduaaJYjtwa8l8ef8jA//XJP616q7V5R48cDxAR6wp/WqNKPxHG3PUfU1JM/+jWnT/VkdfeqmouyxZU4O7tWx4h8L6poHhvRr2+eYTXnmeZA0eBbgBCisf7zK2cdunUHHTCN0Z1ZWmWfC1vHPr1sJFyFy4+oHFeuRcQZoorkqfEdUNjJ1q6lityqNgGuW0yJb3W445xuQKXK9iR60UU4lPY9Bs+FwOADxirzHiiioRyMiYnmsLxQf+Kdvv8ArkaKKtAtzx6Y8fjWfZapcaLq41C02efEWC713D5lKnj6MaKK6aI8R0O2+GJKw6nj0i/9mrpdTc7DzRRXLW/iM2o/w0czGAY1B+tb3hmNfPnfHzKoA/E0UVT2KfwHUJ0rUtzx+FFFZnOSMagcmiiqRJwHxD6WX1f+lecaif3J78iiitqe6NX/AAyzrnit/EMVpDNpGmWpgVI4pLVJFKRrnCAFyoXkk4GSec9a6uZjtY55ooqsRuicLsyDSY1m1R45BuTIO09OhrtbbggUUVz1N0UzSjPFXLb7/wCFFFSQaIJ2VExOKKKaJK83KmvD7/8A4/Ln/ro38zRRWkTWl1M6111tHuLmM6bp1/FM6uY72DzArJnBBBBHU5GcHuDV/R9QutV1DUdQvJTLc3MgllfGMsck8DoPaiiumf8ADMKf8U29GkYatIuflyDj36V2UJPFFFcVTc2Zqwn5RVqMneo96KKXQk1IidlDk0UU0SyFycV5X46/5D+e/kr/ADNFFWi6fxHC6mf3JPfdRc+JtX1XTrTS769mntreV5UEkjMSzADkk8428emT60UV10/hMa3xn//Z", "info": {"video_id": "59409", "label": "moving deodorant up", "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": "59409", "label": "moving deodorant up", "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": "f9bf105a29d75978a9f69ca6878b6c598add234ace74a3e2cad0dae491218e92"} +{"episode": 48633, "episode_seed": 1064764722, "split": "train", "timestamp": "2025-10-13T03:21:50.317813", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1064764722, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pizza cutter and deoderant so they collide with each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "182043", "label": "moving pizza cutter and deoderant so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "182043", "label": "moving pizza cutter and deoderant so they collide with each other", "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": "20c7e5e6b9d1d9245d41bda47cdee366d9882cc19789fe284b645e444ffbb9a1"} +{"episode": 48634, "episode_seed": 3675379126, "split": "train", "timestamp": "2025-10-13T03:21:51.344507", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3675379126, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) top of propolis spray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "103666", "label": "touching (without moving) top of propolis spray", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "103666", "label": "touching (without moving) top of propolis spray", "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": "4c3c6fd42377de2c4bdd86276ff1e65339896152884854a961bef9a1f84618a0"} +{"episode": 48635, "episode_seed": 426455868, "split": "train", "timestamp": "2025-10-13T03:21:52.712384", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 426455868, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gold and brown candy can ornament so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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4Ei47evQ1xMqFrdXjTdGoyHK52/Wuk1TxHB4hSCOW2ESQIFjDPnAyq/0z780xdCNzZS/ZslcZVt3GRngd8+1UpK+1jkMaCwjkt4YpW2ecSdxGR7fjnpU1/J5EkEJX7sYQn/PvmtaytBP4kis0UkRosTZ5XjHGMZJ3VH4rsJba+WCSBYZkG3A/iGcgnn3rcZhxAGRmz8wxtOemewrZsdPP2KVDGWYEMoX16H+YqnpyqQodRnIy+Oa37EMLsI5+R8qSOOoxVJaCZSvbCO38NyyRnLTyBCcYzgZNca9mWjYEEHOa9J8TRt9m06yVGUpEXkjHRSx4/HGK5G4tJYc7sFf4nbtScbIaOWm07z5IFj4Z49zFuxyR/hXVeHtOW40+GOTOcY4PfPBrBuNRaJh0YAMqOR8wyPX056V0/hy6jh+zW5z5j449qwrXskdNBanVWvgKLUdEnluLlYpFBPmDqQB8wPtnH1/CuBS0e0aSORQHVeVxyR616DceI7TSPtlpNLK5mhVUjCcIuDk59zg+20Vy0WlIJRJC5G04w3OBwfrjmpTVrGFS/OzEtbdZbkBRtjGWJOScdea0rW1NnBcXJK7Z4ztKnOM9f5frVm4sJLFb6SYspbYiMQM4Pfj2BrTWwX/hHPPeFiJkYll42kgYJAzjOOnvW62uScvLcM0e+MkcYwfT0q9plpvvFZh8h+QkehGDWfFEPMZJV3R/XB/OuhhX7PHGYwCuOMe9WkJk+naZGbxpGUqYVZ9pXoAOtcfPAxvS7jILZb3Jr0xyIdB1C4GVknRI1fGS7NyR+Q/WuKmspiTIAT6IaHHQaOVmssW8+4HeoUrxxycHNaHh7T/s2oEOVYOiuOOByaW9neAMoKklfnQjK+vI9aNFv1a9MzBth2RD24xWNS/KbUviR6Lo+gWl7eIjYRTIHcnoFxyMdOlc/wCLPDVvoGsmOCffDsUuX5KN/P8AH61vWup2kFgb95G8qMxlwn3vvdCO2cEH8azNYvLTxLqL3u142bCZbAz8pPP5VjB2VrCr6yOXuozvB8sZxgORwR7Vej01JjFEZAkgUSAMOp9B+H8q1n0GeazUp5hVZAD2BBI/A9RU+jW39oa/cRRgsuSFB5GRlRgAdcZreOq0MjCvrjdfSKVwG5yfpVBY98zk8qo6A88//qrY8Q2rpqTjyfJlUYZB2I4P8qjtoRLtUBQRjdgAFvx71ohEcNk0mlqD0Rtvuc8j+tOv7BrPQUDAhpZD+QrcsVjlEkBVRxuDMPu45z/Ok8U26RGzs40yIrdX5OSxbnn9KbiCODvHuTD/AK5tsmd46A49ay5bKZNQ2lS3lSBXwOBzXRyxARsrxc9SOwqobmE3MgjyGlkTcrHp649uBUPQ0jdtHT2ulTXAG1t6vywPAyBgD8aXXfCF7Y6VHqciM1vPIru2cMCQe34f5zWzorJKkWxgQSBnOcVp+INbe88P21qLyFLwOXdFcFQozgH2CgfjXNTaW5riHokebzW6i1WI/IT0OOtENk08D+SrncQijHOa100ybyDCY0fbgrkc8/rSw2rRy2NqeJGG75c7wxOARj6dPet4baHOirK4jt7eBzg+WRtI/iJ5/pWa7ZnijVQMEngYzxW34ksxBcKVJLAkMpGCpz/hVfTLGK4u453MuY/mZExyOnXqOtaIErnR2Xk52swBJx0ruLHxPp9nZyRWNpII4WWMtJhS7EE/0/WvM2nlVVDEBnGVI/HkVr3E/kaNp0THFwXNw/vngfoP1rfn0sSUdSvAXeRAVySQD25rj72bzJASdzDnP45rotUOJHj5+Ukc1yN8du5g33Wx71lJ3LRFZpJPelYAFf8Ah56HIrrtAkubS/X7TE0fkCaVSVBDDYc8+nH5Guf8LRLLqUjDJCbev+fau1uZFXTr2ZhhBEygkZ68dB9a5pv3rHTHSBzsWlTQ2LurYXcoJPZeo/pXZ+EdMtb3VLS3uJpHjMDPLE5G0P7Y+ox3BHvVXRDFdaObZ0B3/wAffGMY/CsLTfPttQvWKsoiicnHA3jgfqQa1huY1IctmdDEs/hrxbKk7BpFuFcsRjIzkHP0auh12KC/8TWuotbubIYDSEYBPTv147VzHg/Q7nxHrTee7tbQgNNIzEk+i59/5V1/iwyQr9lXOyNcIo6Ae1au3QztqcYljBb3jwxyxypnO5c49hzXWaDp+lmRbnULiIL5gWKLd8zt9OuOa4x3aJuQCDzzWjoc++7kefHk20TSqT2bGF/U1cJJRsJ7mz4w1Cyur1ZLQ4YJtf5cdOh/KvP9WvPMjMRwowRx61sXEh+ypuYltpQk+oP+BFcnqDbmxnk1EncaMi5CtKsYz8zYH0rcspGi1O2TH+rG3d3xz/jWNaQtd6jGm75gTgeuK3LVGk1JAAAS2eK5qm6OzDrqbOu2rXdtDcRnlTscn+6f/r/zpun/AGr7bPNDKsO0M6krkcds9Aa6DRJLfz4luY1li3AsjdCAc81yWoXEkF5dRorI6TMAqk+vQ+oxThqRiY2lc7HxPo91Boul3bSGWGYCSVmPRiBgDPTjJx65ratb21vPAN3b7QkqOzKg/iP3vqfT8K4vVtZ1E28Ng1zK0AjjZoicjcRn+orv9B0WbQNAN5OB9qmUMVYZ8vI4H15rosraHNY4y50OKHTrK5TGU3edlgGzu4+X6HGe9amjaQl3MkbyLFGPmd2OAorN1JnluWOMrngGq8Vy7yJbom4SsIyre5qqbSuwZ32tf2ND4djsrWdDsxJGzHO78fUjP5V5vfXnlI+0DJ4z6Vt6s6rfXEETgwRIixc9l+U1yWqSZLkH3pSYIwr5lZ5HLcHJ4/SpNGUiEOluJVLkMpGQRg81QuWONoPyueM11nhK1KaertjaxJz7Vz1PhN6K94soTc+HbiLGwvMoXJ568fXJJ49jWbAk62yrgb2k3Ed+mMVta+0YgtgpVGZySS237o+X69aqXN5aHTbUxIv2jznMrA53A4I47dxUwWhNV3kzs/C+lSai91EbtpGht1aAEbNrken55z1GKzvC10dD8QxxXIUMsxSQkYK5+U9f8/nWDpN/c29nfzRTTR7dojYMQQxPr7YNb3gnQ7jX9Vlubp2a3gIaR2OS7HkDP6mumKVjJmvqdpbXXiW4u5YitpPEyrI4O3cVIJ9Tg+lcutnHHN5UciuUbO5Ohrr/ABbLKZWhySE+VR6CuPWRrdtxO0nuBRHfUNkdX4c8NPe3QupGEdsjEMT/AB8cgVR8W28NvrU8qYaOUh1YEHI7gfQ5FV9Nv57mC4kMso+xwMVQudpduBx0zyTWPqUu9C/RmAb8xVya6CMLWJ1lG2PhV/XvWDHHnUowcMwAIA/kauX8jeZkDPfHrUehxNc6vv25GwmsJ7M1gveR0/h2aOPUofs0socru2EdMdM44IyT+dZzPLBezKAQoVgpHcEbQK6SS2ggtLi5RFSRIi+VGMkA4B/OsS0MBuLcXhcRpuV2AG7HLDgn1NYUy6zV0b3hqa9u72C1UJmWTyt7YLJx2/Q/hSXVt9g8UzpexMFiOxdp24AwMj0yM/nWZpGqTQ61am3k24JI4Hy4B5/Kr32nUfF2vwKQslxKAm4KFwo7nHpXTCMTA6nxRZ2GpeJNNRX8q2aNSxRcbQTgYH4iuU+xyaNcPFKpEmSu09dvr6dq7jW4l0fTYbFAC0aDMuPnY+5/OuKMbSybnXJHOTQ0OOhi2yiZ44weScZPY5rW1C5W4ujvwURMIB1GBWDpsu1g7tjjIz2o8555pHJwA3+RSuI0dWdvs8ZY8vCCD79D/KuWukDzlAvBGcj1ror0tLYwjA/d4HJ5+YZ/mD+dYrIALibsicH9KBoh8PtJFczyRAO5ZYxH65//AFVt6pqcjaGI1gKqxCyOp5ByTjn/AHf0rk7eWW1m81QR1yemRVq5vTPKN2NgXG0Z9Mc+v/1zUShd3NOdKNjsvDt8PIUKxwOMnvXR2MVuJL+V/KHnIAN/f14/KvPvD13+6ZM/cbH4V0WsI0+hlkP7yM+YpHWktGdDXNSTOx8JapDomm3szKu3zWLbR1xwAPr/AFrjPFPirUNSmeSVtgc/KqcCMDt78GoLTUEbwjbpvbz2mYtzwQBx+Oc1y1lAdc8YSaZPqc9tG4kMXlpuLOiEhfQDg8n0962jrocTdtTatL28kVkmZhHtwMnlu/P6VvWsv2bRZI8bjO3c/wAA/wAmuB0PUbq9nmknkLsSpJb3rqbq72RwxLznA49KT0dgNHIFpMgO9EAcbucZ4rk9QI3yMATtIxXQWMj4ljbJLJ5eB/tZx+oFc/doWYgjBY4pDRW01Qly7KSr+WSh/wCBDP6Zq9bah5EtxIE3OqMFwe5GM1m3cz2upIUAbycfK3Q+uajnu3ufMkICbju2rwBnsB2FRKN2axqcsbHc2F18hcH/AJZ5H4ilu7IXE8Oo7TmR1ScZ6HgBv0xWPpVwH06Bg3I/dt+HT9MV1en+VLCYpT8jrtb296jY6ZLnhcvXlnbHxBp8hjTaZFLEH7wXnn16Vu+LfGYhtfsFpGpmdcyO/IQdh9T/AFFeaaFLPa+Llsb+Z/LRmyTyMY4I+oqh4su74WM9yhnjkaUENsIzznHT2reJxSRI/iS5ku5HCmVOyY5/z2rc0SbZqUl0/KxAtj0bt/P9K4vULe3sfD0Wo6dqmoSrJefZybiFYxOQm5niH3tik7SG9R7gdDZXeyyd2/i5PvQ9Cb3NWOUvKZe0hKlG9/SsXV9qvsUY+bBp9tdu7q2eGI5Prn/69R6y4kuy6j7+GIHQHof1zSA5mZQxK5PyZrqdE1EWmmwQzLnC7lIPJU84Nc9JGVt7iXuW2j8adYaiIbYROoyMgbkDAj09qmcbo1pyUWbfiTUo59Tgih3JDGn8Y4LHvj8KqStbuVRZMlEAyONx+hrMlkkuZpWnclzUhkRg8oyrr0x0NJRsjOTu7noXhq2huNDuN8YbLZIY8dODXVeF9Vt9A8NzO8f/AC0dyoPU5wAPyFeR29/J5USpIV6tgV0k1+G8N6cElJlfc0gx0I4H8zVRuh6NEPifxVe3sryySbGkbIWPgIB29+DWda6lcTRSRzoOFG2Q9fesOwNvqvjYabqWoXVtbyygRyRyxRrGRjJYycYwOg5JwO9TWL3K6/qdnP8Aad0Nw0ZWfAcYJ+9jjPAzjira0uRe+h2ayeRoaQkkS3Eu4lfQcA1Vul8y2G/qg25B696qXt988UYPAAUewp8c/madOj/ewCoAzyAD/IGpuM5y/P7zeGxyV6Uvh6X7JfySMMoEwxB6d8j8qJIzMyL/AHnqolz9n1F2Kkx/dwBnp0OKUldWLg7NM7DV9WtR4ck8qRjcTHYOOAMgkmsCCSJoEDGPJIYbT096r3V7JcrGqhBDu5CptBPfioIghfyjwcna2elQo2QqkuaWh1Xha2Euo5ZvuoyKxHHzcY/U133hS2tNF1e5nZSNsIUMx4A6k+3SvKrG/a0V2ikKyAgArXRWGpyPol+0twzTeakY3EklcZPP4frVxvcS21NbxZ4xkv7iaS3hWOFBhCw+YjI5P+FYmma9Hc3gjkUxrK5EbEfL7A+9cx4pvJY9PDxSspZtjEfUH+lM8R6VrHh/w/pd9dXFys14WDwlMCAAIUBOPvFWzj+oNaJX1Fe2hcBItpWHB2in2jEW7++aKKzAvQjzAwfJ+vsOKqYA0WY4GTIATjtRRQMwbjqFycYPFV70eXcbV4B/wFFFMRf0YlZZQOMjP613Ft89oFbkEYIoorOR3Uf4ZzygR2MiKMKk5Cj0GK5q71GfRvFj3loI/OhkYKXXI+ZNp/RjRRWsDhkS+HI1USgdio/nW0Xb7WOehOKKKT3BbF5ZnWbC4ALA8UxYEfU4EYZVjk/nRRQNGLqAH2yc7RncTVJkAtWk/iJx+maKKBFvQZnMMwJ48xW/HBrtLGRvLPPaiisZbnfR/holinZZWnCoZlXaJCvzAdcZrE8WXtxcaPIZZWYeanBPFFFEd0ElozB1XxG2uW8EcumafbmBFjje2R1KoucIAXIA5zwOTzV3ewgAzxRRW8zh6F20ACQHH8YFJcuZFQtzgNj86KKkRBcwp/Z0Rx95zn8KypEXIAUAYoooE9xjn5w3cnn8qt6exj1CMLjBYAgjI5ODRRSGzrp0Wxuru1twqRy25jfCjJU4JFY0JK6dEmSQhZRn0oopQ2BHO3WqjSNWuov7O0+9imlVyl5B5gVlGQQQQR1ORnB7g1Pol9cajf399dyeZc3DebI5GMsc5+n0oorV/CLqaaMXv1DHNaIcxxlU4+dhn8KKKgZVs41adSR0RiPyrHnjSPftUZx1NFFAEQJNvnJABJAHTOKLcZkjPOSQKKKREjsBbQS2NlM8MbSSthjtA/lVee4M91fMI4ogWT5Il2rwMZx6nHPvRRSjuOJj+IoYz4fEhXLecveuZ1bX9Tv9Lt9Ouryaa3t53lQSSMxJYDrk8428emT60UVsgZ//2Q==", "info": {"video_id": "28853", "label": "poking gold and brown candy can ornament so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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4Ei47evQ1xMqFrdXjTdGoyHK52/Wuk1TxHB4hSCOW2ESQIFjDPnAyq/0z780xdCNzZS/ZslcZVt3GRngd8+1UpK+1jkMaCwjkt4YpW2ecSdxGR7fjnpU1/J5EkEJX7sYQn/PvmtaytBP4kis0UkRosTZ5XjHGMZJ3VH4rsJba+WCSBYZkG3A/iGcgnn3rcZhxAGRmz8wxtOemewrZsdPP2KVDGWYEMoX16H+YqnpyqQodRnIy+Oa37EMLsI5+R8qSOOoxVJaCZSvbCO38NyyRnLTyBCcYzgZNca9mWjYEEHOa9J8TRt9m06yVGUpEXkjHRSx4/HGK5G4tJYc7sFf4nbtScbIaOWm07z5IFj4Z49zFuxyR/hXVeHtOW40+GOTOcY4PfPBrBuNRaJh0YAMqOR8wyPX056V0/hy6jh+zW5z5j449qwrXskdNBanVWvgKLUdEnluLlYpFBPmDqQB8wPtnH1/CuBS0e0aSORQHVeVxyR616DceI7TSPtlpNLK5mhVUjCcIuDk59zg+20Vy0WlIJRJC5G04w3OBwfrjmpTVrGFS/OzEtbdZbkBRtjGWJOScdea0rW1NnBcXJK7Z4ztKnOM9f5frVm4sJLFb6SYspbYiMQM4Pfj2BrTWwX/hHPPeFiJkYll42kgYJAzjOOnvW62uScvLcM0e+MkcYwfT0q9plpvvFZh8h+QkehGDWfFEPMZJV3R/XB/OuhhX7PHGYwCuOMe9WkJk+naZGbxpGUqYVZ9pXoAOtcfPAxvS7jILZb3Jr0xyIdB1C4GVknRI1fGS7NyR+Q/WuKmspiTIAT6IaHHQaOVmssW8+4HeoUrxxycHNaHh7T/s2oEOVYOiuOOByaW9neAMoKklfnQjK+vI9aNFv1a9MzBth2RD24xWNS/KbUviR6Lo+gWl7eIjYRTIHcnoFxyMdOlc/wCLPDVvoGsmOCffDsUuX5KN/P8AH61vWup2kFgb95G8qMxlwn3vvdCO2cEH8azNYvLTxLqL3u142bCZbAz8pPP5VjB2VrCr6yOXuozvB8sZxgORwR7Vej01JjFEZAkgUSAMOp9B+H8q1n0GeazUp5hVZAD2BBI/A9RU+jW39oa/cRRgsuSFB5GRlRgAdcZreOq0MjCvrjdfSKVwG5yfpVBY98zk8qo6A88//qrY8Q2rpqTjyfJlUYZB2I4P8qjtoRLtUBQRjdgAFvx71ohEcNk0mlqD0Rtvuc8j+tOv7BrPQUDAhpZD+QrcsVjlEkBVRxuDMPu45z/Ok8U26RGzs40yIrdX5OSxbnn9KbiCODvHuTD/AK5tsmd46A49ay5bKZNQ2lS3lSBXwOBzXRyxARsrxc9SOwqobmE3MgjyGlkTcrHp649uBUPQ0jdtHT2ulTXAG1t6vywPAyBgD8aXXfCF7Y6VHqciM1vPIru2cMCQe34f5zWzorJKkWxgQSBnOcVp+INbe88P21qLyFLwOXdFcFQozgH2CgfjXNTaW5riHokebzW6i1WI/IT0OOtENk08D+SrncQijHOa100ybyDCY0fbgrkc8/rSw2rRy2NqeJGG75c7wxOARj6dPet4baHOirK4jt7eBzg+WRtI/iJ5/pWa7ZnijVQMEngYzxW34ksxBcKVJLAkMpGCpz/hVfTLGK4u453MuY/mZExyOnXqOtaIErnR2Xk52swBJx0ruLHxPp9nZyRWNpII4WWMtJhS7EE/0/WvM2nlVVDEBnGVI/HkVr3E/kaNp0THFwXNw/vngfoP1rfn0sSUdSvAXeRAVySQD25rj72bzJASdzDnP45rotUOJHj5+Ukc1yN8du5g33Wx71lJ3LRFZpJPelYAFf8Ah56HIrrtAkubS/X7TE0fkCaVSVBDDYc8+nH5Guf8LRLLqUjDJCbev+fau1uZFXTr2ZhhBEygkZ68dB9a5pv3rHTHSBzsWlTQ2LurYXcoJPZeo/pXZ+EdMtb3VLS3uJpHjMDPLE5G0P7Y+ox3BHvVXRDFdaObZ0B3/wAffGMY/CsLTfPttQvWKsoiicnHA3jgfqQa1huY1IctmdDEs/hrxbKk7BpFuFcsRjIzkHP0auh12KC/8TWuotbubIYDSEYBPTv147VzHg/Q7nxHrTee7tbQgNNIzEk+i59/5V1/iwyQr9lXOyNcIo6Ae1au3QztqcYljBb3jwxyxypnO5c49hzXWaDp+lmRbnULiIL5gWKLd8zt9OuOa4x3aJuQCDzzWjoc++7kefHk20TSqT2bGF/U1cJJRsJ7mz4w1Cyur1ZLQ4YJtf5cdOh/KvP9WvPMjMRwowRx61sXEh+ypuYltpQk+oP+BFcnqDbmxnk1EncaMi5CtKsYz8zYH0rcspGi1O2TH+rG3d3xz/jWNaQtd6jGm75gTgeuK3LVGk1JAAAS2eK5qm6OzDrqbOu2rXdtDcRnlTscn+6f/r/zpun/AGr7bPNDKsO0M6krkcds9Aa6DRJLfz4luY1li3AsjdCAc81yWoXEkF5dRorI6TMAqk+vQ+oxThqRiY2lc7HxPo91Boul3bSGWGYCSVmPRiBgDPTjJx65ratb21vPAN3b7QkqOzKg/iP3vqfT8K4vVtZ1E28Ng1zK0AjjZoicjcRn+orv9B0WbQNAN5OB9qmUMVYZ8vI4H15rosraHNY4y50OKHTrK5TGU3edlgGzu4+X6HGe9amjaQl3MkbyLFGPmd2OAorN1JnluWOMrngGq8Vy7yJbom4SsIyre5qqbSuwZ32tf2ND4djsrWdDsxJGzHO78fUjP5V5vfXnlI+0DJ4z6Vt6s6rfXEETgwRIixc9l+U1yWqSZLkH3pSYIwr5lZ5HLcHJ4/SpNGUiEOluJVLkMpGQRg81QuWONoPyueM11nhK1KaertjaxJz7Vz1PhN6K94soTc+HbiLGwvMoXJ568fXJJ49jWbAk62yrgb2k3Ed+mMVta+0YgtgpVGZySS237o+X69aqXN5aHTbUxIv2jznMrA53A4I47dxUwWhNV3kzs/C+lSai91EbtpGht1aAEbNrken55z1GKzvC10dD8QxxXIUMsxSQkYK5+U9f8/nWDpN/c29nfzRTTR7dojYMQQxPr7YNb3gnQ7jX9Vlubp2a3gIaR2OS7HkDP6mumKVjJmvqdpbXXiW4u5YitpPEyrI4O3cVIJ9Tg+lcutnHHN5UciuUbO5Ohrr/ABbLKZWhySE+VR6CuPWRrdtxO0nuBRHfUNkdX4c8NPe3QupGEdsjEMT/AB8cgVR8W28NvrU8qYaOUh1YEHI7gfQ5FV9Nv57mC4kMso+xwMVQudpduBx0zyTWPqUu9C/RmAb8xVya6CMLWJ1lG2PhV/XvWDHHnUowcMwAIA/kauX8jeZkDPfHrUehxNc6vv25GwmsJ7M1gveR0/h2aOPUofs0socru2EdMdM44IyT+dZzPLBezKAQoVgpHcEbQK6SS2ggtLi5RFSRIi+VGMkA4B/OsS0MBuLcXhcRpuV2AG7HLDgn1NYUy6zV0b3hqa9u72C1UJmWTyt7YLJx2/Q/hSXVt9g8UzpexMFiOxdp24AwMj0yM/nWZpGqTQ61am3k24JI4Hy4B5/Kr32nUfF2vwKQslxKAm4KFwo7nHpXTCMTA6nxRZ2GpeJNNRX8q2aNSxRcbQTgYH4iuU+xyaNcPFKpEmSu09dvr6dq7jW4l0fTYbFAC0aDMuPnY+5/OuKMbSybnXJHOTQ0OOhi2yiZ44weScZPY5rW1C5W4ujvwURMIB1GBWDpsu1g7tjjIz2o8555pHJwA3+RSuI0dWdvs8ZY8vCCD79D/KuWukDzlAvBGcj1ror0tLYwjA/d4HJ5+YZ/mD+dYrIALibsicH9KBoh8PtJFczyRAO5ZYxH65//AFVt6pqcjaGI1gKqxCyOp5ByTjn/AHf0rk7eWW1m81QR1yemRVq5vTPKN2NgXG0Z9Mc+v/1zUShd3NOdKNjsvDt8PIUKxwOMnvXR2MVuJL+V/KHnIAN/f14/KvPvD13+6ZM/cbH4V0WsI0+hlkP7yM+YpHWktGdDXNSTOx8JapDomm3szKu3zWLbR1xwAPr/AFrjPFPirUNSmeSVtgc/KqcCMDt78GoLTUEbwjbpvbz2mYtzwQBx+Oc1y1lAdc8YSaZPqc9tG4kMXlpuLOiEhfQDg8n0962jrocTdtTatL28kVkmZhHtwMnlu/P6VvWsv2bRZI8bjO3c/wAA/wAmuB0PUbq9nmknkLsSpJb3rqbq72RwxLznA49KT0dgNHIFpMgO9EAcbucZ4rk9QI3yMATtIxXQWMj4ljbJLJ5eB/tZx+oFc/doWYgjBY4pDRW01Qly7KSr+WSh/wCBDP6Zq9bah5EtxIE3OqMFwe5GM1m3cz2upIUAbycfK3Q+uajnu3ufMkICbju2rwBnsB2FRKN2axqcsbHc2F18hcH/AJZ5H4ilu7IXE8Oo7TmR1ScZ6HgBv0xWPpVwH06Bg3I/dt+HT9MV1en+VLCYpT8jrtb296jY6ZLnhcvXlnbHxBp8hjTaZFLEH7wXnn16Vu+LfGYhtfsFpGpmdcyO/IQdh9T/AFFeaaFLPa+Llsb+Z/LRmyTyMY4I+oqh4su74WM9yhnjkaUENsIzznHT2reJxSRI/iS5ku5HCmVOyY5/z2rc0SbZqUl0/KxAtj0bt/P9K4vULe3sfD0Wo6dqmoSrJefZybiFYxOQm5niH3tik7SG9R7gdDZXeyyd2/i5PvQ9Cb3NWOUvKZe0hKlG9/SsXV9qvsUY+bBp9tdu7q2eGI5Prn/69R6y4kuy6j7+GIHQHof1zSA5mZQxK5PyZrqdE1EWmmwQzLnC7lIPJU84Nc9JGVt7iXuW2j8adYaiIbYROoyMgbkDAj09qmcbo1pyUWbfiTUo59Tgih3JDGn8Y4LHvj8KqStbuVRZMlEAyONx+hrMlkkuZpWnclzUhkRg8oyrr0x0NJRsjOTu7noXhq2huNDuN8YbLZIY8dODXVeF9Vt9A8NzO8f/AC0dyoPU5wAPyFeR29/J5USpIV6tgV0k1+G8N6cElJlfc0gx0I4H8zVRuh6NEPifxVe3sryySbGkbIWPgIB29+DWda6lcTRSRzoOFG2Q9fesOwNvqvjYabqWoXVtbyygRyRyxRrGRjJYycYwOg5JwO9TWL3K6/qdnP8Aad0Nw0ZWfAcYJ+9jjPAzjira0uRe+h2ayeRoaQkkS3Eu4lfQcA1Vul8y2G/qg25B696qXt988UYPAAUewp8c/madOj/ewCoAzyAD/IGpuM5y/P7zeGxyV6Uvh6X7JfySMMoEwxB6d8j8qJIzMyL/AHnqolz9n1F2Kkx/dwBnp0OKUldWLg7NM7DV9WtR4ck8qRjcTHYOOAMgkmsCCSJoEDGPJIYbT096r3V7JcrGqhBDu5CptBPfioIghfyjwcna2elQo2QqkuaWh1Xha2Euo5ZvuoyKxHHzcY/U133hS2tNF1e5nZSNsIUMx4A6k+3SvKrG/a0V2ikKyAgArXRWGpyPol+0twzTeakY3EklcZPP4frVxvcS21NbxZ4xkv7iaS3hWOFBhCw+YjI5P+FYmma9Hc3gjkUxrK5EbEfL7A+9cx4pvJY9PDxSspZtjEfUH+lM8R6VrHh/w/pd9dXFys14WDwlMCAAIUBOPvFWzj+oNaJX1Fe2hcBItpWHB2in2jEW7++aKKzAvQjzAwfJ+vsOKqYA0WY4GTIATjtRRQMwbjqFycYPFV70eXcbV4B/wFFFMRf0YlZZQOMjP613Ft89oFbkEYIoorOR3Uf4ZzygR2MiKMKk5Cj0GK5q71GfRvFj3loI/OhkYKXXI+ZNp/RjRRWsDhkS+HI1USgdio/nW0Xb7WOehOKKKT3BbF5ZnWbC4ALA8UxYEfU4EYZVjk/nRRQNGLqAH2yc7RncTVJkAtWk/iJx+maKKBFvQZnMMwJ48xW/HBrtLGRvLPPaiisZbnfR/holinZZWnCoZlXaJCvzAdcZrE8WXtxcaPIZZWYeanBPFFFEd0ElozB1XxG2uW8EcumafbmBFjje2R1KoucIAXIA5zwOTzV3ewgAzxRRW8zh6F20ACQHH8YFJcuZFQtzgNj86KKkRBcwp/Z0Rx95zn8KypEXIAUAYoooE9xjn5w3cnn8qt6exj1CMLjBYAgjI5ODRRSGzrp0Wxuru1twqRy25jfCjJU4JFY0JK6dEmSQhZRn0oopQ2BHO3WqjSNWuov7O0+9imlVyl5B5gVlGQQQQR1ORnB7g1Pol9cajf399dyeZc3DebI5GMsc5+n0oorV/CLqaaMXv1DHNaIcxxlU4+dhn8KKKgZVs41adSR0RiPyrHnjSPftUZx1NFFAEQJNvnJABJAHTOKLcZkjPOSQKKKREjsBbQS2NlM8MbSSthjtA/lVee4M91fMI4ogWT5Il2rwMZx6nHPvRRSjuOJj+IoYz4fEhXLecveuZ1bX9Tv9Lt9Ouryaa3t53lQSSMxJYDrk8428emT60UVsgZ//2Q==", "info": {"video_id": "28853", "label": "poking gold and brown candy can ornament so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "97f6326d7d26c84ff8b1b025ad5935b40329bfa75667c0e92d2113830bbdf8d8"} +{"episode": 48636, "episode_seed": 1466764396, "split": "train", "timestamp": "2025-10-13T03:21:53.806894", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1466764396, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 piece of plastic'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "170431", "label": "throwing piece of plastic", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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tAh6yKdvHucCt22txswe9ZtkgDKTU2s6k+m2QMCBp3OEz0HqaaSUbsV7uyL72jA5XmmpFIzYKEfhXK3vii/ubdI4n+zyI2TJF/Gewwe3rWp4L8UXes3d3bXCZEHSXZtJ5x0/lUpxk9CmpRV2dJFA/HBFTtHgdeatFi3JJNRyVXKRcoTJkBh1HWuT8c23+i2t+o+aNvLY+x6fqP1rsHwA2elYHioJN4YvB3RN4+oOarl0FfUg8LQgrcXP+7GPx5P8AIU/xA5N3Gn8Kpx+NHg6TzNJnUkb1lBP5f/Wq1rlo0ircKM7RhvpSS/d6DfxGNarl6uatqDaVYrIi5LtsDf3Tjr71DbLioNe1l7K3jtIIVeeZSd0gyqDpn3PtVNWhcUdZGBLeG4kaV282SQlvmJ/yBVN5WjHAJm6bugAP8hUckwtxsVt8zfMS3AHufQVQsbfVNd1BodIVnEQ8yWVm2huwyTwPYVxqN2dfNZF2W2jmVtzBwTuYknk/UVe1HxRqcVtELaVbOK2j2rDa8Kce1Yl+97pNyINTgaCRucMuM+/HWoYb6ANu3A5NWk0NJNXOs0v4hXAj2ahCk6n+NDsf8R0P6Vt6lqmn654avYoJgJREXET8MCOenfp2rzqRoLiXJRfY1BpVs2qeKJdNfVJ7SMrIYvLTcWZULBfYcHk+nvWkZszqQjudB4XuVN4FY/KXQ/rXr1xF5sc8X97IrwHwhdyyfaXlkJbCEZ7da910bUo9V06OdWHmKAsqjqG9fx61VN6tGM1ojmhG0c5RxhlOCK0BdR2VrLPLnZGpY4GTWrf6bHcP5inY/ZvUe9c34kFxY6DdSBMhQN2OhGcGtIrlTI3aOUurmKaZ7owJbQnlYV/mfU+1Y15e3M90ltaoz3ch2xxrzsJ/9m/lVzSPD+ravA+qxyRKshIjiYkEgdx2Fdn4O8KJocRvLvbJqMudx6+WD2Hv6mudUm3qdDqJI4zU9H13QrNZtQVGjGB5iuG59PWsiPWLd2D55Fel/EKykvPDwmidVNs+4hv4gfl/PkV4dcWbeawDFW6nB61UoWZpTm3A7AagtwABjFXohG6Y4FcDZ3U1pOA5JTue1b1/qEkOlmSBykm5cEHms7Dk7I32twwxwfrXZ+DX8q/Nu55MTIp9cYP8hXnGqeXbaDBqWnazqEytc/Zs3ESxrcEJuZ4gOdqnCnd6j3A6TT9TMc8V1A+HUhgR600uV3Mm+ZWPTdSszdWRVfvqcr9fSuft1KuVYEMDyDXQ6XqkGqWnnQEBsYkj7of8KW4tIZzlhtf+8K3td3MNtCrbPldvpVrCuhVhlSMEeoqobSWFsoQw9utSpOV4dSDWhJlaf4Q0/T9UN7FJL95W8snglRhSfXFauuaNBrumtbyYWZQWgkI+6/8AgehqwrgjINKz8dahrQpOzueG3dtNDcvGyGOaNiroe3tWJqty6AQZx3NereNNKWSE6nEoEseBLj+Jex/D+VeReIQUuYSe6H+dZx1Z0zleF0Z/U11Xg4K0V+h77MfrXPeF7bT9X8Sx6bql7PawTttSaOWKNYz1JYycYxngck4HerOm3UuheItRsJBOgjnaLZcACRdrEDdjjOOuOPSrnqrHPHRnuvg+8WWzmtC3zo3mKO5BGD/L9a19U077ZCrJjzF+6T39q8w0rVpLaeO6t3wynIPY+xr0zStZtdYhBiYJOB88JPI9x6iog7qzKkrO6MqJHhOyRSrDsaj1mVTpE2Y1kYAbd3Y56/hXSSxpJxIgYe4rPvdHhu7d4RIyq4wRn+ta9LEJ63PNgzy3UMUELzlj/DycY5b/AD710Xhh7q21gosEzRMAshAwo64z9P61u6focOlH9xbIPlC7lOTj8a1I2CnkEfhWUaNtbmkqt9DSSQbCp+oNRuwxVb7Qg6sKimu0K4U5rZRMbkc8vJOeKw/Ecyp4evSx48o1W8Y39zZaC9xazvDKJUG5OuCea4Txt/wkWleG9Nlvr+8LXzP5sLLgQgbSoY4+8Q2cf/XpyairCiru52XgieQarJBn93JESw9x0rt3AMIyAckg/SiisqXwo0nuYF5bx211iMEBhnFcN41upY2faQCkYVTjkA9aKKdT4Ap/EcabiVtLClup+Y9z9a9s8NaZa6VoNrFapt8yNZZGPLOxAJJNFFRS3ZdXZHmHxIJfxJdo3IAjxnt8orz03E0coVZDgetFFKe50LZeh0GlXMjxEsQSOlQ/2ncaR4hkvrYr50Ttt3jI+ZSpyPoxooqVuRU2LHh2Rop3RT8pAH5V32jandafeJLbvgkhWB6MCe4ooquqM+h6mxzGreozVaVFlRo5FV0bgqwyDRRW6MSIwxhcKiqAMAKMAVExKD5SaKKYjM1RvtumXNrMAY5IznHXjkfqK8TlQMOfzoorC+p10vhZDBGrgkjNQ3zH+zznkBxRRSe5UvhJ9Z8USa7b28UulabbGBFjie2SRSka5wgBcqBzk4HJ5rU8P3Mroqs2Riiim9mc6Ottr2508/abWVo5VB5HQ+xHcV6VpF1JqOlRXM4USMoJ2jAoopUtx1NiZqhZietFFbmRE30x9KrTuwXhj+dFFA0Up0Wa3kjkG5XUqc+hFeIeJh80B7jcKKKmXxIuHwMwrHXn0eS4jOnadfxTMrmO+g8wKyZ2kEEEdTkZwe4NMm1G61PUrjUbuUyXVxIZZHxjLHnoOg9qKKlkrc7XQJ5HjwW4wDXSxu6uro7I68q6nBH40UVlPc1jsdj4R8Q3+pO9veMkoQkByuG/MV1kqBGwKKK2h8JlP4iEk1C7sATmiirJKbMSetNJoorREs5Px9KyeGJCv/PZD+pryHUfEeq6pp8GnXl5NNb28jyoJJGYlnxnOTzjbx6ZPrRRWNXcuB//2Q==", 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", "info": {"video_id": "170431", "label": "throwing piece of plastic", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "917f3eec8cc99e721e8d3fc730da64fb5b5398f1e68ebdaaaabfa2d39fc226f0"} +{"episode": 48637, "episode_seed": 2320482823, "split": "train", "timestamp": "2025-10-13T03:21:55.482395", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2320482823, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 polenta bag towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72856", "label": "moving a polenta bag towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "72856", "label": "moving a polenta bag towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a2c32b7fbc5d3146c3055761ab20b72cf848e2879931df7bac721b6cf433e2ea"} +{"episode": 48638, "episode_seed": 4003315838, "split": "train", "timestamp": "2025-10-13T03:21:56.581468", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4003315838, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'wiping dry erase marker off of glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "178063", "label": "wiping dry erase marker off of glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "178063", "label": "wiping dry erase marker off of glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3130869a449abad5a8ba6aee972375fa654c120f24e5e481971f9d322ac1e9ed"} +{"episode": 48639, "episode_seed": 1165523194, "split": "train", "timestamp": "2025-10-13T03:21:58.844291", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1165523194, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 yellow plastic cup with pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "108058", "label": "pushing yellow plastic cup with pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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v8BXpPxKJj8V3TdhDG35JXm+oLi78v/nnGifkOf510QWpUnaJThkkRsozKfY4rsPC89zOtwJ5XdV27dxzjrmuWt4S0yL1JOOK7Pw1GAJx34/rXXSXvo4sW74eXy/M9S8HyeVpM3+1Nx+QreMrGsfw7bmLSIsjBfL/AJ1rs0UChpXVB7muOtKU5tI1w6UaUU+xlXeVlf61Qds1evZY5Z3aJwyHGCKzz1r5fEJxqST7nfBXSZt6Cm2CVvVgK1waztJASyHuxNX85r2sG+WhFGNTWbMPxo8aeEr55V3IoRiMZ/jHavHriXT79Fie4KTCQFFO5VODnBB4zXsPjOAz+DNVXv5OR+DA14G6NHcB2/gDv+S/4mupK+pUJWVjdj0xZSXt7yKQkknZJ60y60i9ljCOjOo5GBmuHBZSCpIPqK0bbU9RiA8m7nX2DE/zrpXtI7Mjmg90fUgWoLm/s7IqLm5jiLdAzYzXnd3rOqz3gke6cFfuiM7VH4CoL+WW/naady0xGWP9MVxuokdCw8nueqjBGRyO2K4u3f8AtXx9czZzHaful9towf8Ax5j+VbGhX6x+FYbmeTKwRtvJPQLn+grmfhmsl1HqmszA7766LD6DJ/mf0q5WcDmatK3Y9GQ4UCn7qhBpwNCZFiTNHWmA09PvD61tBiaPnW/sYhdvNtUlWJww4AHGKZNOyWx2KC56L0wP61e1RNs8o6fvHX/x6qzxCWBNwBPGD7VlDFSirM6/YpvQ0vCBCpdr1b5GJ+u7/DP4104561znhZAhulHTKH+ddNtzxTqS5o3RtSXLoVXne3uop4z88Th1+oNaXjLVbrxHZ2ukaOC0VzIounHG0dQv0z1PtWXcD5ia0/CcHmauWJ4RC2Pfp/WuOE3FlVoJq7Ox0LTIdI0yCzgXCRrjPqe5/GtUGoE4qVTW0WcDRIDXLfER2TwuhU4Juox/6FXUCuV+Ixx4WQ/9PcX9a0vowiveR5VMqzoJJFG88FunFV/3htWZdxDDBIbkYq5LtFsx6YOaitwHgYDjkjFZwxFSK0Z1ezi3qjEmAitirbggIDeuGIH8t3519K5G0Y9K+f3VWm2EDbnBB717jf6nBpsKmXJZh8qL1NbQque5lUp2aSIdZitZY08+VYpOdjGseHR551DwPHIh6MrcVmXt/JqExmm4ycKvZR6VseD7nEl1ZE8DEqD9D/SpdRp2HKhaHMWE0S9AKkIR/vVlJpRn8SJaFg6QYeXHQEdv5frXQ+J9fj8O6DcXzYMoGyFD/FIeg/r+FZ3gbT7i00JJ752e8uCZZGbqMnIH6/rXN9VpqfOlqRzytY6kDAAo70Uo6iuuJkzyD4l2Ly+JJZFDFWihU+mOhrzY2s17fzGNDlnJyegGa9V+IErp4rZP4GgiyPwNcZLEkcgEYK5O3GeMVdOrCMmpGjpuUU0U47JNOtHbgysMbvSu1+GeiWmoz6jJeKziHygse7CnIJ59e1cdfI7um8MAnYHIPvXffCVybrWs/wB2A+3JkP8AgPwrp9rF/CZzpe7aSPRpjFZ2zy7AFRcgVx1zcyXErSSNlifyrrtQia5spYl+8V4+tcW4ZWIYEEcEGpUkloZuJYgOYyPejHz4qOFgOD3ptzI0CtJjoK+Ux0X9Yl5nfS+FHVWKYsovcZq6kfc1meG2uJ9KSe5bJdiUXGAqdAP0z+NbWK9jD0uWC5uhzzepj+J49/hTVR/06ufyGa+eb8/urh+/lbf++mA/kK+kNai87QNRjHVraQf+OmvnHVYHhikRw2WdByOwUn+ZrtS95CTtFmCEyeMVo2MICK7DC7iPyqzY6PJPtkmGyM9Ae9XLtQ8pjjAVVAQAdsnH9a6XD3bszhudtIRgE0wPks3qMUrtzj2qEjAwK8ab1PYjsSaprBsvAF9aqx824nEKD2YZb9FP513HhbTxpXh+xtMYZIgX/wB48n9TXm89ml3f2Blb9xDOJHX+8PSvW4iNoI781al7qRxVYNSbLqtxTwarqalU5q0zBolB5qVD8w+tQipV6it4Mlo8G1tV+3XC5GRPJx/wI1UhyYlU+lXvE8e3VLvA5FzJ/wChGsDQrZtX8TyadLqU9ojJIYvLTdudULBfQDgnJ9PeuZQctEdjmoK7On8KDm69AV/rXR5IP1rjPh3czXI1FppGbAjIz2zuruJAAM47Vu42pl05XKVyAFrS8IZGrH08tv6VmXDBmxWt4TH/ABM5D6RH+YriW5rV+Fnbg1KhqJTxUiVtE89kormvHwDeGVBAP+kx9fxrpRXNePDjw2v/AF8x/wBauXwsIfEjyqZgLZywPWq9vIinbnljxVydQbSUehrntRke3tWeGRldWABFYRXNodjfLqaUoU3DnPGQa9M8SyhtSCA5KRrn8cmvK9Xtbe30e21PT9Xv5le6+y5uIljW4wu53ixztUkKd3qPcDu57iS5vriWQ5Zn5/lXXQpuO5l7RSd0B5Yc8VJpuof2ZrMFwWxHnZJ/unr/AI1Gq4qncjLnNYVXZnQleNmbGpwyeLfFlkMhtIswZP8Aro+e4/IfTNd7CAiBRXI+DIR5FxKTk7wuPbrXXKaFJu1zjqRSlZEwNOHWo1NPFbRZlY8w+IQH/CU9P+XaM/q1cfebVnBPsa7X4iIB4gifHLWyDP8AwJq4m+2NIADg47isZv32dcF7iHTqAhbqFHFdv8LsAar6/uvy+avO9GNtqnig6XqGo3NtbSvsSWKWKNY+5LGTjGM8dScCu5+FaT22q+JrOc3ANtNHEFuABIoBcYbHGemccVpSg01IirUTTiem1nTf2Vd3CxySQPMx2gB/mJ9Kp6xr0VurW1s++4Pyll6R+vPrXJSuyP50ZxLG+5T7iqnJrVE06PMrs9ATSLADm3Uj3JNYfiKSzS6s9CtURLq9+ZsDJEannnt/9auggvI5bCO7LBY3jEhJ6AYyfy5riPCBfX/EupeJ5gfLdjb2gP8ADGP8j8zUtJ6sy1R31vEsECRIMKqgAVLTAacDVRJIb4FtNuwOpgkx/wB8mvCJtt1HvlXLL8uR+Fe+Srvt5V/vRsP0NeDhAYXX/ZoqzcbNG1GKd0ymm9VfZubHyfe5FZcgaKCXbu3BS/PUnBx+p/SrOoTvBYyyQuyPvXlfel1/QtX8P6HpN9dz3Cz3pkMkJTAgwFKBjj7zK2cdvqDVxq1JLUclCOh1p5NNaiiuCR3rYil4BI7V6fbnNvEf9hf5UUU4nPW2LK1MhoorWJyMlFSLRRW8CTxPxSB/bN9/18yfzNcFBqdxpGvNf2uzzombbvGR8ylTx9GNFFRT3ZtV2R1Pw6+RtUUdB5Q/9CrupSfLoorWf8M2o9DOJy5rofCQH2m5bvsH86KK4I7m9b4TsE6VInWiitkeeyYVzXjz/kWx/wBfMf8AWiirezFD4keXOcxXQPY/0Fc1rJxbPx/GtFFRS3OmpsM1vxM+uR2cculadbNAEjiktkdSiL0QAuVA5ycDk816S3NzN/10P8zRRXbDqc9MmHU1TuBwT70UVw19z0IbHR+DCdlyO3yn+ddcKKKUTjq/EyVaeKKK2iYs86+In/IZt/8Ar3X/ANCNcHqgAkQj0oorKX8RnVD4Ec7DrbaVeXkbafp99FNIHMd5BvAZRwQQQR1ORnB7g16L8JdQutRm8TahdSmS6nMcsj4xliHPTt9KKK6Vscz+Jl4nknvUZyUJJooqa2x2xLb3MzeAr63EjKpcxBl6hSASB+v511Phq0hs9CsoYV2osKn8SMk/maKKyXwnNU+I2xTxRRVxMWSLyPqK8JdAskqjoMiiilX+FG1DdnOarxZPjjDJ/Os7UPEGqahp1tpt3eTTW9u7yoJJGYlnxnJJ5xt49Mn1ooqqewqu5//Z", 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v8BXpPxKJj8V3TdhDG35JXm+oLi78v/nnGifkOf510QWpUnaJThkkRsozKfY4rsPC89zOtwJ5XdV27dxzjrmuWt4S0yL1JOOK7Pw1GAJx34/rXXSXvo4sW74eXy/M9S8HyeVpM3+1Nx+QreMrGsfw7bmLSIsjBfL/AJ1rs0UChpXVB7muOtKU5tI1w6UaUU+xlXeVlf61Qds1evZY5Z3aJwyHGCKzz1r5fEJxqST7nfBXSZt6Cm2CVvVgK1waztJASyHuxNX85r2sG+WhFGNTWbMPxo8aeEr55V3IoRiMZ/jHavHriXT79Fie4KTCQFFO5VODnBB4zXsPjOAz+DNVXv5OR+DA14G6NHcB2/gDv+S/4mupK+pUJWVjdj0xZSXt7yKQkknZJ60y60i9ljCOjOo5GBmuHBZSCpIPqK0bbU9RiA8m7nX2DE/zrpXtI7Mjmg90fUgWoLm/s7IqLm5jiLdAzYzXnd3rOqz3gke6cFfuiM7VH4CoL+WW/naady0xGWP9MVxuokdCw8nueqjBGRyO2K4u3f8AtXx9czZzHaful9towf8Ax5j+VbGhX6x+FYbmeTKwRtvJPQLn+grmfhmsl1HqmszA7766LD6DJ/mf0q5WcDmatK3Y9GQ4UCn7qhBpwNCZFiTNHWmA09PvD61tBiaPnW/sYhdvNtUlWJww4AHGKZNOyWx2KC56L0wP61e1RNs8o6fvHX/x6qzxCWBNwBPGD7VlDFSirM6/YpvQ0vCBCpdr1b5GJ+u7/DP4104561znhZAhulHTKH+ddNtzxTqS5o3RtSXLoVXne3uop4z88Th1+oNaXjLVbrxHZ2ukaOC0VzIounHG0dQv0z1PtWXcD5ia0/CcHmauWJ4RC2Pfp/WuOE3FlVoJq7Ox0LTIdI0yCzgXCRrjPqe5/GtUGoE4qVTW0WcDRIDXLfER2TwuhU4Juox/6FXUCuV+Ixx4WQ/9PcX9a0vowiveR5VMqzoJJFG88FunFV/3htWZdxDDBIbkYq5LtFsx6YOaitwHgYDjkjFZwxFSK0Z1ezi3qjEmAitirbggIDeuGIH8t3519K5G0Y9K+f3VWm2EDbnBB717jf6nBpsKmXJZh8qL1NbQque5lUp2aSIdZitZY08+VYpOdjGseHR551DwPHIh6MrcVmXt/JqExmm4ycKvZR6VseD7nEl1ZE8DEqD9D/SpdRp2HKhaHMWE0S9AKkIR/vVlJpRn8SJaFg6QYeXHQEdv5frXQ+J9fj8O6DcXzYMoGyFD/FIeg/r+FZ3gbT7i00JJ752e8uCZZGbqMnIH6/rXN9VpqfOlqRzytY6kDAAo70Uo6iuuJkzyD4l2Ly+JJZFDFWihU+mOhrzY2s17fzGNDlnJyegGa9V+IErp4rZP4GgiyPwNcZLEkcgEYK5O3GeMVdOrCMmpGjpuUU0U47JNOtHbgysMbvSu1+GeiWmoz6jJeKziHygse7CnIJ59e1cdfI7um8MAnYHIPvXffCVybrWs/wB2A+3JkP8AgPwrp9rF/CZzpe7aSPRpjFZ2zy7AFRcgVx1zcyXErSSNlifyrrtQia5spYl+8V4+tcW4ZWIYEEcEGpUkloZuJYgOYyPejHz4qOFgOD3ptzI0CtJjoK+Ux0X9Yl5nfS+FHVWKYsovcZq6kfc1meG2uJ9KSe5bJdiUXGAqdAP0z+NbWK9jD0uWC5uhzzepj+J49/hTVR/06ufyGa+eb8/urh+/lbf++mA/kK+kNai87QNRjHVraQf+OmvnHVYHhikRw2WdByOwUn+ZrtS95CTtFmCEyeMVo2MICK7DC7iPyqzY6PJPtkmGyM9Ae9XLtQ8pjjAVVAQAdsnH9a6XD3bszhudtIRgE0wPks3qMUrtzj2qEjAwK8ab1PYjsSaprBsvAF9aqx824nEKD2YZb9FP513HhbTxpXh+xtMYZIgX/wB48n9TXm89ml3f2Blb9xDOJHX+8PSvW4iNoI781al7qRxVYNSbLqtxTwarqalU5q0zBolB5qVD8w+tQipV6it4Mlo8G1tV+3XC5GRPJx/wI1UhyYlU+lXvE8e3VLvA5FzJ/wChGsDQrZtX8TyadLqU9ojJIYvLTdudULBfQDgnJ9PeuZQctEdjmoK7On8KDm69AV/rXR5IP1rjPh3czXI1FppGbAjIz2zuruJAAM47Vu42pl05XKVyAFrS8IZGrH08tv6VmXDBmxWt4TH/ABM5D6RH+YriW5rV+Fnbg1KhqJTxUiVtE89kormvHwDeGVBAP+kx9fxrpRXNePDjw2v/AF8x/wBauXwsIfEjyqZgLZywPWq9vIinbnljxVydQbSUehrntRke3tWeGRldWABFYRXNodjfLqaUoU3DnPGQa9M8SyhtSCA5KRrn8cmvK9Xtbe30e21PT9Xv5le6+y5uIljW4wu53ixztUkKd3qPcDu57iS5vriWQ5Zn5/lXXQpuO5l7RSd0B5Yc8VJpuof2ZrMFwWxHnZJ/unr/AI1Gq4qncjLnNYVXZnQleNmbGpwyeLfFlkMhtIswZP8Aro+e4/IfTNd7CAiBRXI+DIR5FxKTk7wuPbrXXKaFJu1zjqRSlZEwNOHWo1NPFbRZlY8w+IQH/CU9P+XaM/q1cfebVnBPsa7X4iIB4gifHLWyDP8AwJq4m+2NIADg47isZv32dcF7iHTqAhbqFHFdv8LsAar6/uvy+avO9GNtqnig6XqGo3NtbSvsSWKWKNY+5LGTjGM8dScCu5+FaT22q+JrOc3ANtNHEFuABIoBcYbHGemccVpSg01IirUTTiem1nTf2Vd3CxySQPMx2gB/mJ9Kp6xr0VurW1s++4Pyll6R+vPrXJSuyP50ZxLG+5T7iqnJrVE06PMrs9ATSLADm3Uj3JNYfiKSzS6s9CtURLq9+ZsDJEannnt/9auggvI5bCO7LBY3jEhJ6AYyfy5riPCBfX/EupeJ5gfLdjb2gP8ADGP8j8zUtJ6sy1R31vEsECRIMKqgAVLTAacDVRJIb4FtNuwOpgkx/wB8mvCJtt1HvlXLL8uR+Fe+Srvt5V/vRsP0NeDhAYXX/ZoqzcbNG1GKd0ymm9VfZubHyfe5FZcgaKCXbu3BS/PUnBx+p/SrOoTvBYyyQuyPvXlfel1/QtX8P6HpN9dz3Cz3pkMkJTAgwFKBjj7zK2cdvqDVxq1JLUclCOh1p5NNaiiuCR3rYil4BI7V6fbnNvEf9hf5UUU4nPW2LK1MhoorWJyMlFSLRRW8CTxPxSB/bN9/18yfzNcFBqdxpGvNf2uzzombbvGR8ylTx9GNFFRT3ZtV2R1Pw6+RtUUdB5Q/9CrupSfLoorWf8M2o9DOJy5rofCQH2m5bvsH86KK4I7m9b4TsE6VInWiitkeeyYVzXjz/kWx/wBfMf8AWiirezFD4keXOcxXQPY/0Fc1rJxbPx/GtFFRS3OmpsM1vxM+uR2cculadbNAEjiktkdSiL0QAuVA5ycDk816S3NzN/10P8zRRXbDqc9MmHU1TuBwT70UVw19z0IbHR+DCdlyO3yn+ddcKKKUTjq/EyVaeKKK2iYs86+In/IZt/8Ar3X/ANCNcHqgAkQj0oorKX8RnVD4Ec7DrbaVeXkbafp99FNIHMd5BvAZRwQQQR1ORnB7g16L8JdQutRm8TahdSmS6nMcsj4xliHPTt9KKK6Vscz+Jl4nknvUZyUJJooqa2x2xLb3MzeAr63EjKpcxBl6hSASB+v511Phq0hs9CsoYV2osKn8SMk/maKKyXwnNU+I2xTxRRVxMWSLyPqK8JdAskqjoMiiilX+FG1DdnOarxZPjjDJ/Os7UPEGqahp1tpt3eTTW9u7yoJJGYlnxnJJ5xt49Mn1ooqqewqu5//Z", 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", "info": {"video_id": "108058", "label": "pushing yellow plastic cup with pen", "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": "d83249adaf0b3babf73e2ab23d74d85a3614c66bc04a4e5f57ea93ba2be6adc4"} +{"episode": 48640, "episode_seed": 393288959, "split": "train", "timestamp": "2025-10-13T03:22:00.730237", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 393288959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting remote control on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "181009", "label": "putting remote control on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "181009", "label": "putting remote control on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "52f968857471a09d6c6cd62513723b8c5297a39dec386c74b61263fb894b2942"} +{"episode": 48641, "episode_seed": 119911152, "split": "train", "timestamp": "2025-10-13T03:22:01.658548", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 119911152, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open a gate without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140638", "label": "pretending to open a gate without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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w5HI454Pft9KDqjG/nkw4AZWjB6ZNVrqUzXKWzTlfObEsh6AE5b8gM1cdSHobHgq5kh1MLICIrhGVCejMOSf6V30oVoQ47cceleX6He/bzfX9orrp+mzQpag9THltzH6kg/hXpqNutwF5BXIPrTe4krEG8KNoGMnNUIABrVwP78SP/MVaD4ck4P0qqH8vWYGbjfC6fXBB/wAazNEXjGpbac4bgiuVsY2Nzcg8pvKfUDj+lY/irX9X1zXLnw34eDRG1I+13hcooYjOwMOe+MD+lVNB1i60syaRqshN3GpdWc5PHUE9+uQfSs5p20N6LtK7W51XlWY1G20wFo18hikKLgFRjjPbHFaUeReXDg42hEAHbAzj9az/AA7qBvzcTMv8QVCe45z/AJ9quPMYkvZVGT5jfooH9KcL2IrNOehTN3F9iRpCE86dmLHjjeTn8gKy735nW6MmZZiT5bdAo6HjnOapahPIzxW0JBW3kReOctjnP41XubhhCdynzpSQqEchfp7itY6uxg9NSFxCGu5riULbWaBpTnIc5+6Pck16ToDR3+kWlwSySiPy2KsQeOmfXtXkU15/aklpp0YVbGxPnXLDpLKTnB9hwPwr1TRN1nqd9YdIxKJ0H+ywq29bISRrSRskmWYs4+Xc5yce3pVTVVWXTLqNf+eZ/Tn+lXbpgDuHcVVbYYtpzg5B/Gs3uWhYN01rHJnllDfpWP4kixYmXsymJh9SCP5Vo6fcRQ6FFLO4RIoj5jscBQucn9K831T4iTalequnaf5+jJMAZyjfvCOcBugPfFTZ30KVr6nYRQs1tb+W7RpApwicZOBg/hipGsS1tJd3USfaZY1VVxny84H5mol1WyfT45om3RSoCh+taTQiDTrW382SUq8aF5DlmwwOT+VZ029joxFrJhdyhp7SKTp5hbgein+pFULndOk0ELqHnl2KT2CgZP0607U7pYrjzsE+REzcDuzAD+tcxBfSi5m4xJJOQpB6KR0/z61smcrC8ZorZiPlRAVLA8N2B9h14rW8KKLfVPsk7gyXcAkCA8qByh9iea52e/s7a7867XfZWwMjoT/rNo4Uj3Yj8Km8LrdMt14guQftZuIpGXssXIC/QcVpsrEbu56mySxxgCaTaRg4wD+eKYDhMfdA4ABqZZBJak565IqnuBkAB6frUSKRVtcrqd7EvCsyyY+q4/pU9xbmeCWIjl1IB/CoIsLrQwf9ZbkH6q3+BrA8W+NP7Ivk0nSYftmsuu8QBS2xcHBIH+P8xUPcodYKXmv5IzsmlJXzMZxxj+dXVs5b0/Z7gFrWFlO5zkvxyv8An1rC8K6+t3azRXsIgvo/mkTGNwJ5ODyDngiul0lknmnu1mcpIQgiP3QV6kfn+lZptTdzpnyuloEUgtbG6ZFVYw0rBQOByf8ACosxxC0CtwkRY7uOigf1onYDRSuMmXIHH95//r1zer37HVI1AJhh3qwPfHT+Va3OUdeQzpMS2HkmUOpU8oCeAfXuax5J4obW41O7AltoZNojJ5kkIO1R69ATU2o3bNAjHJlkUHlj07D/AD2+tZM91FqOoxCFAumaWu0Y6TTY+Zz685rS/Krkbux6hqmLe806/wAYCyeRIf8AZbp+o/Wr9znay5GO1Q6laNd6TdQDl9m5PXcOR/Ki1n+2adDOMYkQH9OaSGNUc4b8647xJpo160fRjLIkP9oGabY2C0e0MB+LH9K6i6uGtThiHkYcKO//ANaqlrEctLIcyNyTWNSfLsdFKnzavY5fxF4fs7HwtNNZWsUM1rESoRcFlHJHv6j3HvWD4auJ/EmHlJ8q3t2eZj/GyjgD8cZrsPFV2sGh3rvgosDkj1+U1z3gW3Nt4cKMBv8AsMjMfcnOP1pU/ejr0Lqy5H7vU7qVmWwSPu5jA/MVk+IJykWwEh5F2ZBweWH9Aanvb1o7rbhGghZAecMSOTj2qtqtu0+piXOYoEA6feJ7D35rRI5TMdYreB5JY1MjH92o5J7A49efzxWN4ihVPs2mwSs9/Ogmu3z/AKlD/Dn1x/WuhmvU0yzbxFdKvlx5jsoDyXkxgEewP65Ncwljd20f2+4y15eljKzHhPT8ulaP3VZErV3Ou8AQpcWuq2GAIPLSNQPcNzXV6LO1zo0CyZ86EmKT/eU4rkfhkhjm1WI5O0xHk/71dZbFLXXby23YWdRdRj68N+vP41K7DJ2UBiSe9Z+qzNDNZSxKC8bsMeoKkf4Va1CeG2UH70zfdUenr7VmoHmk82U5bt6AegrOpNLbc3pUnLV7DrGzjiaWYoqyTOZZCBjcx5Jrzn4hRGTxbo7wuUkuA0D7epAPX8mI/KvTpGCR/hXnGtbbnxrHPIcQWFozlj0DOf8AAZrGldzOitZQO/0+3htZJ4oVCRxLEqqP9wf41DcyCPSridjgEuSfq/aob6dPPmttzr5kqMxU4OAi8Z7c1ErC60fyJWOxpSNx5+Ucn+VdCRxMy7YMIHvZyclmfaWxuJ5wfWqms376Rp7vIkf9qaoFS1DdYYyclz6Hp+FaiizAuJ71mj0qyjaRlP8AEc4C59c4J/KuftFm1ue81y/VlknQrbRlc+XH0UfjxWj91E/EzJ+zxWax2CMdwwzZPLHrk17Je7bbWtOvcYSYG2kP1GVz+teNX8TRMr7mMisA7HqT617Vq1s9zokuzmSILLH67l5/xpLQCzcbiCMjAPHtUSD5vm7U+OQXVnFMhGJVDA/UVQu7v7K5RjvlI+6KUtFqVFNuyMa/SLUNE1HRHLgTyyRMVPIQsGP6HFSxaPY2uhnTkgSO1MflhFHAHt798+tT20X7xpGwXc5Y470ahMI7ZsnAA5rknNyZ3U6agjzPwZDfXzXtrNIFt9LuDvPd2L4Cj2yCfxr1W5Zg8EecEzbvbhWNcD8P4s6FqN43D38/2g564M2B+GB+tdTPfudS81ZEaATbEQL26Fs/jXTbU45Sb07FTXZd08dt1LshIPXC5OfpzVOWOUILGGIy3c3OFXHHU/p1/wDr1e1CNU1Ke/Z1Ow7ERuhwOc+3/wBYVl6vfS6JpcbQybtZ1hPLhT/njGSMsfTOCT9a0iraszb6Iw9aNnqGrfYrIf8AEu00DzZO88uMk/TNdV4DhGo2+sxSNuWZEQeg+90+lcvLpEem2cMETLseP9+/VmOe/wBTmum+GO+OXVYscKY8D0zuqb31Htodjoty02jQMw/ex5icHsV4NPbPmNxxnpUNon2XW761x8kxFyg+vDfrUt05gRpGKrHnk9802CKt7IlrdWM7HClnRsehU4/UVmWOk2o1i/1YQgXV4+53bltoAAX2AA6VYkma9lBZcIp+Uf1NWQwSPmuWc76I7aVPl1e55v4yS4t/HemPp7KkmoRtbtnpuyBuP4EH/gNegaNbDTrNoEcssErgsep6ZNcRqJF38RbJm/1djbmXcTwHdwo/QGuwu52iSWGOVUkkupSxIzhR149+laxXupmFV+80h003kaZbyuwwqo/PTgFv6VztsBb2ou5R8gH3dvJY8n+fNas4OpaRbwu4TDnew6bV7/qKpA23lXF7fSiPT9OQP7ux5Vff3+laxWpg3Yxdcl+w6ctoYtms6m/BY8ww4+9j1Of5VhtElvGLOFsCEcj1Pqa1IYrjWftuv3mFvbo5gVx/q1z8oH86yL9DDKJFJ+bIYnqTQ3zMNke4oz4B4B6iudivH0v7XYqpZ47hjET90K3P6Z6VZvdUeFfJi/1/IJHRP/r1nwwkncxJJ6k96xlUtojenS5tWSxI0khkkYs7dSat7giGol+U4qO4kwtc7Owxdbgt9Rje0unKWzjMpXqVHJH49PxqpoqL/pjoWCrauFB6YLDt61fhRLm6nd8Hy0IQHuxz/QGseLUYtLsmLplrgCBTnAXksT+QNdVFe6cVd++aduvmyrG/AMgZgT2yf8KnjZdS1s2fmbbdd0s74xsUe/qQvFU/OcWsfkbmmuUCooXls4wuR0J7+1R+JJ5NP0K10GzG29v8yX1x3Xgbh7ADArWKsrmDd3Yzp54/EeuLLCmNJsCYrWI/dZsnJrQvUjdQmBgLj8ak0u0XTtNAChVUAAAdB2rnraSbVvF1xYNqtxaRN5hi8pN25lQsF9hweT6Vne7uVaysdd8P42iuNVLnAHljPqPmre1uVYL6ynt2X7RHuDKecow7/jXnvw61q7dNSaWRpZHEWzfyF+9muziiaRzJISzMclj3qZ1LbG1KlzavYWON5JDLKSztySavRAACoztjQFjgE4GfWo0ulM8sXPyAEn65/wAK52r6nWrbBey7VPPauUuS73YVo1AKFgccsCf/AK1bepTHYcdDWSZobi5t5IG3J5KqSfUHkfnWtBa3MMQ9EjQ1DJ1Scg9GHy/l/hSXEdxdG30mxRXuWJU4PC9yx9hz+NY+kX9xd2Ml/esGknUukjHJY85PrjnaPf6VtTtL4c0m8l3pHquoW+UiB5hXJwPbPH610xVtTjbvoY+v3SazqUHhyz402xx9pf8A56y9SPfnJNaMkbQQCPoDjoemKpeH9JTT4FZzuf7zPn77HqTVTxLf3Fvpc7wStGyugDKeTkms27svZEOo2ivJHKQMDqM9favYULsgyADjv9K8J1orb6HBqVjrWoTqbr7MDcRKizkLuZ4gOdqkhTu9R7geu3WqvDEkUWPP2gE9k/8Ar0N21YRi27IqW97JplvNp6hjNBO6Rsw4CHkH9ajijYsXclmJySeppsEJLFmJJJySepq3wq1zzm5HbTgoIlXCLn0rF1eVHgZJCdjcNjrg9a0RcJJCWRsjJH5cVjyMJb3a2AArHn/dNTFXdipO0WytoUMMWm3PlIFGyJFB4+USHA+lWLFQZY2kzsj/AHjEdBx/jish9VOmabDCseftLEM2MkBMtgfU4FabwXF20VhZq/2iYevCEZzu/wB3+dd1rs869kS2lzC11d6lfqy6bYqztv8AuvIDnYPXqCawNKWfWtSm165jKtKNluhH+qjHTjtn/Cr3istenTvDlmpXTbZPNudn/LR89/XLZP4VejjFjp4GcnPOKmb6DiupUvVE5cY+UjGOnQVpfD6I20upBslmMZJ9hurj7W6Go+Mn0++1O6tLeWTajxSxRrFwCSxfjGM8dScCtrwJfTafqviK3u3uWaCVY1S42iQEFxhgOM+uOKV7ILXZ3GsO9td2F8BzG7RuoPLKw/oQKzXlmvpfMlOAPur2FNkea8n82Y5PYdlHtVqNMDpWE582h2U6ajq9xY1C/hTLuXavXoKga+TzINvIkYj6YBqvqE2IiRWVjW6ZiMtvNq0Z2ZYkGQkcHDDH5YrT1An+0pW4wHbkdTljVSRkivbaVSrqtsGyOQcc1X0/VJNRtJb+dCjP86knaCT8xA+m4fifau1LRI8+UvebL100xS102ziZ7kjaVU9CDlifYD9ayvEM8Ws6xD4esRnTrDH2iT/ntIOcH155rXklufD+hX1+qAalfRf6Kh+9Ghzx9ScH/wDVWX4c0kafBulYmQ5Z2JzuY9WpydlZExV9S7cBo4FjII7/AKdK57UrNTN5hGQR0B6mrPiW/nh0mZ4ZGidZUAZTzyT/AIVheItO1zQ9D0u+vby6E14ZN8LJgQY2FATj7xDZx2+uahaDep6FbKCeec+taCAYAoorlPQKl1M6SwBTjfKFP0wajuXYqcmiihjRx2o308WowQI2EMqMfXOcH9KkvkUy6ejKGQXIJQ8hvlbg+1FFdVPY4KnxM6DwncvNca5eyhXm0+BXgJHAZk3Ekev9K5zQL641RIr27kLzvGjM3qWyTRRWlTYzib945WLA4HP6V51d6lcaR4klvrXZ50UjBd4yPmUqePoxoorNFG78NFG/UV7ARAf+PV6bEi7elFFc9T4jspfAjHuryWawmDbfknCDAxxuxUFm7GR3JyzKMk9+aKKr7LEviRX1yR10+Z1OGWNiD74qpZ2kdpY2Sx7sSQJK245+ZsE/rRRV0DPEboi8M2cV1faGkm7Ylr9rCg8b1kVV/Abiceprn/7Vu9W+JupPdyB8TqgXHAVSQB9OSfrRRW8vhOdbncYCwOq8AA4rmfFAH/COyPgZMy5NFFZopnK6/wCJX1q0gjk0vTrZrdFjie2R1KIvRAC5UDnJwOTzXsFqoKAnJJ5JPeiisqvQ3odTRUAKTjoKztWmeGS3dDg4I/lRRWcdzeexWs2ItdueAzfzrnPEFxLFqFiqNgPcDP6f40UVS+Mzn/CDUGME2mSxnDRPKU9iVxn9avWWo3On+CPFmqwPi8gZoIZGGfLQDGB/P60UV2o4mUvC+ZrITSMzSKypuJ6jYOv51sXxJCgngg5/OiisepfQ4DVNYOka9qMP2CwvYZZgxjvIfMAKD5SCCCOpyM4PcGtzwHdz6nqus314/mXE7pJI+MZY7u3b6UUVNT4S6Xxo9FgUZHFVtVmktjC8TlTkgjsaKKxh8R1T2OfgmcFX7glv51PqEzjTjLxu8vd+OM0UVdTcinszB8PSvc6UZJGJY+aM+mcf40uhgyah4btGdjAxG5M8MFxhT7ZYk0UV0x2RxdCG/wBTutT+J+owXT74kuFhVOyoqsQAPrzXU7dloygnAHrRRUS+ItbHL+KgB4dZwMM0y5NcVqmv6nfaRDp91eTTQW7vKnmSMxLNjOcnnG3j0yfWiikI/9k=", "info": {"video_id": "140638", "label": "pretending to open a gate without actually opening it", "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": "f8dbe45ef66a3cb08e04488dbe84e3027b899ae9d013dcf7899aebfedc74694e"} +{"episode": 48642, "episode_seed": 3647341990, "split": "train", "timestamp": "2025-10-13T03:22:02.750454", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3647341990, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 topless'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178616", "label": "opening topless", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "178616", "label": "opening topless", "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": "14fd0745c7ccd144551413284e74bc8756509e97842673a4bb1605844f79af8a"} +{"episode": 48643, "episode_seed": 4293764853, "split": "train", "timestamp": "2025-10-13T03:22:05.273398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4293764853, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185397", "label": "pulling pen from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Jcsc84FaFjhIRL1JOa5+WQyMETOOn1rcgJgt1XPzY6elKMbHRKVzqdJv7m6mjt4SeDksK9MgiYRJvJ3YG41z/AMIvDaatNevMuNsOUf8Autnj6967W9snt5nhZdrLwRWyV0ZSaMaVTu5qlNzmtiWM5I/pVKeDqaTQro5S40DS5HZ2sYSzHJ+XvUMOmWVkzGC2jQsMHArflixVCSLLVDRSaKZwBwqj04phcjp/KrLx85x0qAxn8aloq4i/Nkk9Kp3tyVUgGp7mQQIe2a5m/v8ADHmuaUfeOuEkoImkkLGq4OJc8Vmy6njgGqj6i7H5TT5GTzo69b9IowD0HcVWv/EEQi2RE7j71gWSX+pTC2t0Zi/4AfWu0svAumaYiXWu3pl4yYE+VfxPU/pVxpNkuulsZnhZTrmsLBLbrLaIrPLuGQODjJ9c4rsx4Y0aJg62EIK8g471f0a/0a6VrbSvJRYxkxxqF49avTRc4rdRsjCVRyd2Z5RAfljQD2FMJI6Y/KrbQ4H1qB46loVyDe3rWsAsce48VmNHhfrTdSvtkZUGueqtjow73IdSv8nburnbudeSWqtf6htc5NYVxfPK2AaIxKlJGzFqiWuduKz9V1ncudzbT0UHkmsx7iKFx5pLMedo61Xghn1bUUjijJeRtqIO1bRp9TKVTsdz8NdAn1bU21G9gSSxUFdsi5DH2+letQ6PptjMJLaygicdGRADR4a0hdI8P2tqqgFUAP171emHBrotZWORyuyvI3YdBUTOR0NPI71C3pUsdhpYnjNcd44YlbMD/b/pXX+prhvH9x5C2H+15n/stZS1RpT0kmYtpcrbrywBqG/8QyW5KoQSRniuflu3KkltqjqTTAhEJmcE5+6G/nUxhc6ZVLbFe91SSeZjI5Mh6LjNdzpPwwutS0m2v1vhF56ByjqQR9ax/h74XGveIleVd0FuQ7A9GPYV9DLbLBEI1TCgYArqhT0ucdWrrY4HS/h9Z2NnGlxdTPKMlihwpz+tTP4O0jOWEzH3kNdhLCTzjrWfMhDdKbRClc51fDWkQElIHz3yxpkuh6VIuGtEOPWtiYGqxXjnrUNFXK6IsMSxoAqKMADsKQnkmntweKjYHbWbHc+f7e3WLB6v6+laNpCbi5RBzk1VHAroPDNqZbxWIzk1SNXofRPwr0uGx8KJMFHnSyNubHIAwAP0zW94g0kXcJuYl/exj5gBywrnvBeof2eqWMr/ALmXG0n+Fv8A69d7V7Mxep5dPHwR+dZ04AWux8R6Utsz3MYxG56DsfSuMnOCfarbW6EkZ1wBzVBsZJ9KtXEmGNUJH5x2rJlpDJMD+dQ8Dn0pJJMg1k6akmreKpdMl1Se1jKyGLy03FmVCwX2HB5Pp71G5RD4guFhjj565/pXEXl0Xfg1Y1LULm4ii86ZnyCRuPTOKxmdmOF5JqOXU0UvdHM3OWOKQ3AUYQZPqagbr1zTRWiiZuR2fhjXbPSbcyyHdOf50251e+8T6glopO129e1cxZ28lzOkMSFnchVUDJJNex+D/Bo0oCa5T/SskEEfdxVpNiZb8M+FIdFxOpJkI5Y/yroHyTVqU7ECgdKpSyU2SkMc9arHBOKV5MDpWH4hu57XSXlt5Gjk3qAyms2yrGtKwPH4VzGq3wJYA07Vm+z6FDqWn61qEwNybbNxEsazkJuZ4gOdqnCnd6j3A5S/1BpWb5sDuaynG7RrTdkyte3G92JbCjqayptQH3YB/wADNRXMrXJOOIl/U1FGm41pGPcmUiSJGd9xySepNerfCzwwbi8Gpypwp2x8fma43wt4eudf1a3sbZCzysBkDoPWvpnRPCy+HbJLVSrCNRyveuilFXuzmr1OVWRNJEsa7cdBis6ZRn2rWuBgH1rNlrSaMabKTLxiqzjJq054P5VXb7xrBm6ZCwAGK86+JsiQrprSMFH7zr/wGteK/ku/G0+l3erXdrbPNsjeKWNFj6Eli4xjGeOpOBXFeKlurnWDBqEtzL9illRI7nG5eQPmxxngdOKzauaQ3OXVJr+VGwUt1Ofm6tWnLvn2xKMn7qilPA+ldL4J0hdQ1iOWdSYVYZwO2eauKKk7ansnwz8Hw6P4RjeWMC7uj5pcjkDoP8fxropbfyyyv1HWt2IIIkEYAQAbcdMdqhubYTqMcMK0hUs7PY5qtPmV1uczIuCwNZlwBg1sXibGOTWPc9OK0nYzgmZsgyahcDBqeXg5zVZ2A4NYNm6IGUZIzUcmO1Zfie6ns9Fea2maKQSINy9cE81i63beIND0bTL66v7tZrsyeZEVwIcBSgJx94hs47fnWbKseYoN0gBrvPDMKLJGQOc0UUI2Z6RAxx16CvTdCuJLrRraWZtzlcE+uDiiitJGRbu7eK6tZIZl3Iwwa8hvBtZgPU0UUIEYk3NUpeAxooqGaIpt97FcnLqVxpHiSW/ttnnRO23eMj5lKnj6MaKKhbiZzd+oEaY/hGB+lZqEh80UU0PoRnrSqOaKKonqet/AvSLO/wDGkc9zFva2RpYwegYdD+Fe4eJ7OCG/WWNNrSqWbHc+tFFaIl7nK3HX61nyAUUVLKRSl6n61z/injRf+BqaKKze4+hg614kfW4YIpdL0+2MCLHG9sjqURQcIAXIA5zwOTzXHX0rg7QcCiih7jjsVQx+zKPUk1LbgcUUVSEz6S+CGj2UekT6kIs3W4IHPYEc4r1W6UGBie1FFaL4kYz+FmBd1lTc5ooraZjT2KUvWq78I1FFYSNkeZarrDaZ4h1NDY2N5HLPuKXcO8BlHBBBBHU5GcHuDXP6neT6hdy3lzJ5k87mSRsYyTRRUGkdymFDOoPQnmvWfA1tFFGpRcUUVpDcVXY9f0qRmikQnIQjbWhRRRP4mTD4UYGsRqtxx3Ga5u6OGIoorV/CjGPxMzZicfjVRzkE0UVjI2Ob8YEjQW5/5ap/OuNu9d1K/wBPg0+6u5poIJHkXzJGYktjrk84xx6ZPrRRWY0f/9k=", 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", 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", "info": {"video_id": "185397", "label": "pulling pen from right to left", "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": "78d5810430dc91bc4d81ab1c56e3c066a999ec7b4882f1ef37781e9cf1728bf4"} +{"episode": 48644, "episode_seed": 1355066959, "split": "train", "timestamp": "2025-10-13T03:22:06.307779", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1355066959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting tennis ball with tennis racket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "148671", "label": "hitting tennis ball with tennis racket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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Edv2iMEk7gCPet/yHVGfAAI/GsTRrZrUEO2ZHbe3t7V1ixmSM4HbpXm1FaWh2pu2pSijAcMOrDB/Kn3aj7Kxz02k/y/rUjgRlcdiM0SgNBKp7qaqG4SehSb/j3Bxypp8XLKfbFQh/3TZPamxzbcHPsa9bD7HNUNy3kCqvPUEVxN/ZCwj+1Ncx+UCB8y46niuk8/bH16YNcl4ulxpCKeS03H4A1111GpBcy2OC8oTuupLZEM5IIIY5Ug5BqzcpidPoDXDWF9PZN5kTfVG5U11dpqkOoqNmVlQfNGx5x6g9xXkVKDveJ30699JE0zK9zbwcMd4LKeynnP5rVNUMNjI0hAEBfv1AJxWdHPJqOtyGCRlRjt3L2Re4+v8AWussfD8E0imRy0Qx+6AwCR6+tVNKnBRkEbyk5RLmnQFbKFJFwSisQBjrzWrEvyDPYYx9DUjwhDlh24qNDhWHoTXCtWdV9Co3yX0g/wBrP581H92VlPTNS3Z23QYd1FVpHAl+or0cPuYT2NK1O0qCe1UPEdtJqENqImQMm4EN36f4U+Gf1PIqK5ny4yflGSa9VOMoOEup59VOL5lujmFbLqoKt5bFX2HOPrWky5tWI5HWuAE8i3jyxOyEsTuBro9O15JIzBdkRuRtEgHyn6+leRVw9/hOqnX/AJi1eHdHFbKf3z/Mv4HGf1pkjQxXN6fMQxbwwA7EKAaybiVtS1oJCzbVIjVl7D+Ij9a6uz0u186NTHuWPgKTx+VKSVOCUv6/qxa9+TlHoWtFtpo9Hgkl4MmHxzkA9K1oowrHHG4HJ/Wriw+ZFkDj0FRMAki+mcVw7u50p6EF8o8lSOzgfmKgkP7lGA5HBq1cgNayDuMGqDPmE5rrodDORYiPzE57c1pQzhMc9RWEk+CDnrwasNcYQY7Gvaoz5WjhrQ5kcx4skVdIRem6UZ/AGuGjbdMSBlQefcD/AOvXoN7Yf2tf6XZOCUeQs+P7oH+RVf4ieG7Dw9NYSadEIY7mNg8QbIDrjkemcispq7bOWErWRxWd2S2SffvXofh23mvPDcdw7l5FZkUHqUHA+vevOEbFeqeEjjw3Zsv+3/6EawjFS91m7m46o09Jj34UDkjP61vX9l5cETMOvasyEC1vlmUAI3UehrQ1HURJAFTO1ema86rSdOVmdkavtNUY2R5zjPQVWv8A5YlYdjj+tNM+Lgj1BpLh98PJxnBP4cUQ0ZqylcSfu0YUyKfL5B7VBM+IZBnO0isDTDLqvi2XTpNUntEIkMXlpu3MqFgvsOCcn09676ctLGMzrY38xuvK15veMJL+d+u6RsfnW/4U1G5vEu2uZnkCqjDd2yDXNE5dmPUkmt5O8EcL0qM09H8Nar4iMy6ZAJfKGXJYL74Hqav+GTP/AG0mmhj5Um4SKw+6QCc+x7V6V8KLRbTQjO6kNKTISfT/APUK4HQp47vx1czxgBJGndQOwJOKlRXKr9RKb5nbodGtu1vd7JB8wH511ul2jThgBxjP0rIkhFxDx/rE+6fX2rW0rURb24JPzYxivPxNDkldbHdTr+0jruUb6MRKe3NQMASeeCMfnRqd35jt0AGaqLPuTP8Asg/iKxSNtbFNWId0PaqXnYJU1YuWCTFgerVzniK7ltbKV4JCkgkUAiu2jKxMtjojP8nJyCCK53xgf9HtI89SxqHVGW30CDUdO1rUJlN19mzcRLGtwQmWeIddqn5Tu9R7gN8WvumtV/2CSPxFdUW3FnDV+JHOjpXW+APDqeIvESRzqxtol3ygcZzwBn8/yrkhk49K9z+FWjHTtFW8kUrJc/PyO3b9P51EY3ZM5Wic/qnhOHw/r2oJZRsLIBGiB5KhhkjPfBFaOlJlVA68GtG/1BNTv5LtDuhkJVPdRwP5ZqrbL9jveM+U3Q+lYYui2udG2GracjNu9sfLhiZgeVzWF/HJz6VsX+qeZbKo6Lxk9a5s3H75lz1WuGKOyN7Caj8oRgc44NZ91IQEYfSr12weMZOBkH9MVkXEg+zkg/dauqk7CexNFOC3XtTZ5c2s7k42RHP5Gud0i4jv/GLabe6ldWlvLJsjkiljjWPuSxk4xjPA5JwKdHJdRf8ACQWtzJcE2paNUuMB15YfNjjPTpxXdCTuclezizl1GDnua6LwXoY1/wASQWsiFoFPmS+4HQfia55QR717H8KNG+zWZ1J1Iac5Xj+EZx/U1CV2YylyxIPEXhSy0rxfDDpsKwxXFm0uxeiOrBTge+Rx9aqWqGO6YMCGBGQfrVy/1f8Atj4gaoY3zFaQC3j57hvmP/fWfyqa4g8xPOQfvF647ipr0faRut0Xh63I7S2Z0Gl2hmtpCeijNZl+ixEAcc1asNTMMBA6sMEdqx9Quy7MxNeWkd0b3JZACsi565FY6vlXU1fE+QT9GrKlKpMAD3wa3psZAJuxNTPN8h54Irndfu5bawkaKRo3EgG5fTvTdc07XdC0HSr68u7pZrzzPMhKYEAAUoGOPvENnHb6g12qT3MZWO20yNTr1qccgYHtnH+Fc/8AFid5Nds4mPyJaAj6ljn+QoorrqbM8un8SPPF6V6x4R48M2Z9Ub+ZoorCl8RvU+E2NxdSD6VVeV/szc/5zRRXPjehvhN2Z24/ah9cVJcMfJcegP8ASiiuJbndIyXOUmHYiuIl1O40jxI9/a7PPidtu9cj5lKnj6MaKK66RjU2NnwaNttqWP4UUD8mrBU5dQaKK6/sI4JfHI9+tlGn+BLh7f5WSycj6heK8k8GH/ioUPcRN/Siiqe0TOH2j0osVzjjC5qCRik4CnAIyfrRRWWL/hs1w38RFG9di7jP8VMhY+Sn5fzooryj1HsULwnzSfof0rnPFX/Hk59WQmiiumlujOWxkav4nfXYLeKXS9OtjAqxxPbI6lEXogBcqBzk4HJ5rS8Wki+gA6eT/U0UV3Q+F/I4avxL5mXp8Sz3ltE+dryqrY9Ca+gb65l034e3E1sdskVu+w+ny/8A16KKqnuYVNjkdBJGg2ntCv8AIVelJaNsnou4exooq38IL4ivJK5tuT3FZqMTdfXNFFeGj2Y7Drlj5De3+NZMn+plXtRRWsCWcbLrbaTql5GdP0++imlDGO8g3gMvQgggjqcjOD3Bq7YX1zqVpr99dyeZcXAWSR8YyxznjtRRXoU90cdb4WZcI8y4VG6MwB/E19EadI2neDHkt8BoEJTI6YU4/lRRWkPiOWpseSeB3aXU7uRyWd4wWJ7knJru2YqDj2ooqobCnuVHYxXTop+UGqN25LMM/wARoorya38VnqYf4EKjHyU91/pWdcsftLH0aiipgaM53xRxZSY7yKawLrxBqmoaZBpt3eTTW9vI8qeZIzElsZySecbePTJ9aKK7IfCYT3P/2Q==", "info": {"video_id": "148671", "label": "hitting tennis ball with tennis racket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ef8f155019e3a1ffe4e0342296e582ffadd9f9de0c3beabdae8a7c7d82e3cb1c"} +{"episode": 48645, "episode_seed": 270327930, "split": "train", "timestamp": "2025-10-13T03:22:08.640781", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 270327930, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling powder onto black dog'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63235", "label": "sprinkling powder onto black dog", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "63235", "label": "sprinkling powder onto black dog", "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": "eee31f1ada89376c32b5ec078d8c1b1462ac1dc753f3c60affedd41d08999ebf"} +{"episode": 48646, "episode_seed": 684475647, "split": "train", "timestamp": "2025-10-13T03:22:10.337867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 684475647, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "91449", "label": "opening door", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "91449", "label": "opening door", "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": "85d5550f3670d241a2468af591e21eac32b760f5cc2f6a389c7adcf511bf56e5"} +{"episode": 48647, "episode_seed": 511938893, "split": "train", "timestamp": "2025-10-13T03:22:13.802549", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 511938893, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tea into a cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28875", "label": "pouring tea into a cup", "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": "28875", "label": "pouring tea into a cup", "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": "a1e89e6018c30ec4f6682187957df4dbe17e2470a3da1746b6611942285e6e8b"} +{"episode": 48648, "episode_seed": 3842941647, "split": "train", "timestamp": "2025-10-13T03:22:17.941356", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3842941647, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding shirt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63731", "label": "folding shirt", "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": "63731", "label": "folding shirt", "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": "06340b9e4a813019338ad63f32f03323b676f20362513bc0f6ead86bbfec25a0"} +{"episode": 48649, "episode_seed": 1042790419, "split": "train", "timestamp": "2025-10-13T03:22:19.575891", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1042790419, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pen on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "107621", "label": "putting pen on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "107621", "label": "putting pen on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c43c0aa180ee996231b78f5783e01b1fce5c7748a7c47927e635fb47fc8e357e"} +{"episode": 48650, "episode_seed": 1366751050, "split": "train", "timestamp": "2025-10-13T03:22:21.772464", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1366751050, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open closet without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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"info": {"video_id": "33652", "label": "pretending to open closet without actually opening 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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"info": {"video_id": "33652", "label": "pretending to open closet without actually opening 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": "752cf8f83928420f12fc638f5cfa04dd722bf9e5af9ca4aa3d912916c1af99e3"} +{"episode": 48651, "episode_seed": 3006824664, "split": "train", "timestamp": "2025-10-13T03:22:25.643887", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3006824664, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy sword up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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HKxISavRR8cCnaTZ3GpsBZ27yp/z1xtjH/Aj1/DNdbZ+GI4gGvLjcR/BD0/76P+Fc7hJnU5xRS8NGdLm4VSRDsU/8Cyf6Vf8AEOjW2sWeR/rlHAJwGHp7VoiG2to/Lt4RGvU85J+prn/GLSf8ItdmMkMpQ8HsGFdFNNWRzTd22T+IpGtfCck8UYivIQEiDMCcZA/Hiua07X4rm1/fDbcLgFP73uK5C4u7y+dWG/cQB1LEn+dP+wajp8kMl7byxRTZRWYcg9se+fWuj2atbqZ31Owu9dFqR5dsZMjgu20fpUVhZa1rN4zyXK2AcYLHKsw9AOpqW00KTSLhmvnSaFvuTlRuT6dh7iumhf8AcozKl7aH7rryy/1/CoulsN76DrXw4lhot1arcSzSTHzC8nGGA4wO1c34c03kXMig9fKVuB9eK9DGGj9iO9c7aqEdQBgDgVEmxROC8spK8fdWK/kauQRc07UQkGuXMAy0rSkrGilmOeeAK6DTfDl7cKskyraxkdJDlz/wEdPxNc0oyeyO1TSV2ZRiYQttB3BTtx612aQl4EEw+ZkG8e+OatWegWFmoZ1aeQdC54H4CnXEewll+7np6VdKLitTGrJS2Of0zSxousTTwRFo58LuDfdHPBH9fpW5dyxT2xzCJG6BScfiDTQc1ga5rItQba2O66Y7cDnb/wDXrbcxM7UNQhSTyLQSGcnbtcAbT9e9bXh7RprGVprkHzWGSSQcn0qppGgQhP8ATE82aT5mz/D9Peult08iMR7iwGcE9h6UXBloHn1rgvGOm3UuuWX2UDE+S5PRcYyTXeKQay9ZQGSBsDOGGfyoTsKLcXdHHa7ZR2tjZCJAFVmUsT8zEjOT+VZUUZYiuo8QxqdDWRiAI5VJJ7DkVi6VaXGpMBZW8kqf89cbYx/wI9fwzWE029Dqpy0uySCH2rsPCqNsnXH7vg/jTNP8KgYa7uQcdVhHH/fR/wAK6GK3trKHyraIIvUnJJP1qKcJKV2FSaasjH8Q6BFqtqSFzKoxgnAYelQ61f3Wl+E5ZLVfKu4wqRq5BIwQOAevFN8bvKfCN6YiQy7GyD2DA15Zd6nqN7IrANGSAOMlm98nmu2Ebo5mz0rRfGFvfWAF0Nl6uFMXQyZH3h+tJq3i5bEiO3s3kdhlXdsL+nP8q82jt9T06eCS9hnihmJRXYfMD1BHvnFeoaRogsVEl3Ob25XhJZEA2D0UdvrRKPK79Bprl8zFjh8VeIQGmuPsFoewBTI+g+Y/ia2rXw4lho1zarcSzyTHzC8nGGA4wO1batnrUnVcUnJshnLpIAwUdTV20ggSV50jVZ5D87gfM3GOtZkbbpc89cAelatqQn1rItGrEQi5PX+VSeZuqj5ue9KJcU7DLh55rnfE9zd6faGe0x1w5IyQD3/OtgzhVJJqpI3nswYAqeMHkYqkBzOl6CCft+pHzp3OVRjkA+p9TW1Npkd7NbSfcaBwwcDnHdfxq28abGwMYHFPjbZCoPWhsRYwFHy9B0qVGyAaqiXI5qVJBigllTVm/wBTntn+lUQkN3F5c8YkhJGUYZBwc1Z1lyfJA755/Kq1qAQOoANQ9xrY17cAKAnAAwPQCnkMWwahSUBQB0p3me9FiiYw5HB5rP1XTVvdOltZDtEq4B9D2NXlmpZHDAVSA5/SNBs9JiQiNWuSPmkPJz3x6CpdRsYNSj8idSYldXOOpIOa0JkBBwcGofJYMeeKd3uKwx44pY2jlQOjDBU9DUulWdtYiRLaNkVzkgnNNRSrg9s1cVwDQJlrcQPwrnUkAfb3NbokBU/SucjbdLnnrgD0qZCRpWsECSvOkarPIfncD5m4x1rXiIRQT1/lWXbEJ35qz52e9Isv+bnvSMA64NU1lxUiy+9UkBCyMmSegrPnsLWW8ivSuJlOAw7/AFq5LMZJNoOQKjmUMMD8KYi5EixrgcnuaceMkVXL7UAzzSrLkYNIRZVuMis/VmwYSe2f6VbWQCs/WHOIQO+efyoewupXWOG7i8qeMSQsRlGGQcHNa9qqgBV4UDAxxgVj2oBUdQBWqkuFAFSWaIlAAApQ+aoCX3p4mppARaxam+sJbPeVWZCufftVLRPDdlpEcbMiyXZHzSNzg+3oK1HkBxUckvHHWq6CK+qafb6mEimX93HIsnHUlTnFXCQahBAOc8U3zsHpQBODhsVJuIqsJBnJqUSAg0Es5tMK5q3FMDzmskXI457U9bjaxweDzSsUbPnDjmlE4xWKLwmUgGp0uDnk0WGacsoKjnmkSQKKoGbc2M8U7zuKYi+ZOlMaXPeqLz8HmnLLk5oAvLLS+bgdaoNPsYelY2nyz6t4rn019VuLSMiQxCNN2WVCwX2HB5Pp71UY82iJbN/UHEixnrjNRRyBcD1rmNE1O6u1lNzO8uFUruPTOa2PPDLweeoqZRsxpmysowOacJh61jNeYTOTT1uSVBzSsM2VmBJ5pxmx0rLW4+X3p/n8dc1QF4yg03zeKpGbg80wT5YjNIC+JeTk0/zPeqPmYX3rL13UJrfSjJBI0cu9RlTTSvoJnSrNjPNZKYVzWTqsn2fQ4dS0/W9QlVrk22biJY1nITczxAc7VOFO71HuBaW5GASecUTg0JM14pgec1N5w45rGW42scHg80LeEyEA1Nija8/inNMAme9ZKXBzyaeZ8tjtTQGhHJ1J604ydDVDzuKa8/B57UwL7S54zQsvvVJZcnNDT7GHpSsI0PN96rag4cR98ZrB0y7XUPFz6be6ndWlvLJsjkjljjWPuSxfjGM8dScCo4Li6h1XUbO6kuT9nlMapcYDrgkc44zwM44q5U3y3JvqbkcoXA9atrLwOaxPPDLweR0p7XmEzk1lYs2RN796kWYEnPSsVbksoOelTrccdeapDNUzYHFNM26s8TkjrR52O9MReM3GPemebycmqPn5YjNSeZ8vFAF7zKck2Cea5rXNRlt9LLwSNFJ5ijcvp3qDXLHXtC0TTL67vbpZrwyeZCUwIAApQMcfeIbOO31zVKDkrohsz0mcpnPOKmSZ8daKKCiwjkDPc1IJGyeaKKQyVXbNPDsW60UUAMc4UkdT1qZGb1oooBhKxYDPeuQ/tO40rxFLf22zzopG27xkfMpU8fRjRRV09yJbDdJdo96qeMAVriZwwGaKKU9xx2J1kZjtPSpzI2KKKllIesjYPNSh229aKKAFJLKM80iMd7c0UUAWA7AYzWD4iYjTPrIufzooqo7ollHWfEr65DbRS6Xp1sYEWON7ZHUoi5wgBcgDnJwOTzVuOZymc9qKKuqTEmjmfGc1YjcgZ7miismWPWRsnmpg7ZoooGPDtu60xzhSR1PWiigCZGPrRKxYAHvRRSEcqdbfTNSvkawsL2KaUOY7yDeAyjggggjqcjOD3BpbfUbrUL+7vbqTzLi5fzJXxjLH2HT6UUVvL4CFuXxK4bGanSRmO09KKKxRZOZGxT1kbnmiigomDtjrSk7lGeaKKBDVc+Y1Th2x1oooEzC8RMRpvXrIv6Gsm71/U9Q063067vJpre3keVRJIzElsZySecbePTJ9aKK2p7EyP//Z", 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", 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Jq9FHxwKdpNncamwFnbvKn/PXG2Mf8CPX8M11tn4YjiAa8uNxH8EPT/vo/wCFc7hJnU5xRS8NGdLm4VSRDsU/8Cyf6Vf8Q6NbaxZ5H+uUcAnAYentWiIba2j8u3hEa9Tzkn6muf8AGLSf8ItdmMkMpQ8HsGFdFNNWRzTd22T+IpGtfCck8UYivIQEiDMCcZA/Hiua07X4rm1/fDbcLgFP73uK5C4u7y+dWG/cQB1LEn+dP+wajp8kMl7byxRTZRWYcg9se+fWuj2atbqZ31Owu9dFqR5dsZMjgu20fpUVhZa1rN4zyXK2AcYLHKsw9AOpqW00KTSLhmvnSaFvuTlRuT6dh7iumhf9yjMqXtofuuvLL/X8Ki6Ww3voOtfDiWGi3VqtxLNJMfMLycfMBxgdq5rw5pvK3Mig9fKVuB9eK9EGGj9iO9c5aqEdQBgDgVDbFHscH5ZSV07qxX8jVyCKl1EJBrlzAMtK0pKxopZjnngCug03w3fXKrJMq2sZ7SnLn/gI6fia5pRk9kdqkktTJaNhC+0HcFO3HrXZpCZLdBKo3Mg3j3xzVi28P2doASjTyDndIeB+AqaSArkqQfarpRcVqY1ZKWx5l4jt5vC+qQXtmziCZiHCvjcB/Cay5dM1nWw1wYhbWrHgMdoP4dTXp99YW2oRpHdwiRUcOA3YisPxVNYLabLgA3OP3QQ/Mvv7CuqM9Fbcxsca3hSaGeCaC4LsCgkB47jP4V1ianDpVzK9qoNxLgMAAfpz2rntNW/uN1pA4VmXeN5wSP8AZNdX4X0B7OVru9VTKDiMBs49SfWiTvuFrGzp1hcNJ59+4kc8hR0X/Guf8W6a8us2pi484Mc+mMZP8q7hSDWXrKAyQNgZww/lWdxLRnG67ZpbWNiI1ARWZc55JIzz+VZUUZaup8RRq2hiRiAI5VJJ7DkVi6TaXGpsBZ28kqf89cbYx/wI9fwzWE03sdVKS5dR0MXGcVu6DHJ9quFx+68tTn/ayf6Vpaf4VUYa7uN2Oqw8D/vo/wCFbRsbW3i2W0QjHrnJP1qacJKV2FSaasjnNb0OLVLTaRmRR8vOMj0rW0+52WqRSRMmz5ACc4A/pSnKsQRyKhup47aAyyuEQdWNdN+hzlDWJrS3ZpZYmiTOFkjwQx9xWBbW1zrsxaND9liPIyASafmbxHflm3JZQnp6/wD1zXT2WmQWpSW3TyifvBejDHenewjRtIRb2qRA/dFR6lbfbNPlh6MR8p9D2qdWqXgrikSzmEkwwXvVy1t4EmedI1WeT77gfM3GOtZsbbpQeevA9K1bYhPrWZZqxEIoJ6/yqQS5qh5pPenLLiqSGXWORkda5i78Mw6rrYvrly0OwK6ZwSw6fhit9ZvemeYBnFUtBMdHDbWtoIreJEjHAVRgVTsNPgsZbqSMfvLmTzJPrjGB/nvUpbcx5+lBfAHrQFiY8c09WyM1WEuRzT1kAoJZU1Zv9Tntn+lUQkN3F5c8YkhJGUYZBwc1Z1l8+SB3zz+VVrUAgdQAah7jjsa9uAFATgAYHoBTyGLYNQpKAoA6U7zPeixRMYcjg81n6rpq3unS2sh2iVcA+h7GryzUsjhgKpAc/pGg2ekxIRGrXJHzSHk5749BUuo2MGpR+ROpMSurnHUkHNaEyAg4ODUPksGPPFO73FYY8cUsbRyoHRhgqehqXSrO2sRIltGyK5yQTmmopVwe2auK4BoEy1uIFc6kgD7e5NbokBU/SucjbdLnnrgD0qZCRpWkECSvOkarPIfncD5m4x1rXiIRcnr/ACrKtSE+tW/Nz3pFl7zN1IeeapiXFOM4VSSapIDH8T3N3p9oZ7THXDkjJAPf86xtL0EE/b9SPnTucqjHIB9T6mumkbz2YMAVPGDyMUjxpsbAxgcVV7CKk2mR3s1tJ9xoHDBwOcd1/GtbAUfL0HSq8bbIVB608S5HNIRaRsgGs/Vmx5JPbP8ASraSDFZ+suT5IHfPP5UnsLqV1SG7jEc8YkhJGUYZBwa17ZVACrwo4GOw9BWPagEDqAK1UlAUAdMVBSL/AJoAwOlLuzVHzPeniaqSGPuIsncufQ1TnijmRoJlDq4wVPerE0+1Mg89qrKcqWPXtVWERadYwWsXlRZ8tCeCecmtHIIqnCuyRzng9qk87DUhFgH5sVJuIqsJBnJqRZMg4poTOcTCuatxTA85rIFyOOeakW42sTng81KQzZ87pz3pRP71irefvSBUyXBB5NNDNkSjrSGftWaLjnGaXzs96oC/5uMGmNLmqLz8HmlWXPNAF5Zad5nvWe0+xh6GsbT5Z9W8Vz6a+q3FpERIYhGm7LKhYL7Dg8n096cYuWiJbOg1Bw4j74zUMcgXA9a5jRNTurtZTczvLhVK7j0zWx54ZeDz1FTKNmCehsrKMDmnCYetYzXmEzk09bklQc0rFGyswJPNOM2OlZa3Hy+9P8/jrmqAvGUGm+bxVIzcHmmCfLEZpAXxLycmn+Z71R8zC+9Zeu6hNb6UZIJGjl3qMqaaV9BM6VZsE81kphXNZOqyfZ9Dh1LT9b1CVWuTbZuIljWchNzPEBztU4U7vUe4FtbkYHPOKJwaFFmtFMDzmpvOHHNYy3G1jg8HmgXhMpANTYo2hOMUSygqOeazEuDnk08zbmxnimgL6SBRTjJ0qh53FNefg80AXmlz3pyy1RWXJzQ0+xh6UCL/AJuB1qtqDiRY/bNYWmXa6j4ufTb3U7q1tpZNkckcscax9yWL8Yxngck4FRwXF1Dquo2d1Jcn7PKY1S4wHXBI+bHGeBnHFXKD5bkp6m5HIFwPWrayjArF88MvB5HIpzXm1M5rNIs2RN796eswJPpWMtyWUEmpxcfKfWhAXpJcvin+YMACs5Zu5p3ne9UBe83APNN83kkmqHn5YjPapPMwtKwi8JPenpNgnmua1zUJbfSi8EjRSeYo3L6d6g1ux17QtF0u+u726Wa8MnmRFMCAAKUDHH3iGzjt9c1cYNq6JbM9JnKZzzipkmfHWiikUWI3IGe5qQSNk80UUDJVds9akDtu60UUAMc4UkdT1qVHb1oooAJWLAAnrXIf2ncaV4ilv7fZ50Ujbd4yPmUqePoxooq6e5Ethuku0e9VPGAK1xM4YDNFFE9xrYnWRmO09KnMjYooqGUh6yNg81KHbb1oooAUksozzSIx3tzRRQBYDsBjNYPiJiNM+si5/OiiqjuiWUdZ8SvrkNtFLpen2xhRY43tkdSiLnCAFyAOcnA5PNW45nKA55xRRV1RRJkmfHWrCOQM9zRRWRRIJGyealV2zRRQMeHYt1pjnCkjqetFFAEyM3rRKxYDPeiigRyp1t9M1K+RrCwvYppQ5jvIN4DKOCCCCOpyM4PcGlttRutQv7u9upPMuLl/MlfGMsfYdPpRRWz+EjqXxK4bGanWRmO09KKKx6Fk5kanrI2DzRRQMkDnFOJ3AZ5oooAajne3NWA7Y60UUCZheImI0zr1kX9DWTd6/qeoadb6dd3k01vbyPKokkZiS2M5JPONvHpk+tFFa09iJH//2Q==", "info": {"video_id": "211310", "label": "picking toy sword up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "211310", "label": "picking toy sword up", "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": "97c5e499cf67964865a45bc10be19bbc6fefbc9884d6e10a556dc840b6aad2b1"} +{"episode": 48652, "episode_seed": 3748669468, "split": "train", "timestamp": "2025-10-13T03:22:29.256053", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3748669468, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spreading jelly onto toast'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133556", "label": "spreading jelly onto toast", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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5T355zXXR2f2e2to4lcrGzbmA+U7mJHP6fhWVdLlubYdtz8irc4a8Y+qqf0pjDKnmpLkbb32KikwNpropfw0ctf8Aiy9TOkFdr8KJQuvSwsflkjdTj6VxsqbWIrpfhnIU8ZQoBndnHPU4NZVl7jKpfEe5xYAYNgAZB+gFebeM9dbSLVLK0fbeXR2CTOPJU/xZ9fT869CQnfK6Bs87wDnnHX8hXmPiHQDrFpJEwV7nZ5iNI2AWB7/XpXNTkob9S7czPHw1wy42g8khiPvD6/h1pbdZ5p1ChRvB27+BWjfyMjTvOFTfKT5aHjdk8ewGTisxnR9rIoGWI2Angda7SVdbnR+ErmKz1mGfzNoiBVhu+UsQQCfbNdTq15cTTxrd24jlEYAw+4KvJwv1NeezybiXsmbcjZDDjr2ArqraWe/tbS6kVztQIzt0PXH6fyrnrrS514eSasVJsG8lOepB/QUjj5OtPuBi+ceoBH5UFRtrqp6wR59XSpL1M+QcGvQvhHJunvbZjgPGRx7GvPpVwSK7P4TylPEksWCSY2xj1xWNde4aUXr8j2X5TbylxhSrZAPQc9K4jxeoGs+GwmFw02QTnHC967ENhZXQOVYtuXrg9/8APvXF+OZyNZ8Nts2hZZB9che9ccY/k/yLvqvkLc6bFe36CfcQmGCg8E+9aSWwUYIBwcg+lSQRhx5qjOelVtVu40ha0ScQzyqQr43bfwropLlhqKcnJnlfj3VheeI2060JMcTKSycgEda529solu8tP5kRYN93aSD2x9a3j4O1rRr9L+6VLmFt0kvkSb93XnHXvkVbuLCDWJY2jQfulOPMBQkAZ57/AIVpzJbGkKTlE5jSvl1FRGvyhdjH17/p0rVcYuZR6nP51owaYsAWTYEKjBI7/Wqd0my9ceoB/SppTUqunYdem40VzdyJlBTHc1QlXHHpWoqsVbA+6Mk+naqdzFg7h9011M4kd38HpSLu/QAkiPI5969RBC27bFYxn+HqBzyPzzXkPwnuRD4gmhY8Sowx6nFex/bYY4wBksf4QB/nNefNLnZ0v4UfO00ZI4xmvS4jLeaTbRsjo4jVuTjHHSuN0HTxqGrxqyboo/nfjt2H516KsYLYC4bp9a6sQ0mu5FCLaMtI205YkUgBxs5GQcDpRNexp5Qe6jYdM7WUFu/bp71y3irxVMNSez09kEUPyNLjJZv4sE9u34VzkF9fo7v9rlLN97c24H86j2M5K5brQTsepX00T6ZttJs3D8nPCqB2x3PJ6+lcjNbbFMzsWZu56msy31m6hAyqOCeduVP6VbOuJOpSVJwp7ghjn9KxqUKvY6KWIorqZl5g3YK9Ngz+tJGMscIWJGAKSRg8hYA4xjDdcUpQo20jBrvpxtBJnBVkpVHJEbRGeMk845z3p/hm4bTvFVs5yMOpyPrS+oBFRgFJlmX7ynIz60qkOaLQqc+WSZ6r431xNL0j7c4U8N5AzncTilsIjJpNrL1JjD++SK8j8R6jfaqLaO6nLqpbYgGAv0Feo+Fbw3fhq3ZATJGmxwOcEda8/EUpQimzppzUnZdDQv4ra70h9NuLV5HvJDlo2wVyf4c9Me/rWEvw3XStK1NbXVYj9sgWOCN0KsjK4bkrwfugehrXM8XmhyjSY4YMSMe4xVe48R2ZZYYmLSRcFTOufr0/IVlSqSWiN5072bMKz+H0VpfpeX14JY4bb5EKnLyk4LH2FVtZuEndLa2VVjjbnYMKfU/WuouNdtrzTzamMorn94/dvTn+lc5NFGtuxRkJHHDZp1KzZrRpW1ZzF6uLlDjqv9abGpZtqgk4J/rT7x/NmjwchVOCPrTFIPXOO+K9Gh/CR52J/jMr3EW5Qynn2HWr3gq4Fn4vtZGOF3AHFRLtG7I6g4qCJfs+pwXKcbSCadWDlFpE0pJSVz6JN3DBuyfmyeB/WuPv4GljDxcSKuUP+12rD1Px7GtvGunruuP45SMDp2z1roobjzNPikbD7lBX0PSvNqKSs2rHTCyejueXr4I1vXdXcJaII4Ww5ZsZJPQA8t9ay9a8JazoW1tQ0xoYHzJ5vUAZwASOAfbrXr+5FvElebDLxG0YHyn39vemareWt3bC3mZ7mHbteMwjn3wT2HTvWkMR0saSpuTv3PHLDR5dVuVEPywxYMj4+4Pw79a6qZjJFDbIpWOAkAYwMfSuyn1HSv7Jj02ws4bGFRh/JXaT9T1PPX1rnZ441gYI6E+inNTVrqWiNsPS5dzl71Nl2vHVP60ignIAJOM/lT7xi86HnAXjIx3pqNz94gHgkV30b+zR52It7VlW5izhgfrit34b3AtfGMW44V/lOPesxQuw7uuKbprf2frlvdo21VYZ9uetFaLcHYmlJKSufQou4YEIP3+6gdfrXM+IrU6tqulyyRlYrXzGGTySdvb8K5zV/HcMaqumDfOQd8mPlz7Z61naFr9zHBqV9eTPM+Y1XJ4X73T0rnpwnfmasjSXKtL6nW32prYxC3gG64b7qjt7msBrlbVGubyRAp+/5p+8e2M/0rkZ/EOoQ3ktxBOUlk+82Af5isaS5ur26MlxO8rHu5zitZUXPrZExqqGtrs7hvFdpO2+N4Y9nrAQGx0x6CtA+LGvrdoZbmNlddhUMpJHY9ua8+VMCnGMZBZecUnhI9Gy44uS3SOsuiksW2JWLjnBI5rmZsm4diQSABwcimCMdcexpwAzj0p0cOqTve4q+KdWPLawoxjnOO31pcJ5ZB6mglScqCB1we1GR3A5roOa5L4duP7I8Qx3O8JHnknoK63WfHm5vL0hSgK4aRhjnviuL2E5wDgdSDmm7R6YPSspUISlzM1VaSjZHpfg/SXtdOLSKVlmIdsjkDtUnjLWE8P6T5MT/wCnXSkR46onQt9ew/H0rpZZINH02bUr1tsEa5I7seyj3PSvENe1mfWdVnvLlvnlP3R0RR0UewqacHOXPIuc1CPJEylXe4Zug6VdRRjAFQwpliT07VaUYrqOUTBPH4ZxTsAAjAzS4wKTIx6+tNgKPU/lR0+lMyOvejr65NIY/OeMClHLbmB57imjkUaFZDWfEr6ZNqE1qjJIYvLj3lnVCwX0A4PJ9Pek9hor3MYeaIgHAz/StnR9bvtDaQ2bqFkUb0kXcp98etc9Ym4kTdO5JIBUE9K0dgXlQSucjPWpklLRoE2tUX7/AFvUNQY+dNtjP8EY2j9OtUCi4PANOHPOM8UpJYURio6RQOTluNUyRL8jun+6xFTLf3gYETs2P7wB4/KoGGOBQTjdjpjHWhwi90OM5LZg7tK++RtxPfpSll4wDkcHJ60zdjpSZ/8A100rbCbb1ZJnPPFJt+bAAOe9NB/Gq2oSPFZF0JVwwwQaGgRaK44INdZ4c8Ww6dpzWOoW0k6KP3UkeMgehz/OuY1XTrWHQYNS0vVb+4DXX2XNxCsa3BCbmeIDnapwp3eo9wGLkZLcdzxxUThGorSKUpQd0b2oeJ5rgtHZRfZ4j3J3MR/IVhHfuLl33nq2Tk/jTuOPQUE8YFOFKMFaKCVSUneTEWa4UDbPKPXDmpBf3m4H7VJkdKiYnGCentTT8mQOnTOKbhF7oSnJbMGZncs7MzHksTkmlO0cKScdcjHPem5A+opM+lOxI/PfFJtySAM98g0zPNPXkZ5B+tFgQ0r7YxVqHUvsOnXduY1dbnaOexGef1qv4et7XVvFS6bqN7c20Mz7EliljRY+5LGTjGM8DknA71Q1e1n0/Ubq1mMwMMzxiOfHmKAcDdt4Bx6cUhiO2RkdCcZqSCPaoPeqcLElQelaEQ6CmIeBuPNPUDr2oApeAKYC87frSbvrTd3HoRxSZPSgBxPFA5PrSDltp9O9SRRu7bUBY07BcQcDPIOPWp7a1lupVSFHdmOAqjOabqNm9npxnaTawZRheoq/rVnr3hXw9pd211cwS3/mebEE2+SAEKBmx94hs47fnRK0dwSctjo/i1qNyNbt9MV9trFCJlQd3YkZP4DA/GvOVAcru5yaKKURyLaAZqQdB7iiirJE6mmHqaKKTAOrU5RhgaKKYMtWsSyy4bOKpS30uheIZLyyCCWF22b1yPmUqf0Y0UU5/CKO5T0skysCeBgVqMTggH2oorCGxpPcRRzn2pxGBRRVkDW6GmsOvsaKKYyIMcfjQCaKKAJFH88VDqKKbHn++tFFPoIs634nk1W3giOl6damCNY4pLZHUpGucIAXIA5ycDk80rfczjniiis1uUwHOQaUdM0UVRIAVEx6fWiigY3PFNB4A96KKAHIck/lViCNZJgrZwaKKpbksjm1f+wNRvYY9O0+7hkkDFLyDeAyjggggjqcjOD3BrFur+51S9ub+8lMlzcOZJHxjLH27fSiispfGjWPwD7YbpVB9QKvIMEiiiqIJh0pCfnH0oopjGnrR2NFFNCJbdQ8oVuma3oo0iA2KBlcnFFFWtmT9ox9ddm0skk/fXFY974g1TUdMg027vJpre3keVPMkZiWfGcknnG3j0yfWiivMg29WejNJNWP/9k=", "info": {"video_id": "133556", "label": "spreading jelly onto toast", "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": "ea5d89128ac9909c69bc7d5b7788e3d1c0a02791c55c78a1f8372b9822428a16"} +{"episode": 48653, "episode_seed": 2033777296, "split": "train", "timestamp": "2025-10-13T03:22:31.147933", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2033777296, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 one of the pens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "139397", "label": "putting one of the pens", "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": "139397", "label": "putting one of the pens", "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": "e38dbb88493a2d479b3278ade956cc07181d1c98e1bf4a18d7d24f74593d84c9"} +{"episode": 48654, "episode_seed": 563591887, "split": "train", "timestamp": "2025-10-13T03:22:33.678562", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 563591887, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box with chain on it slightly so it doesn't fall down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42528", "label": "tilting box with chain on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "42528", "label": "tilting box with chain on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "56528fa7a63f1ccd9527ee2a48249c91e00a1e3e744cb5ee51bd3114a2830dfc"} +{"episode": 48655, "episode_seed": 4079842032, "split": "train", "timestamp": "2025-10-13T03:22:34.910685", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4079842032, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sticky note with binder clip on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "33621", "label": "tilting sticky note with binder clip on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "33621", "label": "tilting sticky note with binder clip on it until it falls off", "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": "a4288eaf467ce1708b46c95a12ec8c082e2fff746d6fa671ce93327645f9026a"} +{"episode": 48656, "episode_seed": 3274402435, "split": "train", "timestamp": "2025-10-13T03:22:37.062518", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3274402435, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting lemon roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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lI6NjIIznng+lUmF7aFrWv+JfaSX1kTKJhh1B5Uno68du9O1J7T/hH2SO3EgWFditHuGcdecetczZXaxwzCTzZYp1MbgE45yFIweDnr+FWdQ1EWllpzYRoZrf94H4djjBySOnehkqHvWZ4WTV/Rr0WOpwyscJuw30PBqiSBgD60x2AII611HM1c9T81WjC/xA5yKUuI42cttVecmuK03xIbeBYLlWZUGFkHJA9D61LqviB7+2aCzRwhGHcjAUe1Xcw5bM5+aQSSPIP42Lfma2/C+sPpc8rxk5yCQPpXOtwcVElybe6ZuSpGDXPWpqpFxZ2YeahNSZ614G8WtFK+k6hJvt7jJjJb7vPQ969j0ZIkh2RhAm3ChegFfKWn3ey485SRIDwfavevAXiOO9t0jDDzAOVzzWaXKds3zq6Mv4gWr2PiBblFQJcQlSx6hlBx+GK5ecxRaTbpG22Tz9x6jjAwfpXrnjCxhvdFluXhaUQoWIj+8B3Irw66nEup7pVKLKchEIG0Acc/56UNXZKnoiv4vuEng051UJkNlcnOeMnntXLk9q3fEV012lnHv3JCHCArggcd+9YZXB962h8Jx1fjZ1/hC6AtbiHPIcPz6EYrduFVJhKzH92pIO7A5GDkd6890vUG06+WXBKH5XUd1NdPqOoxPpE0sMwZGThh/ng1snocso6kVvqjwO88EhK5PesTWtTk1O98yQ5wu2siLUpYrcxAnk8e1KGLHJrljStLmPQqV04KKNrRYTdWt5ED88YWVR6jof6VKpKHnipfBN19n17BGUkTy2GM8EirurWrfbZmAAIc5A6de1RU+I3w7vAs6TqT2sykNgV6noGsx3MAjcg5rxWFyrfSuk0TVHtpl+Y4qTWUeZHo2u6BBeRmQRqxHzAk9favnnLEt6DmvpLTNSS8tdrkHivmtvlZvqa6KXU4K99EywspKp2xXZ+BLkHUpQeoRmB/z9a4TJK5rd8K34s9ct9x2rJmMn0yMD9cVsmcc43R6tc6gEGxMAZwSTjPsPeuR8awLcaVHeL96Fsf8AATx/PH51sXIjmCZAcghiGGcEHINZXiJsaBdg9CoH45FaPYyjozzl8kE44Fe2eBfFCz6VHbyv8wjCEE+gxXiTkqCDWloOovE4EUhWUHA5rzcZSdSGnQ9TCSSk0z2DUL8SW+oae9uskqp5iJjCyIORj3zmszTJJdPvYFijEnnILd4/M3GM4DBiMdqztU1Kae3hj/dmSP7kijD5PBGc9Mn9KumHUtGt/t0s4aGOLy1CcEk9A2Oo5+oqYL3bM0tqa2uSxpYSsoCySMsYySTnuoFcD48EUEWl20aruiVwzBcFvu8n9a2Pt13PcJHdyF/OZNm44C47E/jXJ+KVYPbMQQSzg5YMc8cZ9P8AGtKatNE14csWYO8jC54q9Ywy3dwkMKlnY4CjvWd0Y+1dj4LgAM92QN3EaH07k/yrsW5wT0QXnhTUYrXzV8uRguWVHyw/x/CuWJIYg5z3Fertcxp8it8/UmuE8XWS22oJcxrtScEsB2Ydfz61ckZwl0KOi372l95QdhFcgRSKGwG5+XPtnFenWenPN4XMOM3B3Mqs4+8OmB6cd/WvG2JxnkEd69X0XTpNe0uDWWmc3jhVj2AYQr3b2yK46q6nbSl0Na2vZtC0RZ3hja44ZVAC7+nB5644JFbUOoLqmgy+UZIN7+WpYZPGCTj0681zt/eS6npwtZYEN1BMqzqxwAScb19unNSaI1xHczxQIslpJ++Z1DHa442nI7isuhpa427X7LpUrvPmd5AgUDoAcgH346/SsK6e5CDz7aRY0GFLjhj7DAwK3tVkhN3ZRN8saFpGA4Awe5PfPasvVNYF0kqRrvkOQZSDtUAZ9Oc0JspLU8l3EUZ70hoJ4rsZxkkR/eA10mkKLnTriDC56/SuZjOHB7VtaJcPDcttP3xtxVRM57GXcRGOVgR0OKz5RmT3NbusRNFPkjg1jMhaRQOvaploXB3J1l8hUZdobB6nvXT6beTaZJa3VtOwWQAq6nGCPvD8DXFOpDEE5wecV0mn4fw7uCN+7myXHYnAOf0rGUdDspT1se/eFvEgvY1WaRXDrg/WuV8b+BTYpJqmkRmSzPMsC5zD1O5f9n27VxvhvWpLC5T5j5ZPNe46Jqq3VquWDDFRFmlSNtUfMmoyMohA6DJ9u1UvNP413/xb8ORaHrlvc2u1bW9DusYGNjjG4fTkGvOzjPFdC2OKW44njNMdyIyATg9s0rU1uVIpolldRlxVzoKm0/TjKjztwq8AepqOUYYiiwrnS+BbeO711o5JTH+7yD9Dk813Gs2tlDdxNG7zPK7PtjQOeMk8EjjkflXnug3zaZZXE6wkyPIipIVBAxyRn3BrWtPEF/qGpQonlbzmMKy4XHXHHsMVzTTcrnVTk0kQalamzvWAKlHJZCvp6ex9qWCQjBq1r8qExk43MxK4PbvWbE3FRY7YPod74d1QoApbtXkkpxK/+8a7KxujC4INcZdf65j6kmtaL3OXFx2Y/cuBt+tML7WDKeR3qEEilJwK3OM7nSvFlvNCiXz+XMuAzdn9/Y1Dq+qf2032Sy+eKP55GHTA6AetcWprd0K6+z3iIzYST5W/GrTMpRS1M65iJzVfRy0esQYOCZAB+db+tWi2l3KExsY/LiofC+lNf+JLdQwUIfNY+wNZVNEzWjLU7Ca7lv5VkKK74CiMADaewx/Wuos9+r6Ht86NGk+Tb02OMg9PWsG9sbfTNSg8y5hy53DL7SenQ4xnJ79a0dPnt9L0I+fJHayhsyRyDMm/ceffIOcVx9DvlNO1jCgDWN8jXQkK25GWfHTccH6kYNcn4icPKjKeGkdgAMdcV0/iHW11RjHGypGigNhcNIV7k/0964/VHDw2uIwknzb+ST29a3prVMitK8WZprsvCs2NNkQfeEnb3FcaQc1q6DqAtLto5G2pKAMnsexrpi9Tgmro7R/ME/LkKAcrjgk4wc+1Y3ithJpsWTlllGPyNaiyGSQ7mAOMkmua8TagsssVtH0jyx/Hpmrb0MorUwCxI216h8N78nRJYHmCiKVlGSOAwBH65rywH5s12/w+1EWT3yiNHZl3ru7kA8fjXNWXunXS+I3NSupNT1KJA6As3liRV2krnOTz7E4q3qEGoaVAztOZ5Lp1AkUZCgdz27Dn2rMNzPPd/aowskmSw4AxgZPB6fSulurSPWdDTFxu3oZExweg+UH61zXsd1lFo5mF5ZHlgdw5SN5A8gLA5wcHHSmiPdA0guGEQj3Isa557A+3HWmrM+mCZ7mMhnDQ9T97aufyIp+kSzS2EqLGZ4U52Ag5bHcenAqxylZto82ZcGmHrVqRM9Kq4O7BrpTucEoND0xuFWraQxXsbA9GFVVHINSggOGPSqRm1c6HX4VeBZF9MmuWgnSK6Duu5V7Vc1LV2uYFt4uFA+Y+tZ7wPGqZUgsM4NKbTClFojbG446Z4rSsLuVLCS1U4jZ8tjqR6H1HA/KsytDTYt27e22P+JvQVLNVuatrIQ3XryK9M8F63sVYXfkeprzZki2g26MyqOZWPX2xWh4TjbUvE32F9Tmsw0cjRGJNxZ1QsF9AOCcn096wcbvQ7Oblh7x1vxqmFzb6Cy84E/8A7JXkR610Wr6veava2n2u5kmCAlQ5ztzjOPyrAlUqc1tB6WOWpHqhnU04Lk4popy9asxZu6CVl82EgcLkVmX0Xk3LgjAzVvRpTDeA5ABGDVPV7pLi8KRc9ifU1T2M0nzGzFGYfCZKSDMhVpV64BORj3+7+dUYpfIuonyybXVt69Rz1qrA5AWPJwOq9s/5xUu9s4GQD19axsdPQ1NZubefUC9sSY1Xrng5J5Hpxj8RUcL5XIqrDDJO4MaMSeWOOAfei68y1t2+dfMyMbDkfnUSR0UZNas1UcjvXPXAySa6bV9OsbXw9b6ppmq30ytdG1zcwrGtwQm53iHXapwp3eo75A5x/myO1EVysdSaqLQpikJ7U9htNR5+atziasKOKs278DP8JzVXvUsJ+bHYimiGds1smqeHBcpgypkt68Vk6XqCaYZJfI3ymTGSvBQDkZ+pFO0TVlsdPu45v9Xt3Y9T6VDLvXQbRg6lZZi7kjO1vb0HUe+PalVs0FBNNm/Ya/JqGpZNqG3R7G2Y+RQeTz2yQaq+IGEssKmSQEZUr/sg8H+Y/CsvRZhFq0KCQRBiUfcQAVI5GTRqU/majKRP5ioQisRjGBnkevJH4VgoWZ1qehsWUZaCaGbyQrgKDM21gB3TjnjI7da53ViEuEPBznOP6+9anhZLPVvEUOl6pe3FvDM4CSRzRosZ9WMnGMDgDknA71ia1FPa6ze2kwuFNtO8QW4AEi4OMNt4z0zjirhGzFUmpIqFwcmmFjnNJ3pDWpzmhb6he7RElwyr055xRqNm1rJhmLlhuLHuaqQnBJre1NY59Ot5lI3FfmqlqjOWjOdzxXcfDuwe7mupVkQCP5WHfBUj8Bn+VcQ/DV0/h7V7fSLDeFLzSu3mKGI+UY29PfNY1fhN6e9zqrjT006/a282MzvEQqLKEdicgYGMHPTFa51K00zR7ZPPWF1AUQKnzqcfMD68iuXsNbTUL2c/ZWxIBll5CgdAfTnPP0rK1jZcalGWkYsQNwOeMcD8651G+jOm7erLeuaq+sXTTnO7P7qIqAF/x/Gq0Fy11ItvGVDFR0Owcc9uKbeTSw6G8bzqjNKHCOD5hxnv0x+vSl1/w5q3hnR9H1W6lmW5vWkaSJosCDbsKBjj7zBs47dOua0jG6CU+VnPMcVCwycnrRRVoJkEjFc4qF5HbgsaKKtHOxEUMyg9zVy9BSZYwzFQMjJooqXuXH4SoSSeTWrpESMzswyQBjmiih7GtFe+jcOXcRk/Lwv4Gsa01S40bWhf2mzz4SwXeuR8ylTx9GNFFZrc6sX8KIl/1CL2XgU1lDDBFFFUtzl6FTGGIpR1FFFao5JCTSMi/KcZpdORZLtd6huO9FFJjhub8tlB5ZUKVww5B5NWDYW0aiQR5Ycck80UVizciDMLsQoxjjY/MF4zUOpRpFYnYgGGAoooR100vZsk1vxS+v29vFLpOm2pt0WOKS1SRSka5wgBcqF5ycDk81lmiiqZyw2IJBwarj71FFXHYxqbi1JF96iirRkxl07AbQeCeavREkBSSVUcD0/zzRRUzKgSbsMowCM55H4UqDdkEk4560UVJoO07WjpFxPCdN06+hncM0d7B5gVkB2kEEEdTkZwe4NVdRv7nVb+4v7yTzLm4kaSR8YyT7DpRRTW5L2ZUFHeiirZA+PrW9Agk0pt2flHFFFVEzmYLffNbLqp0OyOxQ2/buA5IIJwfxFFFZTN6ezLGgzSQ6gYUbCyQuD68fMMH6iqd1cyT3EkzkFi+3A4GBxRRWfU0+yTag5j0iAjlmbJJ5I+lVbvxHq2qaXDpt7ezz29pI8yCSRmJZ8Z3Ek5xt49Mn1ooqkOruj/2Q==", "info": {"video_id": "108958", "label": "letting lemon roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "108958", "label": "letting lemon roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "29a6ec28bd6e9d7bb636337bed363cacba341a6ad1db272a0044ca6f272d402e"} +{"episode": 48657, "episode_seed": 258251355, "split": "train", "timestamp": "2025-10-13T03:22:38.060564", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 258251355, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering plastic container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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S2on8osJySO2e1bEpWXRbk7QzNbPuAGOQM/0rm4rlkhj2k53cn+ldJZuZ7N1yPmRl/NSK9TSxwNHH2jKxQtkY5APU11emvH5O/cq46E5GK5iyWaMoXCuh4J7iuisiZAVk8oqOispJopNWKqI2JLiL7PIpkHK5+Xqa+ddB1pElEdx8ozw1fQMt2kMbRuo4BG1V7+1fM9gAcHB46/nXPi5ctmjONGNROMj1e1u4SgKSKc1t285KKAcY5rymw1qXT7oAqWhPUE12+m+JbC5ZYVkKOw+UMOM+mazp100eVicvqQfuq6OpMlrqyPYahEs0EmAA3UHsQex96wdH0QaV43issMw8uR43bqV2nr70zTtQBeYnl1JKj1ro9B1S11q+iml+W8t1dQMdQRg1wYSu51rS7n0kqXLh0l2LJUpchVOFAA/StK2jMUoDkkEjH51m+YPtfIyvHP4VrJOroo9CCPzr6ipeyPE6nP6ywTUIPlIzD17HDEVZ0wxqyqGySepqPWElea2aNhyHXB7/ADf/AF6lspJAgOxEcHkHkVwN2mz0I6wR0sbooxuQAc4Jrxr497JZtAKtuI88+38FeuxFI180rFnHLAf415D8bpoprjQQo6CfOBxn5Kmt8DYor3kcNoep3NoFWR3eI8c84ruNOv0uUBQhvoa89hcRRAgZNXLe4eECVGKtnjHFcEK0ovyJxGBhWV1oz1GGWQKBkgdxWtZ6mYIz5bEsCBk/rXAaX4iSeMR3T+S443HO1v8ACumtZEbhZAwAzwa9GFZNaM+drYapRl7yNx7y0uWeNEWGQLhdowpJ5PSrllbsC0b5DKe/auNiujueQYzk7SfXtXQ6RqchtwlySLiM7JQeT7H8qyy/HSq1JU5edj6GvhFChGS3SVzp48LDIpGD8v8An9K4+3ws+GDZQkAV08Nyso4PDDGcdDzXPIZFvZGDI0TuxHqOeK66ys1cjDO6aOhsJYkt97MqfVcVoy3ETQMpzIOoGOtZViWZfmkBH8K7M4/Grkt9sBQqZD0C9iaWjKnE+dNOXZkbsD0rYEBcLnLcd+KisLeLLYVjxkdq1hEi7SsTEnrk8V85OSueqilyjAgqOOgFIAC4yWPrVtoQZyBFgE88jinSrAjAFV3+m7rWUpamkWaHhq+Wx1q1mY4Ak2j8eP616K9tcPKzxTwlSc4ZsEfhivN7cQDa8SKdv3WB53Cu4j1mynCzvPJAXGWR0bAPfkdq9bLsTGnFxeh5+MpOclJG1BBdoRukj29yGBxVDUbyN5ViTD7CSWB7nHT8qRtf0aGMPJqVueOIz95s+xrPl1/SlLO0sO4jOeOB+FddfERasjCjScZXZqWk0QG5i7MTyuetawvYPKZdkgBHGAD/AJFcevivQwRumUFTkqA3zfTAqa58Z6RgC2h1GYggYitHIP44rOE49zWRxfxnaG4k0XyGbjzs7kxz8lefQ27MuOuOPau18e6kmsTae4sdQt1j34N3Hs3Z29B7YrEihj5Hl5HbmuavP3jWmvdKkFvsXHyrn8auYyAGzgCrHl/uAfJQEHqDViNY0iLSCMZ6gmuSctDogyvBhXjCjBzk816h4dZtc8Gw2duyRy2c5GJSQGByRz+P6VwFm8JICKu5vu5XtXRaHq8em+fFPHi2mAJKEAqy9+evWtcNNQn72xFe8o6bnTJ4b1FcD/R2AP8ADKK04lk0jTnkvAilclQrBixwcdPeuaXxhosZKvdyqQMnC5P6Gql1420ubCQSyyRrzlkYFj7DFei6sErxdzjSbdpIsQOd6mWIN68YzWxa3pCkJFHgHI4/wrk/+EuXzV8qynmyeFWInP0rQg13UVhKweGryUZ4MuyL35yaVOoi56nQ3OoZDlrReVxlZcYr52sD8rYb+LtXrV3qHiMq6/2FZQK2cefd7iB9F615fp0K7W+TkHuayxktEFLdlkQB8cDI7mplVlbO45PH0q/BEoZSsS++41KIgZSGRAucnmvNc9DqRd0S5VpfKlfaRyGPUH1rci1OOPxBZNGvk3qyBHdPuyqeOff3rl3aJJQBsLeoBNX7eU5SWNQWBBQkcgg1nS92oppGs37tj0oWYdy6X2wE52uhyPyq3Db+T873qlB1GW5rmV8SaaMS3AkhduWUMpAPtyKsP400SBAUnmeUj5U8s459+lfSfXYSWjPFeHki1e3hmnCIh2JkYZeTnnNT2lwkYUiJd+eS3SsJvF1nyYxI5POVQnP04p9t4oa4KtDo97Oytx5dvkHPueK41WUpNs61FRioo7AXzGJlNupB7hiMfn3ryP4x3Cz3GhlYmix52QzA/wByu2utc1iYZt/ClyAp+9NOiDHuM15p8Q7i/vLnTG1DT4LPaXCLFP5pP3c5PQVdSScGTFe8czEN69SfpVnYNhX5Vz+JpIY0AI2Nx05qfZmNSIwDnrmvMcjoRCpP8Wfar9pIYJEaMlWHJINSRJHHDmQJz1BNW7MwtwiqGPQ7eMVnz3Zqkramnp0rS2vmygrCfl3e4xyD7ZFdf4bsb68V7t4bcIyLGjSthn2k849OcCue0i+traGS3vbdWtWYSoRgFXAx0PrW3D4t0O3Up5soVR0RQce3BrswcKdOftebXsYYicpw5LaHS3cclnYOZWiXghVh5LE1hwO6yKZIg31XFUJ/GljcELbpcSRr93MZBb8PSoV8S3rzL5GlXc249PLxn6V2VK/PPVmFKnGEdDrLW9l2fIIyFOfug4p0+pSAsWhtjnGWywxjp35rCi1fxB5PlxaFGFBwDdXSrge4HNZ9zJ4qxscaPaqeRw0pH06CtIzvsKSOBsn1Rx/x6dRwTxx+dakNvqsiZZYI+ep5/TJqTTiWX5mXI961onC7sspHcHtXz9SVnoj0Eu7M5NPvioeS4QkjjYn/ANaoZNPQoRJqEiup42IM471pyXEXmhfNJT+6px+dVZWiMoKqcZx8x/pWalK4+VD7TT5CNv2q4KjoSMZHrWgmiQSE+fJIwPPzvUcN0yDcoAy1TmRyQ5J65weSaaqSuLkRe07Q9La4AkgVwo4Bz1rZi07TYM7bC3AByCYwaoWO6CHJ6E9T6Vc+0BlwGJB6V2U3oZSii3G1vbxEW8UURJ5KRhSKuG7cDPmnYRyASc1nwbZQTs5A/M1w73+o3fjW+0o61c2MW6Tyo4lDAlULBfQDgk5rug+xhJDPiatwLjTDapvRxIWz0/h71ydvDqUjqNkSA9d3/wCuiLVr/VZQ19dyTbQNvmHO3Pp+VasRAx84GPSubESfOzSmvdIYtNvZG2vdqB1KqnarDaZs5mvJlXoAB1H51ZkuYkTBkAfjlRQJoXiC+WSWxnc1cl5G1kQQaNatMfKlvGG7B3OBxWmNCtAuWRjg9WbNR2cuFUBQOc/dq15skn3ug9apzYciYfYLCIgpChPYY6/nW/axQxW0IhhRGUc/KBXP26GSVeSwVvvHvWt9p2sFY/NWlN9WJxRpG7ZHGdwA7A9KSK4DM+4ncx644NUUlJbheoxzWf4vu57LQWmtZ/KfzUBKHk8/pXfTlpYwkjendHhkifgAHDMR/kV47ZW9+QQI15OcnH+Nbmt3MkWhxX9jrupTo1ybfFzGqLOQu5nixztU4B3eo9wFslAQEuv41ji5e6gpLVjILC+aIM86Rn/ZXNXV0yQR7nupHLD7yjGBVqKVI1O5wV71E11C0pOWdcdOgFeY5SOhJFOSys2QLJLcswIHDY4q/aaTG45EuM8bnzxVYyoZ1dUA+b6mtC3uJFQFc8k9P60c8rD5UTRaVZxMwkjXOc4OSa2tItLNZS/2dGGMAlQax+coc85+6O/1ratM29uB0GckVrTm29WJwRrpJ5KHaoUdRtGKGuy0YQs2M8jOaoC4Vx8vI7c1bgbepLBQccZNd1KRjOJaM6481STjsOK80+KA/wBK0swruB8wso7fd7dqtDUZrrxxc6Xd6zeWsDzlUkhljRI+BksXGMYz05JrlNQlvX1q6tbyW4dreZ4wLnG9cHGDjjOAM44rao/3bMktSnbpdSOAIgoPUntWlBY3Dkq06YHJVUqSFNuMkD8auPLGiH5wr99o5rzJSfRHQkiubJFYedcShcYwBTrfToC58p7lvmw2X4xTzLCyqNhJPUlqns5cKoAUck9OKhTkVyouR6Tb7Qzp0PVmzV5bOyTHlxIW7Db1qkkry43dB0LVcsYy8inJIQ8E9TVKTejYcqOkt1WOGJYkVNowQOKkN0wfncQOOvSs/wC0bW2t94d6kjlYt8uACOeeldtOWpnKNkXYZgdwYNlj97sabPPEYGSUqqjoS2c1heMbya00Iz207Rt5qD5Bya5bxDb+ING0XTLy6vrwS3pk8yB14hxtKAtj7xDZx2+ua64y6mEl0JrEfus5PSrTnEYHq3WiivGludpEDiTHY1LAgbdnsaKKwmXEtq5UcADmrdqMgMxLEnvRRU9Bo3l5ix6j+tNjjHm7QSBiiiuun0M5FsErCzAnIHA7V5Vq+p3GneL76+gCedHM2Ny5HK7Tx9CaKK76RzTMTTvllKgnAwK3B8pyKKKyrfEyofCJncmehPpVtF+RG70UVzTNYl5GMaAqAM81NGPMILZOOg7UUVmti+pftOd+ewqcgMxJHPrRRWlMJD1OJSgAx/OsLxpM40kRg4RpFJGPQ0UV3Uznkch4g8RvrEFukmmafbtCqpG9ujqUReiAFiAOcnA5PNbNoMwjJPSiioxOyFS6kjudyp2ojGZT9MUUVwy2ZstyaFF5GOnIq1HK24DOKKKw6mjNG1UIBj8c/WttgNoGOCBmiitKe7HIRFUIzY6du1ThysLMMBsdfwoorupnPM8xvdcks9a1HzLKxvEnm3sl1DvAZRwRggjryM4PcGshL641HU7m8upPMnncySNjGWPt2ooroqfwzFfEasf3hTW+4W7miiuE2JhzsPerqHywNoHrRRXO9zRbFmEeYVZiTjoO1bdl9x/aiiqXxFLYsHDS4IHJ60+B90zptUBfbrRRXXT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", "info": {"video_id": "117836", "label": "uncovering plastic container", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "117836", "label": "uncovering plastic container", "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": "0a43b49747366da0dbba33b896378c58a45bec75bd1bc3e7787be7375890b622"} +{"episode": 48658, "episode_seed": 3698974531, "split": "train", "timestamp": "2025-10-13T03:22:39.169817", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3698974531, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 green tooth brush with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "130464", "label": "moving away from green tooth brush with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "130464", "label": "moving away from green tooth brush with your 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": "506a49789c7f17ded20a7a6917ac1232af3480b70550ade3abc0e537c84574a4"} +{"episode": 48659, "episode_seed": 2149918678, "split": "train", "timestamp": "2025-10-13T03:22:41.794347", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2149918678, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "212042", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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uOazw1b2albdmlel7S19kdHDqOoa1qJgiRpl/5abVAG3uPTpXzz4r8PppPiDVreylka1t5ek0ZjdckfKQe4z9Mc19aeGbK30zRolTBlcbnbuSa82+MWi2Uy2uosgV5JBHMRxvA5Gfy/KvZoU3GPvPU8uvUU5aKyR4dd3CJaxw2u6S7lhTzjjiPjpn15rFuEjhQRD5n/iOeldJ4mZbSJdkpWaR/uAYAXHX+Vcm2M8HNbNWOe6eqN3wzr9xpF6FUNJG/wAuzNTa1pXlqLuBCEI+dfQ1z0TtHKrocMDxXqk+myRWoEq9R0PSklqDZ5cqB2K/xHGPrmvUNFmaSJ5NoWKBRBAn07/nXIXGjtY37NEgkilXEZIyVJP8+P1r0Hw/pn7q3hI4Qc+7d687HzSSR6OAg9ZHYaFYRpZneBll5Pqa57U9HgMk7RW0csiEsNw4xjoTXXEi2twBwAvNPvPEOnWGkWltaWllNc+Qsk0sqB8Medv15/DNcOHWrle1jtqytZWvc8z1O6mt76HT7MjykHKINwBPIBPrjkntkVz3ivQ3l1S1u4ZmElwAgWTJYkA857DA7+lek6hpS6jfQajNEtr5sONkDGMKo6sVGMZ61zzaRFc6ncagGuXhto2e3VmLeYCAByTk4GcfWvpNHBNHgNNTabML4faWmpeIE06+x5KXSk853bW5Ht059q9J8XeG1XVJHVgEZzJE6AcZ7f0pvwu0TbqM9xDHutUidJpG6tIzAjn14/LFej3mmRyxGKRA0Z6Huv0rixFNzVkzqo1VBnjk0ca7Y7m1Ur3dVzxWK0dob/8A0NEQD7xAx+deg3NitjqFxbS/NnBUnuDWQfDKT3LvAAoP3hXHhrxrJSOjESTpNo8o8Q6QbWZriJSYHY9uFPpWAIVVoXXcSx5RPvcdTXtWsaCpi8iaPMbLtIH868/sfDT2WrtJM/7uI/Jg4Ln69h6mvSqTUI8zPPpRc5cqHaLqEN46aa17aW9ptUPKy7dxHsxwD7/jXY3+h7NFu/sREqtGqxSrJklm4JOOo9896paZ4Sjnv/tFttSRyN0iLhR7IDxj3ruba0ljxaR5lyMKSM4PpWFLEU5vkW77nVUoVYv2ktUui7HKaFHNb2Es1za28H2VCROuOOegA6nHQeuM1HYi41mC5hu2l2zIynZwR14JzzgdeK63UPD+pahFb2sVhcLbROXkJUDzGHToenU/lWVPpENlpTLHJdee42xIJn+YZy2RnGOorupRtGz1ZyV5udS55JNpF3p0NxJHMkqwTiLK5A3c9M9en6963dZvA8LadpQM1zOq/anx8sXHK59exrq4/DEKpp1gfNnaZzcMHxh3z90/T5fyFb3i3wdJN4FdtMGzVYAZ38sYaUfxp+XTHp71Gw+h4bqqWlpClnEzSTKcu244U9+OlZNPlChyFbd/tCmVIj63VBsyR9BUCaalzIdygn3rQto9yjjNaVnYb5emKozvc55/BtrO4HlqV/z19a5vxl4RvBaQR20RaCJiXKjBwRjaPQV6/FpgQA55PWra2sbIVkUMvoRUyXNFounJxkmeCaRpaxMHmXlfWuk8PaXHreqLZSMREqmRtp9P/wBddr4h8KQ3UDXFiojmQElB0avNdP1S70DVvtUSbmVWRkJxkGvI9g6VVOex7Kr+1pvk3PX7Dw9punfNDbJ5h6uRkn8a0vMjVggdQT0Ga870rxDf+IbRpluPK2ttaNRyDU8lvLE3ntPJuj+fcW6Y5r11ZrQ8qSd/eOy1GQLHiuN1NgQ9VW8XTahYW04dE85chiOCRxx+VZMmsysxS4jU/wC0nX8qynWhGVmzSNGUo8yKMkaSTTkjnAH86oLoEV3IztGDmnaTqcOqalfxQrJiAqrFlK5PPQHntXS2dmzHHStUYS0dmc1beF2triRolwDzgit21tHtgA6muhSyaNOvap7ewa5GwjrXDXwaqvmW510MY6aUXsczNknnjPr6VAsqyTLAgyRyx9K2td0C8tT5kcTSRY6AdKpWen+ScEfOc7iPXIrmoYKSqWnsjrqYuLhePU37PUdihN3QYrmfiVIt54WZDgsJFZfqMmtT7MwOQcGuU8eG4OnW0AKhSzO7t/dA5A9T0r2Y6ux5U3ZXPDPEaOmo7iCFlQMM9z0P8qx67bxAkVzYRxCMNNvIDN/AAeSPX0x61zM+lypFC8KPLvDZCKTjB60pb2FGL5eboU4F3zxqO7AV9MXelQ3bqu0Yx0xXzTbsY5wdvzD17V9YQQM+xgOcChCZzN14KjkCPEu1gcjjvViw0SawUArnHcV3ltYOVD9gOlWPsQMgUqDn2rmxGGjW33NsPinR06HAakSYdo7isvQdEhvdasoZl/dNMCyj+IDJwfbivRtW8IG5tmkt2/e9QvrWP4e0mTT7p7q7QrOpKRof4B3P1P8AL61w0sHUhUSex6EsXCVNtbjvHmirqejyYkMLDajunBMe7lc+lef6dpMvhzTp7JW87y3cxbepVjlR/jXrOpyeZp1wCRgxnn04rz7UZlkUOmCQoBP96vdg21boeRUstepx3/CS6z4JE15pUisiSK08LrmOZTwdw7HJ4I5Feq+CviNpHje0ZYgbXUI1zLaSNkj3U/xCvLpwkMMyX2yQshMu0fJnjjntziuGsLC90u5k1OwdoLyD99GkeTt5+779cc9axqJIqlzSuz3jxlcR297bynjeCpPp6VP4akS4SY8Hbt/rXlni7xpd3tlod1d25hkZmF1Ee+ODx29a774ZTNdR32WDqvlhWHcc1xuFq6kdTlei0dO+nJdXGGUYHQEU2TwTZzyKzRIcENjHU+9dJHZiSRTjFacdiF+bPJrqnFTjys44TcJc0ThdX0dtOsZJ40wEGcr2rD026IRHJ3M7B4yPXPT65r1w2qSIY5AGU9RWU/hq1hvo7y0jCMobcnY571xfUlF3iz0aeO0fOiGIshwyDH8q8l17w1cX+vS3qu8Mun3EbRQFvlEQwTtx6gH+Vey+XxgjFc14hRLe6VyBiSMqR/ewf/r/AK16VOUov3Thlyte8ZGiRWkuqRrcB/OhAeDsmSDn6nHaujliIcleBXnmpSTh4zA6oqNvZicEY6BR6k4+ldpoetw6zYA71+1RjEqdCe24exx1oqRtqZ05X0Pn74q+Eh4d8RG8tY9un35MiBRxHJ/En9R7H2rga+q/G/hyPxP4cuNPbAlI3wOf4JB90/Q9D7Gvl/7DNHeTWssbJLFuV0I5Ug4IrNaln2JpsJLdO9dJaWwQbiOao6VbFQC3PNbXSnchIKKKKRYV5z4q8I3D6os1iqeVcPlyTgIe/wBa9GqOaFZo9rAH09qmcIzVpFwqSpu8TkND0S20qxEUKcty7nq7ev8A9ard5aJPZzQdPMjZM+mRir0kJtm2Hp1FVZZapJLRCbb1Z4ReXWs2VoljczJIqH7OkCjZtK8DBA69Dz2qWbV30qRFu5VkiI/1i8Ff94dvr0rodRtYk1S9QBPNWQvyckZJIOO1cLaWB1rxhd6bc6lNBGRKEKRhi7qhIT0A4PJ7D3rKWHU4v2m/QtYlxkuTY9F8NLFczT3EQVgwT5h36129hbBmA24NeR/BCSa5j1ZGkZokMXloTwud2cV7pp8IDKShoowdOCiRWnzzchy6eWwCOKv29lHBg45qyAB2pa1IsNkjWWJo2GVYYNcfeWX2S78sgfxEe44rsqyNbtDKEmTJZRtI9qB3sc8VGOlcr44g87SoEC8mb73oMEn8+K6tgQSD1rC8Txs2mKcZ2yAn8iKa3HLY8W1mznutRtmRgiCDaGHOeen1qKAJd2czyhIGjARJoiQDjqeenYV0d8kAm2ExhIuXycbSemfz/WsLxJG8NiNjBQZAAi8Ank1Kg1O72E6l6fKjibgSC8lMgUOSCSowDnv+NfZFjaDyoyV52ivmHxBoOlw6HaarYajeTlrv7LuuoVjW4ITc7xDO7apwp3eo9wPrixgAiQkcYFN7iZYhgURAgYyKl8lMg7RmngYGKKLhZBWPrVkXUXMY5HD/AE9a2KbIgkjZG6MMGgZw1+fI064eYgRKhLbjgY9688u7VredXSVmjU/Mj9enf3z6eteu6lp4NpPDIm6N4yD+VeP2FlJdXv2iW5lnhhJwW4Vn9QM4wPX1rWDsjOouaxm61aTyaRdwJgyPsYj3J7VmWcDxXUVlKI7iKXEjuQQyj2PQjoAK7G/EaxZJQSN8ibu/tWd5cQs5PIZFKBlJTkjHUc9+KwlTk5prY0hVUYNdTgPGcXlGwijAMaOec9Mnp9K9D+Aksly2uwNysLQ7Oex3/wCFcXp9rY674m/s7Vr2aCzuGVYpYpokSMYB3M0nGMdMc5wK9H+BOnHTtZ8WWJSaMW0sUQScASKAZMBsEjPrgkelVJaiTdj2eCLaASKsUUUAkFFFFAyrcR4bf2NcV4ziW48iMSbHVWcfy574/qK75lDqQRxXmfxAs76HUIrpbgx2rQiJQke5y+4nA5960huRPaxyjQzFHid9+GLlu+0dP8+1ZEz6jaeKUvrOQQmOBOf7467ffI611NjZPa2h852kmkO6RnOTn0/CqFxBCbpVAQrH8ow+MMeNv/1qispTV47hScYPU7DT9St9U0+O4tzmN1yec4PcZ7815T8UPD4sp38QWseY5SqXIA+63QN9COPqPetXWtUutFsQlrceQskg2iPgjB5I9evIqHxLba7ZeHrJ9Tvbp11ESLPbunyxj5SoY4+8Q2cdvqDU2aL5lLY9/sVAWrtFFMSCiiigYUUUUAVNRQNaliOV6Vz0hOKKKY0eLfFS4m0rW4buzkaOWWI7yD12srD9c/ma4m91i60Txne39n5fmp+8VXXK5Zdh4+jGiimzNbne/AH/AF+vJ2Vocf8Aj9fQFpwRRRUFF6iiimMKiuP9Q/0oooE9jmdUUKyOOCw5rm9aJOnzA8jaD+tFFPqWvhPMry3jvdLuPNHMkbZK8HkGvPf7QuLzw9etcPvaKaJ0J6gnr/KiiqkZIseIfF0uvpaRTaTpls1sEjiktUkUpGo4QAuVC8knA5PPrX2hacW0f0FFFQWTUUUUAFFFFAEVwiyQsjDKsMEV5MYkiRo41CqrFQAOgBooqoiZl3AEl55bqCgUHBHqa4DULmbTviDHZ28jCCaZGdGOQd6Yb/0FT9RRRVMjqc3Brz6HPf2g0/T762NywEV9B5gXYSVIIII6nIzg9wa9j/Z71O61i+8V399J5t1PJBJJJjG4nzD0HA+npRRWZoe5UUUUAFFFFABVDWbeK40yYSKDtUsp9DRRTW4nseeTKEzj0z+lcj4jhQ+GL6cZSVY/NDLwdw+YH8CBRRWpkcBqWpXV/wCD2u7iTdNb6liNvQMMkfT5jU83iHU9S0eCxu7uWWG3lkZd8jMSSQOSTzjbx6ZPrRRWTNIH/9k=", "info": {"video_id": "212042", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b370db3dd44fb25d16ba829006a61c1e3e9afb8c0f48b278b9a29200b1a01c89"} +{"episode": 48660, "episode_seed": 1795005855, "split": "train", "timestamp": "2025-10-13T03:22:46.932133", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1795005855, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 car toy underneath motorcycle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "124056", "label": "pretending to put car toy underneath motorcycle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "124056", "label": "pretending to put car toy underneath motorcycle", "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": "e3686500572d98763fff966b01ac488507e6867aa13d55ff6fe7b72faafaf5e0"} +{"episode": 48661, "episode_seed": 470241226, "split": "train", "timestamp": "2025-10-13T03:22:48.000991", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 470241226, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "72192", "label": "rolling bottle 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": "72192", "label": "rolling bottle 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": "6124984784a1064d541c46c32868b8a967b6924a8006c318d802007b6d77b701"} +{"episode": 48662, "episode_seed": 1808549225, "split": "train", "timestamp": "2025-10-13T03:22:48.795687", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1808549225, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pack of flower seeds into brown metal basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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MBcLkYHvn9KwLe6lTMifKZAXx14x/hVbW7qRtDgt4cfvHaaUA/cwABn64NejWiqVJuKOenaU0pFS8117nZtysacIuegp9rr0kRAya51d4hyTx6mkiZsFuwrwmj1Oc7611x5BzJgGuxtNAMzB5PJddxdVlj3bScZweozgV5HZ3e3ap619CWyhVAA7UQhzPUKlWy0MyPw+5ztsd6/8ATG42/ow/rVG70pYHLrJcWueMXUBKj/gS5FdnbShcJipb24W3066nPPlxMwHuBx+uK6FA53Ub3PMIZ761njv7Vt4eRonMEvJUthcj6qMfWrQ169sbyJpoGfCum14M/Kdp5xg9q6268M2l1pK2ggUyCDy/NRRneP4s/Wse00jz7lJrW5uoNtuHKn51DEkMuGyOqnirtYhtMzxr+hPKDc6ckb+qjbn3O4Dn/gVR3X/CNXVpLJFeGNlVmUsxBPGcDIYfqK1L3QZ1B3Q21zGTuXAMTt/3zx+lcxq+hIlvO8mmXcLbS27YsqD8RgijlbJbjfcnj8IySWsZsr6KcpGG2Iu89ORlC3v1A6Vt6Ip0y3FnclfNQtnYcjrXE/2VGDtsr2LeBlVErQsT9HFKNce0ItpGzNF8jEnJyPesqqSWhvQWp6a9/AwKbhk8YrnZdGsLe8knsVS3afBkCoxUkd8AHHU1zUevPIxcsQM11/hG8F490SxbZsx7dayTvodEvdXMQXDTWdvJPHfW2VUtt8woeBnjOKyLSfWdMmEkTytFcEB/LlDDzSOCevXp+Arv9WWO5s4rYqGFxOkZz/dzub9FNV77QdL1CGRGsYl3r/rEQKynA5B9q6IwstDlnPmZyN1reuWoikeCUGKVSgeEHnkdcDsTUy+N7kcXGmxyHOeYyOf++qunSIJ/skEazwzCbZNslYAMozuAz0PBH1q9caO0MbSSahMYx98Sqj9O/Iq+VszckjF/4SvSCWM+iEAjJEajr+K1TtNZ8KyWMMc9rcROYlDHySQG9sMO/tWjcafBIpf+0dHlDLgmSLZx2+7jmqMGjRtJFbtBZySeVnbDduCe2eVIp+xn2J9pDuMYeD5txTUDET/DIzoR+JVhVObw3pd7cxJZ6yjR7DJIS6Ng5wBzt9z+FWLjw6ETL6dqAI4JUxyA/qDWZFYwW1zcxrLNbEbG/e2jYxg9ducfWs7LsWiPVPAt7bhJIL2C5aYlIkCnLY6njIwACfwp8vhLxTfWcMpLXERjXYBccbcDAwcCiw8qa4Fyb+w3fcSNpNjBepbBxwxx+GK19GGprp6x28pIRmTEV16MR0Bp81h2PUo3HABq2CGQoxOGBU49DXntn8RdNIJlRkP1rXtfHuhTn/j8CH0YVnCcXsy505x3QtrJrlmZLGbVYRLbAKiyWgxLHyEdSrDsMEdiD7VC82rHXosNplzJHA3zbpYwdxHB+9jp9OtX73UNL1aKOa0vrYX1uS1u7tgZI5Rv9lhwfwPUVmafeR6lqdzKpKFUWExEjKyDLMD26nr0Pr0rVGOxqnV9XVTJJpdqVJxlL/byOw3IP0qnqHiCdWtI59EvkeedPKETxSZxliBhuDhT1rR3NIwZMbmG5SR8seOoPqTjoeetZmqhJL7R2hTEbXm5GOWZ28t8+/8AUc0CuXJPEtrGcSadqsOOUDWLtjHUnbms688VaBcWcyC9CAqcGWKRMsR05WtbYJG8tFwX5+VsbW/ul/X2PvUFxI80RXecSfIEHChv9o9j9PbiqTEZ2karok1ssk+o6Y91MBLKGnQ/MQBs5PO3gfhTrjR9BvdXsVig0+eGUSxkRlSSAgbPHoR+tV7ea1g0W2eeBZ3YJHHEsKlnkxhVG772e/oAT0Ga1tB8O22lTzai9tax6jcqFkFvGFSJR/AmAMj1Y8sfbAoGUbTRNK8KalO1oy28V6i4jLcblJzj8GFdDDMrxBkcNn0Oa86+Lk7xNpDIxB/fdP8AgNedxeJ9V09lkhupBjsDXLKqo1HGx1xouVNSufS0TcjNcg9pe6NqclqmsXaRyEvYo6LcI6clo9rDIK+x+7g+uOA0v4uahAFW6RJVHXPWunHxH0fW7IQXBa1nDB4pxz5Ug6Njv6EdwSO9aqcWYOEkaa6lraa5Ehisr50j5ALW5TcfQ7h2pmv6xcXui3FlLp+oWcrqYnmWMTr9QYye3tVPRNYstUvLuWW5ijldhG6CTnKqOdxP3SckH6dK3Jh54QKjFpB+7hi+7E4/vnueD3B9M1onbVGbOBsdA0NbQCbWYZZdpAhLeU/0w2DXVaj4D0y806WO1lNu8wVZJ8bhx2A6dO9UfEL20eh3LyGORJIwXDgOFcHOMtnjt2IPBpln4dsrWwtGUTWUxQKxguJUkMmM8opxjOecY6Vcqs5KzZKjFO4zS/hXo9o/nahcTX+GwsZGxce4HJq3e+HdJv7q50eOwiUnynaZY8eRFggsPckYA9ck8Cg2viS0TNvryvKTtKahCkgK+zLhh+NVLTWtestUmSWwtL1diCT7Jclcgbuzjr171CSKu2zyzVtNl0bWbmwlBDwSlQT3GeD+IxXvscm2NcdcCvL/AIiKb26g1I6PqNjMECTi4iGwrn5GDqSPVfyrQsPiRaPIv2uJ4+2R0rnuoSaZurzjoenW7dD3pNRYyWsNrjIuLmNG/wB0He36JWFY+KtJvdphu4wemGOK0dV0+18QaPJZvOUBwySxN80bjowwe3p3raMk0ZtNbm206sWWLJc5+ZjgdTzWNo+IrrUpdxKeemQB0+UbgB6ZJNczajWbeeSxi1W6huYADKtzsmjZSSPMj3DcVP14PB5pmjarrcEfnCCzvI5JJAXLtCxy33jkEdu1Mk6XxEQNLupDcmJ4Nrrt4OCcD+Z/KuKTXNUlGVvpfLRmJ+bqoHpSeJPFAfQLu0ns7yC4aSNDJ8roCjZPzqT6Vzltf2c0o+zXKAbOFL8gkdOetepg3FxszlrJ7mzf+Jry302W68xp5Z8wpEVLBcd/qc1xh8PeInhW/Om3DRynK7V5/LqK7jR5gsFrBEVEjXJkK9SihR1+prrhMJAiK2UbDZB5zXJjafv3bNsPUSTUUeLyi7sHEN5BLbyFdwWQYJHrXoHw2uTJ/aIz08v/ANmqzr+iQ+ILqNJZjFmCQJ8oJEgZdvPYfNk+orH+HTtYXWr2t4VimjeNSpOORurznC0jsVTmi0ei7xLrdup+5bQPI3+8/wAg/QN+daHnDOF5+Uc/h/8AWrmtY0f+2I45rS/ns7uIYSSGQgMuc7WA6j36isq3/tKO6NrJqmoWc6rnZMySBx6qSvzL+vrW6ZidEyB/EiOcjEDb8dD82F/Hr+FXrp4zbTfaFzGIJGdT7A1xltLrK6pePHqKSuhUR+dbAlv4ucEY69qNX1TX0sbmIR6fL58TISu5PvDB5JxnFaQfvIiS0MO1lhnbbIT5bsGA69BWvoAaRhdSf6xLpBuHGVZTx9MjP41ycUt9BHCZbNJCuIwEuU+Yk4H863tM1C6sGgt59JuSiy+c7wOkucDAHB7ZJx7160q9Nxtc4pRkekMy7M9SOg9awLqFp9UktFUiK4hUzSD+4rHKg9idwH0z6UxfFFpDEDcW9/A6HAElo5BHbkZGaqHxPpB1eMi9iVPJZSZAU2nIOCCB714x3I330yzlVd9pE3RGJQfd61kaf4b0q4vdUga2jxFchkwMFVZFOM/XNa1vq+nTxl4dQtX2LggTL/jUNlIg8Q3kUUiuptoZDtIODlh/LFFgPDy/Ws+6nKSfKxH0q05IrJumPmmvLpbnsVloWU1O5iOVlYfjUi61cq7P5j726srkE/XFZDSGoWmA6mupHHKK6nX2/jPU7fbtvrxQowMTsQPzrRj+IOotJbu+ozloX3oXCsQcEdSM9z3rz7zvek86rTl3MXFHrkXxKvmRY5LmB48glWtxhj77WGa0I/iI8ufONlJv6hlkUY9MfMK8S840ouWXoxH0NPmkQ4I+i/CusaPHElxd6jE92FKRJztt0JztXI79zgZ4HQV2EeqWcygxXULZ9HFfI66jMh4kNb/hFp9c14afNq9zZhopHiMS7izqhYL6Acck+nvVKoxciPUfi5IH/skhgf8AW9D/ALteT3TnYB1xUNtrd3fDF9cyzBMbN7Z256/0p9wweMlSCK4qkv3rZ6VFfuUir5uOlN+0EHhiDVeRiDURkraOphI049RdOTtb/eFatn4wv7MAQ3VzGB2WUlR+B4xXJNOB0NIJe9XqjF2Z6FJ40u9Q037Bc3EckZZXw8e05BB7cHp6d66+z+IlnJ5hubF0eQ8LbyAqPfnDA/TrxXhxm96ct3In3XYfjVc8kZuKPomHxJpF1IFFxEskq/vjNGULehy2AGH1pE1Gzt9UeSS8gERgUROz7vNIY4XanUnOMDmvAodcvIBhZ3+ma1rLxvf6crS2rrFcnH71UUN9AccVaqd0Tydj3O4069121ktprddO0wjJEsSm4fPVQMkIv1y3sK8IuNwJ4716BqXi+a38PQapZ+INTmjkuTa7riJY1uCE3O8Q67VJCnd6j3A4FmSReD1rmxMtU0dmEjdSKyzvGcq7A57GtSz8XatYkGK6fjsSaxJgVJqsZKUGOaseg/8ACxrq6ijF3tM8JzDNjlT3B9VPcH2PUCt3R/HumpZLbzo8UuwKZgvmbGHQgV46ZQOpqMXBzwcfQ1vGTRzyhE9v1DUbPWZIzYaysMYXlZCM5x/dxz3FYN/b6lZWi3UsdpJDkArNaqwAPXOO30rzddTmVdpkJHo3NW49dPlmKTcqnGdjHB79OlWqrRm4I7SwtJoSzGB7edzvZ4JnXap6DaCRwOOa6WBdbgYwWurxtDgP/pcKnH4jDYrhbbxrdjg3CSAjB81B/TGR9a2rTxcpt442t4QqEsDFIFI+m4dPbNP2ie7I5bbHRJrmuxatDJLp9ndR+XLGFtLnbvyBkgP7D1rm/Gepi5vYdQtrS9sbiZSJRKgUMF+6QVJBODz+FTaPqttr3jKKzub++s7eWQiExzRxrDkcli3GMZ4HJOPWsbxNNqD6jNa332rbbSvFGt0V8wAHGGCkgHp0NZ1pLkZvh1eokUYPFur2pwt3JgdMmtD/AIWBqE0PlXbCZQcrnqp7EHsa5aaMjmqTsRWMJXR0Tgkd/p3xBurRpCdk+9txZ+GPGOfyrWT4iW10kUV7paPHGchRICCfcGvJTJ1FAmI7mtlJnO4o9U1DWtBvtNnjj0947h/mUgLgHOccdq2LXUPCzzGRHe3TjKGJ1UHHoM5rxcXkgOQ5zU8erXEfSUn60+aRnY+gY/EGmSW67dSiMh4GX25H481TvLqwjvraV7iBoSHUFmDAHAI9T2rxaPxFdRDgn/vqr1j4ultJ1nEcfmL0JQZH44p877CsevDRm15v31hBZ2ed2+SBTNJn0BHy/U8+1dFo2j6foNn9nsIRGh5Ynlm+p7145P8AFHUpLLy4pvLk3A70+9it3XNV8TeHdB0nUL++vUmvzJ5kJXHkYCFAxx94q2cdunUGmphZnHydSKyLv7xoorzKR7dXYz3JxULDIzRRXfSPLrbkQ+8R2pcnNFFN7kR2Ak4puT60UUgG1c0nVrnRNTi1C02efEGC713D5lKnj6MaKKaB7DtN/wCWh9MVM7sBkHH0oormn8bO2j/DRXdiScntULdDRRW1PcxrbEWMikFFFayOaO43n1o59aKKQBS9OcZ+tFFIEdBr/i2TxFb28M2kaZam3VY4pLVJFKRrnCAFyoHJJwMk8+tQyEr0oorGtujqwvUrO7EHJNQOelFFES6hAx+Y1H3oordbHJIcabz60UUkKW4bj605ZZB0dh+NFFBKNjR/Ec2kLMjafp1/HMyuUvYPMAZc4IIII6nIzg9wanbWb7Vr66vb6bzZ53812Ixlm5PA6fSiis6vwM6MP/ERDPKxXtVKToKKKypnTWKh70zJzRRXSjhkKaSiimS9yWiiigQ0kg8cVqX/AIn1jVNJttMvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1oopDP//Z", "info": {"video_id": "54007", "label": "putting pack of flower seeds into brown metal basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "54007", "label": "putting pack of flower seeds into brown metal basket", "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": "5f7fea1d72db07cba67b215d063b36c4640acc82078f570414be1bd0a9acdc02"} +{"episode": 48663, "episode_seed": 424192087, "split": "train", "timestamp": "2025-10-13T03:22:52.016010", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 424192087, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling salt onto meat'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "38151", "label": "sprinkling salt onto meat", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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SNxx6AH8q6jU9NexicLI8iQljH+8zsyBjb3Ax+pqr4mMlrpHn6cwRmUPK0Z6BgFPPvxn8aNhOmrM4K3J+yrntnmvUPCuoXF3pagSRsY+DuB598j/PNeSxF9hjycGu5+Gsz/aLy3Y/dbIH1H/1qJq6OOpsj0Dz5l+/bhv9yQf1xTJLiIr+8jmj/wB6M4/MZqzsJ5FQXjvBaSSJjcBxnp1rEyudHexiGNnIJx2HUnsKw7ppbMpOhAmRhJn/AGhyPwrrbqLzZS2PkjJC+7dz+HT865vVoMxtiumUNdDGMjkbb4fWN74kvtRZ5P7Jn/0yCGM43MxO6MnttYEH2Irs9MuLL+xI2tUSCORh8rLj6DjsOlcvpuvHRLpra63tYynnaMtE395fX3Hf6iug0q2uDZz3N1LbywXEuIWtzlWjJ4OfXnkdvSjXc6qMk7RZy+pMlxLd20pKRiRvMdV2kjOeT6cVTubi21Hw3cqQGnsHwEyTjPb6EEH8BXQ6fozt491m2UgxzYlUL2xgEfr+RqhqtksE11p4gKMJFJfbggbhwD3BAINRY9CLW8XqtSloZuU0SWSQlEhVU2E55OTz+Heq8OiyPaywxadHLaPBKV83GQe75HIOQPwxVy+1m3tFbSrW2jaeeRmUk5LAfLu/Enj2BNWzCNO06yu9cikjmRMx2HmZN03ZnA+6vTOeuMCqsZ1KiV2yDwv4efRNOHn7ftNyTO4HYHhB+Qz+Nb4TvTIpbiT97coXkf5ndOeT7dvwqxGUkzsYE+ncfhWMndnnmv4dthI1wSOm3+tW7uASSFsfJGcL7t3P4dKj0AmMTohw77QPYc5Nad2ihNqjAAwK6KavBGEnaRwuuQnYwxRpOrw6rYTaXdD/AEwx7cZwbhAMcergcY7jFaup2weJvWvNdbjNreqQxVuqkHByPQ0nHlKjLW56DpDy6hptq+2aAFtsayDadvcEevWuV0PTptQiv4JFaOW3uHjLD5cKDkcd6uaN49KGKLWY3mEbArdRY3/8DXo314P1rp/C11oqX9/NDqdrObw7lQtsdTzwVbHqOnpU6PY7oYnlWpw0mmbNPttMDvKpuNzRyHOwHcRz3HGMdqt3z2mneHYYjdI7iR3KoOp44z/WujvvCt5HqHnWQghgZzIZGmUbSRjjJ+tcuNI0nS9SlutZ1aK9ATy4tPsRvCqM4Bc/KOpz16mnbubSrU1qmXrW3W5bZDFapYLbqbi/6iNeoxj+P+EA8mtYSRT4a3RUhVQsaD+BQOB9f65rl59Zm1m/trSO3jtdPSXetrBwo/2m/vMfU11MUEcuHZcNj7ynB/Ospy6I4pzc2KE4qndJudjjKx5H/Au/5D+daQt51wUdXHo4wfzH+FMu7QQw7F6Due57miCuZt2POfiHpr3cmi63EP8AWQfYpyB92WL7ufqhH5VreGvA8dskQ1jYJrg7jCWIITGMEjv7e9aCvauJ9N1I7bC6KlpP+eMinKSfh0Psa1/ETxWD2l9dFlkjfy0I5BZh046jjNatO1zWjNL3dibxCEt7BhHCqQwlAqbQVCg4xiuLvpooH/tFl/fIp2LggbBljtFddrFhLqGiXwUsJntSxVmx82Mg+3OaytE0yTUfCiTSxgtFGwf5c4dSRnPXpUvc76fKlZsw9f2akNOvbFxmdd0jgZyF6H64/pWlIjQ6RZyxNiSUM7OR0JJHOeopq/Z5LmK48pRHDFIuQMb8AdffK4/Gs6/1S41y4GmwusP2VFBwMJu4OPfbnH4GhIuTklyvoWL6xsI4J7eSd7iecoVgK43E9mx3HHv0rprPS4tHsoNNixi2jEbEdC/Vv/HiR+FU7O3eyuk1XU47eS8kYDTggILnGDKw7KvbPU1px28THIDKx5LKxBP19ambsrHBXmpNJdB4TiobiNNm5xwozn0q0tvMv3Jgw9JEz+oxUdxHI6hXjAXqSGyDjtWcdzBnm3xTR2XwzIVwGs5Vx6ESnj9RWZazyG2SNTuljj/dpnGeg/rXYeOtPOp+EIZ0G6bSrzLYHPlS8Z/Bx+tU/CXg55Lf+0r5kS2kGyHecFznr7Dj8a3fQ2w7tdj9AsJ2WWFLZkMTO0sgbcqMQCRux169au6ZcS6PP9pklWS2upjHMkcnAGflI9D3rvXsoLLSorKyiRIVjbZtwBk5JPvnPWuCuJ47q0E9ypKwAbGKcK+MZwOM896TVmdkZuorsTWpZ9Kle3TMlpJDiGQDLeWeq+uf5ECnRabDLoH2NpvMJt8/d2l2blWJ+oAx0qN70ax4altSrRXkM/lLngjnaxXPUYxWjY2jp4euOGZ49sIduhUDJz/X8Ka8y24uNupwieD5Nsx+1RxzxxtL9nlG0sF9G6Z68VrfDa18yfUrvb8gkSMH3wxrZd9MsrSC7uY5ppJUfb8/DAg4PPTHT1wK6DSrWHS9Nt4ZQsVzcD7VOCNuGcDav1CgfnSlscddJRTXUuBe+KSSFJY2jcZVhgj1FWEXIyOR6il2c+1ZHKdRMirCEUYUDArDvIQ6sMDmteW1Cc28hiz/AAdUP4dvwrNuJjESLiMoOgkHzJ+fb8a7mYI818VQfZlEpHAPNZml6/f6O3mWU+1H+/Ew3Rv9VPH49a6/xTaLdWrAYIYcEV5cJZNPujaXOQAfkY9D7fWsJ76GsNtT03S/H1pBqX2y50lkuWG15LaXKsOP4W6dB0NXNS1/wvq7pJN/ahYclY4lXJBz1z715xBIrNycZrXS4tooc7gWx0qeZmqk07pmjca7p1levc6No0Nvdt/y93J86VQBgbQflTj0rHR5tU1FpJ5ZJZCQ8sjnJJyMDNUZ5RK/yAmRjhQP6V0ek6f9jtog/wDrJJU3H15z/Spbb3E3d3Z1duvSrRgilH7xFYjoT1H41Fbp8orkje6heeNL3TP7ZurSENJ5SxqGyypuC+w4PJqErsls9G0i1j3TEs5Ixsbd8y9eh/xq3P8AaI8hgJ09Rw4/Doa4j4Z6tfaiNRN7dSz7BEV3n7ud2a7yVsiuumvdMZvUxpJYrhW2MCR1U8EfUV534zsndC8Q+dORXo95DFNlmX5gOHHBH0Ncrq1s7K28+aB3xhvx7GlN6DieaWl2lwnPDLwVPY+lX4UEh5GcnvTNS8PO0zXNiwWXqy9j7EVnpc3dods9tKjDuq7gfyrCxrc6ZbSOOIu5GMd6zJ3KEnqDwq96rJf3N0QkUM7nt8pA/WtzS9FlZ1nuwODlYx0H1oaC5d0OzaEQySD95K+4+2FOBXY264ANY0KYvbdMdEdv5D+tO8U3V1p/h557WZoZRKgDqecE8is3qwudIvGMUXqAkj1rz+/1G8t9Hhv7HX9SlBuPIzOiosxC5Z4++0H5Tu9R9B6LcjcM+1dFGNr3M5s4/VLQEMMcHOax9O8SRW6x6VrcD3VjBJuglT/XWxHQrn7w9j+Fdbfw7o2NeYa2rWl+ZGH7pjyfSrnpqgiez2jW2s20s2n3sN4JIGjIjbDd8ZQ8g07wvDJYeH7q3uLaW3mLs5R4yDyAePXmvDkdlk8yJyp7Mpwa2LHxN4gt9og1m9Udh5pYfrWfMjf2kmrHoV14WvrrWpJLe1ItlhaWKR/lBcnO059/5Vz1nb6N4Lika4lg1bWXHzJESYY+/wAzfxc9hWXcaxql5ETf6ndTrjG15Tg/h0rIjgNxMI0Hzsex6UnPsXOtOSs2dHY3d3q2s/2jeTGSRmK5PA+6eAOwHpXWW69K5+xtktns4UHALfj8tdLAOKxZkTjjHNOePdG1cUuo3E/je50u51e8tLZptkbRSxosfAOSXGMYzx1J4rW8J3F/Pfa1a309zJ9llVEW5xvTlhzjjPAzjitKUPeREnoPeVLO7YzxebaTIYbmL+/G3XHuOo9xWhcafbWfhGK3M7S2dpEJEnU/eReVf/Peo9RtgVPHNc3DrjaUZ9LvYPtek3AIeDdhk3dSh7fToa6JRSWoqc3F3R1umyDVbW1nywDHCHBG5fTH51z/AIS0ab7fqunOFby5y6he6Nnj6cV1OiSWeoWsC6XepcrbkFYzhJlHOQyfj24p+gwyWHizUWnt5IhJnZIyFVcbs9cdfmP5VFjvVey0ZyN3m3mlsfLwI5QzGRMYO7jH4ZHFZWr63LPew6PGx8meUtheMIPucerfMT+Fd5rei3Gt3Fs9pA7IbgJPuTGEBPzD6Vzs2maX4b1i41PVrqO6uyx+z2EBDMoAwN7/AMPA7c0aI0lXhbm6kWm6Y2m2cF9f3Zm02BWVbWWPmeU4IRc/w+p7YrpIZJJiZJ2DSSEtIexJ6/hXFzalc+IL97i42rFCnyRRjCRL2VR+vviu1t19qxnK5xTm5O7JRZwMc+WFb1QlT+lK1rIDiK4I9pFDD+hrJ8X3lzp/h157SZ4ZRLGN6dcE81zGry+J9G0jTru51S9WW6374iuBDjaVBOPvENnH/wBekk2Z3PY36VQn6miiu4wOV1mCOKCaWMbSOSo+6fw/wriNU0+2vIX86MHJNFFc09zaOxw1zPLp915ETlk7b+SPxqX+0JyVXIAbg4oooGdxoFhAsInILynGWY5NdA4CzWQHQz8/98MaKKzkCN+EAKK8z1m+m0zxpfXlvt82OZtu4ZHK7T+hNFFKO4M6j4VDA1UDt5Q/9Cr0SQnBoorrp/CZS3M2Qli2e1YOodx6sB+BNFFRU2HEyrq0hllBZcMOjqcMPxFZtmftE93FMqv5DhVYjkjHftRRWKNDQSCJBkKAauRKMjjtRRSYEsIH9prx0tyfzYf4VV8af8iw/wD12j/nRRU9R9DjNT15tXSCOTTrGAwqqRvArqVQfwgFiAOc9OvNep6hbra2TXFszwsoztU5U/gc0UV0Q6mTMu3upLyyDyhckHO0Yrldat4pmdXXIwaKKJbFR3ODV2ttQNshPl7cgHnFaKTOgyDzRRWbLJZLiQoCWzXU6HbRrbLLjLt1JoopMRuRqPt9nx2k/kK3lGBRRWbGeb6xqp07xNqsZsrK7jkn3FLqLeAyjgg5BHXpnB7g103w+upr+51q7uX3zzNHI7YxkndRRXRS3RnI6e7UFGzXnXif93eIV7nBoorepsTHcw3ZklRkYqw5DKcEfjWpb+KNetSEh1i8VR0BlJH60UVzI2LjeJNc1BQt1qt26d1Em0H8sVm3ADXLAgEAd6KKljN3SIkj0hnUYZ13MfU5FdvbDmiipYjG8df8is//AF2j/ma87udZv72xhsbm5llhgdpF3uzElsdcnnGOPTJ9aKKqOxLP/9k=", "info": {"video_id": "38151", "label": "sprinkling salt onto meat", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0ff5ac9007ca9f20798a46d37516f0527a9e109e3e4a9beddc0d089915e8e3be"} +{"episode": 48664, "episode_seed": 4285044530, "split": "train", "timestamp": "2025-10-13T03:22:54.078330", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4285044530, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cfl lamp underneath pillow'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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kkj6V1WkeJ/sepW8d5B5JiUSbZMrnI7n29KWo+Vdz223nUpknjb/WnG9UMUyDhc5ry+fx9atarDaJJ52BnLDGAD/U0af4pitLZmuZWeSVgCAQcKMfz5pXDkZ6mkgZdxGM0uA/QVxMXj3TZGVPO2jOcshFaUPjTRujX0IPpk0xWZuyxBhjoaqXcm3aPLJk7nsaz18W6bNNsSdGH94GrRvba9JEM8TMBkgMDihb3JlG6MeTxFbRnBlXP1qGTxJbCEuZR+dfPeoavqVtdOisCoPAKk11WlrcW9gLu+wLhlyIlz8v1z3q4wbNPdO+ufFUaszbCwxkGsqfxikQ3HbskYLwSSM159c6jNJdTJuZcJvAPtWbpsVx4i8RW2kW9wUmuboJHxwg7ufYDJ/CqVMu6Sue5+HjJrU4igHVSPMwdoHc/hkV381xa6NpgkGPKUfuwesretcpc+KtC8M+HotPsCJrW1URK27mU/xEH35ye5NcN488fgtEUVyHBEEUY4QDqf1xW8YKJyzcp+h01zqxvtRE8soLM5BB7AVe+3RltqyD7o714P8A8JjcI4MUdypQcDjilj8b6jEpk8h/QMSKwqc0nexvFRirXPoBbpBGMsD+NJ9oSQMFcV4AfiNrLIYzGm3tjgirem/EG/jO1k+Y9yc1lyMpNHsw12HQpJHkOPPxj8P/ANdIPH9rk7mI9OK8q8Q6nP4i0yzcnDQswbbwecdcfSuXMWpRqRFPMoz0DGtIwZN43Pab/wAeKz5jPGetZR8cXLzBnxsU5/nXmuk6VqWpXio93NGg5dyc4H0rqNQt7XTNMMPMsg58yQ5Ymq9my4yidPa+KLi5DyPJGCei4rq4tZCwtO08JCKCdrei9PzrxCytNYu5hcaK9xdR+YIjHGhkG7rivWvDPw/8QTxLL4ivY7UHlbS1RWlx/tOchf1o9kwnUitxsPiqSbUAZWRYIxuPvj/JrXtPEFpHZqDKu9lyeR1zXnHxGsLrQtajt9Ju4JYpFy0C5d4j/tN0Oa49X8QXEmxCqFRklU7VPs5CVSLWh9FW+r27txIv50smvWiPsMq5+tfNk15q5bb9pfK914p0WpaqsgY3UpIpezYXR9LPcR3IARgc+9bZvI1OMjj3r568O67ci4T7RLKScAtnkf8A1q3tV8f3dlOY7hhu9UTIocbEStc9ja+Q/KG/Ks651RVfYHAP1rx8fEcBWP2lBnsykGs+fxtHO5/0sDPfnFRdgonsD6sBOFEuepxmqf8AaH2i5IL8lgMV5B/wk8CBmF8CTx941f03XYJGRopxJtYFtkmDilctRSPYba5A3EngZ/nTpdXVHKg5CrkkV51ceKYxatHD5gmc/wB4Yxkk/wBKp2mvm2STzZC7yEZ+bsCD/Si4uU9Wiuz5YZv4j0qxHMJBXmy+O7bzQpkVdpJ5I9OO9Wo/iJpCApJdqH9B0o3FY75gpyDzXlnxTtgwsdoOP3h/H5a2LXx/Yzzf8fEe313Zqj4muIPEMVs9q3mBC27jp0/wqop7Ey0R4xLbN5hFU5rV8EED8q9Dm8PFm4UnnsM/yqKTw2xDHy+AMk44H49BWrRkpIu+C9DttMsEmAD3NwgMjsv3f9ke1ZniLVWSK7aM4MpbP0Hat03S21sBDIuQuMGuE15wcJu3SNkk/WtG/dVi4b3OZiv71HVo7iUMOmD0rRi1vVlbd5+cf3kBrR0rw7JdQIwXqcc9/wDGujTwRcKwRoWyw4GMn8hUcqfQXPbqcoNe1VmB80D6IBVuK+1e5IJncAdCAFrrk8DPaWv2q6gc/NtjTH3j+FUJtCuicyIy/wCyeP0FDgkCqX6iacuoTsvmXCsfdq7TSory0ZZQpYA5/dt/Qc1xkWmywkEqVI9eP0rsvD1zLHKkE2SrcIT1B9KajG9huTsZlxoenJqD3qszxL9wydz64qndzx5J3AfjWBqPiC51CfAbavYDjArInvSp5cn8attLY0jHub11qVrCpJVWbHXFcuNYNvdPNbRRxycjcF5x9abJIbk7QCc9Mdau2WlXKhI5bKWGWdv3BmiKiQZxxnrUxbbKnZIs6TNeancpPdttgQd+AR6fSvSNM8Padrml2l/M0joxYruG1Tg447kcVm6J4A1G1vrW5vr23js4XEnkLly59DnjHtXoD7URMBUC4C5Hb0CjgCr16nPOatZHOz+D9Ha5YG2CgpkZPX/gNRa54B0lzbCEGKLyVIyepPU4+tdHct5UyNkqSOQFyxH9KuBfN0lgoKvA5Ygctsb/AOvQZXZ5fd/DiFUBjnwT/wA9Bj8hWdL8P7qFspsZezMdoP4V6g6bV5/dkevzMa5KOa7vvGN1pp1a5tIsyeTtUOSypuC+w4PNZtJFKTJvCvhI7JYNQXAkZNh2+mc4/SutuvCGh2VsZLgsoHqcE+wA6muW8Ba9cSS3dxqFxPPtVCgZu5B4q7r2vGQvIzKGAOFH3UH+PvWkUrXBJyZk/wCiWssvlqsYJyFHYe/vXIeIb2K4cxiTOepFZ+s69JcXDLCSseeWH8VYpdnYMT+dZyl2OuMUke2eBvHmh6HpI0yGNoAV3My4HIHY9zWj4q8f3MkQsNHxb+bwzA5YD1Jrwi1ctcBl6qcBj0r0vwhpJvLiOWYkheTJJ0H0HeqTZjOEb3Oj8MeG4hYTXl6POkkbO6XPP+NdbDommzWd1GbWMs8QxlcAgHnAHtU0aiK2ZVLBegbHJ+gp9hP5FxFK67VU4ZnOWIqk9TBvU5iXwVpMoJMO0ep+Vfy71ky+ALR0YwOfqw2rXf3cLW9ychQO0jnOR2IFcz4wurmw8PyXNnLJHKJUAlzjgk8AVLQ1JmBB4EZH+SVSg644A/GsLX/Dl7cXcUrROFlGV+XgitXU9SvItIh1Cz1/UZgbj7Pm4RUWYhcs8Y67VPynd6j3A9F2pLq4yFISIcbMmpaTCU31PEG8F3bglYXI74UmpLbwLdTQO3kPhOp6V7o4GduAT6Ebj+Q4qKZdts+AQ23PGM/4CnYXtGeOQ/Dq5lhZzAyjHBbgH/Gop/hpeociMrkfT/65r2wDK4GdxAztOT+J7UxfmHydcc7D/NjTsLnZ4q/wu1BVhJPznkJuJYe+O1Tn4XXRMfOXKnI3ZI+p6CvX5wTsCgkdDg4UfU96SRQZlPBQDBzwg/DvSsh88jx7Ufhpe2kMCRRCQvGHYpz196w5vBt/CpLWz8dcDNfQLRibThuG4wtgM3A2n29Mj9aoyIJYsbS4HX+FKGhqozwI6JcwSfMjKR+Yr034bW8H2bUjqG1VTyyvmHOM7s8fgKqeat541uNKu9RntrVptkbQPHGkfQkkuOmM8dSarWUlxDfanZzvNi3l2KkwAZcEj5scZ6eoqdtSruasdlqutaVbI0dpbrPIOMtwo/KuI1HUZrpmeaQEdkHCj6DpT7q4AHXtgVg3dxtyM/hUubNI0kijqt4wACnnpWHEv2m6VPmZge1ai2s2o3XlxjLYLfQAZNLpNn/pG3G8g5IHCj8aa7lSfQ9L8DaTH5BkZN2MEgdPxNd+8EYkjKxjaQR8uFX8+prn/Cca/YFQYfjoOEX/ABro7gFo1fCttP3m4UewrVHHLcklgS702MBARCxUhflHPf8ApWZJptrJGwEQz3EQx+ZrZsnEpkiZtyypjcRhFPUVBLC6ymGQMzDqijAFAloYMnh60kUbUUN3CDcfzpLbQLa1mSXA3BtwX7zH6ml8Z3N5pvhp57WdreQTRqDDxwSc81x+rzeJ9E0jT7u41W9jkuy/mRbceVjaVBOPvENnH/16m6uXrY8OW4lEhAc801pGbOT2oopI7Vseg/DHS7W7v5buZC0ttGHjz0DE4z+HavXljRbYSsBK6nKmT5tpPcUUU47nNV3FkYpaxMOWbkseTUUxMTRlfvOMljyaKKtmbG3uQNisRxkkdTUkcz2TRNAdrEDcSM7vY+1FFMOhpX1lBahZIkwZASQecfSvIdV1CfTPGN5e2+3zo5m27hkcrtPH0Joorlqv94a0/hIdFme2trsxHBOwZ/OsbW7+4ICb+GPNFFbx+BGsNyt4U0631bxNaWl2GaF5PmUHGQOcfpU/jDTbTTNbmgtIvLiB4XOcUUUxy3M/T41AEmMkHAz0r1vwl+6gMoJLkcFucfSiil1Insd5CzfZFlLEuxwSe30pmxbeRigyx7tyRRRTOVmtpyi6iEU48xVyVLdV+lcZ8QWP/CMSDsJo/wCZoorGs9jej1PPtV11tYigjl06xgMIVI3gV1KoOigFiAOc9OteyQxA30rMzH5BwTxRRTgZ1Og+ImVmU/Ko7LxUUj/6LMNq7VXhccH60UVqQPtD50I3fdCg7RwKbD+9jdm6IThRwKKKAGTANFHKwBIJAHYUkn+r88gM/QA9B+FFFICa3bZdWpID/aPkkDcgg0SWyfaJlYsyo5UBjxiiilPYa3PJdc1T+zfE+rRGxsruKS43GO6h3gFRwRggjr0zg9waq2F9cX1zqN3cSb55nEjtjGSc0UVj0N4/EVbyVwTg1kzsWOTRRSOhG54TtYpzqLuCSkAxz6nn+VVdNjSW9lDKNqnhR0oorVfCYS+I9Q8KMZbdVbhE6KOBXUMBJaSSOoJXhV7D8KKK0RzS3G2Q+0wqJPugcKOBV2O6klhkjcKRGQFOOR+NFFTP4WOPxI5L4g/8irJ/13i/ma8xvNZv7ywisbi5llhgdpF3uzElsdcnnGOPTJ9aKK5aex1VNz//2Q==", 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", 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e9RWAILqcAjANVDR3IktUWEiVFCqAABjAocelS4AHaoS6qSScCm2MFQH1z70jRZORzUb38KqTn2qtdamkSoFPLUrlWJXB3YGKatu0rBVySeAB3qpFdGZwe7V09lbC0t/MlIWTblif4B/jTjByJnLlRjXWmTWybyVZRwxB6H096oHrU91qJ1TUVSMlLWDOP9o0MqmnViovQKTbV2Z1zASN6HDDkfWqDabb3VuLoxCNj98Dg574NbMiZGBWRcRGObaxPlschc8A1mk21YqotDvTeRqSMjj3qNr5D8ob8q8c1Tx/d2U5juGG71RMiqI+I4CsftKDPZlINNshK57Bc6oqvsDgH61nvqwE4US56nGa8fn8bRzuf9LAz35xVT/hJ4EDML4Enj7xpXZaij1/+0PtFyQX5LAYrRtrkDcSeBn+dePabrsEjI0U4k2sC2yTBxW9ceKYxatHD5gmc/3hjGST/SgbXY9Fl1dUcqDkKuSRUsV2fLDN/EeleU2mvm2STzZC7yEZ+bsCD/StVfHdt5oUyKu0k8kenHei4cp6THMJBSMFOQea4GP4iaQgKSXah/QdKfa+P7Geb/j4j2+u7NOwrGP8U7YMLHaDj94fx+WvIpbZvMIr2fxNcQeIYrZ7VvMCFt3HTp/hXHzeHizcKTz2Gf5VrG9jGTSdjzya1fBBA/KvS/Beh22mWCTAB7m4QGR2X7v+yPaqUnhtiGPl8AZJxwPx6Ctc3S21sBDIuQuMGrhZPUTd9jC8RaqyRXbRnBlLZ+g7V53Ff3qOrR3EoYdMHpXTa84OE3bpGySfrUeleHZLqBGC9Tjnv/jQ9XqXJ2SM6LW9WVt3n5x/eQGrI17VWYHzQPogFdWngi4VgjQtlhwMZP5CryeBntLX7VdQOfm2xpj7x/Cj2a7C9r5nIxX2r3JBM7gDoQAtb2nLqE7L5lwrH3alm0K6JzIjL/snj9BRFpssJBKlSPXj9KXKhqTOz0qK8tHWUKWAOf3bf0HNdVJ4+tQSFZjj2rk/D9zKjpbzZKsCEJ6g46fSvMrqxuorl/LkkDbjyGPFJxWlhxeup7nc+PrcwkRtk/SsC48dz4IixknuO1eRumqs+DcTlT/tGut0LQHgt0u7+6lkP3vJJ+XHbPc/Sj2bZopROo/4TK5dViBUEsSxIrd0zXHlaRGnhA2qMk4ycjpXlGrSRTXxgt5vs8jMFjKHksfauh8LeGPHGpTmCGNYYI22y3V6m1Vx1Hqx9hR7NlucUtTv9W8TNZKscTIzkZODnGT/AIUyw1+JhALiVPMCl3+bucY/rUur+B4rDw3cTzauPtaoWF3OojiVv9lByfxNeIG919i7EIRnqU/lUulJExqwex9BR6/azSECQYAA61e/ti2jhDGRcdetfN7y67bQrJNMVDjKrtAqqL3V0JzdzAH3pezYXifTEGsW1zuCSA/jUNxfx2X7x3UB+nPXFfP1hq+pRsqvcSlO/NbHiTV7mXRrSSB2EkZYFWyQBx09qHBpA7Hr3/CS2xYKJVHvms+/8TQLuVG3Ec4FeI6Hdapqt8YmKCJRmSUgjaPQe9b2sXptbbyod21B94U1Tb3EuXodtceLI/uBdpx/EcVBaeJ01C5ZFH7xG2bQCST7V5XqWpSRwRv5uN5RgevHOTXpXwftbLS7WfxVqM5d5pGgsIWPLEf6yT2HO3PYA+tUqaYTkoo9T8OacViivJVBd0BgjP8A6GfbniqnibX41P2CCUbS2JH/ALx9KyL74hW0kt/BaBRMAF84dAO+P8814zqfjk3Fy0sMdz5YJCN0J9T+Nbq0Foc6TlL3j2CwvoltWYyLkgkfnV+G7VmHzg9O9eBf8JlfYWOOKdl7K2OlSH4hatAcRRBSOu7BrkkpN3Z03ij35ruP+8B+NVr3EseAQSRwa8H/AOFg6pJMHkjA9g2K6jRvH11PPGsiqEPGCKSgwurFjX/Dl7cXcUrROFlGV+XgislvBd24JWFyO+FJr3AokuschCEj6bM1YcDO3AJ9CNx/IcVuo22OLnZ4XbeBbqaB28h8J1PSrkPw6uZYWcwMoxwW4B/xr2OZdts+AQ23PGM/4CpAMrgZ3EDO05P4ntTsHtGeJz/DS9Q5EZXI+n/1zSP8LtQVYST855CbiWHvjtXtS/MPk6452H+bGo5wTsCgkdDg4UfU96dkLnZ5AfhddEx85cqcjdkj6noKZqPw0vbSGBIohIXjDsU56+9ewyKDMp4KAYOeEH4d6kaMTacNw3GFsBm4G0+3pkfrRZD55Hz9N4Nv4VJa2fjrgZqqdEuYJPmRlI/MV77IglixtLgdf4Urg387UfGV5pbanLbQAyeUsMYILKm4L7Dg8mpaKVRlz4bW8H2bUjqG1VTyyvmHOM7s8fgK3tV1rSrZGjtLdZ5BxluFH5VwmgX89zDP58xcAKQOwzmp7q4AHXtgVPPbQpU+d3YzUdRmumZ5pAR2QcKPoOlctqt4wACnnpV67uNuRn8KyVtZtRuvLjGWwW+gAyam7ZsoqKMuJftN0qfMzA9q9g8DaTH5BkZN2MEgdPxNeaaTZ/6RtxvIOSBwo/GvavCca/YFQYfjoOEX/GtImFR6HQPBGJIysY2kEfLhV/PqanlgS702MBARCxUhflHPf+lR3ALRq+FbafvNwo9hVqycSmSJm3LKmNxGEU9RWhz2MaTTbWSNgIhnuIhj8zVOTw9aSKNqKG7hBuP51vSwusphkDMw6oowBWB4zub3TfDLz2szQSiVFHk8cEnPNS7LctNhbeH7a1mSXA3BtwX7zH6mq1n4N0y633DKwDOTtVcY/Oua1LVL610eK+sfEOpOr3H2f97GqCYhcs0eOdoPB3eo+g6e515YdPWCJivHzyMcn6D/ABpx1Ks2zC8QaRo9i6x2yq8gb53JyF9vrXPanfQRWpAkAGOmetVfEmvrChUAE/wL/WuBmvprlyZGJJ/SlOXY6oRsjp/DWqaZp3iH+0b6IyFOY+MlT7e9e1J8TNNu7RrqJd7hAQrt8qde3c180eYUTrkk4966DQopJnWIFgnTYnU/Wpi2KpGMtzvJbvU/G+so15PIbcSfJCo4x9K7qLQtPid4RbRthcfKuSfxNVPDGlpY2ScYkbBKJ/U1tzMfPHDOMYIBwoq7nPK2yKOteGNKu7lZPsqBWjXb5a5OMevTrmsC78CaWxUJlG9B8xP413Y/0nTAgAZ4CdyIcfKf6A1QIyu0nkfwR/40SEpPocDP4ARZMpIq/wB0H5mqHUfCkNrYGG4kczS/6tVOc46k+gq5/aVzN43utKuNWu7K1abZGYZY0WPgEli46Yzx1JrlNd8Q6np9zd2dzNcM0crRqLjHmIAcc44z0zjipVr2ZpFtuxb+y2umQC3gKg9WIPU1lXF1ChO4qR6Vz0t9NIDJJIRnpzVCS+J+Xkn603Kx0Rii7rOqWzqqLAjAdiB/KqcWu37hLa3A2Y2qiDAA9PaoobC5vZg1vZ3FxjlhFGX2qOSeK6jQ/Cmoa2Xm04wRJGQFdzjB9OOtEb7oU2k7Gp4VtY3u7SwuJnM9xknYMtgAn8B711qeC9IitJV8kyMRkksMj6noKt+GNCOg6cbeadbu6ZmaSVVA6/w7uu3jpWumGWRcoQOwHyr/AI1RzTnd6GFZ+CdFljuHWD96ICU2nPP1+lc8/wAOrGRj5crD2UZ/NjXeWE4jnhdtzCJhkkbVA+nfin3tuYbuRMMyg5XPCbTyPrxQ1dE3Z5XL8OW3P5MqOR0VRk/nUcHgm/ilwir/AMBOT+fau08T3M9loskttO6SCRADGMAAnkVia3D4i0PRdOu7m/vBJeF/MhC4EONpUMcfeIbOP/r1nYpSZ63HEDqM7MzH5ehPFOiJlZlPyqOy8UUVSMSKR/8ARZhtXaq8Ljg/Wn2h86EbvuhQdo4FFFMY2H97G7N0QnCjgUyYBoo5WAJBIA7CiigBJP8AV+eQGfoAeg/Cprdtl1akgP8AaPkkDcgg0UUIAktk+0TKxZlRyoDHjFeQ63ey6Z41vru3CeZFO20MMjldp4+hNFFYzeppDYpaISkd2q8BdoH60y8lcE4NFFSzop7GTOxY5NbnhO1inOou4JKQDHPqef5UUU4bjqfCVdNjSW9lDKNqnhR0r1Dwoxlt1VuEToo4FFFarc55/CdQwElpJI6gleFXsPwptkPtMKiT7oHCjgUUVRiXY7qSWGSNwpEZAU45H41yXxB/5FWTPP7+L+ZoorlrfGjppfAzznV9dbVYYY30+ygMKqkbwK6lUH8IBYgDnPTrUOr39wGcB8BeAKKK6KezHHc4O8uJbiVnkbJ3YrsbXw5pp+Hv9ptCWu2kY+YW6AcYHtRRTNZHFRorXAUjjOK7Dw3GDdeWCVXI6d6KKGS9j2TS3ZjHADtjx0WtCeMTBg2QqHhQcCiimcstyS2mkSdPLbYF7L3+tX72KOKGOSKNUMgJYKOKKKip8LHT+JHjOuas2neKNWQ2Vndxy3G4pdRbwGUcEHII69M4PcGuB8Y3txd3SXk8haed3kkbpknFFFZQZ0faObM8jIuWJ4p1sPMuVVuQRmiiteho9j6H8P6Xb6bptpbWu+OMIshw3LMQCSfWteNEW68lEVI1ydqDGT6n1ooq4nHL4iNT5ryBvuqCdo4FNgcvHIzAYTkLjiiimSQwoHndnJbAyFJ4rW01BqkMkV186w8xkcEe30oopob2OT8c/J4eZVAA82Pp9TXBXetahf6dDp91dTTQQO0i75GYktjqSecY49Mn1ooriTd2b20R/9k=", "info": {"video_id": "94291", "label": "pretending to put cfl lamp underneath pillow", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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e9RWAILqcAjANVDR3IktUWEiVFCqAABjAocelS4AHaoS6qSScCm2MFQH1z70jRZORzUb38KqTn2qtdamkSoFPLUrlWJXB3YGKatu0rBVySeAB3qpFdGZwe7V09lbC0t/MlIWTblif4B/jTjByJnLlRjXWmTWybyVZRwxB6H096oHrU91qJ1TUVSMlLWDOP9o0MqmnViovQKTbV2Z1zASN6HDDkfWqDabb3VuLoxCNj98Dg574NbMiZGBWRcRGObaxPlschc8A1mk21YqotDvTeRqSMjj3qNr5D8ob8q8c1Tx/d2U5juGG71RMiqI+I4CsftKDPZlINNshK57Bc6oqvsDgH61nvqwE4US56nGa8fn8bRzuf9LAz35xVT/hJ4EDML4Enj7xpXZaij1/+0PtFyQX5LAYrRtrkDcSeBn+dePabrsEjI0U4k2sC2yTBxW9ceKYxatHD5gmc/3hjGST/SgbXY9Fl1dUcqDkKuSRUsV2fLDN/EeleU2mvm2STzZC7yEZ+bsCD/StVfHdt5oUyKu0k8kenHei4cp6THMJBSMFOQea4GP4iaQgKSXah/QdKfa+P7Geb/j4j2+u7NOwrGP8U7YMLHaDj94fx+WvIpbZvMIr2fxNcQeIYrZ7VvMCFt3HTp/hXHzeHizcKTz2Gf5VrG9jGTSdjzya1fBBA/KvS/Beh22mWCTAB7m4QGR2X7v+yPaqUnhtiGPl8AZJxwPx6Ctc3S21sBDIuQuMGrhZPUTd9jC8RaqyRXbRnBlLZ+g7V53Ff3qOrR3EoYdMHpXTa84OE3bpGySfrUeleHZLqBGC9Tjnv/jQ9XqXJ2SM6LW9WVt3n5x/eQGrI17VWYHzQPogFdWngi4VgjQtlhwMZP5CryeBntLX7VdQOfm2xpj7x/Cj2a7C9r5nIxX2r3JBM7gDoQAtb2nLqE7L5lwrH3alm0K6JzIjL/snj9BRFpssJBKlSPXj9KXKhqTOz0qK8tHWUKWAOf3bf0HNdVJ4+tQSFZjj2rk/D9zKjpbzZKsCEJ6g46fSvMrqxuorl/LkkDbjyGPFJxWlhxeup7nc+PrcwkRtk/SsC48dz4IixknuO1eRumqs+DcTlT/tGut0LQHgt0u7+6lkP3vJJ+XHbPc/Sj2bZopROo/4TK5dViBUEsSxIrd0zXHlaRGnhA2qMk4ycjpXlGrSRTXxgt5vs8jMFjKHksfauh8LeGPHGpTmCGNYYI22y3V6m1Vx1Hqx9hR7NlucUtTv9W8TNZKscTIzkZODnGT/AIUyw1+JhALiVPMCl3+bucY/rUur+B4rDw3cTzauPtaoWF3OojiVv9lByfxNeIG919i7EIRnqU/lUulJExqwex9BR6/azSECQYAA61e/ti2jhDGRcdetfN7y67bQrJNMVDjKrtAqqL3V0JzdzAH3pezYXifTEGsW1zuCSA/jUNxfx2X7x3UB+nPXFfP1hq+pRsqvcSlO/NbHiTV7mXRrSSB2EkZYFWyQBx09qHBpA7Hr3/CS2xYKJVHvms+/8TQLuVG3Ec4FeI6Hdapqt8YmKCJRmSUgjaPQe9b2sXptbbyod21B94U1Tb3EuXodtceLI/uBdpx/EcVBaeJ01C5ZFH7xG2bQCST7V5XqWpSRwRv5uN5RgevHOTXpXwftbLS7WfxVqM5d5pGgsIWPLEf6yT2HO3PYA+tUqaYTkoo9T8OacViivJVBd0BgjP8A6GfbniqnibX41P2CCUbS2JH/ALx9KyL74hW0kt/BaBRMAF84dAO+P8814zqfjk3Fy0sMdz5YJCN0J9T+Nbq0Foc6TlL3j2CwvoltWYyLkgkfnV+G7VmHzg9O9eBf8JlfYWOOKdl7K2OlSH4hatAcRRBSOu7BrkkpN3Z03ij35ruP+8B+NVr3EseAQSRwa8H/AOFg6pJMHkjA9g2K6jRvH11PPGsiqEPGCKSgwurFjX/Dl7cXcUrROFlGV+XgislvBd24JWFyO+FJr3AokuschCEj6bM1YcDO3AJ9CNx/IcVuo22OLnZ4XbeBbqaB28h8J1PSrkPw6uZYWcwMoxwW4B/xr2OZdts+AQ23PGM/4CpAMrgZ3EDO05P4ntTsHtGeJz/DS9Q5EZXI+n/1zSP8LtQVYST855CbiWHvjtXtS/MPk6452H+bGo5wTsCgkdDg4UfU96dkLnZ5AfhddEx85cqcjdkj6noKZqPw0vbSGBIohIXjDsU56+9ewyKDMp4KAYOeEH4d6kaMTacNw3GFsBm4G0+3pkfrRZD55Hz9N4Nv4VJa2fjrgZqqdEuYJPmRlI/MV77IglixtLgdf4Urg387UfGV5pbanLbQAyeUsMYILKm4L7Dg8mpaKVRlz4bW8H2bUjqG1VTyyvmHOM7s8fgK3tV1rSrZGjtLdZ5BxluFH5VwmgX89zDP58xcAKQOwzmp7q4AHXtgVPPbQpU+d3YzUdRmumZ5pAR2QcKPoOlctqt4wACnnpV67uNuRn8KyVtZtRuvLjGWwW+gAyam7ZsoqKMuJftN0qfMzA9q9g8DaTH5BkZN2MEgdPxNeaaTZ/6RtxvIOSBwo/GvavCca/YFQYfjoOEX/GtImFR6HQPBGJIysY2kEfLhV/PqanlgS702MBARCxUhflHPf+lR3ALRq+FbafvNwo9hVqycSmSJm3LKmNxGEU9RWhz2MaTTbWSNgIhnuIhj8zVOTw9aSKNqKG7hBuP51vSwusphkDMw6oowBWB4zub3TfDLz2szQSiVFHk8cEnPNS7LctNhbeH7a1mSXA3BtwX7zH6mq1n4N0y633DKwDOTtVcY/Oua1LVL610eK+sfEOpOr3H2f97GqCYhcs0eOdoPB3eo+g6e515YdPWCJivHzyMcn6D/ABpx1Ks2zC8QaRo9i6x2yq8gb53JyF9vrXPanfQRWpAkAGOmetVfEmvrChUAE/wL/WuBmvprlyZGJJ/SlOXY6oRsjp/DWqaZp3iH+0b6IyFOY+MlT7e9e1J8TNNu7RrqJd7hAQrt8qde3c180eYUTrkk4966DQopJnWIFgnTYnU/Wpi2KpGMtzvJbvU/G+so15PIbcSfJCo4x9K7qLQtPid4RbRthcfKuSfxNVPDGlpY2ScYkbBKJ/U1tzMfPHDOMYIBwoq7nPK2yKOteGNKu7lZPsqBWjXb5a5OMevTrmsC78CaWxUJlG9B8xP413Y/0nTAgAZ4CdyIcfKf6A1QIyu0nkfwR/40SEpPocDP4ARZMpIq/wB0H5mqHUfCkNrYGG4kczS/6tVOc46k+gq5/aVzN43utKuNWu7K1abZGYZY0WPgEli46Yzx1JrlNd8Q6np9zd2dzNcM0crRqLjHmIAcc44z0zjipVr2ZpFtuxb+y2umQC3gKg9WIPU1lXF1ChO4qR6Vz0t9NIDJJIRnpzVCS+J+Xkn603Kx0Rii7rOqWzqqLAjAdiB/KqcWu37hLa3A2Y2qiDAA9PaoobC5vZg1vZ3FxjlhFGX2qOSeK6jQ/Cmoa2Xm04wRJGQFdzjB9OOtEb7oU2k7Gp4VtY3u7SwuJnM9xknYMtgAn8B711qeC9IitJV8kyMRkksMj6noKt+GNCOg6cbeadbu6ZmaSVVA6/w7uu3jpWumGWRcoQOwHyr/AI1RzTnd6GFZ+CdFljuHWD96ICU2nPP1+lc8/wAOrGRj5crD2UZ/NjXeWE4jnhdtzCJhkkbVA+nfin3tuYbuRMMyg5XPCbTyPrxQ1dE3Z5XL8OW3P5MqOR0VRk/nUcHgm/ilwir/AMBOT+fau08T3M9loskttO6SCRADGMAAnkVia3D4i0PRdOu7m/vBJeF/MhC4EONpUMcfeIbOP/r1nYpSZ63HEDqM7MzH5ehPFOiJlZlPyqOy8UUVSMSKR/8ARZhtXaq8Ljg/Wn2h86EbvuhQdo4FFFMY2H97G7N0QnCjgUyYBoo5WAJBIA7CiigBJP8AV+eQGfoAeg/Cprdtl1akgP8AaPkkDcgg0UUIAktk+0TKxZlRyoDHjFeQ63ey6Z41vru3CeZFO20MMjldp4+hNFFYzeppDYpaISkd2q8BdoH60y8lcE4NFFSzop7GTOxY5NbnhO1inOou4JKQDHPqef5UUU4bjqfCVdNjSW9lDKNqnhR0r1Dwoxlt1VuEToo4FFFarc55/CdQwElpJI6gleFXsPwptkPtMKiT7oHCjgUUVRiXY7qSWGSNwpEZAU45H41yXxB/5FWTPP7+L+ZoorlrfGjppfAzznV9dbVYYY30+ygMKqkbwK6lUH8IBYgDnPTrUOr39wGcB8BeAKKK6KezHHc4O8uJbiVnkbJ3YrsbXw5pp+Hv9ptCWu2kY+YW6AcYHtRRTNZHFRorXAUjjOK7Dw3GDdeWCVXI6d6KKGS9j2TS3ZjHADtjx0WtCeMTBg2QqHhQcCiimcstyS2mkSdPLbYF7L3+tX72KOKGOSKNUMgJYKOKKKip8LHT+JHjOuas2neKNWQ2Vndxy3G4pdRbwGUcEHII69M4PcGuB8Y3txd3SXk8haed3kkbpknFFFZQZ0faObM8jIuWJ4p1sPMuVVuQRmiiteho9j6H8P6Xb6bptpbWu+OMIshw3LMQCSfWteNEW68lEVI1ydqDGT6n1ooq4nHL4iNT5ryBvuqCdo4FNgcvHIzAYTkLjiiimSQwoHndnJbAyFJ4rW01BqkMkV186w8xkcEe30oopob2OT8c/J4eZVAA82Pp9TXBXetahf6dDp91dTTQQO0i75GYktjqSecY49Mn1ooriTd2b20R/9k=", 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", 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", "info": {"video_id": "94291", "label": "pretending to put cfl lamp underneath pillow", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "27304542bcf010b86b7a7f149addd5fcb3d8a5e74e8f15c185fe879bac882c44"} +{"episode": 48665, "episode_seed": 2851898679, "split": "train", "timestamp": "2025-10-13T03:22:56.088923", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2851898679, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 kettle and a tea cup on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "100830", "label": "putting a kettle and a tea cup on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "100830", "label": "putting a kettle and a tea cup on the table", "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": "5fb94596fb9f8da0b3b230530ed7020e22df700fdcab1be94237bd4eecd17dc2"} +{"episode": 48666, "episode_seed": 4051336774, "split": "train", "timestamp": "2025-10-13T03:22:57.431277", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4051336774, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle of perfume on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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iG0kdTpWkPdqhjZyCckAV1B0uC3thGIgzAck8810GmaRFYWSwxNHkdex+lV9Uspmt38jKucbT75FP2aWtjJTexyF3YtG24Dis2eNsswHzCuzuIFfI4NZM9inPHeocAuc3Flm5xwOanJwnNTTwLAxKjvzVZjng0gKd5dXNuyLbW5laQlcj+E9s1m2/jF7eUxXkRUqcErXa+HBEb2RZGTBwQG7+1Znj3wlFNKdStUCCQ4kwOFb1+hrSMFKOpom4q6Z0Pgy6tr+3nv4GU7mEecc8DOD+ddjC2W4NeffDE28ehTWDuq3Uc7O6BuSDjB9xXocEYAHFWo8uhlJ8zuWpYTPaSRjksvH1rIt9HlmctO6xr0C5rZRnXA2nn05xSMAOR+VRUpRm7scJuOiII9KsYZlm275FXarEfdHtUriDyzgHPSoYbkyTTIybfLIAPrkZpZDz+NONkrIUrt6lKV4UkAMZLjuaUTjvGvI6Gi4j3sCDg1G3StEzNkNxKDn5Fryjxh4QjXT472xUq0Y2yr7djXqM+7565PQrqS+0uYXTib+Da3oc9fyqW0tzamrpnn3gfVX0vxJFFc+Y8UoMWwc7WOMHBr2mHyXzt2DnOK8V12Obw9rUN6qpujYSW+4ZDDPQ12ehfE2x1GdLfU9LMEjcefA+V/EHkfrQ12Je+p6IqFeRjp0zirHRfmBUkdSKoW9xZXAxBeISf+Wchwf1qwxuIwBzt9ByKm4WGSXWLmOFkPzKxDemMf41k6pfKm4Lzxg1Jqk8sdu8kSDI4JHBxXGzahK7ENgkE8N8pqJOw0iW8zKQ3VgahH3BnIqu97gnII96eJlcbg3BqLjsJI3zEZPArnPE7bvsv/Av6V0RPXOK5nxQdptsH+9/SqW41uYWaTNM3UoNWWT28TXE8cK/edgo+pr2Xwp4Kih0t/tKAySDqRXB+BfDz6rqazspEcZyp9692jVoEAIwBgdOtFrmcpamWmhoi4LYXoAtSJpsMIICZBOTnvWm4wpI/Gqy3EbXJg53hN+MdRnH9KlU4Rd0hOcmVzFGoO1AMDjFZ1zvkIJO3b/D61tu6Jn5ARVK72OA3lrkGtCDN35GCKoXwyjdOla7mIxAbMH+tZV0ASwOTxQwR4oXz3qNpKh3mkyTU2OnmHqDLIFHevXPCXjDw7Y2cUN5bG2uEGzcgyuB3ryqxxvkPXYMfialMhVsitowVrs5pzd7H0bZ6pp2rwCSyvY5FI6ZGfyqZ7c4HcD0NfMd3O8ULPE7I3ZlOD+YrS03xv4l0tVWHVJ3QfwTHzB+tJxsCd0e9zQAcMoIGfvD+tZt1aoY8KrL/unNcRYfFfUQAt/YwTju0ZKH8jkV0Vn450jUoZX+zzRPEAXUgZwfTnmp3GZ+pWzx7ijg+zDFYYuiMh1Ofbmu5aawvU2rMFZlDBJBhsEZBx71wq6Omp+MbnTJNQktUxL5Xkpu3MqFgvoBweT6e9Q4DUiP7WrXUSbmBOeBkV6EDDc6Jb2zkjzUIZT/ABc143oBu73WbeMl5HYgAMfWvXdYRbPTAsWSYVVWPrnjA+v8qL2R0Qs1qcBZ6/aeCvFNzDdW01zZyIPLkjIDYJ6jPWvSNJ8Z+G9RijaDUHtmfotwpXn69K+f9buXvNZmOd2G2LWoVEUMcYPCgCtoxvqc1RqLsj6TglWVQ8FxFMOoMbj+lPM0xJ3jcPcZr5uttRurNxLa3EkLr3RsVrWPxU8SWFy0ck0d1EnaVOfzFJxsKMrnubEg9h1ztPNMZnOMOvuGGDXnum/F6yusDUdNkibu0Tbh+VdNZeLPD+pYFvqKRsf4Jfl/nUDNOR5QclTgHtzTDMh46E0/ZvGYpEceqtXP+Lrq8sdFea3keJ/MUbh157VVhM2JmVUPPavNNOcwaMGZuZDu2DqQOmPetHV7qa30OLUbDXNRlDXBt8zxqizkJlnjHXapwp3eo9wOXn1iHy3IPIXauOw6E/j0FTJXRpSlyu5ieLtUa+ljR9rENuDAdBjGB7f4ZrP05Sls0h6scD6Cqt+7XFxnHJOAB29q0NohgSMdFGK0grIirLmdzWi8QXyQmOV1niIwUlGcj6jmut0v4m6daJFb3drcWigYBhbzUH4HmvON3OKpXHz3AHoM0OKIi2fQMGu6Vr1uVs7+3ncjoDtcfgea5XVdMuraVmw2wnqwyK8qj3Bwc4966TTvFesaegjF48sOMGOceYuPx5/WsZRNUzZdpI87lIz/AHTxUXnAEbQCfUcGrNleQ6rMZfOhhXyy7xs+PmH8Kjrk54qebS1f7k0Ltk/KGwfwPeo5bAmVPtZUcsT7MOfzFYXiG4Ext+MEbv6Vq6LZW974s/srVL26s4JZNiyxyxIsZ6ksZOMYzwOScDvXPa3DNaaxd2cwnU287xhbgASLg4+YLxnpnHFUo9Rp6lIc1JCIvOTz2ZYsjcVGTj2p8Fs8xyFOAcZqncSFpzDHyd20YqkrsbZ754IuvDqWEMdjq0SzOMeVONjH867gJOqh88divINfMrL5aIg6KMVqab4o1jSGD2WoTIBxsZiyH/gJ4rV0+xhz9z6BefccMijjqBtNVHRVlMiqQzAJuIzgZzXlmnfGe8jn8rVNMhnRTgyQNsb8jkV2Gn/EPwxqoAF29nIf4bhdoz9eRUNFo3pJH2Z8st7pzVOa5wSMdKuKUuE8y2ljmQ9GjYH9RVadWGRIoI9HGaVgKzuGJOcA9qpTAHOcZrO8VTy2WjtNbPJC/mIN0bds1ia9a+INE0TTL27v7oS3hfzImTHk42lATj7xDZx/9egR5hSuxSIsOtFFI2Zc04Y04N3Ykk02Q8UUV09Dle7K19/qB7kU1fvgdqKKiRUdjTVR6d6lhZoJt8TFGHcUUViUaUBe5ulmmkd5OPmY5PAwPyFPtdRn07xDNewlTNEx27xuHzKVP6E0UVUSWdL8OrC2GrzS+WC8aqFJ7da2fG11LFoExQgFgST7ltv8qKKvozoh8B4fZqH1UbufnJ/Ktic/NRRVx2Oee5XyfmqgP9dMf9qiikxRLtuilScc5qwygKCKKKxe5aOpsdRul025vBIwuDCMOGI2kOoyOfTilu/EWpXugmK5nEq+Yh+Yc8E0UUxC6v4jfW4II5dM0+3MKKkb26OpVBnCgFiAOc8DrzXC+a7IQTxn+VFFMpEUKhrtc9uatTk4NFFaR2IluVlJLfjUEn/Hy/sKKKGC3J7T5i2fSre0baKKyluUJEBmtjTB5jZYk7QQMnpRRSW45bGl/ag026uo30+wvYpXVmS8h3gMo4IIII6nIzg9waypC2s6/JdXztJNcOZZW4G5j/Ie1FFVIUNza1S1hsfDxNugUmNOf98nP8sVwWmjzNSUtzgk/jRRTgVUNiUndUSnr9aKK1MShGAXmz/eq3bIPn68GiisWaIu299d2Tl7S5lgYd43K/yr0ey8Tap9pSN5xJH9mDlXUHnA/HvRRUxHIveLH+0eF/NZVDGWM/KMdzXC6hrmo32nQafdXc01vA7SKJJGYktjrk8428emT60UUxH/2Q==", 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", "info": {"video_id": "68970", "label": "putting a bottle of perfume on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "68970", "label": "putting a bottle of perfume on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cdfd778c5af8654b7bce10974b7a90af155c4c2f95ed66cb9006aaf008443994"} +{"episode": 48667, "episode_seed": 425727288, "split": "train", "timestamp": "2025-10-13T03:23:00.776662", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 425727288, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a hair clip with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "4984", "label": "approaching a hair clip with your camera", "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": "4984", "label": "approaching a hair clip with your camera", "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": "f2e37f4a81229f3b06a56deb135a85c75a751d57888eb39a08ddc804ed66fbf7"} +{"episode": 48668, "episode_seed": 2689447258, "split": "train", "timestamp": "2025-10-13T03:23:02.524869", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2689447258, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 orange down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106104", "label": "moving orange down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "106104", "label": "moving orange 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": "820033e8812cabd750888f9ac339d80d22eb4e2a50b1908d2796c2f1bf83b555"} +{"episode": 48669, "episode_seed": 2439912101, "split": "train", "timestamp": "2025-10-13T03:23:05.443414", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2439912101, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming knife'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51116", "label": "turning the camera right while filming knife", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "51116", "label": "turning the camera right while filming knife", "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": "b46716a600e1083ceb7733ce71f7fa5784840c3bb38efc67b8456182e3833e34"} +{"episode": 48670, "episode_seed": 89625898, "split": "train", "timestamp": "2025-10-13T03:23:09.527563", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 89625898, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lifebuoy toilet soap of many similar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "144066", "label": "putting a lifebuoy toilet soap of many similar", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "144066", "label": "putting a lifebuoy toilet soap of many similar", "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": "23a6974859a3a09899c0b729db922bd36bfea60f591e51784934d3659298b57e"} +{"episode": 48671, "episode_seed": 993530485, "split": "train", "timestamp": "2025-10-13T03:23:12.382796", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 993530485, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling coffee onto plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "image_prev": 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", 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", "info": {"video_id": "77943", "label": "sprinkling coffee onto plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "77943", "label": "sprinkling coffee onto plate", "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": "52d792437b3edd43010581f37f0e68b03bea930245205bef76f509e97840cf94"} +{"episode": 48672, "episode_seed": 1030083205, "split": "train", "timestamp": "2025-10-13T03:23:14.481096", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1030083205, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sponge on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141209", "label": "pretending to put a sponge on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ZcebKN8mP4Segz/nrVV/MhuFZDuCsCB6YNC7A09yKFPIRlYfP93FNWIiTOfl64qzc7HuZHTgFiQMYpi8mi5Sjoe1+GYYtX8RWWlFzmXdI4HZFGSf5D8a9P1LwbpLqsi2MLFRggxgk15j8CbKe+8Ravrc+WEdusCk9NztnA+gX9a93JCgknAHWtL3MIx5Tn9L8M6Vo7i/NrDHOqbQwXG0VVs5NL1DVp3eJS7y4BKj/AD2qn4o1qR90UO4oAeF5JpLu2Fjc6XewgoGiiZl6c9/51lOahodMIXOmOmWMjSf6KgZCATtHNc14wZtK0SWG0RY47mUJMw44AJx+OMV2Kvh5QP8AZb8CMf0rjviXILbwlfXRGfJMUmB9Sv8AUVnKPLNMIz5lZnz/AOK/tWs6nFpcHyQRsHmlPQHsPfA/nXPXtqtvdFVB8lchT6ADpXQwXBJM8hyRlj7mszV4UXQ4ZXJ8+ac4Gf4QMk/yrXyJfcxISbe4EiH5RkYPTBGKjJB7Uzccn0paBRGXDEbCOoOa9H8A6tHY3V5dzSpFDdRBvmZsb1bkAAcnnp6d68+Fu9wQEjdsZztGcV03hq3mNmxLgqhYwxMeGbuQOmM4/KpqRUo8rKhbnu9j2/QbS48QuNQmtpv7ItgZQCnzzsuSAF/kO3XqRXGJ4g1Lxb4iluzHIVdvJjgRSwiTsuB39fc17N4JWdfB+nfaI/LmaPcy+mST/LFSavKmnQeTZRxxS3DEkRqFLMe5x1NOMVFJLoKT52eZ6D4pvfC961tdwNIijy5I3G1kYe/9K9R0/VLLXLYz2kxZcDcv8SGsnQtN0/VILiTUdKgknjmZDJNGrM2Dg8+xrZh0fStKka7tLGGBwpBMS7cjuK0lUi1zWM+RxfKycWoYDpgdcetY/i6+XRvDM86ALO4EUTd1ZuM/gMmugj24UDIXtXkPxh8Q+WxsYn+S2j3Nj/nowwPyH86lvQaWp4rrFz/aMl4M7lhlUxkf3R8tYu4see3GKkjYwiXB+V12kH60wn2pNlxXURUA4AxXqHw48OJqfxA0+PYDbWa/aJhjdkryA3YncV+leYrzX0x8GNHNvoVzq0kew3T+XCD2jXv+LE/lUvWSNU1GErnpU0ohjLntXmfi7VXvZfLR/lB6ZrpvF+tpp9mVVhvPAryW91FLjf507RK3y71Xccn0/CnN2RNKF2dH4bt5bzwxr1xKyiPEaJF1KlWzk/Wuo8C3OzR7K3JxicgD2Kn/AArmvDCmz8Eaji5MkM821Ny4YEdc/pVjwvduy28KuEYuWRh1GMj8+1c1KaVWTfRG9aN42Xf9DutUJaxdsHPmdPxrM8Ra2ND8G+cnE8kYjh9dxHX8Bk1cvJvM0yM8tnlj3JB5/WvK/iJ4h+0TxwRvuhsrdVCg8GTAz/QfhSpyTqyaMpxaikzyTxNqHn6iYmJKwjaT1BY9azLk7kt5wRueIAke3FNmYuTv+8zFiT9aiLYVUBO1c4FdSehk1didRzVqyiaVyqjNVc113gPQbjXtUe3gXONu9iMhVOeaQ5HV+BPBU2uTqnMdsmPNkxz9B719DWNnDY20cMShY0UIigYwAMVn6DpFtomnxWVqoUKMn1J7k1sAcjI+mauMbI53K7AQoZhLtG4DCn0qWkHFcx42146Vpv2a3fF3cggYPKJ3P9KbLSucv4w15dS1QQRSZtLfgc8O2cFv6f8A668muNR/tK/ldfuAlU+mev41e8T37QaWLdH/AH0425B6Dv8A4Vy1lCUQ7pSoC5OO3+NZX6myj0L93Gt1FqM7PiO2t8g+pH/1643zGXAJycc/Wu61OyNl4Rnkn3tJIwYZ+XIyME1wCOGJ5yRTS6kvV2JM8VIg5qIVMtBR9V/CfRBo3gS0Zk2zXhNy+Rzzwv6AfnW7r+pC1tzGGwTWoTFZWiqoCxxqFUDsAOK8s8Ua0Z711VvlBx1rXZGMVdhJr8VhfLNJFJKGyvyLnHIrqvEV2jpZsnQwFwPpj/CvP9Jvpb5orKGymmxLlpeiAdetbnivUotFvbOO4b5EgAOT6k5rkxN3G67o7KMVzK53FnqHnIkgbkQjcMde9ZfxBtxe+DNahH8VkzD6qQ4/lXAWHxT0Szl2SykGPjOMg4BHX3qK/wDi9puowTWiRSuJ0aLITjDAj+tVV53JcupFOEbO7tY8xtbUTmONXffI+1cHqfSneMoktLSzhVRlQVZs55AHSm6ZJKl7HGvGXXJIzyD19jSeNSfItgegcj9M/wCFaxMpbnJo24VIKiX5Tg+tSgUx2sdH4XhubhrqOCeWFCgErIxAKnsfXNS6jp1xJ4lt9K0t901yUijiQ/dJ4AP86j8PatFpFjqErJvmcIsSHoTz1r1X4I+D93n+NNUXdIxZLPcPweT+aj8aEhSkexGaHRNHjEzLiGJVO3oSBXmes+MVXXbe8kgnmgjlXMcUbPgepAq5418QPM/2aNvlHLYrzm48TDw/fLMryi48osmyTbyc4yO9TKRpSgt2e2eE79JdNmkLr89xKcMQD94+tdESk0TR7gVbjkgkg18Z61PfvrA1W6RmjuCJB82Vweo9uc10enXtrdr5g/dTf3QTgj2op0XKCimZ1prnbPpy3vI7bRWvJySLeImTHX5eDj8q+ZfiFqk17ctK5y88xkfn1zgfgK9Jk8RFPAC2Bc+dNNtc5OfLHPfnk4ryHxDcCTSfNYfPNcZBPZQMD+dNpp2YltdHMhs8du1Ozk1Gp4FPFJlrYliGWA6ZNfZ8Mdr4f0KC1gASG3hVEB9h1+vevjGL76/UV9J+O/EjRIttE/zMBmmnZEtXaRzHizWzf37BWyq5A571Y0bwV/a0MN1fyvHbABliXhpD657D/CuQVjNcBmORur3jT1RNOtkClXWJSo28dKUVzblym4L3TnPElt9g0a1tdPsZFhTI2xjd6c1wGl+LdItdcigmke3mhcoXYYCjdk5/UV7YASAiHaf5CvIvi14COoQf25pkCm6iX/SI41wZF67seoqfYx5nLuKNZ8qi+h2yeKdLu7UCC7jKKpwM/rXivia6Et1MiNkPKcH2zXG2yGNwFLA+xI71uwJNeajGGUbM5yTxgCojh3Tbk3e5rOvGaSStY57WYfs+qTxbgSpA47HGSP1qmtWNYlLavck8/vCCeufeqwPNbWMEPFe2/s/JGX153xuXyAPx314kK9s+ACM0mu4GcfZ//Z6cdxVPhZ7qmFY5O3J4B9TVlACPaqwhxtzgnufWrQ6AetWznRFdXUdnbSXEzBY4lLOx7AV4frertrF7Pf3L+Wm/dnPCIBwPpjNdZ8QvEQkuRo1tK2IcPcbehPZT9OteM+NtWMGnLp0bYmuPmcA4wg/xPH4Gs5O7sdEdFc5fUdcudT1WSRXxCZP3Sf3VHT8+takEzRujxjPbkZGOmCPQ1zlrAxGcHceB65rstCgBnE5BMcAB+b17UpFwfcv+I2YeFGDEH90nI7AYArzdAFOa9J8WEJ4XkX+IkKPf58/0rzfBdE29QKY4rqTL7VKo6VGgIUA9alWkI+rfFniJLeJoY256V5nbhtU1WKE5PmyKv5nFRazqcl5du7MTk8Vo+DLZrrxJYhQSqOJHPoBzV3uzNLlR6/p+kWmmW0ccaKvlrjPavF/HusW3iXWHWED7HCPKjPdvVq9D+IviJtK0JbO2YC+vcoD/AHE/iP8AT8a8L1W/XTbCW4PMgG2MHux6US7EQfU4/V44LTV5YrflYyA31xyKsWbxO6FeP6U/w/oN1rmptbLh7l1L7SeSSCfz4zVaOzlS52x58wNgj8cVcZcu4NXOs0+DyfOYjJkyEJ7gc/4VneOmGy3Udd7Nj8AK6DyzEtnbnghCpPvzXN+NZVmvbQDORCSfxP8A9aoemxcXd6nKld5yDUwHSkAxWt4W0i31/X/7Oub2S1DxStGY495d1QsF9AODyfT3pIuTLfhLw9P4p8R2elQZBmfDuP4EHLN+A/pX1Tf/AGXQtBisLNBFb28QjjQdlAwK8f8A2dY4jN4hvZFDTRRwIjnqqtvJA+u0flXc+LtSyjJu60bEbs4fVLrzHllck5ya4OWRL++ku7iHKYCqCedo6V6l4Y0z+09Rmnkj3wW0W4g9Cx4A/mfwri/GGgvpFw8tuNsBJK9/rWUk7XNObocXe263V075O3ACgdh2Fatr4e1m0tkuWsp2tiuVljXd+YHSksYyZsSLgnkn1r2rRr+PSvB817tUukJWIHux4A/Pn8KdObT0JmlY8mN1cNoqpMzLPIxReMt+Xr1rE8Wwrb2FhEAQRkPk98A4xWtqF+n9rRIdxeJ1cMO7Z5B+orH8YSFza7j/ABn+VaXu7iStZHNxjC4qVagHyv7ZqSQlY8g80i3oWE4YH3Fel6xqD317JM7E7jwPSuQ1nRdLtPDltqul6lezhrr7Lm5gEa3BCbneIZztU4U7v7w9wOhkGTnPapnoEXc0dEspdR1K2tIVy8sgH0Hcn8K9vsxN9rlDY+yr8qHPp0Fcb8NdJ8jTZdUlT95PlIyRyEB5I+p/lXexJ8inIUZJ46c1cFZGVSd3YSRthMnTcTxVXVr6DStIuL6faVjjztPcnoPxq2W85wSBtH615t8TtdV510i3YYjIlmwf4uy/gOabEjx7WoPL1hrklcXDtIQB0JOSKu6dNArXLJtYuB82OU4wR/n1rDvbw3l5I4bKg4XFaukwNHC+4gmRdwPfg4pOd1YpRtqcpqR36ndN28w1CnNS3rbtRu/9qRiPzqJF2nrSNOhIvWvbv2fWIfxAAcZEH/s9eU+EdP0vWPEcWnatdTW0M52rNHNHGsZ6ksZOMYzx1JwO9et/BS0ew1jxdYFJ4vInij23AAkUK0g+bBIz0zjIppamc3o0e5RgDL4wAOBWV4j1+LQ9Ilutw80ny4VPO5z/AIck/SrUEpdWUOAo4BJ/WvIPGPiIazr6R27ZsrfKR/7WfvP+J6ewFXJ2MIrUx72+2Wlxe3kn7wlppXPfJzXlhm/t3WGurmQhppQoQD7qf/q/rW1451je0enQvhMBpMd8dB/Wq3gvT4rjU83EbHau6NccSNngZ9O5qIo2b0NDX9AOh6rHCHWQSwJKGXsGHSug0+1+x6CCV/eTFXP07VSvL2TxJrsBlXGxBExA7KTz+WK29RcCEqvADAD6AUmtWWnoYfjeRRodvDk5+0cH2AJ/rXAqoHQV1HjOcPfww5JVIwwHuw/+tXME+lIpbDgKeBzUMjFY8qSDmug8QeEtR8OeH9H1C8aZZ74yebAYyBb4CFAx/vMrZx26dQcFhN2OtmJ8w16j8OraJNK+0BB5sjEFjRRVwMqmxwPi69nvfGV+877vJkaKMdlUHAH6V5n4wndr6GEn5Am7HuaKKb3EtjofhZGp1wORkqpxz6g1X0yNZPEZ3DOJXb8Rk0UUpbDRtXBJvoBnv/WuK19mk1ebcc7AFH0oopMqO5lVJp2q3OiaqmoWmzz4twXeu4fMpU8fRjRRQhyPXvgE7R2niXaf+fYf+jK6DxI7NO2TRRQ9hLc6LwFbodGnk5BechsHggAY/mawfH0a+TJHtG3n+lFFKXwCXxnmdmi+cGxzmu81mZ18OaZAMBJGeRuOpUDH86KKwp7mkzyeKRpNYEhPzNLk/nR4x4a1Hbcx/lRRW0RdTAX7uaSU4jz15oopjZsa74sk8QwW0M2kaZamBEjiktUkUpGucIAXKhecnAyTzXXt0/CiilMIHuunW8dlp9lbwZWNY1wM+1aak/Zm+hoorTocz3K8UrYznorN+NfOviG8nuG1G7kcmZ5GJb60UVMi4nGWvHygcA111koaNif4VIH5iiio6mpwhO6QseSScn8aUdaKKopl7S9ebRjPGdN02/imZXMd9b+YFZc4IIII6nIzg9wa9e+CGpXWp6h4q1G8l825uWhklcjGSS5PA6D2ooq0Yz2Z6Z4vupbPwhdSwkK8jrAT6Kxwce9eLSSsXY8D6fSiipqEwPLL2Z7i9mmkOXZzn860rPUbqEQiOZlCMWUA8A560UVSKZ13gofaJLyWTlx3/wA/St/U2JVv94/yooqehT3OF8UMTrTZ7RR/yrGooqepothsvER+oq5e+JdX1PS7bS729mntraR5UEkjMSzgZySecbePTJ9aKKaJluf/2Q==", 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", 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"info": {"video_id": "141209", "label": "pretending to put a sponge on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8b7631575db50d4ed51b60c6bfc3e91d8a2b7142cfc6b9bbb7bd5e5f3a9aa82a"} +{"episode": 48673, "episode_seed": 4167561632, "split": "train", "timestamp": "2025-10-13T03:23:15.162263", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4167561632, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 rag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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9Kd5it0Gag3gcjg1ztnJdaj4uuNLfV7i1i/eGIRruyyoWC+gHB5Pp701FsmUrHbWRysmB0xVTU3McTN6VieA9Sur6O/a7uHlwIyu89M7s1d1i53MIwevWtErGbd2U7CNZZjcMMc1dv7v7HaT3LDPlqTTbVRFEAOO9ZXiicw6LMwwQ52nPvWb1ZstEXdG1yHUg4jJ3oASD71seYwHQYrxvT9RudOnWa3k2t39DXqdhfm7tYn3KSVBIHvRKNgjK5pFyrEZ565NNyQ3fp+dRF8nPc0m/Ldeakq5IGAJOPalVmYcHoe9QlucgfhWR4jvJ7PSmltZmikMi/MvXFCV2JvQ6BXYN1/Os3W5BFC75+bHFYepzvBokOo2GuajKrXP2bNxGqLOQu5nixztUnad3qPcC5eSfbdWig5KD5m+grWMeXcylLmsXNIhMNmC/Ekvzt/QflV6SQiPIPY8iolYD0pZDlcdvSs3qzRaI4eDxRdx6wizuPKWXDe4zivQYrgSKHT5ge+a8avg0eoTo2QVkYfrXU+E/ELQJ9jnYbf4WNXKOmglLXU9A38bu1Ndj6/TFQrKHQHseeKQycdRzWZdyVjkjPWgS5bjvUROQfXvTS+FzjBXnmkFyxuYAc0y6kK25Oa5uwuze+MZNMvNVu7W3kk2JJFLGix9CSxfjGM8DknApsF1dw3Gr2t1Lcsbeby1W5xvXBYc44zwM44rSMGtTNz6CMbq/1ExwthIxya2U08pgGTPeszQEfZcTt0Ztq57461vBuOg+tTLfQ1VWbW46NtqBRnA/Squq2y3ljJGVz61NuYcZp+cAjmkSeSXdrJbXLx7DgHiu08C2skMN1O/BfaoB9Ku3mlJNPvMY+Y8cVqWcC2lusaYHercrolKzLoYjOeme9IGCg+pqMODnuKTJVicZHfmsy7k+4sAQaVXPILcVz/iK8ns9Jd7eZonEiAFeuCaoa1a+INE0XTL27v7sTXhk8yIrgQ4ClATj7xDZx2+uapQbVyHNJ2PVbl28sjtiuX1UnyWI4IJ6UUVuc5xuo5vXsraYkxyy/PjgnGaZrtzJYrZJb4RXzGQB0UY4FFFSdU3ovQzxfTi4QB8AHtXXaczTWiTSMzyMOSTn8BRRSIRaDZJ4FRSHaDgD0/WiipGwcfux9a4a81CfSPFM99a7fOikbbvGR8ylTx9GNFFXDciWxveAPlg1EDsIx/6FWjON2oHPNFFNkrcvLzXP+Mj/AMSF/aRf50UVktzboec5Oa7jwfcytCiM2QNy8+lFFaS2M47nZD+D361EGO4/SiisjUQEjHJP1rG8Ttu0Jyef3qfzNFFOO5MtjB1bxE2txW8UumafbmBVjje2R1KovRACxAHOeByea6ewAN1cufvcLn260UVrMyiaCgBeB/EaZJIVkCgCiisTY858UIqa9PtGNwBP1rGWRkYFTg5oordbGUtz1Tw7PJc6PC8jZYL1rRdjkD6UUVgzVCEnzWGePSjcS4BoopAcTeawdL1rUIzYWF5FNMGMd3DvAZRwQQQR1ORnB7g1JZ31xfnU725k8y4ndZJGIxknPbtRRXQtkYvc6uyjSOzt1VRgKD+YzVtQCOaKKwe5sgHf2ppc8n2oopAKpOMVIxKgkHtRRQMjJIjbBxzikLEd+1FFAjF8UH/iQk9/NT+dcvda7qV/p0NhdXc00Fu7yJ5kjMSWxnOTzjbx6ZPrRRW0NjKe5//Z", "info": {"video_id": "146785", "label": "throwing rag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "146785", "label": "throwing rag", "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": "e5ba5a6b42e4c8806071af1177fd1c4d7fe97651f948fc7fa08ef0713a92451c"} +{"episode": 48674, "episode_seed": 730110919, "split": "train", "timestamp": "2025-10-13T03:23:17.443145", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 730110919, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "18901", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "18901", "label": "tearing paper into two pieces", "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": "8c3c062ba4402c8effbd950b21c1fd7f8dd1d2d31a6aaf510fd1958c6ce21584"} +{"episode": 48675, "episode_seed": 587024773, "split": "train", "timestamp": "2025-10-13T03:23:20.859920", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 587024773, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting shoe with chappal'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141526", "label": "hitting shoe with chappal", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "141526", "label": "hitting shoe with chappal", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "873f3b103228223af894ae70f4dceeb710526c27dccee7254341c7af150b9b26"} +{"episode": 48676, "episode_seed": 3588524326, "split": "train", "timestamp": "2025-10-13T03:23:22.029722", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3588524326, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cigarette box next to beverage bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14742", "label": "pretending to put cigarette box next to beverage bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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uTY9g0m4a50+0mbBY26bsHjd3/lXN61E1xuYSxiUFyEPfnABJ9a1/CP8AyLVoxOSwJPt8xwKde6m9gqi3soXxEJZHZtpGWI6DrXSrSSTPP5Ze0cYHheo6ps1GdJAyS7zujKkFT6Gljv3lQODx2rovG2gSy+MtTudgEcswYN3PyisL+zzCdoHHeuCpKKk0jX22iEa+Jj+Y5rpfAc29tQLfdGw/+hZ/TNc62jmX5o5AAezZrovD2ntp1rdIJg8k4UMFGAoGe/fgkfjUSmmrCc0+p2mkDcu9us5Ln8+P0zW0oPnKABhRk1m6fHtdRjhFx/T/ABrQjb/SJB/u12YRe65HPU3MrXZW+w3JU8uxX6KvH8yTXGJAXYZ4HUmu5ntDfR3VoGAmjkZsHuj8g/zH4V53fXdzagxeSu5G+b5jzV10tGztwyco2hudZ4XuPJu54RjDxM3XnI6D+ddkfliA7gYFeXeD5pJ/EkAlblwzOMYA+XgD8q9PlbAxWcalqLaMsVT5JqL3K3nubox8YEYY8dySP6VFLxk5psJ3zXMv+3sH0UY/mTSTH5D61xOcpLVnO1bYqSHJzVGZwxA96uSdfwqlKoDE5pNkkdkyv5roOCRgfRAcD8C1brDfalVOSy8H8K5jRZM277TlhKRj3wCP0yK6OBxJGrL9wjArpwb95o2rKz9CxFKssI+UEMMEHp7isfWNDt5tMlggeVJMZiXzW2IfYZ4HbitEq8bl4WXnlkboT6j0qhcS3MhbJSMf7PJrvkk0RFuL5os87isnjMbTqTtY8F85z611fhe+8zQbmIn/AFU7AfQ81zmo77S+uEZGKOdyc+tauiRNbaRcXMjSKGZnJC8YAxnJ+leM3OlOX3HrYhqpSTZcef8A0772I41y+TgZPTP4An8aineSYE2MO9D/AMtXyqfh3b8OPeqFtY3N8v2iaKRopD5gjaTG49iR7DAA/Gt7bIqdLgY9w4rG9tDz3BGCbe53hpbknBzsSMKPp3NZslte2tvfvDL5ssjF4gf4fbmupJLk48uQ9xjY35GoHhjkLDG1h1U8EVaqGTTRS0SQsjR3AxKyxbsf7wzXa2LfvGzwSuf15/XP51xsUa217CWYbWkUE+2f/r11lpIQ+w/ebOPr3H9fxrajL94n5lNe4i+HCXZz0dcD6j/638qW4tILtlklDo6D5ZI3KuB6ZHb2prRiRMNkHjBB5B9RVeea6RNg8pv9rJH6V65klfY4rxNo7Q6qk1szmCQZAaQ5DDrn+dUNOlXTNRsXUYZbgZPcg8f1rf8AEcc8tiXDF5IzvAUYA9cVzlopv9Rt41UgCRS2BnOOc4H0rysRGUaqkttz16FTno2k9j0oxxXt/PbStiOW2KMQf9oVSvLCxsNAukgjdmldN0e7czYPGB+NYOsJd3V1DaWskom2F2yQgA7E45xn88U3T9JmsWYyNNIxxlxLkk+vNP61am01q7nn8jStfQoXGk30vzL5cCHouN7/AInp/Os+80i6NvGq3DhklDlyOoHbiutkZk+9I6/9dU4/MVDKcLmRAFP8SnK1zRqEyi0cgzXaalKHUfZBGCp/2u9enWDo4lkQcHGB9EU4H4Fq5K4tEcZUAH26V0eiSZtm28ssuMe+AR+mRVOV0OmtGzqGG+22qcll4P4VJFKJogQoIYYIPT3FQQOJIlZfukYFBV43LxFeeWRuhPqPSvZg04pmNuhm6xodvNpksEDypJjMKmVtiH2GeB24rzqGweNomuFJCt0L5znrmvSJ5bmQtlkj/wB3k1wWpbrO/uEZGKSHcnPrXDjoScbxPSwFSSvBs7LwZfiXSZ4s/wCqmYD8eavX2mXV/wDZ3huYIY5YRERJnLEMTgcVzvhpWs9LnupWkVWdpGKpxgDGct9Knt7jxDPah47oxQkZiUgBgOfb/PXvWdHEqDvPZKxjVi41XKDLOvRy3Op3kEVtkh+ZZTtQcDp3b/PNcnL4duxLvkuwwBzsRAoPt3NdZELoRZuJLl5j95/lbJqFndiQCkvqPuMPwNc8qqlJtdTBwdjgJtMv9PgvjG5klkYvED/D7Vs6G5MZiuBiZli3Y7fMM1tSIkpZSMEdVYcis0xJa31uc4RpFBz6ZH+NNTuEE3LU66xP7xsnBK5x+PP65/OrQcJdnPR1wPqP/rfyqhaSEPsP3mzj69x/X8avMgkTByCOhB5B9RXpYR3p2M5/FqOuLSC7ZZJQ6Og+WSNyjgdxkdvauA8TaM8OrJNbM7QSAkK0pBDDrn+ddtPNdIgQeU3+1kj9K5rxJFPLYFwxeSM7wF4A9cVeIjeDtudGFm6dRa7mLpMq6Zf2TKMMLjBJ6kHj+tel3N0scLynlUXP1/ya8ssg1/qVvGqkASKWwCc45zgfSuxu555LiGxg81pSPNYNhQoHQnHOM8++AK8iMpKHI+up1YuClNPqaZuY7KCKByzzlc+XGNzMTyTj0znk8VBJ/aFxk7orVD0AHmP+J6D9abDam2BISYyNzJIJcs59Tmled06yOv8A11j4/MUlUszicOxnajY3NxaxRJfSCRJlkaRhgkA9OMVVklvhrM/mKBYCEMjf7Xf+ta0sxC5kUKp/jU5X/wCtVeXBwcg5rTnuZNNbmJpU/lXjRsdsc4A3Z+6wPBrp7efyiwbhc/OAPuH1+hrhZYlkMTlyqxNvwO+BXSaNqq6jawuT5dwV+Ut/GPelGTg1NHoYilfU6dcMB0IIyD61XnhxkjAX1Jqos3ktgP5Df3W5Q/SnNPJMAHEDDry/H5YrteOjy7anD7N3M+6sraRwDJEQPXmq1yov7lNPjMsttCA1wFAUE/wp2+p+gq3d35VjBBPEjqN0jom5Yl9T6t6D86isbdYrQEx3TPITI2SR19emTjGfxrhnOUnzy3OmKsiZoGBx9ncjrzNzTfLdvlVbhPfeCBUq26ySKpt3T1bf0/WrbIsSBFJwvqc1VDDup7z2Mqk+Uz2s3yEkkV0A/iTn8xVO5tXRcjMiD0Pzr9D3rSedQ3LDP1rmIJbnUvF9zpjavcWkR8zyRGgbLKhYL7Dg8n0967Fh6MlZGPtJXC6JkjA3BgQdrDg/j6Guisbn7RbpOW2twH77HHf6HvXBaNdz3bSyTytIcKRu981s6TejSr1bc75RcF3f6Vxzg4Nxvsd8Yc9JNHewTCTKn5ZR95f6j1FSyRq68DmspHR4ldCZIeqsn3k/rUq3kmMJPHKP9o7Wrqp41ctprU4pU30G3UCMCJHRSOACazVFppkUt0ZQMDkRJksewGc9a0JbhII2mla2iHUsfmP/ANc1lnzL+8hM7SlFJlEKJgqOgLf7RP5AGuarWdV66I2pxsiaysZljeeeGVruY7pSZMY9FGOwHFSmErz5Eq/7kuf61KVU/wDLvM3++/8A9erFtbIi+aUZD/dLE4/XFZU6cq0rIJy5df6/Mp/ZZWBcSSpjosmDUD2J27ldVkPdVwD9RWnJIFBycd6wPE19LbaK81rM0cgkUBlPODXoLD0V7rOZ1WV5leGTaQEc87c/K309DWhpM/lXjRsdsc6gFs/dYHiub1shdChv7TWb+4Rrn7P/AKTEqLOQm5nixztU4U7vUe4GhJEsvlSM5AhbzCB3wK5q1H2TVnozuw37yMk/I7y3n8okNwufnAH3D6/Q1orhgOhBHBFcvourLqVpC5JiuCvylv4x71qLN5LYD+Q391uUP0q6GKdP3ZIwqUnfzLc8OMlcBfUnGKx7qytpZAGkiKj15rQaeSYAOIGHXl+P5VQu79lcwQTxI6jdK6JuWJff1b0H50q+KdRcsNEFOFmV5wNQuV06Myy2sIDXIUBVJ/hTt9T9B61otC2cG3c/WbmqmnW6w2gJjumeUmRskjr0z0ycYz+NW0hWV1U27r6tv6fka5GnJqMTSWhGInJ2qtwnvvBApHsmJCyOsiDsyc/mK0SqxIqLnC+pzVWSdQfvD8674YWnBfvNzmlVd9DIu7R41yMyIPQ/Ov0PesLUcyIo3hgQdrjg59/Q0+O+e78az6Xd6rd2ls82yN4pY0WPoSWLjGMZ46k4FZCG5TV9Qt7l7gtBMYwtwAHGCR82OM9M44qa2HjBc8GbYafNUSZ2Fjc/aLdJy21+A/fY47/Q962oJvMyp+WQD5l/qPUVwGk3o0m9W3+eUXBeST6V1ySI0SuhMkPVWQ/Mn9azpVnRl3TLrUbM1pI1deBzWdcwIwIkdFI4AJFKt5IAAk8Uo/2jtamS3CW8bTytbRKOSxO4/wD1zW9XGpq0Fqc8abT1KCi00uKW6MoGByIkyWPYAnPJqWws5o43nuIZWu5jvlJkxj0XjsBxVU+ZqF7AbhpdiHzVhRMFQOhb/aJ/IA+taRVf+feZv9+T/wCvXnybS13Z0vT+v+GHbWXnyJR/uS5/rThBM6lxJKmP4ZMNUtrbog80oyHnClicfrinSShBy2K7KOFVuaoc06vRFN7Q7dyuqSeqLgH6isyUvBJtICOedmfkf6HsaPE+oS2uiPNaztHKJEG9DzgnmsDxDZ69pWiaZd317deZeF/MhZMCHG0oCcfeIbOO31zW0sLTkrw0JVR9RqcrVYkprA2kgR2xKgdBzRRXFDr6Hty6Grpeu3s0FqJSj+YPm3LUsuoTT6uLICOOPbuLRrhj+Pb8KKKcUuY4ZpKpoOvL6S3tBawJHHEzBSFHJyefzqKbULuVgWnfnsDiiisJHXh4Rau0bmiqBpplyS7OcknPSprpiXZT0Azj1oor09sPGx5OK/iyMeS9l3Y+XHptrjbzUZ9K8VT31tsE0cjbQy5HzLtPH0Y0UVjhW22c8dxNAGPOA6AKP51sXPFrO44ZYmwe44ooqK38b7j2sN/AXzE0/ULmxayhgfCPAWbPOSMVtNrE7aW9y0ULOoOMqcdfrRRWcl739dzOulZMbZXDNbw3sipJMRldy/Kn0A4/HrUY1S7kmuH8zaWYL8o7AcD9T+dFFRU3ZdCKctUPsXkutQt0mld1L8gsa6mZiqSY7Ciiu3Bfw5MwzBWkkjIu53hKlcZYckjJrnfEk7zaJJvAOJE5xjvRRWMG/apHmdTC1jxG+twW8cumafbmFFjje3R1KIucIAXIA5ycDk811Mf3Pwooq8btH5/oergN5fIrElNaG0kCO1JVRwBzWtpevXs1vaCUo/mrliy0UVzz2Xp/mdFVJxdyWbUZptYFkBHHHs3Fo0wx/E9Pwp95fSW9mLSBI44mcKQo5IJ5z9aKKJaKJz0kna5HLqF3KwLTvz2BxW9oigaYZckuznJJz0ooq8D/ABTfGxUaOiJ7pzvZewGcetY8l7MDgbcem2iitMQ2pHhyOH1LWG03XtRQ2FjdxTTBzHdQ7wGUZBHII6nIzg9wajsL241C+vL26k8yedxJI2MZJz+VFFb1f4LOvCfxY/10L1zxaTuOGETYbuOKTTtRubFrGGCTCPAWbPOSMf40UVwr4P67HrTV3Zm22sztpT3LRQNIucZUkdfrSWNyz28N9IqSTEZXcvyp/ugcfj1ooo+y2cEUtSMardyT3L+ZtLMF+UdgOB+p/OpbCSS61G3SaV3UvyCxoorKPxr5HoKMVTbS6HVTMVR8dhWTdXDxEbcZYZJIyaKK9PFto+ekc54luHm0OTfjIlTBAwetctda7qV/p0Gn3V3NNBA7yL5kjMSWx1yecbePTJ9aKKMM24Icdj//2Q==", "info": {"video_id": "14742", "label": "pretending to put cigarette box next to beverage bottle", "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": "0e6dd0039862d6aaae7012e6a4d9875cd14a2dece84ea5848f356b4547ec70f5"} +{"episode": 48677, "episode_seed": 2803890661, "split": "train", "timestamp": "2025-10-13T03:23:24.511417", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2803890661, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming a toilet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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"info": {"video_id": "140786", "label": "turning the camera upwards while filming a toilet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "140786", "label": "turning the camera upwards while filming a toilet", "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": "d260e2dbc98897a406b95e0ce89cdd30f9905f266ca39c01110d47837ef80fdc"} +{"episode": 48678, "episode_seed": 1333035815, "split": "train", "timestamp": "2025-10-13T03:23:25.672870", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1333035815, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cardboard into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "150785", "label": "tearing cardboard into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "150785", "label": "tearing cardboard into two pieces", "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": "f01052c166d668fb83b2db745dee5034d27d03d66ab9f32afb35551e70c9b9a7"} +{"episode": 48679, "episode_seed": 2045464031, "split": "train", "timestamp": "2025-10-13T03:23:27.140058", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2045464031, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 notebook and mouse so they collide with each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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a1rez/tLX2uZDGXF6XxuySobjis6T0LkbfiKXdqTLnOxFX9P/AK9czdqpUvkKQOpPFbOsyhtRuGJwA5GT7Vxfie9j/s2SJHyzME4/z6VW7Li7I7HXr1ptNnnMcjB4YgsiOBt74685rkDdmO1VSCPmxg9a3tXlXTvCmmFYjJDPawkMBnBCjNcVqc00cFvcAfIzEMv8v60S3OuVT3T1rwvY2NzoNveTIXeQNlSeBgkf0rWiENu7CJFQH+6MVzfgm58zwpbFWyA7j6fMa3CxzmtFsc0mauiSu3iLOG2fZ2GQgx19etaXiKfydCvX9Im/lXN6RNFF4rtd/lqz28g3NkHtgelaXjWfyfDV0fVSK76P8Nnn1175zWiaVBq8Fol1NIIY4l3RIceZx3rd1eS2022uobKDZDGywoinHOBk/mT+VcxbNPFFDJCzLsUDIHHTvUniGeaTSrPeVDT3G+Us2OOSTk15zl77RtFaXOA1qwaeWQqG3ZJwetS+H7BII5GbJY9j2q5qUoW/DblIYdjxUkcsNtC8rsFB9az+0dSs1c2tEkaGPUYEO7zY1O3PXB6frUNuDL4zmbyBEIwdwVwwGBjArK8HFbvxfqyq2ZBanywe5VlJrV0i8e71fVJ5IDF5KbcEY5/yK3gtUjVVLU2ammndBI5/ikY/rUtvMs2tNbPFGypD5gYjkHNQ2Z8vT0P+zk1n6Pqgn1tx8u6QbfcAU5uxjDXU7U3H7sDPQVRnnJ70Mxxiq83SkYyZE0uSQT1resNF07S9MkusPcXsjKi3Dtkgse3pxmuafrV/TJbpZ1tZWYxq24q2QQQP/r1nOVmiIq4ms+J7q3u5bS2hUESLGrbuWyeT7AUavMDriBjkIFX9P/r1z1tZ/wBo681xIYy63hbG7JKhuOKvaxN/xMbhy2AHPJPpRJ9jaGht6neKnmLGeFt2Yn2xgfzrNsBssoh3Kg1A0pm0q5n3KwkVIlI9zz/KrSEKij0FdCXuouUtRupTCLTpmPTbirHhrTrGXRILmdfMkfdkZ+UYJH9Kw9Zvo/JksyMlxgnPSp/CmsWYtBpH2kG9iLt5ZBBK5zkdj1rKTTdi0vdudRCIbZ2EKKgPZRikmn96hJ5zULEmmjGbIZpjnrVzRry2gvg04TzCMIzDOPWs2XrVvTPD95rkNy9oiSNb7dyFsE5z0/Kpne2hitZFjxXqsgsrqdJ5FM1xsRovvFQMDH5ZrD0e5eXQdUuWL/vrgBQ3Ye3tS+JFMFppsMyTFopSxUH5twHQ/nUzRx2+gKkalRJOWwTz0qE9DRaGPKx5rFe8aDxFpMMCjfNdIpJ7c9qn1DVI4Q4T5ioOT6VycmsGHU9Iu2cv5DrOT34Yf0FCjZXZspHeeLIITDC+1FcysX67jVHwfeLH4tsoCQf3TnB7/Kef0q34zsxe3sd3aTFoXHmYB4IPORXE6rcy6XqdjfWkhSeIcEex/lyRQ/iN6knynut1cmSoGnO3Fc94d8U2XiKA+UfKu0XMsDHke49RW0RWq1OWTIZpCaqFzuqzKOKpsMGhnPI8q0fXLqDWrF02oqSjK+o/ya7/AMPMn9tIEi2qw3sxPI4Jx7c15n4fiFxr9hE4+Vp1BHtmvVta+zaZpL+QoSec+WG6kjq3P0/nWEI3dkaOVtzl/EOqbb+TIyhY8Z/2uv5GuN1J98giUnHmscE9Ktajc+bG/YoT9eSKzLg7rkn1bNaydtENHUaL4qT+yodH1M5t4siKXrtH90j09DWRruoRzlba3YNErZLDofTFY6q5TO049cVPZqGuRnptY/kKnc09o+Wxs+DdWOmeILcy3LxWrkrMMnaQRxkfXHNe0K0bFR5i/MMgBhyPavAFhMUiEnhs4Oa9g0K9Sfw7p11gApH5TY9QMf0FXTV7mbdtDSg1K2m8S2mmwDfLI4JOPuqOSf0rS+IMw/sQxZ5kZV/NhXMeG7uAeMJL+YYihgaMyY4Qkjk/gDTdVlfxF46n0eXWZ4bbc72/kqJASqb1A7AcZyfT3rppSUaTMq6cppdj0HwEI00/WTLHHJEkSFkkGQcBq4HxjcwvEipEMKjuiqSFBzjbn8D+VaXw21a5k8NeJpLmd5CRbIm49NxfNZ/ieCBNLklwS4AVcn3J/qa45ayLXupHC/27avpUdvcoUnRiRIBkH/CqVxqSXdu6KM4GUboQQc1lX5Tz2XGKSIgW6Ef3mU/itJaMpS0J9P1S60rWP7StZAsySsBnkMD1B9jXpOk6tFqnh67vBD5UztscdQT7H05rydvuH/fr0nQ4TY+DrdX4eabJ/OtqPxXHKTSsjeMiwWfzdFTmuf0Z4U19LlgFeRioXPQGrurXsX2B41fLtwAozzWJpZaPWbeCRH84uMlhioqS95IqHws9MVVkXchDKe4ORUMsZxUEWqQWrR2WAJDk4A9zVXxRdzWujvLbyNHJ5igMvXmtWrHO3ce4wfxrv/G1xDbzwBoohOIi5lVfmPB4+nGa8i1ZvI0SDUrDWtQmVrr7Nm4iVFnIUMzxY52qcKd3qPcD0rxe8d5rtxG+SI1EXB/2ef5msZ9CoqyZwXh5lOtRiOLaHG9iTyOpx7c1ka1eb7uWUSKU3MoXOee5/WuxuEttK0y7vIolEkcZIbuSeOv1NeZSszYyeucmqpxtqVzXOu0uXzfDFiSAPOuCePRa1N4FY6PHZ2mm24b5EVjn8KstewKuTKn51vJ2SQlJttmLr6R3N35aMVlx8zjsKwo7qbQfEkF+gSQeXj5v4gRg/Spbm6VrmQyTDyyxwQeTWfq00Xm26p0CfpmuNyvI6X8KPZo5YpVjKyKfMGUGeSMZp7xEDpXP+Hb+M+HbC8ccQI6MT1+XI/lity21BL6Ayx/d7V0Wscrlcqzpiuo8FSC303XZ8kFIkwQehw1eeW1yL/xnLpl7qd1a20kuyN45Y0WPuSxfjGM8dScCt3wld3NpY+LbO6kuC0dzBbotxgOvzSdccZwvOOKiezFFa3M/Wzd3s8axK5PlnIUHOSxwc/h+tM1ZpbPQbOEgibDk57GugD5Oa4rxjqe/UTCj7RBFjPoxHP8AMVMIq+pXMzkdQu/Kd4RghpRjjswX/A1z92gEygn7kXT068Ve1CUTTRyLxnZn2I4rPnPmTyH2NOcrlI39E8TtaW4sr3fJbBcRsOWj9vce1Y+qXf2+9aRFIiUYQHrj1NUxG4jDlTtPQip7Nd3nZ6eUf1Iqdy3OTXKzY8FahFpnia2nmz5bBoiQcY3DAJ9s4r22DE1ukrAIW6rnOPxr568l4Hw4xkce4r1jSNanlGm2+R5bW0Z9ycYJ/MGrg1bUzldHUzRjBwazpRiovFF1cWmjtLBK0cgkUbl64NYmvWOvaHoumXt3e3QmvDJ5kRTAhwFKAnH3iGzjt+dUzK1zzvw5/wAjDp+OP9IT+dd/40kYLEB2Tg/U/wD1qKKxp7mnVHnM5LRzk9cL/M1VPMhz6f0oooZXQ0LZFi0dZVUGR5eWPYDHAqzfud1sAqqPszHgY5Of8KKK1WxHUzZ/uQV1/hOeRrBoGOY/Mc499n/1qKKiG5UjpbpRYeHJntxsZ03Me5JNc2l5Lousi8tAglh+7vXI+ZNpz+DGiiqjuOXQ6DwTK0Wj6nEpwr3VsD+CykVP4qlYWCJ/Cx5ooqV8ZnLY8o1If6UTSRj/AELP/TVf5Giik/iY4bBbRrLLEj8qZOfyrtpb+eTTmLMCsC7kUcDP4UUVpT+FhLdDfDsjXmpytOd2xiVHYUmqXEkWsJKhw6zJg/8AAhRRWbNl8BtXDt/wkVuc9V/9mNavjAAaExx/y1T+dFFbdWcz6HK6z4jbW47aKXTNPtzCEjje3R1KoOiAFyAOc8Dk816NeTyTapfSOcsbiTP/AH1iiispbo0MfxMxXw/Jj+J0U/TP/wBauBnA8rP1oorSGwRI/t07W0eWz5SsFPtWf9tuJrKdmkIw6j5eO9FFKe4yO3USMS3OKr6ix/tHHZVGKKK50bT2Oz8Myu3he8jLEqryYH1TNdX4WJfSmz2NFFdK6HLI5rUdYbS9c1KM2FheRSzhil3DvAZRwQQQR1ORnB7g1Z8O6ve32p3r3Eu97yZbiZsY3OA2PoPmPH0ooqJ7MqJ2UX3q8w8QMZNQ1EseTI386KKIEs5YHMBJ6mQH9Kgf70v+6aKKhGr3NNsQ2VlGirjG4kjlifWpdW4vpwAAFto8AD1xRRWvQzM69Y+ZFz/Cf512Xh9m83TDk52Y/AOaKKiO5czsfGZzoGQAP3idPqa4i+13Ur/TYNPuruaaC3d5EEkjMSWxnOTzjbx6ZPrRRWrM47H/2Q==", "info": {"video_id": "40728", "label": "moving notebook and mouse so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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a1rez/tLX2uZDGXF6XxuySobjis6T0LkbfiKXdqTLnOxFX9P/AK9czdqpUvkKQOpPFbOsyhtRuGJwA5GT7Vxfie9j/s2SJHyzME4/z6VW7Li7I7HXr1ptNnnMcjB4YgsiOBt74685rkDdmO1VSCPmxg9a3tXlXTvCmmFYjJDPawkMBnBCjNcVqc00cFvcAfIzEMv8v60S3OuVT3T1rwvY2NzoNveTIXeQNlSeBgkf0rWiENu7CJFQH+6MVzfgm58zwpbFWyA7j6fMa3CxzmtFsc0mauiSu3iLOG2fZ2GQgx19etaXiKfydCvX9Im/lXN6RNFF4rtd/lqz28g3NkHtgelaXjWfyfDV0fVSK76P8Nnn1175zWiaVBq8Fol1NIIY4l3RIceZx3rd1eS2022uobKDZDGywoinHOBk/mT+VcxbNPFFDJCzLsUDIHHTvUniGeaTSrPeVDT3G+Us2OOSTk15zl77RtFaXOA1qwaeWQqG3ZJwetS+H7BII5GbJY9j2q5qUoW/DblIYdjxUkcsNtC8rsFB9az+0dSs1c2tEkaGPUYEO7zY1O3PXB6frUNuDL4zmbyBEIwdwVwwGBjArK8HFbvxfqyq2ZBanywe5VlJrV0i8e71fVJ5IDF5KbcEY5/yK3gtUjVVLU2ammndBI5/ikY/rUtvMs2tNbPFGypD5gYjkHNQ2Z8vT0P+zk1n6Pqgn1tx8u6QbfcAU5uxjDXU7U3H7sDPQVRnnJ70Mxxiq83SkYyZE0uSQT1resNF07S9MkusPcXsjKi3Dtkgse3pxmuafrV/TJbpZ1tZWYxq24q2QQQP/r1nOVmiIq4ms+J7q3u5bS2hUESLGrbuWyeT7AUavMDriBjkIFX9P/r1z1tZ/wBo681xIYy63hbG7JKhuOKvaxN/xMbhy2AHPJPpRJ9jaGht6neKnmLGeFt2Yn2xgfzrNsBssoh3Kg1A0pm0q5n3KwkVIlI9zz/KrSEKij0FdCXuouUtRupTCLTpmPTbirHhrTrGXRILmdfMkfdkZ+UYJH9Kw9Zvo/JksyMlxgnPSp/CmsWYtBpH2kG9iLt5ZBBK5zkdj1rKTTdi0vdudRCIbZ2EKKgPZRikmn96hJ5zULEmmjGbIZpjnrVzRry2gvg04TzCMIzDOPWs2XrVvTPD95rkNy9oiSNb7dyFsE5z0/Kpne2hitZFjxXqsgsrqdJ5FM1xsRovvFQMDH5ZrD0e5eXQdUuWL/vrgBQ3Ye3tS+JFMFppsMyTFopSxUH5twHQ/nUzRx2+gKkalRJOWwTz0qE9DRaGPKx5rFe8aDxFpMMCjfNdIpJ7c9qn1DVI4Q4T5ioOT6VycmsGHU9Iu2cv5DrOT34Yf0FCjZXZspHeeLIITDC+1FcysX67jVHwfeLH4tsoCQf3TnB7/Kef0q34zsxe3sd3aTFoXHmYB4IPORXE6rcy6XqdjfWkhSeIcEex/lyRQ/iN6knynut1cmSoGnO3Fc94d8U2XiKA+UfKu0XMsDHke49RW0RWq1OWTIZpCaqFzuqzKOKpsMGhnPI8q0fXLqDWrF02oqSjK+o/ya7/AMPMn9tIEi2qw3sxPI4Jx7c15n4fiFxr9hE4+Vp1BHtmvVta+zaZpL+QoSec+WG6kjq3P0/nWEI3dkaOVtzl/EOqbb+TIyhY8Z/2uv5GuN1J98giUnHmscE9Ktajc+bG/YoT9eSKzLg7rkn1bNaydtENHUaL4qT+yodH1M5t4siKXrtH90j09DWRruoRzlba3YNErZLDofTFY6q5TO049cVPZqGuRnptY/kKnc09o+Wxs+DdWOmeILcy3LxWrkrMMnaQRxkfXHNe0K0bFR5i/MMgBhyPavAFhMUiEnhs4Oa9g0K9Sfw7p11gApH5TY9QMf0FXTV7mbdtDSg1K2m8S2mmwDfLI4JOPuqOSf0rS+IMw/sQxZ5kZV/NhXMeG7uAeMJL+YYihgaMyY4Qkjk/gDTdVlfxF46n0eXWZ4bbc72/kqJASqb1A7AcZyfT3rppSUaTMq6cppdj0HwEI00/WTLHHJEkSFkkGQcBq4HxjcwvEipEMKjuiqSFBzjbn8D+VaXw21a5k8NeJpLmd5CRbIm49NxfNZ/ieCBNLklwS4AVcn3J/qa45ayLXupHC/27avpUdvcoUnRiRIBkH/CqVxqSXdu6KM4GUboQQc1lX5Tz2XGKSIgW6Ef3mU/itJaMpS0J9P1S60rWP7StZAsySsBnkMD1B9jXpOk6tFqnh67vBD5UztscdQT7H05rydvuH/fr0nQ4TY+DrdX4eabJ/OtqPxXHKTSsjeMiwWfzdFTmuf0Z4U19LlgFeRioXPQGrurXsX2B41fLtwAozzWJpZaPWbeCRH84uMlhioqS95IqHws9MVVkXchDKe4ORUMsZxUEWqQWrR2WAJDk4A9zVXxRdzWujvLbyNHJ5igMvXmtWrHO3ce4wfxrv/G1xDbzwBoohOIi5lVfmPB4+nGa8i1ZvI0SDUrDWtQmVrr7Nm4iVFnIUMzxY52qcKd3qPcD0rxe8d5rtxG+SI1EXB/2ef5msZ9CoqyZwXh5lOtRiOLaHG9iTyOpx7c1ka1eb7uWUSKU3MoXOee5/WuxuEttK0y7vIolEkcZIbuSeOv1NeZSszYyeucmqpxtqVzXOu0uXzfDFiSAPOuCePRa1N4FY6PHZ2mm24b5EVjn8KstewKuTKn51vJ2SQlJttmLr6R3N35aMVlx8zjsKwo7qbQfEkF+gSQeXj5v4gRg/Spbm6VrmQyTDyyxwQeTWfq00Xm26p0CfpmuNyvI6X8KPZo5YpVjKyKfMGUGeSMZp7xEDpXP+Hb+M+HbC8ccQI6MT1+XI/lity21BL6Ayx/d7V0Wscrlcqzpiuo8FSC303XZ8kFIkwQehw1eeW1yL/xnLpl7qd1a20kuyN45Y0WPuSxfjGM8dScCt3wld3NpY+LbO6kuC0dzBbotxgOvzSdccZwvOOKiezFFa3M/Wzd3s8axK5PlnIUHOSxwc/h+tM1ZpbPQbOEgibDk57GugD5Oa4rxjqe/UTCj7RBFjPoxHP8AMVMIq+pXMzkdQu/Kd4RghpRjjswX/A1z92gEygn7kXT068Ve1CUTTRyLxnZn2I4rPnPmTyH2NOcrlI39E8TtaW4sr3fJbBcRsOWj9vce1Y+qXf2+9aRFIiUYQHrj1NUxG4jDlTtPQip7Nd3nZ6eUf1Iqdy3OTXKzY8FahFpnia2nmz5bBoiQcY3DAJ9s4r22DE1ukrAIW6rnOPxr568l4Hw4xkce4r1jSNanlGm2+R5bW0Z9ycYJ/MGrg1bUzldHUzRjBwazpRiovFF1cWmjtLBK0cgkUbl64NYmvWOvaHoumXt3e3QmvDJ5kRTAhwFKAnH3iGzjt+dUzK1zzvw5/wAjDp+OP9IT+dd/40kYLEB2Tg/U/wD1qKKxp7mnVHnM5LRzk9cL/M1VPMhz6f0oooZXQ0LZFi0dZVUGR5eWPYDHAqzfud1sAqqPszHgY5Of8KKK1WxHUzZ/uQV1/hOeRrBoGOY/Mc499n/1qKKiG5UjpbpRYeHJntxsZ03Me5JNc2l5Lousi8tAglh+7vXI+ZNpz+DGiiqjuOXQ6DwTK0Wj6nEpwr3VsD+CykVP4qlYWCJ/Cx5ooqV8ZnLY8o1If6UTSRj/AELP/TVf5Giik/iY4bBbRrLLEj8qZOfyrtpb+eTTmLMCsC7kUcDP4UUVpT+FhLdDfDsjXmpytOd2xiVHYUmqXEkWsJKhw6zJg/8AAhRRWbNl8BtXDt/wkVuc9V/9mNavjAAaExx/y1T+dFFbdWcz6HK6z4jbW47aKXTNPtzCEjje3R1KoOiAFyAOc8Dk816NeTyTapfSOcsbiTP/AH1iiispbo0MfxMxXw/Jj+J0U/TP/wBauBnA8rP1oorSGwRI/t07W0eWz5SsFPtWf9tuJrKdmkIw6j5eO9FFKe4yO3USMS3OKr6ix/tHHZVGKKK50bT2Oz8Myu3he8jLEqryYH1TNdX4WJfSmz2NFFdK6HLI5rUdYbS9c1KM2FheRSzhil3DvAZRwQQQR1ORnB7g1Z8O6ve32p3r3Eu97yZbiZsY3OA2PoPmPH0ooqJ7MqJ2UX3q8w8QMZNQ1EseTI386KKIEs5YHMBJ6mQH9Kgf70v+6aKKhGr3NNsQ2VlGirjG4kjlifWpdW4vpwAAFto8AD1xRRWvQzM69Y+ZFz/Cf512Xh9m83TDk52Y/AOaKKiO5czsfGZzoGQAP3idPqa4i+13Ur/TYNPuruaaC3d5EEkjMSWxnOTzjbx6ZPrRRWrM47H/2Q==", 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a1rez/tLX2uZDGXF6XxuySobjis6T0LkbfiKXdqTLnOxFX9P/AK9czdqpUvkKQOpPFbOsyhtRuGJwA5GT7Vxfie9j/s2SJHyzME4/z6VW7Li7I7HXr1ptNnnMcjB4YgsiOBt74685rkDdmO1VSCPmxg9a3tXlXTvCmmFYjJDPawkMBnBCjNcVqc00cFvcAfIzEMv8v60S3OuVT3T1rwvY2NzoNveTIXeQNlSeBgkf0rWiENu7CJFQH+6MVzfgm58zwpbFWyA7j6fMa3CxzmtFsc0mauiSu3iLOG2fZ2GQgx19etaXiKfydCvX9Im/lXN6RNFF4rtd/lqz28g3NkHtgelaXjWfyfDV0fVSK76P8Nnn1175zWiaVBq8Fol1NIIY4l3RIceZx3rd1eS2022uobKDZDGywoinHOBk/mT+VcxbNPFFDJCzLsUDIHHTvUniGeaTSrPeVDT3G+Us2OOSTk15zl77RtFaXOA1qwaeWQqG3ZJwetS+H7BII5GbJY9j2q5qUoW/DblIYdjxUkcsNtC8rsFB9az+0dSs1c2tEkaGPUYEO7zY1O3PXB6frUNuDL4zmbyBEIwdwVwwGBjArK8HFbvxfqyq2ZBanywe5VlJrV0i8e71fVJ5IDF5KbcEY5/yK3gtUjVVLU2ammndBI5/ikY/rUtvMs2tNbPFGypD5gYjkHNQ2Z8vT0P+zk1n6Pqgn1tx8u6QbfcAU5uxjDXU7U3H7sDPQVRnnJ70Mxxiq83SkYyZE0uSQT1resNF07S9MkusPcXsjKi3Dtkgse3pxmuafrV/TJbpZ1tZWYxq24q2QQQP/r1nOVmiIq4ms+J7q3u5bS2hUESLGrbuWyeT7AUavMDriBjkIFX9P/r1z1tZ/wBo681xIYy63hbG7JKhuOKvaxN/xMbhy2AHPJPpRJ9jaGht6neKnmLGeFt2Yn2xgfzrNsBssoh3Kg1A0pm0q5n3KwkVIlI9zz/KrSEKij0FdCXuouUtRupTCLTpmPTbirHhrTrGXRILmdfMkfdkZ+UYJH9Kw9Zvo/JksyMlxgnPSp/CmsWYtBpH2kG9iLt5ZBBK5zkdj1rKTTdi0vdudRCIbZ2EKKgPZRikmn96hJ5zULEmmjGbIZpjnrVzRry2gvg04TzCMIzDOPWs2XrVvTPD95rkNy9oiSNb7dyFsE5z0/Kpne2hitZFjxXqsgsrqdJ5FM1xsRovvFQMDH5ZrD0e5eXQdUuWL/vrgBQ3Ye3tS+JFMFppsMyTFopSxUH5twHQ/nUzRx2+gKkalRJOWwTz0qE9DRaGPKx5rFe8aDxFpMMCjfNdIpJ7c9qn1DVI4Q4T5ioOT6VycmsGHU9Iu2cv5DrOT34Yf0FCjZXZspHeeLIITDC+1FcysX67jVHwfeLH4tsoCQf3TnB7/Kef0q34zsxe3sd3aTFoXHmYB4IPORXE6rcy6XqdjfWkhSeIcEex/lyRQ/iN6knynut1cmSoGnO3Fc94d8U2XiKA+UfKu0XMsDHke49RW0RWq1OWTIZpCaqFzuqzKOKpsMGhnPI8q0fXLqDWrF02oqSjK+o/ya7/AMPMn9tIEi2qw3sxPI4Jx7c15n4fiFxr9hE4+Vp1BHtmvVta+zaZpL+QoSec+WG6kjq3P0/nWEI3dkaOVtzl/EOqbb+TIyhY8Z/2uv5GuN1J98giUnHmscE9Ktajc+bG/YoT9eSKzLg7rkn1bNaydtENHUaL4qT+yodH1M5t4siKXrtH90j09DWRruoRzlba3YNErZLDofTFY6q5TO049cVPZqGuRnptY/kKnc09o+Wxs+DdWOmeILcy3LxWrkrMMnaQRxkfXHNe0K0bFR5i/MMgBhyPavAFhMUiEnhs4Oa9g0K9Sfw7p11gApH5TY9QMf0FXTV7mbdtDSg1K2m8S2mmwDfLI4JOPuqOSf0rS+IMw/sQxZ5kZV/NhXMeG7uAeMJL+YYihgaMyY4Qkjk/gDTdVlfxF46n0eXWZ4bbc72/kqJASqb1A7AcZyfT3rppSUaTMq6cppdj0HwEI00/WTLHHJEkSFkkGQcBq4HxjcwvEipEMKjuiqSFBzjbn8D+VaXw21a5k8NeJpLmd5CRbIm49NxfNZ/ieCBNLklwS4AVcn3J/qa45ayLXupHC/27avpUdvcoUnRiRIBkH/CqVxqSXdu6KM4GUboQQc1lX5Tz2XGKSIgW6Ef3mU/itJaMpS0J9P1S60rWP7StZAsySsBnkMD1B9jXpOk6tFqnh67vBD5UztscdQT7H05rydvuH/fr0nQ4TY+DrdX4eabJ/OtqPxXHKTSsjeMiwWfzdFTmuf0Z4U19LlgFeRioXPQGrurXsX2B41fLtwAozzWJpZaPWbeCRH84uMlhioqS95IqHws9MVVkXchDKe4ORUMsZxUEWqQWrR2WAJDk4A9zVXxRdzWujvLbyNHJ5igMvXmtWrHO3ce4wfxrv/G1xDbzwBoohOIi5lVfmPB4+nGa8i1ZvI0SDUrDWtQmVrr7Nm4iVFnIUMzxY52qcKd3qPcD0rxe8d5rtxG+SI1EXB/2ef5msZ9CoqyZwXh5lOtRiOLaHG9iTyOpx7c1ka1eb7uWUSKU3MoXOee5/WuxuEttK0y7vIolEkcZIbuSeOv1NeZSszYyeucmqpxtqVzXOu0uXzfDFiSAPOuCePRa1N4FY6PHZ2mm24b5EVjn8KstewKuTKn51vJ2SQlJttmLr6R3N35aMVlx8zjsKwo7qbQfEkF+gSQeXj5v4gRg/Spbm6VrmQyTDyyxwQeTWfq00Xm26p0CfpmuNyvI6X8KPZo5YpVjKyKfMGUGeSMZp7xEDpXP+Hb+M+HbC8ccQI6MT1+XI/lity21BL6Ayx/d7V0Wscrlcqzpiuo8FSC303XZ8kFIkwQehw1eeW1yL/xnLpl7qd1a20kuyN45Y0WPuSxfjGM8dScCt3wld3NpY+LbO6kuC0dzBbotxgOvzSdccZwvOOKiezFFa3M/Wzd3s8axK5PlnIUHOSxwc/h+tM1ZpbPQbOEgibDk57GugD5Oa4rxjqe/UTCj7RBFjPoxHP8AMVMIq+pXMzkdQu/Kd4RghpRjjswX/A1z92gEygn7kXT068Ve1CUTTRyLxnZn2I4rPnPmTyH2NOcrlI39E8TtaW4sr3fJbBcRsOWj9vce1Y+qXf2+9aRFIiUYQHrj1NUxG4jDlTtPQip7Nd3nZ6eUf1Iqdy3OTXKzY8FahFpnia2nmz5bBoiQcY3DAJ9s4r22DE1ukrAIW6rnOPxr568l4Hw4xkce4r1jSNanlGm2+R5bW0Z9ycYJ/MGrg1bUzldHUzRjBwazpRiovFF1cWmjtLBK0cgkUbl64NYmvWOvaHoumXt3e3QmvDJ5kRTAhwFKAnH3iGzjt+dUzK1zzvw5/wAjDp+OP9IT+dd/40kYLEB2Tg/U/wD1qKKxp7mnVHnM5LRzk9cL/M1VPMhz6f0oooZXQ0LZFi0dZVUGR5eWPYDHAqzfud1sAqqPszHgY5Of8KKK1WxHUzZ/uQV1/hOeRrBoGOY/Mc499n/1qKKiG5UjpbpRYeHJntxsZ03Me5JNc2l5Lousi8tAglh+7vXI+ZNpz+DGiiqjuOXQ6DwTK0Wj6nEpwr3VsD+CykVP4qlYWCJ/Cx5ooqV8ZnLY8o1If6UTSRj/AELP/TVf5Giik/iY4bBbRrLLEj8qZOfyrtpb+eTTmLMCsC7kUcDP4UUVpT+FhLdDfDsjXmpytOd2xiVHYUmqXEkWsJKhw6zJg/8AAhRRWbNl8BtXDt/wkVuc9V/9mNavjAAaExx/y1T+dFFbdWcz6HK6z4jbW47aKXTNPtzCEjje3R1KoOiAFyAOc8Dk816NeTyTapfSOcsbiTP/AH1iiispbo0MfxMxXw/Jj+J0U/TP/wBauBnA8rP1oorSGwRI/t07W0eWz5SsFPtWf9tuJrKdmkIw6j5eO9FFKe4yO3USMS3OKr6ix/tHHZVGKKK50bT2Oz8Myu3he8jLEqryYH1TNdX4WJfSmz2NFFdK6HLI5rUdYbS9c1KM2FheRSzhil3DvAZRwQQQR1ORnB7g1Z8O6ve32p3r3Eu97yZbiZsY3OA2PoPmPH0ooqJ7MqJ2UX3q8w8QMZNQ1EseTI386KKIEs5YHMBJ6mQH9Kgf70v+6aKKhGr3NNsQ2VlGirjG4kjlifWpdW4vpwAAFto8AD1xRRWvQzM69Y+ZFz/Cf512Xh9m83TDk52Y/AOaKKiO5czsfGZzoGQAP3idPqa4i+13Ur/TYNPuruaaC3d5EEkjMSWxnOTzjbx6ZPrRRWrM47H/2Q==", 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", "info": {"video_id": "40728", "label": "moving notebook and mouse so they collide with each other", "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": "195fbd34abd5b7e8d259f27cfd8f0a115c4d01663b39c3c5d38ae6f1ed8b9833"} +{"episode": 48680, "episode_seed": 240525727, "split": "train", "timestamp": "2025-10-13T03:23:30.079397", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 240525727, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting lighter next to 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": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69630", "label": "putting lighter next to ladle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "69630", "label": "putting lighter next to ladle", "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": "e4f99fcdceb3b474f9ac641242c82546feef0d39770101f4753d71b8e9f39d2b"} +{"episode": 48681, "episode_seed": 3018375152, "split": "train", "timestamp": "2025-10-13T03:23:33.319583", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3018375152, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 4 slices of bread'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "209814", "label": "stacking 4 slices of bread", "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": "209814", "label": "stacking 4 slices of bread", "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": "f2be659aefef22a5780b9d1772015a317c2710a4dbfd29455b2ff4dab78a1b13"} +{"episode": 48682, "episode_seed": 256652202, "split": "train", "timestamp": "2025-10-13T03:23:34.651722", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 256652202, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing a small plastic bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41329", "label": "squeezing a small plastic bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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sS5DDJ4ArrdRRntQRJt45GM15L4vtkingWJmLSS4JJ4/+tXOkd0bI6nTNDEksczv7jPY+tZPiK0JhnnU5EUigk9ef/wBdekaPp0p09Gkj4C4B9eK848Zy3Npe39n5Z8pvLkLjpz/9cV2YiFtthyqqVPlOOBMlz04HH1rr/BVolz4lglkQtFbgyt8vAIHGfxrkLVdu4seScV0Gl6jc6SjlH2i5KoV2/eU9cH1Genoa5upxdD2TRTjS5rhx89w5YHPXJr5iuPm1C4P/AE1b+Zr3vSvEF4XktpbWIW8dqZFeIk7SOAGz3Of0rwZ1b7VM2CR5rDOOM5NaRMyzAvSrcaDOarQ9a0bS3kubiKCIZkkYIoHqa0JPTfhnpYhsp9TdfmnPlxn/AGR1/X+Vd5cT+VHntVDS7NNM0uC0jHyxIFB9fU1Ff3DtCwUA47HvXJJ8zudsVypIy9S1VsOC3ArzjXtQkuJCEJwPyzW1q1xc3F4kawyKHbaxIxiuXnjdLOW3YkyxyM0je4PA/WhRe5UtEZ80rGHOcs3FSWo2x896pvmV1A6A4rRgjaQhYxnHPAz3rRnKj1Pw1ZC30jSbQRssk0jXMoIwT2H4dPyrI+NJzY2Ow/IpZP1SoNH8T3rNPMiwzvCnlq8hKrtAz09ap/E7Unv9E0xpYjC8iI7Rt1Vm5x+WPzqoqzIZ5pAvQ1oxAbR3qs1s9rL5cnXAIODggjORmrMXQVohMsoMDp+Fe6eF9O/svQLSAjDhAz/7x5P868p8H6SdW1+BGTMMJ82X6DoPxNe1NhErKs9kb0FuyK8udqEV5v4l1X7NIWY4Ug813V+37ph3rzXxrBJcW0UcCbpWk5wOdvOaxsbpnN3EomVZSf3hc5X0GBiqQ/e3PXIXtU144NwSg52qP0pltH5ZJPfBHPatdkc0neTOp8H2n2rxDbOwTy7ciVy54wK9X0SQta3N2eXuHZgO+M4/lXi9tDcwxrLbBzPMNqbWwe5PsQR1/Cu70efVILxJWuXNpbwubiF8bQNuVC++cU1sZy3PJG0mSHRLbUCABKxBUk7sdmxjAHbr3FRw/Sup1PWdNfw1JZxtkOEWGJlIZCvfPTsR9KwNMspNQvoLSEHzJXCj2Hc/gK2kkthRbZ6l4Asvs2gJMw+e4kMn4dB/Kui1qcLCFHUDrTLOOO0t4oYhhIkCKPYDFZmsXBZWB9K51rdnbFWsjitZkL3IGeSRXoHw1SOSOdWVCisGznkHHf2rzmf97dv3wMVsadZ3Eli8lujvtU7xFyw4wMgckcVpR+M6I0VWfI5cvmd18QbW3fw3Msm1ULoPmOP4wQB6mvGtcsoNO1Fkt23RsQw9sg5FdDqUF7c2zG7W5RAuBJcOcZ4+6D34rhHv3nm82WQuwP5jtVVdZGOIoLDrkcuZ9/0Ok0a3L2M0r7VSVzDHzht2O3r3rvtGsreLUbSAIoSFfMOABj/ODXNadYFbTRojjIYzspHTK4/madYTXN/4zv7BdYubVSsiRGNA2WRCQvsODyf61gmcrH+MbGTUZPDiDj7RPPK77c4GVP8ALpXJeJNNGm61JGisscqiVAzbjg984GeQf5Vtf27qY0lZ5LhrhINqeXJzhWU5xj6fpWLrepT6ndW8kkaJEIv3Ko5b5ST68jkdDXRBLk8zJt8/kVrWKSeWOJFLO7BVA7knAr3DS7CPSNJt7FMHy1+c+rHkn864H4b6QLy5l1eZP3VsxjhyOGfHJHsM/ma9CeTMh9KxqO7sdNGNlcL2bbbnCg8V5V4lYz6nBk7wr5Ir0bVZvKtyM9e9edXgEs8kxGdp4z7c0tjohbqen6T4202DS4raWK5jMaKOE3Z4xxg1xfiTX7W/OqsYPKWSFRGH++3Xk++e1RSXeiCANJc3tqRGP3axhxg/3WyP1rlvEGo2c9pH9ljcL5uA8hyzADufxroqyUloy61PB04uVG/M+/T+vmVss0xjjzlmVF+pwK7zSrGL+0BA7h2tF2OwGOSAfzArivC0f2/XIIv4ATIx9OOP1NdTqk8tjomo39vM6PLdKFKHBwflxn3rne9jg6HY2aiTSF2jD3dyn/fOSx/QV5jZ+HWbwjdyyxn7WC1xtbIZFGeAOhJHJz2+ldFczy2mj2N9p2u6jJHHcG3Xzo1RZTsBZ4h12r907vUe4HNXms6hA1/ZCaEmMOomdedoz8ob1PPB65rajbW5jUvpYwIgQa9B+HOkG51JtSlTMNuMIT3c/wCA/nXnhJ2pGhCs52qT0Hv+Fe/6FYQ6ToVrawsGCxgl/wC8x6n8TU1HZWNKau7mnLMB8o7VlX0q+Ww5/CpJpW3cVjXspYElsY6jNYpHSZMk9t/akf2mdYoo1LFpm4/AViapcWkui6hOkeGklypIwx9SR2J64qveXVtNfSSTXiRrFxsMRdj9O361mX2oQXtvDbW8bKZJfnLHnH+NbP4EipqlGF7+8/wM2NtsbDBD/LW7oUeI7i9lcCKNliCkZ3M3/wBcj8q5RrlTPKR03lh/hXoOlWX/ABIdPRjiSeYTN34BJ/qKiRynRabZRxfYLQAHPzMD7f8A1z+lZnjPSV1fU7G6kkRbZbuUZk6MBsAX8dpqvp94Ljx9PYXGqXdpEr+VHLHNGixD7xJL8Yxn3JxWXrWpTw2l9od+byUpKRALgLvjZXOd2OASD2yOKqn8SuZzvy6EHjWCMy2F0CyyyRlXR85AGNpH+zjP459a5sOsKl2PAGSfao3uI5zEyszyAHe+TtOTxgdvf1p8cLTT7QwAjO5s9yO34Vu3zO5CVlY9n8EaP/ZWjpcP/r7oCRs9hjgfl/OuhkuCXxnisfw1rcetaJHMuFlj+SRPQj+hFTXE5V+DXI731O6NuVWE1G4VVbLVw9/fGTUxFEu6THB9M8f4Vt6rd/K2W5FcE2s+RdPIkIEpb5pC2Sy+gHb+dVFFJxSfMVNYsW026KuwLhSZP97pgVXXdPKUjxubanTHPSm6tfPcxPK+d0svAz2HX9T+lTeFNt14itI5GA+beQf4iBT6HM3qd5pNtCmp/ZUQiK1VcMx/iZcn6dq6CxIn0dgMA306oP8Ad3Z/9BFcnq11JZaNfahaMYppZ0VWXqQDtH9KdqNr4h0PS9EvLi+u0km81miKYEHC7ATj7xVicdvzqOmgjz+SV0tmKkf6RJtkGPTnj0ORXbfDG3jlutTuXXMsGyOM/wB0MCT+PFFFa1NgpfEd+rsEJ/2jWNq7HYTRRWcdjrRytiob7QxGTupk88sEAkhkaN0m4ZWII/Kiig06HN3Oo3t7vmubqaZxGwG9y2PzrCxhcjgmiirW5ws9Q8LXUmpG0kuMbxajlRjuR/SsGG9m0zVf7Tt9v2j7Q/3hkHcCDx9GNFFZRGzKv3ZJZo1Y7EtwwXPBI3YzWbGzOjuzkuxUFu/PFFFdENkZvdnrvw4mc+HJbc42QyHZ6810jDcHBJ6UUVjL4zqp/CjC11jHbNt9K5eNFNkhI5OSaKKcjWJz+oMXu7eMk7dgGB6c1jXzH9wn8IUnHuTRRVI5avxMfo97Pp+pwz27bX3bDkcEHgiu/wBeUDwraJjh7qMN78Fv50UVM/iRK2KWp67/AGqRC+mWFv8AZkWKJ4FdSsag4QAsQBzngcnmuHuSTfmPcdoIGM9eep9+aKKuHUh7l21ALysVBPzKPYKeMV634GvJrnwsglfd5TtGpPXA6fzooq63whS+I1ZWIAPeuf1mRoreRlPJFFFYROtHn2qIEYY/iGT71RX5YhIPvBXwf0ooq+hzz+IxuoHvXoPgm7muxHDO29LYmOPPUAmiilU2JRE+q/YLzVXexsb1Zrw7ku4d4BUnBGCCOvTOD3BrnfFmo3V3qUNzNMTNcl3lYcbicfkKKKI7jMqN2ijZ04ZRkVt2sKCytGHVi+f1/wAKKK3gZTOs8E3MsGsNBG2I5YmLL7jof1rrb12XBB5zRRWdb4zeh8JzesTOy84+YgGuO1BR/aj44ClMD8v8aKKhF1PhM7WY1ia2255Uk/kD/WqkQKK0yMyyRkMrKeQaKKroYHo3iZRB4e06FOI5JEZh7gMf5gVnXOu6jf2qWNzdSywQM0qB3ZiS4Gc5PONvHpk+tFFZQ2KZ/9k=", "info": {"video_id": "41329", "label": "squeezing a small plastic bottle", "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": "07f01dc1152452608e7cdaaef0bc33a0f40422eb60ddbe95ad4607fe0999a7da"} +{"episode": 48683, "episode_seed": 1166846056, "split": "train", "timestamp": "2025-10-13T03:23:35.835309", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1166846056, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41307", "label": "putting a remote on a 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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"info": {"video_id": "41307", "label": "putting a remote on a 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": "3e441be5eca82248bedffa56c097f149f0f9e14db9e191cbe0dc3e3336015b1f"} +{"episode": 48684, "episode_seed": 2719503002, "split": "train", "timestamp": "2025-10-13T03:23:38.662825", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2719503002, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen onto stone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "144280", "label": "pretending to put pen onto stone", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "144280", "label": "pretending to put pen onto stone", "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": "0887ab664a8981f921b3e5a05f41d6917b859f02fc9a3fc2a970e521bd4b14c5"} +{"episode": 48685, "episode_seed": 1559475241, "split": "train", "timestamp": "2025-10-13T03:23:40.861975", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1559475241, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 diet coke can'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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6V1GrTHBI6+orE8KabBq+oXcs8pXbvY4IGGbjP86ulN8jbLnCKqK+xu2VjLPqyTIxfdslucty/OSAav2/gtb+0ZruTc0rszDrj0wfaqq6Y1rqsktte3FpA0aiPbGWWTk8DjHeuy0WG6jsFW6jdcMfL3/eK9iffrUuT3FNx5eWOx5J4l8IXfh2TzDmayc4SYDofRvQ/wA6g0CAy/aMA8bf617jcW0dxbvDNGkkUg2sjDII9DWFoHg610i/v2QiS2n2GNH5aMjOR7jkVp7a8bPc5uS0rnDpYs3RGP4VMulTNyIWyfavU10+1j6Rp+VSNBEiHEYz9Kx5zSx5Dc2TWxjklhPlhsEHgHg+tZlw0lxfWqxqMbiNka4XO09BXsmraDBq2ktZufJckMkoXOCPUelY+j+CIdNvEurm6S4aPlERCAT6kn+VaxrWi0cNanWlWi4/D1PK0lnjtLtWWTPnFdu7HcDGK6bwpCtvpRZmjSblo0PIPbGOmMkCuy1LwbYX11JdRXUtsZG3OgjDDd3IPb9azLjRLdjdWtjLsQKtu+45K4IYnjuf60pVuZWNMJh5qpJ1Xoc7cyT3txDepbRsSrIkCR4yVzkkd+RVubw7catc3QUA26hYkYjbuHUn86P7P1LTtRskt5oZJTvdkkPyjPv1/wAmur0K4uJWuYrhE8xSrM0eSoz/AA5PUjH60nJ7noTjCKajqeS654Yv9BlUzx7oHOEmHTPofQ1jhMnrX0PeWcF9aSW1zEs0MgwyMODXkPirwjcaBMZ4d0tg5+STuh/ut/j3renV5tHucUoW1R7gWxwOppCMDJ496E5B4z70TgiEgHqMCuNm42Eb2eTseB9Kc2f89qEVlRR7Yp+znkdaQFfrTZLf7RbzxBQzvGwVW6E46VPsGelGCGznkdDSGjzoCPTJjAksyIDhreXqntg1ja/pIU/brThMZKjtXdeMj5unMQoMsY3Djkj2rkNN1FJ4tkgDIwwVNVdrVHfQrfzamHB/pflKAR/errbSzWG14HGKrRaZDbzF4MbG7HtWZbTXOoeK7nSm1e4tIv3nlCNA2WVCwX2HB5Pp71ok6r5UFacKSukeg+FLnzre4RmyY2A/nW+MluT+FeafCi9ub1tVaeZ5OISNx6Z3V6coyR3q+Xl0Z50mpO6IZicCMdW7j0qYABQO1RMm67HH3V61OqdRk0iTI1u1vAIbizt2uFA2yLGMuvPXHcfSsyx0/Ub97aS5tpLaOFg7mQbTIw7KvXHua6zLAcdaQh2xuzTuBia1orX0MMsdpHdqilJLdiA3XO5SePw4rMs9HvUurc29k+m2sLh2LAKzkdgATn8a69QQ3HWkmXzVKEnkYouVzO3LfQoTalCnyNN+FJDcW90haKQNg4I9K8k1HVJ7DxBJZ3ErP5cu0knqKdrGq3ulWhurC5khdnXlD1os7pGjguVyXQ9cKjJzUrE4wufevM7rWrv+xIdS0/xBqUqtcfZ8zxqizELlnjHXaDwc+o9wPSY87AfUd+9FaHLa5jTkpXHhSFznNRxfMzS+vTPpUsg2wsR6VHFHiJR7Vzlmdr97NYaVLcxRJJtBDhieAeMj8TXnUUk8YV5IJIkcnbuBwfXB716tdWqXVrLBIAySoVYfWvFb2a6srwWskshijkIKFiQO2cVSV0XCXKzRu/8ASYSAee1XfDWhW/kvcjSZbmZmwXjUOob0Izx+IrOjcda0dO1a40W+W6t8sjfLLHnAdf8AH0NJStodE4t6xep3uh2l7ZW8v2pyryPvEYORGMYxWgw3E5Yk+tR6ff22p2i3VrLvjb81PoR2NTuhA/Wk2crIGQZOCKfFhcmuGbUrmbxxdaXcaveWls0xSNopY0WPoSSXGMYzx1JrS8JXd/Lqer2t9Pcym2lEaLcbd6jLDnHGeBnHFbOk1HmM1UTlynVLlvmxTG+eVUB4HJqZRkEj8qhiDF5G65bisSyUjA4qFs7sVPg4yRmmug9KGBEqAsM5x3rldb0qG31ya4kubixaU5WWM4SVfrjGRXYKv5VMjtt2nlfQjNC0KjOUXeJyGjWq3k8iyWyz2AHyyTruLvnqCeeldIsEcUSxRRxxxr91UXAFWWyzA1GyHk027i8yAoRUM9vFPC8UyLJG42sjDII96zPGN1c2Hh17i1neGYSoodDzgnkVyeryeJtG0jTru51S9Et0X8yIrgQ42lQTj7xDZx/9etKdKU1dGcqii7M9Li+Yc1JKPuDtmiis2aMkKjA4oYYYDtiiipQAoGOlNZRnFFFMRwXxCnktrSKWJtrA15/ZzuLtsHAIzgdKKK1XwnSvhidJbzSGMfNXH3ep3GleKJ7+32edFI23eMj5lKnj6MaKKeH+NixXwI7P4OqA2sD08kf+h16yBtHHpRRWlTc5FsNg5Z27k1MaKKzGPCL6UhAC8UUVQhneogxBIoopDPG/idp1ta6ibuFSss0hLnPXjNYWpSNL4RgkfltyZoorXrE1j8MvQqal4sn1X7Mh0zTrVoFSON7ZHUrGOiAFyoHOeByea+g4vur9P6UUUYroc9HqPmPyhexIqcAbRRRXEakZ5J9q8o8c2sUPiCTYMeYoc/U0UVcNxmK0rRxgjHWmPeTCQLkbemMUUU7G7b0Nnw/qd1p2rW/2dwEuJFSVDyrA+3r7164R972oorNkVNzyXXtUOneKdXQ2VndxyXG4pdRbwCo4IIII69M4PcGt3wFdz395q93cvvmneOSRsYyTuoorul/COKH8Q75RhDj0NJAi+SDjk0UVxM6CRlATI9cU0AZNFFAD8DbmkAAB96KKBiFRim4yOe1FFIZy/j//AJFRz/03j/nXmt1rN/e2EFjc3UssMLtIu92Yktjrk84xx6ZPrRRXbh/gOar8R//Z", 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", "info": {"video_id": "110032", "label": "taking diet coke can", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Q8evTLNJbQlGbAH3nzjkfrXZvcJp2lwmJopXyFlRl3cjuM/rW43gzT7GR7uW8kmijUv5ZiC5wMjJ/wFYmpaO81tA0MwMUZeRc8lt5BpOrzNG+Bw81Bqq9TW8M+IbXT7hkvIRsYcsBkD8PStbXH0a5heS0aKQFcsI26e+K8xuLgll2EhweRUN/5pj8+GQxSdMr3q4pN3OidKUVcqeILSFJzJB90nODTfD8Bl+0YBONvT8a2bCxOpWYjvMnd0cDp710fgHQGs73VoL2EHb5Rjcjhgd3IpyqJxaM/ZuLTZgJYs3RGP4VMulTNyIWyfavU10+1j6Rp+VSNBEiHEYz9K5uc0seQ3Nk1sY5JYT5YbBB4B4PrWZcNJcX1qsajG4jZGuFztPQV7Jq2gwatpLWbnyXJDJKFzgj1HpWPo/giHTbxLq5ukuGj5REQgE+pJ/lWsa1otHDWp1pVouPw9TytJZ47S7Vlkz5xXbux3Axium8KQrb6UWZo0m5aNDyD2xjpjJArstS8G2F9dSXUV1LbGRtzoIww3dyD2/Wsy40S3Y3VrYy7ECrbvuOSuCGJ47n+tKVbmVjTCYeaqSdV6HO3Mk97cQ3qW0bEqyJAkeMlc5JHfkVbm8O3GrXN0FANuoWJGI27h1J/Oj+z9S07UbJLeaGSU73ZJD8oz79f8mur0K4uJWuYrhE8xSrM0eSoz/Dk9SMfrScnuehOMIpqOp5Lrnhi/0GVTPHugc4SYdM+h9DWOEyetfQ95ZwX1pJbXMSzQyDDIw4NeQ+KvCNxoExnh3S2Dn5JO6H+63+Pet6dXm0e5xShbVHuTE87c0AfLnNNQHGe9PkG2BjjtjFZM0I4fndpPwXPpUpiEyshIBZSuSOAccUyGLbEowRU+0jkGkBx7RaxDdCB9LuGADD92uVJ4wQ2cY61taVpT2ttJFdOPNnLsxU5CFh29cVrZfJAzj603acdKdwOPl8PzW1wSdCE1wPuTwKrIx7HkjH4itjSY7jSrJlvrj94zl9oOQmewrcBIX2xXFfEJp7TS4r6GRlCttdQeuelFy7uT95m8dTtXkCtMMseCasFQeQQRXkem6j9vs3BY71bg55qXQdd1O/8TTaRNrl1bRnzPJ8tQ2WVSwX2HB5Pp704QcnYKsVCPMj1mMBcml5ZuT+FcZ4E1W/1QXhvbqSfYIygc/dznNdsoyeevasqitKzFF3VyGbPEY6t39qk4AA6CmMu66H+ytSKh5rMZ554mvLy51gWYs9zwcKYQWJB5H6Vlrclkwa6Dx9ayQG21GBmjlGY2ZDg8cj+tcRY3LzI3msS4c5J755zVON1c2pTs7E76ZHfajEksXmxuw+QMASfQZ4/lXcWWi3CvCljYy2EKOrSSSJtY4PQc5NckuHUrXY+F/E32gJpmoS4nXiGVj/AKwehP8Ae/nRztqxVSLWqeh1bMxGGY49KiZBjOasFc9O1c54yurnT/D0lxaTPDKJUAdDzgk5FJLmdjnbsrmxsGe1WC2OF6mvNtS1O9g0iG/sdf1GUG4+z5njVFmwuWePvtB4OfUfQejxnKdM8da0nTcNyYzUthSMDJ496bCN7PJ2PA+lOnBEJAPUYFCKyoo9sVkUDZ/z2qLrVjZzyOtM2DPShgQSW/2i3niChneNgqt0Jx0rgQI9MmMCSzIgOGt5eqe2DXouCGznkdDXN+Mj5unMQoMsY3Djkj2oXY2pTcXocLr+khT9utOExkqO1Z0H+l+UoBH96tzTdRSeLZIAyMMFTViLTIbeYvBjY3Y9qqNRx0Z6DlCa1LNpZrDa8DjFdH4WuvNgnVmyY2A/nXA2d59r8XS6TeardWltJLsR4pY41j7ksX4xjPHUnAre+HjXMes+IrS5a4Y28yRhLgLvXBcfNjjPAzjir9lJR52efVrRk+RLU79ct82KY3zyqgPA5NTKMgkflUMQYvI3XLcVkYkpGBxULZ3YqfBxkjNNdB6UMCJUBYZzjvXK63pUNvrk1xJc3Fi0pyssZwkq/XGMiuwVfyqZHbbtPK+hGaFoVGcou8TkNGtVvJ5FktlnsAPlknXcXfPUE89K6RYI4oliijjjjX7qouAKstlmBqNkPJpt3F5kBQioZ7eKeF4pkWSNxtZGGQR71meMbq5sPDr3FrO8MwlRQ6HnBPIrk9Xk8TaNpGnXdzql6Jbov5kRXAhxtKgnH3iGzj/69aU6Upq6M5VFF2Z6hEoxSy87VPQkUUVTGTr90fSlUButFFJCHbAMUxutFFUBHIcAEVjeJrKDUtDlhuV3ICrDnGDmiiiO40eH6Ixh1+WBCfL+YYPsap3Woz6P4nnv7XZ50Ujbd4yPmUqePoxooraHxl1f4S9TvPhDK7x6pGzEiPyQufT5q9TXhc4oornr/GyYfCJDzLIT1zipH4HAFFFYDMTxTbR3Hh668wE+Wu9fqK8itxtkOO+KKK0j8LNIfEiT7VKobBHBx0pIZ3nHz4JHccGiihrQ1TfMeoeC9TutS0dzdPveGXyg/dhjv6mmePwB4Vk4/wCW8f8AM0UUqfxo56uzPPdU15tWjgjk0+xgMKqkbwK6lUH8IBYgDnPTrXskPKjPpRRXTiehhh9mSSj7g7ZqQqMDiiiuRm4MMMB2xQoGOlFFADWUZxXBfEKeS2tIpYm2sDRRVR3NKPxnn9nO4u2wcAjOB0rpLeaQxj5qKKdXc6KRyd5rb6Zq+oI1hYXscswcpeQ7wGUcEEEEdTkZwe4Ndr8Lb241LUNfvbuQyXFw8Ukj4xljv7dvpRRXVL+Cjgf8VnqCjCHHoaSBF8kHHJooriZRIygJkeuKaAMmiigB+BtzSAAA+9FFAxCoxTcZHPaiikM5fx//AMio5/6bx/zrzW61m/vbCCxubqWWGF2kXe7MSWx1yecY49Mn1oortw/wHNV+I//Z", 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", 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", "info": {"video_id": "110032", "label": "taking diet coke can", "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": "e2569899ebf2313ccef7bfaae7d3d26796860486e1fe9156276dd551bd5762b2"} +{"episode": 48686, "episode_seed": 3840554235, "split": "train", "timestamp": "2025-10-13T03:23:44.160870", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3840554235, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying candle holder on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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VohQh2DP1+lKM7efx5/WuH8a+IZ/D/iTQTAJpEIcyW8fWQEhSMevce9Tj4l6FHdG1vI72zlU7XSWL7h75x0rN05NXQcyOvaMcfLkZ7CsDUvENlaSyRxI08ykocDCA98t7e1U/FfiyO30K3l0q5SQ3ufLlj/hQcEj0OePbmuR0S5E9uqyHjJyDWUk0rm9GCk9TvrDVbDU/9GJ2ylNzxMD+OD3/AMKjt/DGm6fdtPbQIjtya5dkktLiO6gbEkbblPr7Gu2sb2LULL7RGSB0ZCeVPpTpzuOrT5NtjpvDoAt5yB3H5YqO+gNzrVspHyRrvP5//Wp/h5sxTLjB4NXmj/0xn/2AP1rrp7I5JbkWoS+Tp0rZ+ZhtH1PFc0gUPkn5fXHWtTW5S9wtr/cG5h7kcD+dZqg4yMA55oqb2HHa44BQRuJByTyOKeeWB5+tKo4zjrxz3rnLbx74flluori9S0lhmeIpN/FtONwwO9YOLexVzo8biR+PJ6U0qRnOOO3pUNjqFlqUPmWV1DdRrjcYnDBfTOOlWmVgvHA6cCot3GV2G7gDk9jxVS7QPEQ2MY5q6V784FQyFViyThfU9MetUkFzzfXrfy3JAA+lUrR8gHPauq8RWW8nC5NcaQ9pLtcYUnitFqjSLPbdYmDX3lBspAMEjkbiOfy/rVNUyoUj6Z70xAzEEnJ6s3qT1qdArR/MffNW9WZJWQqjKnsenvUqLgHvnHT0oUB1HBJPep/LB+8MqeM+lQ0BCYxnHHH6mvMPiq3lajp4I5kt349Srf8A169ZCIRk+nP/ANevnHxj4puvEmrh5GUQWzuLZFUDahPc9zwOadGDcrkylYheWZpLaUTSeWo2rE0hZU7YAPQe1dnaySafc2FyJCCrKHOeqk4IrnZLGK2vtse5oXWOaBnHJR1DDPvzj8K6K5Hm2IAHKiorS1R20oq3qejMAjk84PpXV6bKJtPjPdRtP4VxOnXH2vSrS6LZ3xAH2PQ/jwa6jw/IWaW3Zjkjeme5HUVpT3OOa0LkQjtluJZDtjjG4n+QrnCzTOzuPmkbcfatTXZHQRRjIikbL4746D9aywp59SeQK0k+gorqPAJbgc+g7ipQMkc846elHBw2Dkd+1TquTkDAA4rJooYFGAp4A9aAnQgc+nXipwgBxgZHcd6eURVzjj8qykgOP8aeG5PEOlxrahFvbeTfEznAYHhlJ7A9fqBXltistpqElvOpSRGKsp6gjrXvkiZbBYfjXjfjhIrfxdJPbn/XAO3+90NXC7XKXCVma9swkg8tjmr3hnUBpmsfZpSRFKwZD6OO341ylnqgYqu4ite6jE9uJFPzDnIrGzhK516VI2PbLhRNbEdQwqvrFwIbNbYf6ycZYj+FB1/OsnwbrY1rQAJGH2q1IimXueOG+hx+YqKSeS7uHuJOsnbuoHQV3cytdHn8jUrMRAWI5+gFSovzZGMjrSBfnwO3FTqCXztGSO1ZNFHj/wARr97T4haRJFndbQxyKNu4gl2Ocd+1VNa8Np4g1Ke40Cw1e5nuHzJLdReVEhIHOW5JOD7fN7V22paAZPiLB4hup40traJPLTqXcZH4AE5rs4722kVS0q8jv0qnPlSsRa97nzNPaaokA32d5FGjFSTGwUHOCPTOa2NBu2gj8mT7ytXvWpzWc1jPaSy7Y542iZlbsRXkHiLw1Doskdzp0kk1qQBIzEEq3rx2NKU/aLlaNKXuyvc2Le4SWPB6Gp7K7fSrkyrlon4kUdx6/WuVsdQ23CruwK6iNkuYRjGSM1xOLgzvTU1Y9I8N3MUkoaFlaOVPlIPWt+eaO0jkupSAsa5+p7CvKfCepHTNbW3lbEUrZXJ6N3/Mfyr0HxEGLWyEkRnLEDueMf4120ZJxucFam4ysZDu80jPKSXkJd+eQTUijKbwB7imoPkycE8DPc1NGCVGGxx2PND11FshdvlpuAO3rz1rwzwul1qlv4ltrG0Se/uotyyMB+7XcSwBP8TZAA49e1e6yITaSEHPyHgfSvAPCNvr++4OkSyQ+bhHZAvzYz3PSrpxumZzeqITDrHgfWbdpZlt7wL5nlxyB8DPRwOMEc49CKs6n491e71NL+O8khkRdqJbsURB9MnOffNbsen3OhANq2lW18GlEskk2ZHZh0OT29ulV9VvNG1q7xcaTFbRngTW6iN1/Lg/iK15b6tXIvYlg+LeoR2qrPZW1xL3f5kJ/AcfyrP8R/EObX9F+wixS1MjgyMkpO5QTxjHTpn6UQ+GNKsLj7dPfxXthGN6QgbXkPZW9B6+tZXi+9tNT1CK9tLNLUmILKkahVLDvge38qSpxvdIbk+5614fmbVvC2m3dwv7x4QrH125XOfwzWTruj+bZSNGuDGdw961/DEXkeE9ITuIEYr255/rV+4VGQLKT5cilCR0GRxXPb3jZPQ0EKquOnbAq1EMgHgg9CT1/GoEU7VG3HGc+lXFTsMbcetUkDJIxtTkZOc8fzqwqLtHFNjTGQQCOuc1ZCfMT2pNCIJNhQgjKsDuHtXy94k0yXSNdu7OSERCKQhFzn5M5U578Yr6duDtDZwGPOcdq858Zada3iedNbxvMgwsjLyB7VdLRkT2OJS4NxpmizFMbLYwMD1O12wfyIrooI/OtRjpjt3rlWR42MWPu9AO9bekakPICEcrxWeJptO6OvDVE1Y7Hwi/mWE9o55gckDPRW5yPxzXR2lz9kuIphlfLOSB+tcPpV19i1yNyQIrgeUx7Anofz/nVuGS61DxldaY+rXNpH+8EQjTdllQsF9AOCc+3vUUbsmuuV+p6J4hZPMt3jOVkVmXH4cVlAgnZtPHHSuY8Haxf6pbzR3l1JOsGzy95ztBznH5fpXWRgbxvK+1by3MY7EhBx2z9KUz7cjGQOp70jAZAJBLUbhsAIBPt3pWE2Oa+CHlOMYz2qlPqnyHnA/pT7hkVCMgEisC+EbqRE+MenekoXE2PvtbiVGK3A6evpXm97JHca/HJIFlV25Dc1d1eGbzDhi4PbPaqen2H2i4hkUNwwJA5xXRCmoq5m5Mm1vQm0iOLULbLWjsAynrGT0/A1d0u48yP5m3Kw4FdmdPi1DRZ7GQjbNH5eSPunsfzryxZ7iys5YwxSaKTYcHoQcGuWcOY7KVSx23h3VD4f8AEkUzsRaz/uZ/Taeh/A4P513cavnBIJBOTXlWuWtvH4ft9TsNWvp1a6+zZuYVjW4ITczxAc7VOFO71HuB6vANyLknO36Y6URg4qzFUnGbuiWJWZ8N254qyMYB68cDPH4VFEAVxtODVsICGAyCD1q7GRxnipJpkRUkCEydSKyH03XUgQwXgPHTbgV3l9pK3ZjLckPmtKLTYUhVWAZQOnrVc1kTa54rqZ1pOJwRjnKHg1inUrlA6M5ZGUqyN0Ye9ex69pUJiYqmO30ryTWrMQXByCRnGfrW9JqWjRnJNGc+nTLELhGUjuAeRW9pF4Nq5PGOK2dIt7e80oAxoWIB5HeufurZtJ1q4tSMKCHT/dIz/wDW/CuavBM6sPUaeps3iB1EsZKsOQR2Nd5a6wuu6Jp8xP8ApNvuimX0IA5xXmugyQar4lGmahqNza20z7UkjlijWP1LGTjGM8DknAre8GRT2+t67Zzi5/0eYR7J8B1wWHzAcZ6dOKypwlH0Nas4z06o7EJwMN/9f/OatxgDCnBI5bP9ahRT8uFAbHJq2gIGWABzgf41qczCWN3tSFBrD8K6A9je3sjxqoeZ2UKOOTx+ldTEg3Nxg1ajQBcjueMCi9lYVilcWEVyhWWIMAMc1gaj4c06WB4zbgBu/vXWlOCqjgDJrH1GMeQ56kcioV76Azy4eD4INRkd2zCpOFqLUfD9n9stpIoQYQ4DrjIK9CK6O+eRJQDjaRjjpyKyrecn5JDyjV03luZ6bG1ZNuhjUABVGNvQfhTrpyLKQbssD1J5zWFrN5La6S00EzRyeYoBX0zUOvWGvaLoGm3d5e3QlvfM82FkwIQNpQMcfeIbOO31BrHkb1NeZLRnoMCh1UHpt3VcCKsYIH3uv5ZoooQF1BhSw7AcfhUzjHH1NFFAiheKAGA7gj8q4fX1BB9sUUVcNyJbHn96oS6fbxhuKgJ+z6niP5VO0kduRk0UVrX+BFUPiOgdi8BBPQcVAmr3Vlqy6nEVNyCTl1yDuTaePoTRRXFQ+JnXivhR0Pw/UFb7Pbyx/Ou+hUGUqRmiitnucq2HEAlWx04A7VGyLtROcMMnn6UUU0DKd9ErSsDngGsUxJ8oxwHxRRVIhmJfW0RAbbyd36VmaQdl/hQByaKK26EdTvLP7oPQ7TXlXi1Fh8RakqDCmZXI9yAT+tFFc3U6IjtY8TPr1tbxS6Vp1sYEWOJ7ZHUoi9EALlQOcnA5PNe1QkllGeNoH5iiih7iWxctDuO055bGc896tRhVXIUden0oooEWokVsZHXP4VYZFUKAOtFFJgYmtoDE574ryTxNGqjIHO9h+VFFbUdyJlzwl81uFPQ1W8cRqLvTrgDEjq6MfUAgj+ZooqavxF0uhy9rrbaTc3UZ0/T76KZwxjvIPMAZRwQQQR1ORnB7g12ngS+udSv9avbuQyXFwySyP0yx3enT6UUVHRFvdnfQ/MqE9t36dKuqxwG4yeTx14oopkFuAltgPQrnFXY+uDzRRUsCQoNpPtmse/A8yRewHFFFJAcRqJzEp9Sf6VhQgG4mXtiiit0ZkXiDjRCATxIlYV3r2pahpUWnXd3NNb28jyKJJGYktjqSecbePTJ9aKKlFM//2Q==", "info": {"video_id": "170241", "label": "laying candle holder on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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VohQh2DP1+lKM7efx5/WuH8a+IZ/D/iTQTAJpEIcyW8fWQEhSMevce9Tj4l6FHdG1vI72zlU7XSWL7h75x0rN05NXQcyOvaMcfLkZ7CsDUvENlaSyRxI08ykocDCA98t7e1U/FfiyO30K3l0q5SQ3ufLlj/hQcEj0OePbmuR0S5E9uqyHjJyDWUk0rm9GCk9TvrDVbDU/9GJ2ylNzxMD+OD3/AMKjt/DGm6fdtPbQIjtya5dkktLiO6gbEkbblPr7Gu2sb2LULL7RGSB0ZCeVPpTpzuOrT5NtjpvDoAt5yB3H5YqO+gNzrVspHyRrvP5//Wp/h5sxTLjB4NXmj/0xn/2AP1rrp7I5JbkWoS+Tp0rZ+ZhtH1PFc0gUPkn5fXHWtTW5S9wtr/cG5h7kcD+dZqg4yMA55oqb2HHa44BQRuJByTyOKeeWB5+tKo4zjrxz3rnLbx74flluori9S0lhmeIpN/FtONwwO9YOLexVzo8biR+PJ6U0qRnOOO3pUNjqFlqUPmWV1DdRrjcYnDBfTOOlWmVgvHA6cCot3GV2G7gDk9jxVS7QPEQ2MY5q6V784FQyFViyThfU9MetUkFzzfXrfy3JAA+lUrR8gHPauq8RWW8nC5NcaQ9pLtcYUnitFqjSLPbdYmDX3lBspAMEjkbiOfy/rVNUyoUj6Z70xAzEEnJ6s3qT1qdArR/MffNW9WZJWQqjKnsenvUqLgHvnHT0oUB1HBJPep/LB+8MqeM+lQ0BCYxnHHH6mvMPiq3lajp4I5kt349Srf8A169ZCIRk+nP/ANevnHxj4puvEmrh5GUQWzuLZFUDahPc9zwOadGDcrkylYheWZpLaUTSeWo2rE0hZU7YAPQe1dnaySafc2FyJCCrKHOeqk4IrnZLGK2vtse5oXWOaBnHJR1DDPvzj8K6K5Hm2IAHKiorS1R20oq3qejMAjk84PpXV6bKJtPjPdRtP4VxOnXH2vSrS6LZ3xAH2PQ/jwa6jw/IWaW3Zjkjeme5HUVpT3OOa0LkQjtluJZDtjjG4n+QrnCzTOzuPmkbcfatTXZHQRRjIikbL4746D9aywp59SeQK0k+gorqPAJbgc+g7ipQMkc846elHBw2Dkd+1TquTkDAA4rJooYFGAp4A9aAnQgc+nXipwgBxgZHcd6eURVzjj8qykgOP8aeG5PEOlxrahFvbeTfEznAYHhlJ7A9fqBXltistpqElvOpSRGKsp6gjrXvkiZbBYfjXjfjhIrfxdJPbn/XAO3+90NXC7XKXCVma9swkg8tjmr3hnUBpmsfZpSRFKwZD6OO341ylnqgYqu4ite6jE9uJFPzDnIrGzhK516VI2PbLhRNbEdQwqvrFwIbNbYf6ycZYj+FB1/OsnwbrY1rQAJGH2q1IimXueOG+hx+YqKSeS7uHuJOsnbuoHQV3cytdHn8jUrMRAWI5+gFSovzZGMjrSBfnwO3FTqCXztGSO1ZNFHj/wARr97T4haRJFndbQxyKNu4gl2Ocd+1VNa8Np4g1Ke40Cw1e5nuHzJLdReVEhIHOW5JOD7fN7V22paAZPiLB4hup40traJPLTqXcZH4AE5rs4722kVS0q8jv0qnPlSsRa97nzNPaaokA32d5FGjFSTGwUHOCPTOa2NBu2gj8mT7ytXvWpzWc1jPaSy7Y542iZlbsRXkHiLw1Doskdzp0kk1qQBIzEEq3rx2NKU/aLlaNKXuyvc2Le4SWPB6Gp7K7fSrkyrlon4kUdx6/WuVsdQ23CruwK6iNkuYRjGSM1xOLgzvTU1Y9I8N3MUkoaFlaOVPlIPWt+eaO0jkupSAsa5+p7CvKfCepHTNbW3lbEUrZXJ6N3/Mfyr0HxEGLWyEkRnLEDueMf4120ZJxucFam4ysZDu80jPKSXkJd+eQTUijKbwB7imoPkycE8DPc1NGCVGGxx2PND11FshdvlpuAO3rz1rwzwul1qlv4ltrG0Se/uotyyMB+7XcSwBP8TZAA49e1e6yITaSEHPyHgfSvAPCNvr++4OkSyQ+bhHZAvzYz3PSrpxumZzeqITDrHgfWbdpZlt7wL5nlxyB8DPRwOMEc49CKs6n491e71NL+O8khkRdqJbsURB9MnOffNbsen3OhANq2lW18GlEskk2ZHZh0OT29ulV9VvNG1q7xcaTFbRngTW6iN1/Lg/iK15b6tXIvYlg+LeoR2qrPZW1xL3f5kJ/AcfyrP8R/EObX9F+wixS1MjgyMkpO5QTxjHTpn6UQ+GNKsLj7dPfxXthGN6QgbXkPZW9B6+tZXi+9tNT1CK9tLNLUmILKkahVLDvge38qSpxvdIbk+5614fmbVvC2m3dwv7x4QrH125XOfwzWTruj+bZSNGuDGdw961/DEXkeE9ITuIEYr255/rV+4VGQLKT5cilCR0GRxXPb3jZPQ0EKquOnbAq1EMgHgg9CT1/GoEU7VG3HGc+lXFTsMbcetUkDJIxtTkZOc8fzqwqLtHFNjTGQQCOuc1ZCfMT2pNCIJNhQgjKsDuHtXy94k0yXSNdu7OSERCKQhFzn5M5U578Yr6duDtDZwGPOcdq858Zada3iedNbxvMgwsjLyB7VdLRkT2OJS4NxpmizFMbLYwMD1O12wfyIrooI/OtRjpjt3rlWR42MWPu9AO9bekakPICEcrxWeJptO6OvDVE1Y7Hwi/mWE9o55gckDPRW5yPxzXR2lz9kuIphlfLOSB+tcPpV19i1yNyQIrgeUx7Anofz/nVuGS61DxldaY+rXNpH+8EQjTdllQsF9AOCc+3vUUbsmuuV+p6J4hZPMt3jOVkVmXH4cVlAgnZtPHHSuY8Haxf6pbzR3l1JOsGzy95ztBznH5fpXWRgbxvK+1by3MY7EhBx2z9KUz7cjGQOp70jAZAJBLUbhsAIBPt3pWE2Oa+CHlOMYz2qlPqnyHnA/pT7hkVCMgEisC+EbqRE+MenekoXE2PvtbiVGK3A6evpXm97JHca/HJIFlV25Dc1d1eGbzDhi4PbPaqen2H2i4hkUNwwJA5xXRCmoq5m5Mm1vQm0iOLULbLWjsAynrGT0/A1d0u48yP5m3Kw4FdmdPi1DRZ7GQjbNH5eSPunsfzryxZ7iys5YwxSaKTYcHoQcGuWcOY7KVSx23h3VD4f8AEkUzsRaz/uZ/Taeh/A4P513cavnBIJBOTXlWuWtvH4ft9TsNWvp1a6+zZuYVjW4ITczxAc7VOFO71HuB6vANyLknO36Y6URg4qzFUnGbuiWJWZ8N254qyMYB68cDPH4VFEAVxtODVsICGAyCD1q7GRxnipJpkRUkCEydSKyH03XUgQwXgPHTbgV3l9pK3ZjLckPmtKLTYUhVWAZQOnrVc1kTa54rqZ1pOJwRjnKHg1inUrlA6M5ZGUqyN0Ye9ex69pUJiYqmO30ryTWrMQXByCRnGfrW9JqWjRnJNGc+nTLELhGUjuAeRW9pF4Nq5PGOK2dIt7e80oAxoWIB5HeufurZtJ1q4tSMKCHT/dIz/wDW/CuavBM6sPUaeps3iB1EsZKsOQR2Nd5a6wuu6Jp8xP8ApNvuimX0IA5xXmugyQar4lGmahqNza20z7UkjlijWP1LGTjGM8DknAre8GRT2+t67Zzi5/0eYR7J8B1wWHzAcZ6dOKypwlH0Nas4z06o7EJwMN/9f/OatxgDCnBI5bP9ahRT8uFAbHJq2gIGWABzgf41qczCWN3tSFBrD8K6A9je3sjxqoeZ2UKOOTx+ldTEg3Nxg1ajQBcjueMCi9lYVilcWEVyhWWIMAMc1gaj4c06WB4zbgBu/vXWlOCqjgDJrH1GMeQ56kcioV76Azy4eD4INRkd2zCpOFqLUfD9n9stpIoQYQ4DrjIK9CK6O+eRJQDjaRjjpyKyrecn5JDyjV03luZ6bG1ZNuhjUABVGNvQfhTrpyLKQbssD1J5zWFrN5La6S00EzRyeYoBX0zUOvWGvaLoGm3d5e3QlvfM82FkwIQNpQMcfeIbOO31BrHkb1NeZLRnoMCh1UHpt3VcCKsYIH3uv5ZoooQF1BhSw7AcfhUzjHH1NFFAiheKAGA7gj8q4fX1BB9sUUVcNyJbHn96oS6fbxhuKgJ+z6niP5VO0kduRk0UVrX+BFUPiOgdi8BBPQcVAmr3Vlqy6nEVNyCTl1yDuTaePoTRRXFQ+JnXivhR0Pw/UFb7Pbyx/Ou+hUGUqRmiitnucq2HEAlWx04A7VGyLtROcMMnn6UUU0DKd9ErSsDngGsUxJ8oxwHxRRVIhmJfW0RAbbyd36VmaQdl/hQByaKK26EdTvLP7oPQ7TXlXi1Fh8RakqDCmZXI9yAT+tFFc3U6IjtY8TPr1tbxS6Vp1sYEWOJ7ZHUoi9EALlQOcnA5PNe1QkllGeNoH5iiih7iWxctDuO055bGc896tRhVXIUden0oooEWokVsZHXP4VYZFUKAOtFFJgYmtoDE574ryTxNGqjIHO9h+VFFbUdyJlzwl81uFPQ1W8cRqLvTrgDEjq6MfUAgj+ZooqavxF0uhy9rrbaTc3UZ0/T76KZwxjvIPMAZRwQQQR1ORnB7g12ngS+udSv9avbuQyXFwySyP0yx3enT6UUVHRFvdnfQ/MqE9t36dKuqxwG4yeTx14oopkFuAltgPQrnFXY+uDzRRUsCQoNpPtmse/A8yRewHFFFJAcRqJzEp9Sf6VhQgG4mXtiiit0ZkXiDjRCATxIlYV3r2pahpUWnXd3NNb28jyKJJGYktjqSecbePTJ9aKKlFM//2Q==", "info": {"video_id": "170241", "label": "laying candle holder on the table on its side, not upright", "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": "c0220f257024bc02795f30a09a33fdda9cd20deeb2f2b209e03321ca7fa936a9"} +{"episode": 48687, "episode_seed": 1540473757, "split": "train", "timestamp": "2025-10-13T03:23:46.124792", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1540473757, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 steel plate with a tomato on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "183835", "label": "lifting a steel plate with a tomato on 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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"info": {"video_id": "183835", "label": "lifting a steel plate with a tomato on 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": "bd67c97f9f5eb07f54a9daf062753c2ab1a5ab4e56dca434fd220563f7911db4"} +{"episode": 48688, "episode_seed": 1882213551, "split": "train", "timestamp": "2025-10-13T03:23:47.642303", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1882213551, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pen on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204861", "label": "putting pen on a surface", "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": "204861", "label": "putting pen on a surface", "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": "295a0d69f5c56ba57a1175fc78e84d5ef08e18c6c1c8105d8e11f6d2eb52d95e"} +{"episode": 48689, "episode_seed": 236124423, "split": "train", "timestamp": "2025-10-13T03:23:49.343993", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 236124423, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an usb up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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6bkWEzH5M5KN7HuO3tW1qkzXdk1tgre22RHn1/un2P/16lsLK0NxalssIgJOT1cY/TNZRk7WOmUI/F1Oj1XSrbX9GbT70MA3KyIcNG3ZgfWvFprBdHv5YftNy0lnK0BWWXCqM84x0BGDXuUMgZcivJPiTpxs/EZvPPKW98quy7AcugAPP0xXVhqnLKzPOxNO6ujHtbgxFN0mRDIbZ9tyPmjf7uARjHSvW/g7IWbWonj2yQmGNjuB3Y346e3868Rn1WeWB4muLdwybCWgwcevXrXrPwR1BdniO6uGt4ooo7dnaNSowokyx98fyrqlUTORRaOx+JHjF/DGjrDZSKupXOfKLfwKOrdD9Bx1+leMSeO9Yu7iG/uL1rm5VAiRkRkoGbgdgcnrjmoPFvih9e8QXOomVU8xikCNK8bRxjgdBgjv9TXFm5b7Lt35zblf9YOgbJPPTPpWS1NFpsezW/wAQ7+fT5bC5VhBOZIdzWTHAVfnbKE/dPHf1qrD4g1bS7VVhgbc4EihiFOCBzyD2rzeC/AuDLkqnniRiYxgQumOdp6E/wjr3r0a1uF8QadC6ny5F6F1wQ3QgjtWeI0s0deF1umMTxBJ4n1UwatatFHEgwGI3oezKRxz7elR3V7c6ZdfYS7SOf9W2P9Yp7/X1q4Y4n094HAjvYvuseoPp9DWQlyZYYdQnU/6JKQu4cqw4P4c1xN3Z3JJF2wSZtcgHkuCQTIzDkAc4NdvFKcAA4Fcppl2C8svZsAH+db9vOr8A8gVotjGa1Li6r9jZ0SRDMzZ8veAee+KWTWbhXJEBD44Neb/EXTUlu7HU8un/AC7uyDn1U/nkVy8V3qcC+TBqWoQFWKt87DBHbnivQhP3EzzpRXtOU9pyM0jYPejI7UhBxXi3PWSKzJk1d0u2SW6+Zl8wY8tW5DH3quRSwW/2m6RRMYZFyUcevpVR3KO+8TzzWvh24a1UNLhVRM4Lcjge+M1w8txbX1u8067ZFH3l4YH0NVZrfV9QuPKl1CTdFIJGhf7rY6YPb2qPUGjvriF1BjZHC3I9QPX3zXRUnzu5jQpezVmzf8M3Au9JMMuHCgoxPf8AyKyNU01dPvDEuWRhuQ+1behRRQWwVeCzFj70/X4BJDHMByhx+BrNoOa0jm4ohnpVxIxjpSIPapTwtXBITZUlAU8cZqI9OlSz8EVCTWU/iZpHYrzAgdOtQoAGBK5API9atPyKjIqSy/eada3ca3cFvG8DACSMqCF9x/WmMsGgW8YtcGzkOwqxztJ7fQ9KTTL820627H92549Ae4qzNaynUSbOJZYNm8xNjAOff860uBRsbeC1la1Zcky+YUPO0HkL9BXYWk6sB6muOnkWTU47ggpLt2upGOK27K4CunpVIzqK5B4ntt1xDcAYJXafwrIityeTiuo1lVmsN3dcGsJVwKEkyL6FV4cdKpMgPatRxWYW7YqaiRcCCSMYqpIpyR2q8earsmTWRpcrW5+zXKzKoyDzgda66KRNStDLCwSZB8jevsa5YxnPFSWt7NYTbM/u5W+X2b0q4huX7Se2nu5Lu5V0uiph27uCAep9+1Q6cJLaeWORshThD/s9QK2rlbaSwW3WNXLHO7uWzyc/WsIK8Ez5JxuOM9f8/wCFUgk7nU2U+ZMZ6isH4h6BFr+kW0cjsjRTblZfoRVi2uQkmc1fvpBdaawPOMGqu09Dna7njx+HMf8ADdyD8alksNV8H+HtUj06/c298qLdRAAllXPQnkYyenWu/MQC1malEksQjcAqwIINXzSjrcl04SVrHj8WsTCVZPtkwcIYwXw2F9OaVJpB5JimhPlZK7kHOfX1rubjwtps2S1sgPqvFZVx4Is85ilkjP1zWixEepg8LLozF/tK42kSWNhMDjP7oAn05GK6Dwt4ka3vDbPZi3WZi2VZiC/4k44FZEvhC6jP7i9BH+0KqHQ9atXDxhHKnIIaqdSE1a4oUqtOXNY9g1gC8sIprY4uo8DK9XGe9V7yedITZX0RiVlwCeQw98d6zPDGpzSNH9rQpOq42f7Xr/Wty9Ju1fOCir0PeuRnpXsjO0z91AqAnArcsJ/3wBNYCobVxGT2yau286CQHOTWi2MZK5b8ZWi3nhq4U7QYyHBK7se/H1rzFbmSXYsKxFpU8wom7KsvDAg969U1BzdaNdR7iN0LjI69DXhg1STaoF42A5kAZQfmI55rrw87RaODExtJM+jB1pcE01frTsmvIPUGFTVS4doyGU4ZTkGrbg+tY+qOyQkg9KuIzqLedNUtDLC4SZFwD7+hrMZFNlK1xbPFJdDLy9iRwK5DRfEb2mo/ZpWIimYDPoa9Hum+1WmAp2Beg9xwK0uHwlbSpzHboCScAZrfuALiwceq5rloFa38yJeSgrc024MyFD6dDVX0MpLW5lIcU5iMUsieXKy+hqNjTRLK1yfu4qvmpbg8rUXGKxn8RrHYaxqM09qjJI7UhkMy71Izg9QfQ1saHfyPayRuMSqwDn1PYD/PesZ5MdhWj4clj/tXbIQCQWQf7X/6qtBfQlvrXBMrZ3RjnPqetNhuWQIccetaOrowR9illJ7CsaFwbUA5LBiKpOxO6N9ZPtVi/OeKzKv6ayiIpjrziqlzH5MxXt1FNMztqV5O9Y5IrVkasipqGkRTTDjNONIVzWaKIz1qOWMSIV9ense1TFfSm4Iq0I39KtzNp/2gfwjZEPpwWP41nakqoI9v8P69quaFcOIJLZm+UHK/Sl1Sx8yMyRscgfd7UxdTK27SjjqRmtu1BlsSp6kGufWR9sQfjitzTpcrjNO4poz3yMg1m338H41t6hF5dwcdG5FYeoHBj/Gqk7oSRSbpULjIqbOaaRWaGioye1RmPNXSoNMMa+lMq5DbJ5dzG6jMmdq/U8V2MtokFrHt+YLhiT/G1cqEx04PY11NpObmzjaQ9FAx700gbuYGpEi4J79D/OoXTZJx161e1iz8pWmQlh6elZpnLNHu64FO4WN3T8yW5V+/H4Vwl14K0xJHUI64PY9K7iwkA47YqDVYgsyvjhx/Kqi2ZSSOmRqfurOj1KzY4FxH+dW47i3fpKh/4EK5DezJScjpWVqaZgfIPStYGM/xDH1qtcwq6GqTDY8s1QPFMzLkMpyDjuK9t8O3kGreGLe4icMZBliOzd/yry7XdOOSdpPvV/4a68lhJdaNOdpdzLFnp05H6Zq49hz1Wh28sclrqX7xDslUgH1NW9Ll2y/Wn3U6Twxy8EZz9D3rPs5DHOc0zNrQ0tUj2usg6NxWazAd62rkC4sW9QMivMorq81HxjdaY2sXNrFmTyhGobLKhYL7Dg8n0961hFy2MJTUVqdPcNkrUW6uX8Land6gtwbu5ebaEK7z0znNdL1FYTVpNG8HzRuLmmM2BTttRSggdaRRSnlwSBRZ3Yt7qObPKHJ+neqV9JsJ55qklzgnJ600yrHqMV3HcxbkYEOmV9xWDeRLE8jLwC4P6Vgabq01vdRIXAhDAg/0rcadLhDIOQ3SrJtY0dOmwRuq1qiAokw+hrEhu44eWIUDqSelc54w+IVpFpb2mmXEjXQdf3kZwoHcZ71dOnKbtFHPVqRhqzpnYevasgGufvdQY6DFqena3qMqm5+zbriJY1uCEDM8Q67VJCnd6j3A21bilWg4OzKo1FNXRNRUe6l3ZrE2FY+lMyaC2DUZkFO4izDcvbSCVT8o4cZ7Vqx38dzC6hslcHr1BrCDqy7Tg5GCPWs+CZtMvGhXOxwAhPpnp+FUhxNW45Kkdj1q/YSlCBnis6Vxt46VC+rW1hGZJ5ljUdyaaTexMpK2p0mpDzbVZB1Xj8K5jUDzH+NYel+Lk1zxcdLm1W8tLG4k2xTJLFGsfqW8wYxjPHUnA71BYXd6+qapZXr3JazuDEq3IUSKMkYYLxngZxkelbyoyjC7OaGIjKXKjYBxSE0gPFLuxWCOgUUoGaUMCKUYpgxNtWLO7a2kaN2+RuU/wqHiobu3+0wFAxVxyjehoGmbE9ws9tkHIIII9xWDcAK8ZXr3qvY37RxPbOcylyCD27Gp5mBwB270FM0LGbDc1o34WazyDyhz+Fcjqd5Jbac0kEjRyb1G5euKs65aa54f0DTL2+vrpJL3zPNhZcCEAKUDHH3iGzjt9Qa0hTctUc9SoouzOSivpzj5yPpV1L24XpIaKK55JHbEspql3n/WnirA1q/A/wBe35miipaVjWw2fWb5oiGnY/WsGbULiG8jnjfbKrZDAYNFFXTMpnsWiXMs1lGrtkYLfjxVx5GjclaKKoxkeb+IfFWsXWoTWn2toreNioSL5c/XuawNJ1W60zX5LyBlMqFiN43DlSp/RjRRXtSilQVkeHdus7k8V3PZDEEhTIAOPar8OvaigGLhqKK8St8bPdw/8NGlD4h1EjBmB/4DVuPW7xvvFD/wGiisTayEe6e5B3on1GaoTHaeKKKpCYhmbYTx8vI+tdVYTObGIk8laKK0Rm9jzrxTrN9cajNZtMVgRsBF4B+vrXNzn/R/XDCiivdopKkrHz9dt1Xc6G68Vya81rDLpWm2phjWKN7VJFKRqDhAC5UDJycDk816ApPH0oorzMZuj0cD8LJQOKXFFFcR3EL9TVKQnd1ooprcTJIyapavndZNk58wj9KKKolbheXksFhNKpG5UJGa8vvL65vbgyXEzO2eMngfQUUV6WBSs2edjm9ES6ZrzaOZ4zpunX8UzK5jvoPMCsucEEEEdTkZwe4NdN4X1C61W/1W/vZTLc3EiyyPjGWO4ngdPpRRVYj4JGeG/iROmHSnjpRRXmnrDqUGiigTHjpTqKKCTnb1iniIheAyBj7nFW5JGAooqkV0Of1+6lWxfBHDriud1HxTrOraVbaZfX009tbyvKgkkZiWbHUk8428emT60UV24de6ediviP/Z", 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", 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", "info": {"video_id": "81363", "label": "lifting an usb up completely 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": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed 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": "81363", "label": "lifting an usb up completely 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": "4112c6e6461b974940a27cd68e29ab21da73b96a53856b83fc28301e5650e340"} +{"episode": 48690, "episode_seed": 162721474, "split": "train", "timestamp": "2025-10-13T03:23:51.175422", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 162721474, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'cream falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "202569", "label": "cream falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "202569", "label": "cream falling like a rock", "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": "8033a946bdaf738440ba02bca25bff5d83b8b89c51dd96855e1a75a9350e81dd"} +{"episode": 48691, "episode_seed": 2469400297, "split": "train", "timestamp": "2025-10-13T03:23:55.865331", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2469400297, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 purse so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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Kku5sqy8rj61Pb2UwO+GY5HOFP9DX0uDnTdKKi09DzsRTlCbumR2Oj3OoSPHbRs/lJubHYev8vzq0NA1UI+dMZ441LMwUjAHU5q7Z3l3pjyP5SGSRcZ2c/XHStm81m1u7OFmaZboxFGYyEKDngkDrwTUV6uKhU/dxTi/w8yqUMPOHvOzOHeBR8sYkQ55V8cVBLAhBDRqfdflNdNDo1xexTypKZvJAx3z+PasqW3PGR3rp56VVuGjtujncZwSk1ZPY5y5haEpJE7K4O5T0KkV6l4Q1Ntd0RZ4psXUR8u4ic/xdiD2BH9a85vo8FB7GrHhLVzoHieGRmItLrEM47DJ4b8D/AFr57GwjCu4xWn/AO/DVWlqeoXepNYxObm1mVQDl/vA/iK+ZVHzH619N+ILhY7CQZxuBFfM6j5j9a5kjorS0RIoqdBTEFWEXmtUjhmxdg216B8NNHa8stWMkG61lXyXYjr8p4/XP5VwjJjA/Gvc/hrbhfAMW0APLM/45bFYYp8sDowC5quvQ9A8LaXHY+HLOJRwsKgZ6nAHWluLL968sYwe9bUMQito4l4CgAVEUAkZe1ec4nqRnqzmdItobeW9+QCctgt3IxxXiPibxM1l8Srvc5NkNtvKOykDO76gn+de5+YEvr2QDG2PI/AYr5q8Ywr/wkuoALgs4ZvdiASfzNdGF+O66GGMly0/Vnd3ttFctGWAYD7pB6cdQa4/xctzbwW1sZibZ2LkDjcVxjI9smrvhPVmvNMFrKSZbRguc8lO35dPyqt40Ib7Dg5+//wCy161RqVO55kbxkcspZMMq5KkHHrVi21CFWy8RifI+eNirD/GkiQY5qT7Oj9Rms6Nd004tJp9ynKzub9lfI7DE6Sf9dP3bfmOD+IrbiCyv80bOSAoDkIQT0wT8rfmPpXDpZMhzG5A9Oorf8L3lxb6/Zxu7JE8gVtp4J5xkfWur21GMHOlJwaV7bouFR1JKE0nf7zal03BWMq8b4OUmQo2fTB6/hXW/D/SjfWN9HMfkWTGODnI/wrJ8W3cmnXMchluXtp/vsrB18zPO5HBU5H06Hmuz+Fc8d9pt9JGsIIlXd5SsuTt7qScH2BIrmxmJr4jAqU0rO2q/VHVRpU6Fd8rd10Z5vr+mx6VrVxZSRsEib5XTup5GRXK6nbhJI1DKwK5+U5x9fevWvHWnPLr0zxwCXcqJhGBYMRxlQcj2OMV5lrNrJa37QTI6SKoyrjBGemRXTPHxq4OEea8na/yOSrh3CcpWsun3mh4B1w2t/wD2Jct+4mYtb56KxHK/Q/z+td/cWI2FrWVrdvRRlfyP9MV4ncK8TpPExWSNgysOoI6GvY9G1Q6xolveqATKnzhTja44YfnXno1pTujzCNOK1rK0d4xLwMtsTJ6nv+X9azo8bfQCuwh01pGihTHlRxjB9yMk/nXTgYc1ePlqc9Vfu5MSK2mhgEJZir4yo5AA71aMS7whBAQZP+fp/OiETQtmBmABwMjrV6ORXRlubcqznLSpycd+K+ku0eZKzKsWm3EkXmrGTuww+UnI/rSlWORPaEAfxR8Y/A13WlX9qbS2syElUAjbsAxnnJJ6mptXF1aw3nmWtobUjHmAYkyeQB1+nHvXlvMqkKvs6kN3od31CEqfNCWy1POnhijjJgl3ZONu3BH1BqpLAhUmSHLf3o/lP+FbMqRyOpSHyj3XdkfhVaaHJPAxjoa9VpSVpI85NrY52e2IbEbeZ/skYb/69Y12ny57g11UsQ3Lx9DXPXSZDCvDzLD06SUoK1zuoTctGbfj66GoaH4ZvTy8sEm8+42g/qDXE58oLIE37Tnb61vavMZvC2ixnrDNcL+B2N/U1kwplea82MnFqS6HXN3Y601SzXAaEwPkfPCxVvy710lleQORtu1P/XZdh/76X+ua577HHL1UU+PTWQ5icj26iu36xQqP97Cz7oiNSpBWizu7dZJPmjiWQAAMJDuAz0wyf1WrdxpM0SD7TZ3FuE++WAdQceq5x174rktCmuLPXLFpDhPNQMVOO/Wu68cL9gW21COFZlYlJZA7LIrHBU71IbnkflQsVKFeNKhUupfzd+3c3jShVoyq1I7di94AtvNuLyBWBj4f5fXpWV4t0ubStZZECyQOPMRWXpnqK3PhlqRvr67jZ5WZYgcShSw5/vgAt+PPvWp45sZbi6tjAfnMbZBU4OCP4hkA89xXNHEyw2PlUraJ7/caSpqtQVOnrbb7zxjVEjLR7FcHaS2cYH0rEuUO046iuv8AEWmXNhdRJcQmNnj3A4O0/Q9z6/WubnTIPFTXrKtUc09Gc0oeyfL2PTNPuD4i8E20vWZY9j/7y8H8+D+NfPaj5j9a9s+GN4TZ6lYsfuMJVH1GD/SvFQPnP1NTE0qSvFMlQVZjWokFWolrZI4psXGWFe8fDSMnw/pEBHGXlP0ySP5ivDAuWNfQvw3jB0+Bh91IlVfyFcmN+FI7Mt+KT8j0YD5aruB5zDParI6VXn4k/wCA1yyWh3Q3OQuspczjOCVZD7187+KH87xDfP8A9NMfkAK+hfEDGCOWZf7p5r598TQ+Vr92vbKn81BrTBfGzPMf4a9TJ0S8/s3X4JGbEUjeXJ9D/gcGuj8ZIN9lxz8/9K5C6TK57iuh1a8N/pOkXBOWKOrH/aGAf5V6N7QaPOi72ZmRrxirUaA4FQRjmr0KdKwFJk0KD0qaNQl1FIByjqc/Q0+JMEV1Pg7QLPXL26guyQPKwm04IYnr+AFRUkoxbZVCLlUSjudrr2gpq/heSLILFRJGPRhyP8+9S/ByyktdJ1N5Oj3Cqv8AwFef5103hjTJH0O2+2jMojCsPcDBrZgsYrDIgQIpOSAMV59OrVjSdP7LZ7NeMJVOZPVGDPaLP4zRQikiLzGPcY4H+fauC+MdlCt5YTqoEzBkJH8SjB/Qn9a9aht4F1Sa5EY8+SNUL9yoJIH5sa8m+L7l9csYiCVSFmz2yWH+FVQVqiaMsTO9Jp9v1PJZo8giup+G9/5cl5pbNwf30Y9D0YfyP4Vz86dTTfD93/Z3iqynJwhkCP8A7rcH+dekeZSlaROgXb8xwvc+3euk0/VrhQEjMN3Eo+Vd2yVRjoCeG/H86wIUDghsYNC2LRnMLlfY8itqMqNmqqfk10Gqk4O8GdzpupwysI4yM94JF2P/AN8nr+BrdhFtMGwu1wOVHUfUHn+debxX8yRrFeosqDgFxkfgeoro7DVl2bTIWQDiO5y+P91x8w/HIr0I/WIrmoy54/iQ5YeppUXK/wADpRZSRbJgCHJyB0+lWJr25EpeUCQHB2n2GKZpcmpXKiO3U3wjAfypuuP9mQcHtwcfStBkikmYTI9tLgARTDGD3GelOGNpzlaorNdyZ4SpFXpu6fYk8PW8Gom8xDGZXGzbIuQqkc49DkfpWFqmjz2NxNE6llXHzAdq6PwuBa6w+XXDoQRnkHqOPzrV8X6e02m/a7f5Z4uvH3l7g1zfWp0Mc4t+7K3y6fmaujGphlZe8rnlM8IAUDknua5mdMM+PU120rLOBHMqwFP+WiqSMY9BXCWVudX8XXOmyanPaxN5ph2R7izKpYL7Dg5J9PeujNJrlinuc2Gpt3a2K+okf2fbR9hK7fmq/wCFVolqhbXVxdRDzpWcDBAPbIrShXpXjHVJW0LUPTGKvQrjFVYhgir8I4oMmNkAzkdRyPwr2L+zotb8MeU6ArcwDnHOcA5/PFeb+HNGTXdZ+ySSNGnls5ZevHT9TXqfhWOaLSf7PfmW0ke3Y+u04B/EYP41wYqVpJrdHqYFNQk3szl/hpYPZeJr1Dn5bcqwPY7h/wDXruPEEqJfaXCeXuJjGox1+Un+QqbTtGi0/ULm7RcSXGN59cVfmgimuLeWRctCxZD6Egj+RNVOo60Xzb6FQXsn7pyHxLs4X8KmR1G+F1KNjoScf1rw6dcZr3b4mk/8IoVAzumTP55rwHXXkgsmkiYq+4AEV0UVypo5MRrJehveAZjB4meL+GaB1/IZH8q8tUfMfqa7xoYNNtbLWdI1jUHY3ZtA88KxrORGS7xd9qk7Tu9R7gcLH1zXRB3MqicYpMsRDpV1FHHFVY1q9EDXQkcM2SxxgnPevevhk+7RIW9UX+WP6V4Ug5r3L4ZDZoFuO5T+prjxy91PzO7LH78l5HpinIqtdnBX3BFTxn5RVXUDthVvQ1xyfuHoQ+I5LX1Emlt6gkV4D4kYza3dMexC/koH9K9+1b57Jhnrk14FrQLaveE/89WrXA/G/QxzN2pL1OduFypp1tcb7OO25xFIzD6MB/hWj4estP1bxQmmareT2sEzbEmjlijWM9SWMnGMZ4HJOB3qg1o1hrepWLJOn2edowlwAJFAYj5gMjPrg4rtnLWxxQg1C7LcK81oRL0xVOEc1owDGKgzky1GOK9O+FumK0N7qL/eBESfhya80UYWvW/hoQvhi755M7f+giufFO1M6cCr1T0PTY/L06FT12gmrJGTSRLtiVfQYpx61EY+4kdkneTZUkAS8jx3GK8r+KybpraQ/wDPVl/8dFeoXjFblWHYivM/igSY7c4z+93fmDWNPSql5l1l+5b8jyedcDFY90NkiMOCD1rS1l3hsy8bFW3AZFReJfDWqaBoGk6heyTie9MnmwtGQLfAQoGP95g2cdunUGvRbPLpwb1Rox9vpV6AdKKKkTLqRIw5GeKrzQrBG7xErgHgHiiitKUpRmuV2M5Hovw5lcaPduDgzOsb/Tb/APXNZ2v6ve6NIyQzGe3W7MAt7n94gUEDjPzA/QiiitKnvYitza2SPRp+7Rpcul7naxWMMUsMyAht0UgH90nGcV18iLJEUdQykYINFFeVGTlKV3sjrqpJRseRa1bxwzzCMEBd4H0BxXkl3qM+j+JZ7+12edFI+3eMj5lKnj6MaKK9zHttU79v8jysPop+v+ZSsVCxkDs2PyArVh/pRRXnodTcux9avQ8A0UUzBnTeAyf+EnhGeGjbP6GvYdPiRLq6ZVALOCfc4H+FFFcNT+MvketQ/wB3/ryNA9Kil4UH3FFFVXFHc5vx4A3hi5yM4jJ/HivnrxF/yDW/31/nRRWtHr/XQxr7x/rqUdQ8TvrstlFLpWnWzW+yOKS2SRSkag4QAuVA5ycDk81zUVFFdVLcwr7Iuw81oQjpRRXSjzplgdq9t+Gx/wCJFa/7p/8AQjRRXHj/AIF6ndlf8SXp+qPSovuiq+of8ekn0oorgfwnpr4zkNQ5s/zrwPUiTf3JPUzP/wChGiit8B8T9DnzT+HH1MOLXW0e5uozp2nX8Uzq5jvYPMAZc4IIII6nIzg9waihv7nVdUvNQvZTLc3MnmyuRjLHJPA6D2oorql8TMF/CRrRjmtGDoKKKZyMugfLXqXw3JOgyL2N4P6UUVzYv+GdmX/xfkepr0oPaiip+wjq6lC/H71T7V5r8RfmtlJ6q0ePx3UUVzQ/j/M3qf7u/Q8f14YsGOTnetYmo+ItV1HS7fTLy9mntraR5UEkjMSz4zkk8428emT60UV6Utzy6Pwn/9k=", 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", "info": {"video_id": "133854", "label": "pushing the purse so that it almost falls off but doesn't", "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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RzhT/AENfS4OdN0oqLT0POxFOUJu6ZHY6Pc6hI8dtGz+Um5sdh6/y/OrQ0DVQj50xnjjUszBSMAdTmrtneXemPI/lIZJFxnZz9cdK2bzWbW7s4WZplujEUZjIQoOeCQOvBNRXq4qFT93FOL/DzKpQw84e87M4d4FHyxiRDnlXxxUEsCEENGp91+U100OjXF7FPKkpm8kDHfP49qypbc8ZHeunnpVW4aO26OdxnBKTVk9jnLmFoSkkTsrg7lPQqRXqXhDU213RFnimxdRHy7iJz/F2IPYEf1rzm+jwUHsaseEtXOgeJ4ZGYi0usQzjsMnhvwP9a+exsIwruMVp/wAA78NVaWp6jd6k1hG5uLWVVUcv94H8RXztLJLcXUs88jSTSuXd26kmvonxBcLHYSDONwIr53Rct+NctjorSdkAuPI+V4FdM5ywzWvZajDyEmeIZ4Rv3ifkeRVERhgKX7EjnI+U+orsp4mPKoVYppfecqqOLvF2OvtJxJCcEEY5aE7x+K/eH61oLZrMocW7qicFowZFB9yBlf8AgQFcOkc9uMq279DXp3haeXUfCUm+4kE6u2AXKnePu8jn071pVxkcPBToTe9rPU3oRjiZOM103RhRWjxXtnIhVt0q9GGOo4rvPGnhxYdFXUAokkhxvBGMqeDz9a4fTdZWXV4IrlSZROqst2uXVgw6SLg5z2YH617f4qtPM8NXcfyAlMAyMFXOR1J4FYY/EVoYqlUmrW6p3TV9fwNqEKfsZU4u9z56mhikjYqxRkUk+Zx+XvXPJLPYXEN7bMUnhYOjD2/pXcatplxFa3M5tZUjiBV32/KD6Z6flmuPljBGK6MwxUK80qbukvzOBU5UUnJWZ61pF7aeIdHgvVQAuCCAfmjbuM/WvPfipbyQy6WHnaVD5u0Moyv3e461N8P9Uex1iXS3b91dfPGD0EgH9R/IUvxY3M+kllx/re/+7XAdfPeNzzpBU6Co0HFWEHFWjlmx6LmpIbVrm7ihjQu8jhAo7knGKdGmQfaui8CQCbxvpSsAQJt35KTRP3YtmdP3qij3PZ/D2gJ/wk1tdyxBblbQxvgcYDAj8uld1fWkbxeXtHTiqmjQBr+4mwPlAQH9T/StaZMqW968m11c96U7TsjkdWsF8uJZ0Dwq67lPQqT/APqrA+Kt4LLwRdeU20yqIY8cHLEDj8M122uADTyMctx9O9eb/FvbJ4YiQjIQJIvsxYDP5E0U1eSiKpK0HJdmcb4X1r+2NKKTMPtcACSf7Q7N+P8AOpm0/aN9uQrZOV6A8/pXn2mai2javFdDPlN8ko9VPX/H8K9LjkByc8E5B7EGvfpvmVmeG+6OOjTitaytHeMS8DLbEyep7/l/Ws6PG30ArsIdNaRooUx5UcYwfcjJP51GBhzV4+WpdVfu5MSK2mhgEJZir4yo5AA71aMS7whBAQZP+fp/OiETQtmBmABwMjrV6ORXRlubcqznLSpycd+K+ku0eZKzKsWm3EkXmrGTuww+UnI/rSlWORPaEAfxR8Y/A13WlX9qbS2syElUAjbsAxnnJJ6mptXF1aw3nmWtobUjHmAYkyeQB1+nHvXlvMqkKvs6kN3od31CEqfNCWy1POnhijjJgl3ZONu3BH1BqpLAhUmSHLf3o/lP+FbMqRyOpSHyj3XdkfhVaaHJPAxjoa9VpSVpI85NrY52e2IbEbeZ/skYb/69Y12ny57g11UsQ3Lx9DXPXSZDCvDzLD06SUoK1zuoTctGbfj66GoaH4ZvTy8sEm8+42g/qDXE58oLIE37Tnb61vavMZvC2ixnrDNcL+B2N/U1kwplea82MnFqS6HXN3Y601SzXAaEwPkfPCxVvy710lleQORtu1P/AF2XYf8Avpf65rnvsccvVRT49NZDmJyPbqK7frFCo/3sLPuiI1KkFaLO7t1kk+aOJZAAAwkO4DPTDJ/Vat3GkzRIPtNncW4T75YB1Bx6rnHXviuS0Ka4s9csWkOE81AxU479a7rxwv2BbbUI4VmViUlkDssiscFTvUhueR+VCxUoV40qFS6l/N37dzeNKFWjKrUjt2L3gC2824vIFYGPh/l9elZXi3S5tK1lkQLJA48xFZemeorc+GWpG+vruNnlZliBxKFLDn++AC348+9anjmxluLq2MB+cxtkFTg4I/iGQDz3Fc0cTLDY+VStonv9xpKmq1BU6ettvvPGNUSMtHsVwdpLZxgfSsS5Q7TjqK6/xFplzYXUSXEJjZ49wODtP0Pc+v1rm50yDxU16yrVHNPRnNKHsny9j0zT7g+IvBNtL1mVNj/7y8H8+D+NeGxrg/jXrXwxvCbTUrFj9xhKo+vB/pXlEY5P1NQaVJXimTxrzmrcUY61DCucVfhjGKDlkx/ljy+QK7z4ZxCQ30GduGVx+RH9K4sR5QCvW/DnhqPT9Q0+exLeVc25SfJz867SG/HLfpXJjGuSx3Zcn7Ry6I5LxH4ZeHxtay24GLy4jY46b9wB/wAa9q15EfRbnft2BCTu6YHNPbRrU7HaNWdDkEjkGlvYI7nT5rSdA8UiFHU91IwR+VYzq1JxjCp0R1qMVUcodWY1lp0b+Eyk8I2TxkvGR2Ir5vuYQksgQ5UMQp9RnivqXV5Bb+H7mSNcCOBiqqPReAK+YpE+QAjnHNa4VWbRy42XMk33f6GM7vaXcF1E22SJw6n3BzXR/E26S+tNCuo/uTRyOPxCGsG8j+QimaxefafDejwk5a2lnj/4CdhH8zXajmpy91ow0HSrCLzUUYq1GtapGE2SqMKfeuo+HyH/AITKxfsm5ifT5SP61zir8tdb4BXbrpI+8YwB+LCor6U2PC614rzPojw4v/EtWUg5lJc59/8A61akw/dNVfTIxFZRoOgUCrcgzG30rzYr3D2Jv3zC1tf9EQ9RnBryv4nSn/hHolJzuKJ+RFes6kPMt9ncjivHviIDNpk6n/liEYfi4H+FTS/iout/Al6M8duY9ykV3PhG9+26GI3O6S3by2z6fw/px+FcbIvFaPhC7Nrrb22fkuEIx/tDkf1r2oO0jw4O8bGggXb8xwvc+3euk0/VrhQEjMN3Eo+Vd2yVRjoCeG/H86wIUDghsYNC2LRnMLlfY8ipoyo2aqp+TXQ2VScHeDO503U4ZWEcZGe8Ei7H/wC+T1/A1uwi2mDYXa4HKjqPqDz/ADrzeK/mSNYr1FlQcAuMj8D1FdHYasuzaZCyAcR3OXx/uuPmH45FehH6xFc1GXPH8SHLD1NKi5X+B0ospItkwBDk5A6fSrE17ciUvKBIDg7T7DFM0uTUrlRHbqb4RgP5U3XH+zIOD24OPpWgyRSTMJke2lwAIphjB7jPSnDG05ytUVmu5M8JUir03dPsSeHreDUTeYhjMrjZtkXIVSOcehyP0rC1TR57G4midSyrj5gO1dH4XAtdYfLrh0IIzyD1HH51q+L9PabTftdv8s8XXj7y9wa5vrU6GOcW/dlb5dPzNXRjUwysveVzymeEAKByT3NczOmGfHqa7aVlnAjmVYCn/LRVJGMegrhLK3Or+LrnTZNTntYm80w7I9xZlUsF9hwck+nvXRmk1yxT3ObDU27tbFfUSP7Pto+wldvzVf8ACq0S1Qtrq4uoh50rOBggHtkVpQr0rxjqkraFqHpjFXoVxiqsQwRV+EcUGTGyAZyOo5H4V7F/Z0Wt+GPKdAVuYBzjnOAc/nivN/DmjJrus/ZJJGjTy2csvXjp+pr1PwrHNFpP9nvzLaSPbsfXacA/iMH8a4MVK0k1uj1MCmoSb2Zy/wANLB7LxNeoc/LblWB7HcP/AK9dx4glRL7S4Ty9xMY1GOvyk/yFTado0Wn6hc3aLiS4xvPrir80EU1xbyyLloWLIfQkEfyJqp1HWi+bfQqC9k/dOQ+JdnC/hUyOo3wupRsdCTj+teHTrjNe7fE0n/hFCoGd0yZ/PNeA668kFk0kTFX3AAiuiiuVNHJiNZL0N7wDMYPEzxfwzQOv5DP9K4GMcn6muoMMGm21lrOkaxqDsbs2geeFY1nIjJd4u+1Sdp3eo9wOaiGa2TuZTTjFJlyBRgetX4VqnCvTmtGEZFUc0i5ZWxu723tl4Msip+Zr6G0+xS1uLWGP/VwxEDP4CvBvDwB8RacD0+0p/OvoWzw907A/dQCuLE61Io9LBaUpMvnpUcqAxkn0qWopv9Q/0p1EtWzWO5l3p36OV/vEKfzr5xvY9tzMP7rsP1NfRN05FhKv907hXz7qa/6fdAjGJX/manCO7Znj1aK9WYNymQa5+8Jwi54DE4/Kul0WCz1TxWNL1O+uLWCZ9iSxyxRrH3JYycYxngck4Fc7qtvJZaze2Uizqbed4wlwAJFwSPmA4z0zjiu1PU41BqNyKMVchAqtGO1XIRzXRFHLUZYRcjFdT4JwniGJR/Ep/Qg1zaLxXS+DEz4mtv8Adf8AlUV1+6l6DwkrV4+p9JWB/cL9KtnkH6VQ09swp6YFX68um9D3KnxGJeNzET715F8Qz5VrcqOkhVP/AB7P9K9XvWxMV9GJryn4jj/RBj+KVc/rUUdasfUuvpRl6M8nmXGaqRT/AGPUYLlesbhuPY1a1EtHbllJByORVjxL4T1Hw94f0jUb1phPfGTzYWjIFuAEKBj/AHmVs47dOoOPXnJI8ShByVzcj7fSr0A6UUVgWy6kSMORniq80KwRu8RK4B4B4oorSlKUZrldjOR6L8OZXGj3bg4MzrG/02//AFzWdr+r3ujSMkMxnt1uzALe5/eIFBA4z8wP0IoorSp72Irc2tkj0afu0aXLpe52sVjDFLDMgIbdFIB/dJxnFdfIiyRFHUMpGCDRRXlRk5Sld7I66qSUbHkWtW8cM8wjBAXeB9AcV5Jd6jPo/iWe/tdnnRSPt3jI+ZSp4+jGiivcx7bVO/b/ACPKw+in6/5lKxULGQOzY/ICtWH+lFFeeh1Ny7H1q9DwDRRTMGdN4DJ/4SeEZ4aNs/oa9h0+JEurplUAs4J9zgf4UUVw1P4y+R61D/d/68jQPSopeFB9xRRVVxR3Ob8eAN4YucjOIyfx4r568Rf8g1v99f50UVrR6/10Ma+8f66lHUPE767LYxSaVp1s1vsjiktkdSkag4QAuVA5ycDk81RgHy0UVvExrbIvwDmtGLpRRVnGzW0M7fEGn4/5+E/mK+g9L58899+P0FFFcWI/ixPTwf8AAl6mlUbjMLj2ooqqn+ZotzntRYrp9wR/zzb+VeG66gXV71R0Ez/zoorLBfEwzH+GvU419bbSL+8jOnaffRTSBzHeweYAydCCCCOpyM4PcGsi8v7nVNSuL+8kMlzcyGWV8Yyx9h0+lFFdy+I5H/DJI+tX4R0oorqRwVC6g+UV0Xgw/wDFS230f/0E0UVNb+FL0DC/x4+qPonTf9Qn0rS/hoorxobHv1NzndT/AOP/AOoryn4kH9xbDsZj/I0UUUP4y9R4j/d5eh5VqnFoT/tCqWpeJNW1LSbfTLy9mntraR5UEkjMSz4zkk8428emT60UV6tXc8jC/Cf/2Q==", 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", 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", "info": {"video_id": "133854", "label": "pushing the purse so that it almost falls off but doesn't", "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": "7d3e9b648c887c60c5a4655a2f507f50b09628a7499bdc40b38a41cf423a93e5"} +{"episode": 48692, "episode_seed": 2927069036, "split": "train", "timestamp": "2025-10-13T03:23:56.593373", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2927069036, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'clippers falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41578", "label": "clippers falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "41578", "label": "clippers falling like a rock", "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": "be32773727f0e6a944c65e8d39860a4ab0e56b5bbd568ce226d20af197b39037"} +{"episode": 48693, "episode_seed": 3970739865, "split": "train", "timestamp": "2025-10-13T03:23:58.071632", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3970739865, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card off of table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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kYJklAwoPOKt2ls0QZpBlm5+lRxIqXiKzZmmJOfSpLhMybXlYEHqtdCpLdoXO+jJnTKkjtVdZgB8x6U5spGT5hbFZF5dCGNmyNx6Co9kk79B87tYzvFUySm3Udg39K8l1EPFqEyqSAGPQ13Wqia9nTzmZdudpToc1kvbiOUhvMcDqNi/zq4pL4WK76o5KO+nSQ7LiVSAAfn710UuoS3PgyOCR97i4MmScseg/pUsv2HBEmkq3+05/wAp6S28dvi3tYolXkLtzj862UrJ69DKaTadupf0rSpbkhiMKRmuostEgWaOQkZQ85qpo+pRPbDoDikl1by52CElT1Ary6VWU6ri9kdTikjqkaNp0TPydKsOwWQoGUYrhZNVma4RyxVAO3aqk3iSYSn94GIPY12pxZlqejO7IvPQ1Uku/JUnOK4628bB3S1uI5FdiFVsfe96u3N1JMRgninNKGvUSbloWbzWdxIRwfauI8RpusQ69VYHj8q6Ka3Ew3xgLJ3B71hvZYhLiWQ8/3QamMoyd1oOzS7nGNPJErEyOMrgYboa2NA1S5h1uzJuXZEkD7WbI45rV2QKn72zef/e2gfyqOM6eswZdMijcdG5JFdEZWa1M52lFqxWklEus375Hzybhj3rUhjkkX5EdhjspqJbpknZYwiAqD8qAE/jV2K5lYYaRiMdCawm1zMqN+VE1jYXckqosDbmOADxWjf6HfW9uss6oiMSBls8/hUugP/xMbfg8uuPzrs/FNm7aKmxGbE5zge1Ysrmdzh/DllGt8ZGjSdxwuRwprtjGltGZZjuft7VU0bTo9P043EifMBup0Pm6pcbiMRg9PWtVSSV3uP2nQfaq885mdTs7CsTxcqq9uMdQ39K6m6ubfToBuPPTArjPGIS++wOHdfv/AHce1W6KSv1I9q27HlmpB4tQmVWIG4ng+tVo72dJD5dxIpAAPz45rrXthFKQ3myAdti/zqKT7Dzv0pWPq5z/ACAq0/Mba7EE2oyXHgyOGWTe4uDLuJyT0H9KmtiW+6CSR2FPWW3S1It7WKIAEhdmQPzqxDezkA+Yw47cfypVZJtPyM6asmkupN9luJChWGQjH93FbNpo9/cRLsh6nAJYVmRTl2G4k+5NekeEkE9gjYziYdvauaT6ml2jzieykim2tMqPnHAJrY0W3KNO8szyYUYBGADU2q6VdPrEwjt3P709veqk8r2UwspreVJWIGemc9/cULmtoDaZbvWS4AiYcj05rFmRoGw4+XswrYNq4AIwCKidQ6lJEBzwQaiNRwfkaWujAtRPNGx6H3FWUtLmQ/LGG+lMt7m7PIKJkdQAamM94+Q93Lj0DYH6V0e4t2Ztz6Ik/seYjMgWP3Y4/ninadp9pZXqO9xFK/QANnH5VXFtvVm+Zjg/MT/Wp9Pji8kl2SRwxyU5x+NE1FwaRCclK7OuYqYWbd8vXisv+3p4JCkdsZHHKu54xVdrqURmJThfY81FEAbhBx9xv6VxYaHsL9bm825WKsl7rE98Ll7hY2BJUL0FGoazqFtErm53Nu9MDpVyaHuvSsXXUbyIV9STXZCtOUkuhm6cUmyzY+Mr0TC2ugpV+A3pV2aeS4b5yT7VzkWmKunwXDAn5jvPtng1e0yCfUfFE+mPqlxbxbZDEYk37mVCwHoBweT/AFqqic9mEEkyTVHlD26qpzk5I79KjME+7HBrL07Ur65B8yUy8AjzOcZrZFze7BifZ/uACojGKXvMcnK+iHR6ZdS/8scj1wcU2bQ0JHm3UUQ5BBcZpCJZj++nlkPoWJprW6x3MQLoiE8hzyfw61pFw6GUufqxyWVjZjIv3YAYIjjJz+eKsRXFkFPkadcTkclpHCj9B/WrIjiEZ2RjPqR/SheDjPbj2qfaU47LUXJOW7GXMc95EpitLaJSMjOW/mapDRZm+/cBPaNAK27Zv9Fi/wB0U/gtk9azeJnsjRUonLJBtuFSRmZEbALHkDNdOIQigMBn19a56ILPqIVvulmz+tWdUvp4vD8iJI0d1bSKu5TyVNaVff06iguVmpJEoBdevceorm7UTzRscYOe461Z1Yta6HDqNjrOoyBrj7Pm5iWNZ8JuZ4h12qSFO71HuAy2ubvqCi5H90GohT5b8zNJN9B6WlzJwIwx9qsf2NMRmRVi92OP51EZ7xuHu5ceisQP0pott6s2WZsH5mP9a0Xs+mpm+f0EXRrKJt89+mQMbUO7+QrS0ywsrucpFFK8afelcYH0A7mqunxRGEl3SR9x5XnH411lhsW2SNFCqOvufWuXGV1Ti7LUqjBy3YtuIrJ41VfnTlAuMr+NaE1zqV/Mok1BzCDuaHaBj8qz59kOXfk/wj19qpi5kEjSbzuPJOa5MHOXNzSehtVintub1wHl2oDhBwc05plhh2Woy68YFc1qviCS2tkwBufjNM0LXYrO1Nzdv98nJ6gc8V7EZJ7Pc55Kxq3GmXl8SbiVVB7dxXO+KbM2A0+KFmk3F9xOT/dqCz8RDV/Gkunz6vd2dpNLtieKaKNYx1JYuMYxnjqTgVlT6hqjave2VzJO5tZmjVbvbvTBI5A4zwM4yKTSSsmVra9iYwTk9jU8WmXUv/LHj1wcU0XN6UGJ9n+4AKaRLMf3s8sh9CxNR+7W7E3Poh0uhoSPNuoohyCC4zSx2WlWqfPdSS4HREJz+eKja3CXMQLqiE8hjyfw61p+XEI22RrnHUj+lW5QVroztN7MigvbGPm10uWXH8UjAD9Af51vW3iPWYoAlmsFrG3zDC5P61hRK2/LH6Vftm/0aL/dFY1Ky+wio0n9pk0s+p3ZLXGpS5JyQhx/Ks21u/s99iVmkiyUYuc8E1ohvm965yMi41EI33SzZ/WlTqSkncpwS2OqlHktt4x1B9RVOdQ37wDJ6EetZWqahPH4fdFlaO6tpEXcOpQ1W1uw17QtE0y+u726Wa9MnmRFMCEAKUBOPvENnHb86h0m9UaRd0RQsSRViP5pcdKKK6YJWuZ1G7lpYw4KsSQRirVvpsNrZlo2fOc8miispaoOokfzgkjkUmSLpMf3G/mKKKxNCUudx+tYmqO0gDMfutgDtRRXRQSMpsv2arJpcSMBh4yTXNafqVxpmsveW5XzU3gbxkEFSvI+hooopbssh0Y7TKB6D+tbytiMd6KKqCTlqE3oTxAlQckfSnmyinmjdiwKnjBoopP4iFsa/wBjjVM7n/SqO4hmA6CiiueS1NEOgci0i/3R/Kqkl3N5hQNgewoop0knLUUtinpvGqlOoAY8+wqPxKdscTjq5ww7HFFFay/iCjsVfEPiJ9ZtbOKXTbCAwxhI3t0dSiLnCAFiAO/TrVqAkkGiirluW9iwp3SY6VaWMOu1ixBGOtFFFRW0RijS0zRrZbc4eXk56j/CtG3hFrOkSOxRuzYoorkxEVyPQ0pt3RT1WVzqkcWfkSIkD3OOalsLZLubZIzAZ/hooqKCXIvQqb1ZyXikskxUMcRybVFTWSibSYQ/PmRktRRXZU0irEQ3ONTXW0m4uo207Tr6KSQMUvYPMAZM7SCCCOpyM4PcGtDR9SutVu76+vZPNuZ5PMkcjGSck9Og9qKKuexp0OgVv3dWYlyoO4jPpRRQ0lHQxveRPFp0N1cxM5cFem04rcfSoETIeT8SP8KKKxmkNPUzpYxESqk496jt3ItIv91f5UUVizQtXtuIdMS4SRw7kA9MD9K57TuNUMfVRuPPsKKK6LJU3YyT1IvEhKxwuOC5Ab3x0rN1bXdSv9LstPurqWWCAvIu+RmJLEdcnnGOPTJ9aKKdP4DVbn//2Q==", 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", 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"info": {"video_id": "20875", "label": "pushing card off of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "20875", "label": "pushing card off of 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": "78831b3484981b25f5752ff0dd1a61e1f96ce0d2042ff69ef680b8bcf9dda230"} +{"episode": 48694, "episode_seed": 932831869, "split": "train", "timestamp": "2025-10-13T03:23:59.793574", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 932831869, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bags'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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RQgFyvcdOtcFqNlLB4snglDb87yrsAeecEmjR/GFvp1lGkkFxKtuxdPLkEZVvr3FZF/f3etalcX8kDrHJypc5I/xrkpxcakux2Td4q52Gs67Pc+H4LN5QkaN8sES7VA9atm5gVAI43Eq/xbs/p0rzyfUppYCzxsUjwGYDgfjXby6tAib44+W59K6JtbI5KitYuS6jqUyCPzpNnpnaPyqhLDNKcyzfrmqVzrUpU7Nqj6ZNZkl3cXPTzHPoM4rFpIabZqyLaRD5pFY+7VUk1G2iysYz/uriqQtLluWCR/77VGbe3jkCzXihjzhFz/OmpLqy0mdD4Y1mSPW45Iol3J8wDZOcc16VqEI8V2zandxiylRNhKMWDqM9j0615f4WTTl8QWwYs6MSrF24Ir2rfZ2FuvlywpFtzyRgcfWumDvFci1ubRVlqeLwabbRXIbWi9vpuWRbmFN8gYHj5fc13GqQ/YdF0y70kC2jcKJPLm3mQ44OOua4TxV4gsmgeyiuI2XzixCL3z1zXNJqksCB7e+kjUdCpIx9K1rJKejOepS51Y3PE9zdw34Y3L+dMh35GDj3r1j4JzxyaHeRoFDIU3YHJPzcn8q8Bkna7Y7WeWRud3LEn3r2X4AreRjXxdhlH+j7Ae3+sz/Suapa12XGDhCx7XSMyopZiAB3NV7u/gs4i8jjP8K55Ncte67JMcMeOyrWS1JNu/1RRGVjbA7muJ1e++8Vb8asXdz+63Tz+XnkIoyf/rVzV/MZlJHCj14q7oqOhm3k0bgu0pJ7DHes2eW6uEEZYpEOgA2j8hUtxfW0VvGypukXIJPr9awL3U5ZsjdhfRaz3NeZsszS2tryTvcfiaybnVJHyEwg9e9RBRKCxmVV7heTTGktoPuIGcdGk5pXGkyBUuLkkqrN7np+dI9miD9/MP8AdT/Gobq/fzCxuG2kcIOlMjjuboKyQkKeAXOKOZj5Tuljt7bRLhXe0TYkYcqwJDMQTn+6Oa53xtbieex8guyrb+UxkGDu3EgfTDAD6VgaY1xDoGsZdjEUjDLnjeWwD+QNdhNHe3smkS6hO80jwCaRpBgqAuen4CssPRaqbnPUmlG5y0dhHb2EERY+clz+844bpyPXgH/JrodH8GxyaxpUcrMYLxIZHIPzAM+D9O1aOpaa+mR20csEckk9qVQk/wCqY4bPu2M12fhS2il1/RhKNyR2UZIHpiQ5/Miu1x5W0csa3NOFno/8jjtR8PQaL4tcW8ZW38sNbE8kLg8H15rYvprO5aQWVu0cISPc0nDKwTDj3+bJ6V03xFsYLbX9HEC7I54nVmILDAI6fp+dcjeROkdwzERl88H73T0/xqJO57lKMGrwvZdyLQzbz6ZAJIWkcbkxnjqck/kMelc94jsY31eLdGse8OECgAZGMHHar3h62a6eGFrqSJMuCExlmGPXpVfxLZwWGoL9nBJwrEs+49wTn8q5ou07HHJDtY0QP/Yt8zqyyadCkg55dCyEg/8AARVFYIdEmE1zPa3b7RIIEJwhPTzDjGec7Rmt6bzLjwXpVxkH7Pcz2rc84JWRf5tWFNozajqEkzXEUUDDad7/ADA4zwvUn6Va+EllDWzPeXkTWkPy+UsoMYxwwz/Q1BGuoCDzJLaUJjO8jANdXYR21vauUu3RY4REHKDcQCSCRzjGT+GKl1CWO40HakyyHhC4wd3PXiuedTlskghDnlY52fw7rU1kHNpsR8bWeQCrlj4avp7YzShY0TqQc/lXo/2eNbKGPjKIOBAfT0rjrPxJaIl5YJCfPiiZt7ElWOcnA7VHtZvYIazcWY2vJqugRW0trqU5t5QQjRuyjI6jHrWG0lzfWkcty8kskjn53JJwO1dl4knj1qwtJPtjXMKqGiBQoATwQBVFNHnktkgidBGpZwpIAQAc4+tejRlKVNNsic7Oxz+k6PqF7eLZ28EjzTfKidD0681saV4dmj1l7K9jLFX2BXOPmr0bw3YLPrWkSQRDznthyDjJAOeppfGXh9tP1mG4lARrlSML829h9K1ZphJKpD2jaXl1MDXfCdrorSQSC2N0uMxopyFIyDnpil03S7bUNP8AOlvbeLbH8y55Y/3VHc0lw7/vzJI8r/dDSMWb6ZPNYmk3dxAvkRwF2MuAucc1jUWlzoqwskVPF+kWEJjj08TxwZXzfNcNub1GOg9q0NWAWdI9o+VAfel8TWeomyDXLwxoSMxRjJH1NN1Nt19L7ACspPRHFNamDczhThTVJLu6jJ8ouVHOMGtjTLaG511I4lTcASRMfl+tdVPCkNsxl+w2rFRgqu7PuQeg/CspTs0jWME1e5w8cl7dsipDNvk4VdvX6VNPoesiZUe2WNjgfOfm59q68iK71PSGTYymXkhcjge1afiIxWti94Yy0cbqxCxlQeem7tWSrtrRFVY8nL5nKWvhWSCRUurt1kYArtTcMntx0rldet77StUnsJ5JRIj7SC5+oru7TxPb3ZspB59ssyNFiJd7B85Aye3vWVq9nFPqEEjKzzuuHd8kkiunCzm58rJqWijmLuwlmuvJ8oiQqoUdM1seGPCNxq2pNp0rrCFUu+/kcduKunTvKdbhrkfuArKH+8/PIHrivRNCtFufF6BWSP7RGGDMMdhxXYtNDCNS9VQlonc8z0/Sv7I1ea3lOzDEMCM/L6j1r2Dw3qOk6RJeLobNdedHEzv/AHW+bgjn8qyfH/hpdN1C0uiBM1wfKHl/KQ3b61ofDu0uLS51tMPDLGIQ6qRn+Ks67/dtnXV5FBqDui9d3F/NI00sU57lmU1jXN2yc7mH1GK6K/uZrTzpUlLStIf+WuQF+nrWc+s3clkUdYJJOxYdfqKw96KucdOad0c9NqG5dgyxPOTWZdTySghmOPTtU99mCIXdwQqTOwTYMkkdeO1Zl3MggSQBjuJA3sAOMdh9fWm5msY3JLtP+JNG2B80uOlcvdEyTiCJcuTgAetdbcIT4cs2wBukJ4/GsGNHbVLQeUXj8wZ8s4c1kpnUome3hzUlVppAIVAzlzgH8TxU76CbeezjuZ94nlVDsIHUZ4NdRJCPsU7x2+SqspNy+4gjnaP8ayr2ZwIUnQRzW94gKghuAwxj8DWXtJuxsqceZos3nhnT7RJJIYYwyxsQWJc8DPWhPJTSZEPkx4txLtU7mPuR1xXTyuk6ZDTlZg4jVYwCRtP4V5RA8sPiBVEhAlcK4LYBBHQ0oJy1bME7TaZXsERNCmknKrG95Crc84AZj+HSu8t5YtU1RmjZHjSGGBdnTkgn+tcl4ptIIZEaGCKFXBO2IADtx+tJ4P1hLDUoI7jcYfNDcc84wP1xXoYe0ZKTPMrXnB8u6R3fjsXV2zRW6R+RHtkL7PnDAMPlb0wTU/gjXY31i1dyqP5Udoqk8dGGfzIrN1PU4buO9MErglT8gJGO3T8aoeGtMW8tpV3kSb/lcfwkYp1q0b81icJQdOKTe2x6D46ukSfSZLlS0UHnRdeQ3yEfoD+VcLc69aHcEhXr7HH1rYvrqbV9LmsLpd89h5jPNn7xxtFcfHZIq6km0BlgDhs9cOv+NYOdz2XVSbUCO7vb3Trt4oo4gyFpDh85BGccVjSahc3N5G94xZhkFNu3AI6frXS6lYwQXKSRyExCNAXP97ngVj6vbwTRrNIApB5YcEj0oik/eOJ1NbPqb+j39qPDOq2NzKiO/lXNvu/ikQ4K/irH8qydQ1C1itA9n82pR3A2xqpYNGU74/2h0681zy3dvb7kW3jdlOMy5bP5nFa/hee41nX/AOzW1SbT0khkePyIgSzqpYL7DgnJ7CjXoNs1tD+1WvhyRLhRHO8mBHOuGkBIx+FUtR1iWy1OazltYoohKrOImJx9O1cwupXeokG4nkkK8gsc4zXS6X4H1nWbFb62Fp5Lk/NNeRxtx7E5rP2fcTq8ruj0m21eC40W0vYpbvypgy5I2knHb1rzG3VTq9/kAkQyHrjnFd9psD2vhKC3kW3D2zFCsdwHaQ56j/61c/rGj3GnCfV0lt3+1RsvklG3ICMHnpmsopJtISb5+ZrQboDy3nhSMXLq4WVY4lwBhRXV6vZWcPhNZpXhilA3puBzI2fuggdceteZ6FrMtoY7N2Btw+7kdDXql5JHPo1mkkfmIwzgGvXo8vs2nocGIc1Vg4q4nhXUY2utEZXCkBlPPK+ma67x7JJcWem3cDFLq3uNu4HGMivINKS4TVbhbQ7DGxIB+teg6hq48ReGbmPaILyFVLqT/EO4rDnV7Hp4Skox5e12c/eFlL/PHGz8sVyWP1Jrk3uItNupmMwHRhzgmqubx70wSXLcnG3vUPiFL06Yly0ewRuI9y4ANS5J6G9atdalrXPF8N7afZoQXPHKrgD6mr+pLtuZ5Bk5kwRjpxXO674f0u38Pwatpmo3k267+zE3MIjW4ITc7xAHO1ThTu9R7gdncFEMnlpHNI7sdrfw1jUjZaHHKXMzL0OP7XqbK1qs5EZO04GD6k+lb0z/AGfS1RnsFd3CrGTndz0Jrn9GiuI9ZRFYsJcq6JjLD0rA1FG+3TI2VAkbAP1rHluzdSUaZrLr76fruyeJBDBKxH2cnj6c4xXZeKpxcaPIipOfMiSVFY5wuO4Fcxo3gG51bSU1BNQtYlfOI3jkZuP91SP1rq7pTLY2cRaI3DRiNokjZNoxjPPU0Tgo2aM6k5VI2XQ8xknkttFt7m3fy5orltrr1HFdpFJBeWOmTJHtZgdwJzzjk1geL9Fl0OBbFLh5bcv5h8yIIQcVnaHq80EsMMsjGJCdoPbNdeHspJsit70dD0nxkbaDQrZiT9oXBiRYyQwxzk9qi0TWon1LSZhIMqgEoH8ParWpTR3FjbKVWZDHjOelcNptpNNfziGQwmMkD3rqryipNpnHg4zcYOWjjsezePJE1LwuyuVMkDq6Se3rWR4InSG21NTKsjbYiMADH3uv/wBeuM0rXrjWdefw9rWrXVtC58lXjljjRB3LFxjGM8dScVo/C3T5ofEXiWwuJLhRbzxxhbjHmAAuAGAyM8DOOK5K8k6TselVmuRpdT0BbT7XgPapJKwLEElf61manpaRMY201wwIyUctx+ddfsls5DNCFZwuzCkd++KbBpCPIbuSV5WPIDNgEevvXFCtUe7ZxRjFO9jy/wAWQ+TY6ZFtKDEjY9PmxVaB5NK8M29/EInkmuXUGSMNgKB0z05rd8dQ/wCkaegAwtpuP/AmJqlf2QfwLoa5wXmuJP1A/pWtvdSZ1Rkrj9TV7vw9plxIq77h8k4wOQa410Flq9qZ5fLAdXd1Odo9fyr0fVbdoPCeiCMKHwMZHH3TXn2pKisAsRBx8zY6moa1OiE0N1fWLawFzarY7pJBxJI+SFZf/r5rlL+5judQ+0WsBgGFwM5IIA5z9a3Nea2urmKS3Ln9yiuGHIYDB5rR8CaVa3mrTLfWltcR+QSouIy6g5HOB3q4WSux1Z6tl3Qrq7vfDCzTXLtLb3JVGZh90r0A7fWuM8QW5sNZhmDr8+2Rd3Tg/rXa+Lkj8OvMdNt4rYyRR4MFuVXqc4J5zWTqegatoWg2N/eXE32m/WQSwyRbvJACsgLEcEhskf1zTUdbrYw5rtSOe1/c9uru7MQ3G45xnrWXpHOp2w/6ar/MUUVrT+E52euxHNrcseWAcZJ9CaxfAzHc4zxvNFFXi/4cTkwP8Sp6mhbsR4i1BM/LLK6MPUE1z2o3DxaxPtC7X/dshGQVOM8fgKKK4l0PXXQ6PUdPtPsU7fZ14UBeThcA4I964HUfn0qJm5O7+hoorrjuzCSXLEy7W1t50DPCM+zEf1qazlOia79us1AmgLBN+WGGUqePoxooqUDKy2kVsQIwRnrk5r2Lwlfm18N2kSQRNlCdzbs/ocUUUM5qxXVDNchZnaQAlhvwSDn1qz4ulabQF3gcRHAA9qKKyj8aN5fwjxeE/vBXptjAZNLsXE0qZXkKeD+dFFdkDOptcNLQReIbuNfugg8+9aG0HxiY+djJkj8KKK53/EZrBv2d/I5fW0EGs+ZHwwkGPzqPX5nm0q8ic5jjlUqvoaKKpmtT4fmYGueKpNft7eKbSdNtmt0SOKS1SRSka5wgBcqF5ycDk812lwoCF14bn5h1oopz+E5JfEjn/tE9rc+dDKySLyGHUVQmle4cyytudjkn1oorJbmr2PVPDNzJB4Tt40C7CrAgr159aiskEZikUtkfdyc7fpRRSlsTh/jZyfxFvZZpfLcLjCnOOa4azYrOhHXcP50UVtT+BFP4meptZxzrHJvkQhRwjYB/CqOkxqmrXSqMDdRRW1X+GjCi37Ro5vU9aOkeK9RhOnafewzzB2jvIPMAZBwQQQR1ORnB7g12/wANryfUNX1y/uZC9zcPFJI/TLHf6dKKK5qn8Nm0j1hYUuo5UkyAqbgVODkDNZ1heSo4twf3ZZhzk4wD0oormjuZozviUipY6MVGMow/8dWuf1pf+KY8LoCQPKmPHrvoorq7Gi2N3X8f8IvoYIBG0cH/AHK4K8AIGaKKzNlsYV0o3Hir/he6+wy6ldCCCZorbcqzLuXO8Dp+NFFRU+FmkNyz4m1o3mg5OnWETGRfniiIbg+pJrmrjxFqep6fDp93cySwQSNIoeRmJL4znJ5xjj0yfWiippP3R1Ern//Z", "info": {"video_id": "77373", "label": "turning the camera left while filming bags", "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": "77373", "label": "turning the camera left while filming bags", "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": "6aa30b221ff7879a80255df89b3c6b452f396179e7baed7aadd24d76b30ebaca"} +{"episode": 48695, "episode_seed": 3592398805, "split": "train", "timestamp": "2025-10-13T03:24:01.581163", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3592398805, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming calendar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55568", "label": "turning the camera right while filming calendar", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "55568", "label": "turning the camera right while filming calendar", "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": "4dc30ec653c21a95a32b4b0ffe78900598482c07c145e316ec154bf4d072eccf"} +{"episode": 48696, "episode_seed": 555717883, "split": "train", "timestamp": "2025-10-13T03:24:03.166390", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 555717883, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend a lipliner pencil so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157141", "label": "trying to bend a lipliner pencil so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "157141", "label": "trying to bend a lipliner pencil so nothing happens", "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": "84f205a4e1aca5a3560d8f6672c6e1a5e4db172928eeabbf8052dce31f401a67"} +{"episode": 48697, "episode_seed": 3741871703, "split": "train", "timestamp": "2025-10-13T03:24:07.174153", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3741871703, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bucket behind plastic can'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "26807", "label": "showing bucket behind plastic can", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "26807", "label": "showing bucket behind plastic can", "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": "5ef13c80a50f9d01975871bdf4a20d623fa36dc25251fb4a0fe4c4e45c54dbfe"} +{"episode": 48698, "episode_seed": 11863634, "split": "train", "timestamp": "2025-10-13T03:24:11.630222", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 11863634, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pomegranate next to purse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "215338", "label": "putting pomegranate next to purse", "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": "215338", "label": "putting pomegranate next to purse", "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": "9f9a2aa37370c60fcd45b8d96c9b14ac2a407bdf41fe66c7fab9e231459121d3"} +{"episode": 48699, "episode_seed": 2672277018, "split": "train", "timestamp": "2025-10-13T03:24:13.318776", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 528, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2672277018, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming scooter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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j+tQ39nFHqd5AjK0STuFIOeM/5FY62lwpkUwyHyxlioyAPXNW9xiXYzKrgZZc52jHU+h9qiadtD6HBujTknfpaxYTTbSW4i2lxKXCgL/ET2/LmtnUvDaW+gXd4RJKIYywUHAz6nHp1qXwlbRXMS3zurDcyRKf4R3P1OPyrqtT1OysNFvg6IVWF8grlWyCMY/GrgmrI87F14zqNw0X5nk1pqkoiiTI3RtuDjh1P+91x7V6BZ/EXVmjG+4jyP8ApmK8ljmZDgdDW3plvPdkMWMcPdvX6V1uooq7OKnh5VpcsFdnb3viLV9fk+zRSM5xltoCqg9Se1LHZRaLIzeak04UfvgchTj+H/GokuYILdbayi8mAAbsnlmxyxP1/KtnRIbTW7lhsC2dnKPlJ3NKxGfn9sZH07dTXM6kqrstEer9XpYKClLWR0nhGdLHTTcXMbxM2dm8A7yeS/XgdAPYe9Yvj3Vy8dmQIyx3hCnQnjP5f1qprV7Jcy7WIAjHyqowMduK5vWdUkNpapPLmC18xoo+wZsZP1OB+QoumeZUTd5M5y/v7mx1B47W4eNigEmw45P/AOustwzqRk5p9vNuu1upRvPmCRge/OcU2edfNZ+7MTge9ProdtKKjT97Zg8YiEd1b8MhBI9DXosF00mlxT527kDbfSuHgt2wCy/eAOPWuqivYRAA7AAqOK3jJWPOqwtKy1OVu9Lnu9Rklj5Ltkg1O2kXqELMzKD7Vvx6nFbSqYIAzEkZb6VHLd3N5chnIzkYGKlzRcYztZGVPpUlmYVc7mkGcV2PgvZDFKxUCR22kkdqpx6PNdSs0zbnwCD6V1WjaR5cJXaN23dUSncr2bS1NxLlShDqMAdKy7jSrOaUykEZ7DpVwo4ITAzjrT5YnSJVIx70r3M2rbHO2MRwoVck9AK6K2t3jk8tkKuOCrcEVj6VJ5UsUn9xga6iK9a51Ca4aFZYpHLA/dK/jSSuZ3KFnfXQ8Tvau37gKCqf8BrpknET5dCB6+lcPe61Y6d4yaUsTGVA2kjdnb0pZ/HkkjyLaWqrtPytJzVcjexrGSSO7/tBURliQytuLEDjA9aqanqpPh+7dd0LtDuTJ55xiuEm8Watd23leaIm3nc6DGRjpisu9u7lrFM3Er+W6kqScEAjin7F9WV7ZbI9F0rViNJha5Yu5dhuZh68fyrTfUoUuUB37vL5AXkZwR+lcLbJIlra30sebeXcoVeqkdK2YtbZVUeQ7MBgsTzTUI9WQ6slokdZBc+YQxjkX0yKmW6SKP5iR85AHrzXLf8ACRyLHgW3zerNUQ1+5kmj80xxxBgTxmq9nDoxe1l1Rz/xckS7bRdmfl87qP8AcrirSD5AMc12HxAvodTuNO8nnyxJn8dtYdrByDis2rOxDd3c0dNtySDjgV1VqcRnC96yLBNo6da6C3UeQQeDUM0gTRBioBH8QNVNatJblI2hUl4xkj2P/wCqtFXVSvUj2qwGUXMhByNqgY/GkaoqaUz2ujQI6NvQfMPTmr5lP2mL5TwrK36Y/lUUsyNbyAcfKT0qRrmNH653YGRQXcnjmJaSN1IAAz+NTwXO2NDgnCjd7VWWVDcyfMMNGD+RP+NTRTIwdQwzimiZEs0yiVidw3JyMdx/+uvn6/uS2LaPBZslj/dFfQk8yeTvYgZXP6V8uahdtBayc/v7gnv0U0SVzFrUvQeLVtvDl3pMNihe6cGWd3znB7L69BnP865qRpJMwxnlssT60sUK+Q7GTDLgKmM7vX6UgOSCDtYcginpc740+Wm1HRs2vCF49veSWrEh/vKPfuK1/FFy8ukyQgHLEcfjWLokaf2oLpvllROFHqeMj2rdvYTdgEuMDr7fX0rfTc8x3ucHbeXHITLGXYdFPA/GtRNQu5NoSMqvbatdCo0+KBhuWVxwfLAP6niooZREHMUTOSDgMowv1P8AhUPlb1OmFWrCPLDQy7bzrueON5W+ZgvWvWtFtrWwiUQCNDwSQMBmxjJ9TXnllpcn2hFZSpU7w6g5rvrRGiTZI4YYyD/9aobXQT5nrIXV9GWdfNtG/ed03cEe1cF4o06e0NqJwB5gfABz6V6Mr7pABIMY5NcT8QJdr2GG3Y8zn/vmkkrkSbsebeY6ZTpjiprKIyzbjyBTGR552YDG41t6fZbFC960bSFzN7lmDe4IAzkYFbFppEkpUFcmrWjaXvZcjPSuugszExwo4rJs1gjnF0LZJZHyzgzZb6bT/WtYaNFksIsEH0raEMrQosYAY8DParMSSJC7SINwJJ/Af/Wqbs2SK8FpHvwEOcenatSwjVGjO05OBT4o2EqnYD8pH8qsoSMfJyjjp7HmhBIs/YLWQM7A8E9KdcWdtLAYzxjDKe9Wo3U5UrwwNV5J41i8x0wEHJqjnkjx+fxDDbWexJBHI/BZhyPXFUP7akMZEV9KgK53E9foKw7+8TVJVkiiZmVMkY6eppUtru9kgijjyVXYoUdh/wDrrpikkcyi29Dp9P0hLqWKGS4D3s0Rk3scnpnFXdNutPWzjt5bd5r0qckHA4bv+FZKRxaG8Lyz773AxErfcHXLHtXU6Pp9tFpUet6tBue7ZmsrQDbvTPMrHqFJ6DvUTnFa9DrpYSrOSglq9htnpMsjCaUBN33V3dqheLUxM8ZtwLfBACrknn1rQk1afI8tIIVHRUTp+dRHVrluWnY+uOK5HjY9Ee5Dhyq1eckiV7J1ijEYk2KOjMevfip7axnmligEXzMcli5GPrVZNUkBB85s49fetvQpY9Sv0guL0woer46ChYlPSwp5L7NOUp6LyF1SCCxnijDJJtQBlx2wOfrUtpbaBeyBWZkUx4O5yMNmom1GK0umDot0gJx5grm7e8i1fxndWDXMtjG5kaFYV3ZZULBfYcE5NawmpaHBiMDKiubdFjxdpdvYy2LW5UiTfypz0xVCyjzism31P+0yh8+aTYM7ZDnbn0rpodPlhtreYkETAsAOowapnlzVpWNC12RRZYgZ6VuLtKLjpgVxXiAbIbQKWU+af5V1cSEQxjcd23p7YpNaFwNaEATqMdFP8xViLy1kDEAe9ZCmfAzOiDaQSeoFZ66nZ2tzcD7aMRsAuWyMYGam1zdNJG+ksEquisrMjNkZ6cmkk2rAhAAxIp/WuG0vVLZb++unlZo5ixRk/iy2RW2uozSWMTWy7t7YZWPKkYOfoatQb2I9pFbnSbY9+7aM1KuxpXBA5Ab/AD+VYUUt5Kd0jBeegqh4q1C+0/Q3uLaYxyhkXepwcE1Xs5E+1izsZVRrWVVA+4cflXydfSu8qyufvE8ele0ajqd3b6HFqFh4g1KVWnNuDcRqizkJlnj77QflO71HuB4peMrRjnLBqOWz1J5tU0Me5wMKKs2MandLKMkjABrPhjMkgUfjW3bwbiowTQ0kXOrKe7LULGOQCE84x+f/AOqrccF3csu5mYdg3b6CtHTdJ3KWIx6GuktNNhTYMc4PNZuViorqcrZaNLcRTEZ+SVk6ccVs6Xo7L5ivjJHcVtQafDb+ZEJnLNIZNucH5iK0YrDEhIlYA8dBn86hyNErFW1sNjR/u0JANbSWUktpHhAGUbD82SfSoYLd2ihdZu2TuXJ6YrStVmXzESUMQRjeMe4PFCFIo2+nzBis1syqOdx4Arz34n20tvc6fC6gcyYOOo+Wuyj1G4u/Gs+lXurXNpaySmNDDLGiRdM5Mg6Yz7k8VwXjOfUJ9WFpfS3L/ZJZI0W5xvUAgc44zwM4rVLqc83oc5Z2vI+Xmt+xtec468VTs4sV0OnQE7RjpQyEbmk27RKCF461tozlZGVBwc81UsvlU4HRRWhEco2R1HFQdEXoLJci0iSWVeFJH1yOKfY3L39lK5TB+ZD9cf8A16i1aFriy8uMfMDuA9cf/ro0AyW2nSrIp3mUnHtgUjRSNeORwI/k64X8cf8A1qnjJUt8uSzZH5CqrXIdIWH/AD0VvwqYXW2UDb1yRQgepNFcyi5V2XMJz/n86L+7V7WWJEJYr0x2rD8SalPY6DJJaTPDKs6qGTrgnJrD1z/hItG0jS7671G8Wa73iSIrjyRhSoJx94hs47fnVpXMJHldoGhg82N2VnGwkHsTzXU3Uz6ZYrb2Z8oSAF5B99vxoorWod2BjHexY8FaLZar4tW2vkaeCNDO0bNxIw5Ab1HtXVR3Euva2GvX+8doEY2hFHRVHYCiiuPE/Cj2csS9tUfVI5PxBqE9nM8cO0AMQOK5ttWvWJJmP4UUUYeKa2MszrVFOyk/vEW/umIzO/51dstXv7O4jmguXSRGyDnPIooruUY9jxXVnfdnT6Drl5eXhW68ubcSTvX/AAqO6n/s/wAXXN7bRRrLFK20Yyo3LtPH0Y0UViklJnVUlJ0ldmbY2sNpIBCu3PB5z0rqGuZTDaYcjy1wuKKKfU8mt8ZT8U30z2tiWIysjc468VS1bxHqUVysUcwRc4+UUUVaIg9DJXVb4yOGupG8xSjZPY8GnwDAJ7kUUVvBCkybR2Z9KmUsQIUJTHsxro11CeAsIyoBHpRRUx6hIsR61eKDh16+lYXiXU7u40phJKSvmLx2oop9wRT1fxPLrVtbwyabp9v5KKkb26OpVFBwoBYgDnPTk815rISzc9qKKze5Zds41C7sc10GnorFcjtRRWUi47nZ21vGLTcF5yO/0q/DArOCSwBHKg8GiismboljsIObhQUkV8ZU9Rk9j9KtRqVdmDvuEZbO7vn06UUUiiW3kkeBv3jLsIxtx3NTQXswuJVG3jC7sc/ex/WiimJnG6jr0unazqe+ysb1JJwxS7h3gMvQjBBHXkZwe4Nc1q9/canqb3d2/mTzM0jtjGSaKK26HPIltAPlrpLD5WGPSiipZEToLX/VMfar0LHC/SiioZui4WIuIh/sN/MVIDg4AHIooqUaIitzm3hY8kKBVjOZLf8A4EP0/wDrUUVQzE8X8aA5HXzk/nXGXWt6hf6bBYXV1LNBBI8i+ZIzElsdcnnGOPT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", "info": {"video_id": "22670", "label": "turning the camera downwards while filming scooter", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "22670", "label": "turning the camera downwards while filming scooter", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "50ba4396952ac451d7acefebd98fa30369f7cf124d624a86ab86711c5c320336"}