diff --git "a/video_unshuffle/swap/train/batch_000772.jsonl" "b/video_unshuffle/swap/train/batch_000772.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000772.jsonl" @@ -0,0 +1,100 @@ +{"episode": 77200, "episode_seed": 769686693, "split": "train", "timestamp": "2025-10-13T03:38:51.091413", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 769686693, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water onto stapler'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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nFJPRG8V7t0auAecVPbcTDisi1vpJOHjA7ZDf41qwHLgiqexdOpGeiOn0JAb9nPRInauc8PYGvai+MEyPz/wIV0+gj/R9Rm/uQ4/Q1Q0+yignuZUjVXlkJZh1PArkfxs83FP32WtQkxpty3HETfyrxufP2mU169q+V0e6P/TM1zV34TsyhKxujEAkq55P41cTljJROa8NnD3P/Af611NvJslRvRgf1rHttMXTJpArswkx97titBGxXVT2PTo600eg/E4hrDSp88ksB+IBrzhCD1r0Hx8/n+EtInHTeP1SvNmcgABgGPTNc9HSAsKrwsXPLRhggGk8lAMbRissXV1bSmNyko4IPTgjPWtGGYyrkrj8c1stUbxmublaszUtiEgHYCp/FcYHh/R42GdzqWH1zVBGLBYx3OK6nxHZRTtZ20iB0jWM4P8AvGsKvxRRhjNEkM09wLC3AI/1a/yFcX4+cm5hH92P+pruY02qoGAAOAO1c/qelwarq1ws8e8RRJtwSME5pLc8xOzueZycYHpxXfwngVmah4WgQlo2kXvyc1fib5RW9M9DCSTTsel/DeXcmow+oQ/zFeb3R8u9mQHIWRgPwJruvhxNjU7uP+9ED+R/+vXC6svl6zep02zyD/x41n/y9l8i4L99L5D434FWkYVgzS3GzzYJUCpyQe/OKsWmoPIcPGAemVPWtE7nQ5qD95G/A37wetb+gqDfO7dEhdq5iB8spzXV6CP9D1KbpshwD+BrGvpBixEv3bZyPh4Aa/qL4wTI/P8AwIV0eoSbdNum9Im/lVXT7GK3nuZUjVXlkJZh1PAqTV8ro10f+mZrNnjPc87GuGNHVlxInBx0YVFo8/n3d3LjG4rx+ddFdeErIxkrHIjEAkq56496yYdMXTJnCsxEmPvdsVvB+8jow8k5qxq277ZUb0YH9a7j4mkNY6XPnklgPxANefIxxXd+PX+0eFNJnHTeP1Sit8cWdNVfvIHn4cletFtG8k25jwvIqBnwNoIDHpmmQ3FxasUdkkBGc9Ooq762Np+6rtGncRxOjhkDM7FmYjnNWLbbFbqvAAqjDMZkyy7T9c5qwgLYQdzim0ax5ZxujQ8VIBoGjxsPvOpI+ua17BwLCAA/8s1/kKf4jsopms7Z0DrGsZwf940sabVUAAADGBXHB3jc8Wo7u5xPjxybmIA/dj/qa42XgYr0nU9Lh1TVZ0nj3rFEmMEjBOawL/wvChJjaRe+Cc1qthxkloW4m4rsvh/Lt8Qlc/ehYfqK4eNhjr1FdV4Hm8vxPbf7Ssv6f/WreprTZ6VZXgzL8TLs8TakoGP37H8+ay0jjwdy5HPGa2/GSBPFeoc9XBx9VFYoI4wKinrFGtF+4n5EqW1uQnykYOetXYW+fJqmhqeI81bNbLc7fRVA8NX8veQ7f5D+tEVpteXB/iH8hSwMlp4LhZyFEki5J93qSOcebMBj+E/pXHF3cn5niYiTc2/My9cXGlzKe5VfzYVqtaK6sCOlZ+sESWqL3aaMf+PCqNvcXWo+LrzTm1i5tIyZPKWNA2SqbgvsODya0RhyuWxleIIBbzxeh3f0rORs1Wl1C6vtjXdw8pAyu49M9aejciumk9D1sOrUkeg+JG8/4b6fJ12tHz+BFec4DMCR0ORXoV4wuPhVEe8ZX9HxXnvAY96xpdV5seG0T9SVIYC43J096niSOJMR5GTyDVdScVMnUVv0OppN3NLTIfO1O1j7NKo/Wuy1eIS6jJzjyxGB/n8a5rwvF5uvW+f4Qz/kK3766RtQ1JQQWSRQR6YArkqO9VLyPOx0tbeQ5odg9az9PjEmqak3XBjX9K05JQwOcVzmoXU1pYanPbStE7Xca7l64xTR52+hq6nYqYzha4qJ+1butTSQ6JDqFjruoTq05t/38aosxC5Z4++1ThTn1HuBzkT8Z9RW1Pc9DBRcVJM7n4fzbfEJX+9Cw/UVzniZRH4m1JcY/wBIY/nz/WtTwNN5fii2/wBpWX9P/rVR8ZIE8V6h7uDj6qKiX8b5G8f479DFRI8EMuRzxmpo7a3Pl/Kwwc9e9QgjIAFToa1R2OzVmX4X/eda7TSF2+F7+XvIdv8AIf1rhYTyK7mN1tfBULOQokkXJPu1c2IeiXmc2LdoJDIrQK8uG6MP5Cs/XRjSpkP8RVfzYVpxzgzSj/dP6f8A1qoayVktET+9NGP/AB4VJ4yepoNaq6sCvTiuI8RwC3uIeMBt39K27S9a98Y3OnXmr3dpA8xSNo5I0WPpkkuMYxnjqTiuU1qW7Gq3Frdy3DG3ldFW4wHUA45xxnpnHFaw3RvhYNVEyNGru/Ebef8ADrTpOu1o/wCRFefo3Su8u2E/wtiPeMr+j4qq/wBl+Z3Vt4vzOAADEEjkHIqQRxOAGQ8D1qIGpENWjrW1ixEkcS/u8jJ5BOa0dNiE2pW0f96VR+tZi9a3/C8Xm67b5/hBb8hU1HaLYpvlg2dHrEXnajIc/wCrWMD/AD+NQtF5YovrpG1DUlBBMcigj0wBUjyBs1zw+FHhS3M3T0Emqak2M4Ma/pUupWKlMhay765ms7HUp7eVona7jXevXGKPEFpr2i6Ppt5dX935l3v8yJkwIcBSoJx94hs4/wDr1a2Fytu6OUtyStdH4Sdl8TWOD1cj9DRRW8/gl6Hs1PgfoSeNTu8U3RwOi/yrCWiioo/AiqH8OPoTJ0qaM80UVZsd3qkKP4SsYWGUYoCP+Ams7S5Wktonc5YwqSfzoorjp7P1PDqiXxy9uPWdP51zV/qE+l+K7q9t9vmxytt3jI5XaePoTRRWkSI7mC3yFAOwxVhTRRXRDY9Sh/DR3UMjN8MJgcEbmH/j1cN3oorKl8UvVjw+8vUlXtUydaKK2OlHVeClDas7EciI4/MUy9+TxBdsvBl87f77Tx/OiiuV/wAV+h5mK+Nmi5+Wuf1Q/wDFP3p/6fFoop9TiRm6x4hbWYYI5NNsLcwoqRvbo6lUGcKAWIA5z0681lW7HbRRW0D0sL1Ok8JOy+JrEg9XI/Q0/wAbHPiq6Psv8qKKif8AGXoaL+P8v1MJetTJ0oorZnWWIzzXd6tCj+ErGFhlGKAj/gJoorlr7x9Tjxe0TM0yRpLaN3OWMKEn160l8cvbDsZ0/nRRSPKe5zt/q7abrmpIbGyvI5ZgxS7h3gMo4IIII68jOD3BrC1K9uL+/e9uZC9xO5kkbGMk0UVrHdHVh/jQA4ruIZGb4ZTKem4j/wAeooorfDH1R11/s+qOIHWnr2oorZHUTA11XgtQ2rOx6iI4/MUUVlX+Bmdf+GyO8+XX7thwZTNv99p4/nWkx4oorJfCjxp7mBqZ/wCJFeHv9sWse81vUb/T4NPuruaaCB2kXzJGYktjrk84xx6ZPrRRVLYcT//Z", 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u0zfvYpUCoMkHnPOKE9DVL3bmrFCqW4SQ5XcHI9TimxRRi881UVSew4FVI76Ryqsik98NVteTkGqsVSlGSsjotAw+pk9QkTMaxvD+0a3qDnqZH5/4EK3PDEf7jUrg/wAEJAP4GorCyjgnuZUjVXkkJLDqeBXK/jZwYr42i1fybdOuWB6RN/KvIJs/aJCa9Z1bK6Pcnv5Zrm7rwrZlCVR0YgElWPX8aqJzRkkYHho/Pc/8B/rXVW8myVG9GB/WsWz00abNKAzEPjr7VpI2K6qfwnp0daaPQficQ1hpU+eSWA/EA15whB616D4+fz/CWkTjpvH6pXmzOQAAwDHpmuejpAnCq8LFzy0YYIBpPJQDG0YrLF1dW0pjcpKOCD04Iz1rRhmMq5K4/HNbLVG8Zrm5WrM1LYhIB2AqfxXGB4f0eNhnc6lh9c1QRiwWMdziup8R2UU7WdtIgdI1jOD/ALxrCr8UUYYzRJDNPcCwtwCP9Wv8hXF+PnJuYR/dj/qa7mNNqqBgADgDtXP6npcGq6tcLPHvEUSbcEjBOaS3PMTs7nmcnGB6cV38J4FZmoeFoEJaNpF78nNX4m+UVvTPQwkk07Hpfw3l3JqMPqEP8xXm90fLvZkByFkYD8Ca7r4cTY1O7j/vRA/kf/r1wurL5es3qdNs8g/8eNZ/8vZfIuC/fS+Q+N+BVpGFYM0txs82CVAqckHvzirFpqDyHDxgHplT1rRO50Oag/eRvwN+8HrW/oKg3zu3RIXauYgfLKc11egj/Q9Sm6bIcA/gaxr6QYsRL922cj4eAGv6i+MEyPz/AMCFdHqEm3TbpvSJv5VV0+xit57mVI1V5ZCWYdTwKk1fK6NdH/pmazZ4z3POxrhjR1ZcSJwcdGFJoc/n3d5KRjcV4/Ot668JWRjJWORGIBJVz1x71mWumLpk0gV2Ikx97tit4P3kdGHknUVjZt32So3owP613XxPIaw0qfPJLD8wDXnyNiu78fN5/hLSJx03j9Up1viizpqL95Bnn0bZ61OMEYqgZCoADAMemarC6uraUxuUlHBBHHBGetVfWx0t8qvY2QoHatK1/wBSvYVjwTGVckY/HNatsT5ePXgUSRakpRuifxjGq6Do8RGcupYfXNamnuBp9uAR/q1/kKk8TWUVxJaW0iB0jWM4P+8aWNAqqAAABgAVyQ1ieJUd3c4X4gOTcwgdo8/qa4qXgY9OK9O1TSoNV1a4W4j3iKJMYJGCc+lc9qHhWBCTG0q9+TmtVsEZpaDY24rsfAMu3xAVz96Fv5iuJjb9a6jwRMI/E9tn+JWX9P8A61bVNabPTrK8GZviRfL8S6iv/Twx/Pn+tZsaov8ADxzxWz4wTZ4rvx6uG/NRWKDzU09Yo1ov3F6Eq29uWBKsD/vVaU5zVVTmp46s0SSOy0GPZ4Zv5e8h2/yH9afHa7HlweA39BToGWz8FQs5CiSRSSfdqckw86YDvtP6Vxxd3J+Z42IlebfmZutjGmSr/eKr+bCtVrVXVgV6VnatiS2Rf700Y/8AHhVa1mudS8WXmnPq9xaITJ5SxoGyyoWC+w4PJrRGHK5aGXrcIt54+Ouf6VSRs1Ta/ur3abqd5SBld3b1qZG5FdNJ6Hq4dWpI9B8SN5/w30+TrtaPn8CK85wGYEjocivQrxhcfCqI94yv6PivPeAx71jS6rzY8Non6kqQwFxuTp71PEkcSYjyMnkGq6k4qZOorfodTSbuaWmQ+dqdrH2aVR+tdlq8Ql1GTnHliMD/AD+Nc14Xi83XrfP8IZ/yFb99dI2oakoILJIoI9MAVyVHeql5HnY6WtvIc0OwetZ+nxiTVNSbrgxr+lackoYHOK5zULqa0sNTntpWidruNdy9cYpo87fQ1dTsVMZwtcVE/at3WppIdEh1Cx13UJ1ac2/7+NUWYhcs8ffapwpz6j3A5yJ+M+oranuehgouKkmdz8P5tviEr/ehYfqK5zxMoj8TakuMf6Qx/Pn+tangaby/FFt/tKy/p/8AWqj4yQJ4r1D3cHH1UVEv43yN4/x36GKiR4IZcjnjNTR21ufL+Vhg5696hBGQAKnQ1qjsdmrMvwv+8612mkLt8L38veQ7f5D+tcLCeRXcxutr4KhZyFEki5J92rmxD0S8zmxbtBIZFaBXlw3Rh/IVn66MaVMh/iKr+bCtOOcGaUf7p/T/AOtVDWSsloif3pox/wCPCpPGT1NBrVXVgV6cVxmvwC3uIsD727+la9pete+MbnTrzV7u0geYpG0ckaLH0ySXGMYzx1JxXMatNdjVbm1u5bljbyuircY3rg45xxnpnHFaw3RvhYNVEwRs13niVvP+G+nSddrR8/gRXnsbciu+vWE/wqiP/PMr+j4q6/2X5ndW0lF+Z55tDEEjocj2qZIYGkG5OQOoNRDAY9/SpENWjsW1ixCkcKYjyMnkHmtjSl829tov70i5/OsZe1dB4Wj83XLcH+EM/wCQqKjtFsmo+WDaOk1iETalIc42CMD/AD+NQtCYx60Xt0jahqSggtHIoI9MAVLJKDmuaHwo8GTdzL0+MSapqTdcGJf0qXU7BSmQKytQuprSw1O4tpWidruNd69cYqPxBb6/o2j6bd3OoXfmXe/zImTAhwFKgnH3iGzj/wCvWnQXI27o4q3JK/Suh8KOy+JbLB6uR+hooraXwS9D2qnwP0JfGZz4ouT6hf5VhDtRRU0vgRVH+HH0JU6VPETmiitGandapCjeErGEjKMUBH/ATWZpkjSWsTscs0K5P50UVxU9n6niVBb0/Nbj/psn865281CfS/FN1e2+3zYpW27xkcrtPH0JoorVER3MT7hUDsMVaU0UVvDY9Sh/DR3UMjN8MJgcEbmH/j1cN3oorKl8UvVjw+8vUlXtUydaKK2OlHVeClDas7EciI4/MUy9+TxBdsvBl87f77Tx/OiiuV/xX6HmYr42aLn5a5/VD/xT96f+nxaKKfU4kZuseIW1mGCOTTbC3MKKkb26OpVBnCgFiAOc9OvNZVux20UVtA9LC9TpPCTsviaxIPVyP0NP8bHPiq6Psv8AKiion/GXoaL+P8v1MJetTJ0oorZnWWIzzXd6tCj+ErGFhlGKAj/gJoorlr7x9Tjxe0TM0yRpLaN3OWMKEn160l8cvbDsZ0/nRRSPKe5zt/q7abrmpIbGyvI5ZgxS7h3gMo4IIII68jOD3BrFvr24v7+S8uZN887mSRsYyTRRWsN0dWG+OI9DXdwyM3wvmU4I3MP/AB6iinX+GPqjrr/Z9UcKOtSr2oorVbHWiYV1XgpQ2rux6iLj8xRRWVb+GzOv/DZHefJ4gu2Xgy+dv99p4/nWmx+WiisV8KPFnuc9qp/4kF6e/wBtWsO71vUb6wgsLq6llggdpFDyMxJbHXJ5xjj0yfWiirWw4n//2Q==", "info": {"video_id": "81478", "label": "pouring water onto stapler", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81478", "label": "pouring water onto stapler", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "81478", "label": "pouring water onto stapler", "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": "8248256a11f1df75812608b713987aab919572318a186d23d4651af8719c3a3b"} +{"episode": 77201, "episode_seed": 157466119, "split": "train", "timestamp": "2025-10-13T03:38:52.139877", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 157466119, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing card pack so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "83749", "label": "pushing card pack so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "83749", "label": "pushing card pack so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "83749", "label": "pushing card pack so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "83749", "label": "pushing card pack so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "288814057b6d771f3627b162fd504bf618761f21c179dc6f0f5606d449c8a20d"} +{"episode": 77202, "episode_seed": 2992067094, "split": "train", "timestamp": "2025-10-13T03:38:53.450953", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2992067094, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking bottle 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "83099", "label": "poking bottle so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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k9RIrz3CLcHLjr0zUF1dxLZXhwWOB/IVXlt2W6YY53dKjureRra+VUOAo68dhWyGR6Xfl7mYKg+6O/vTtb1eS2t5SH2/L2qlo8JS7lDyAHb0/GsrxbKi/uy2dwxy1TKVoha7OEuvEGpHX4ZFnJzMrqH5XK5xkV3/huN2ndAv3wG9B1rz7XEgsL3SWjQFyWdse2K9F8PzyS6vGFARGUgZ68cis4X6m0mnDQ1NTtRHq9oXb76nge1dBIlv9jn4DHyw3r0rA15QviKx3sWAyMGuiY/6NCBgB4ypxVp6sw7DNFuhsmjWMgDDDjFXrtZTLJ0XvjrWPowKagI3PDgrz61094gEsP+3GM1L1QPcw7d9kEwyT827JPtj+lQmbMMnsD/KobyV7UXCIBw3esZ7yXyZsuc7D0/GnB+6imtS7rEywvDubH7ojrVZ9Yig0lCZAcR9u9c34hviWgOc/u6yZbx5dNiQBsEY/WnKdgUbmZq9w2pQajMA3ywNg+lWvDivFoduFPDEtz2qY2a2/g/VbuQrgQMvXnJIA/U1zWm6xeQ6akEPl7EIw5GTz1FY/Ck2b01zJpHslgTcWSEkk+X/SjQI5ZFmQL/eXmqXhHxFY3GyxCyLcBMgFeGI6gH9a0PDTyvdXBJCAzsPU1qmnZowknFtMuX9h/pUU7MBuQHge9dEY4Xt9zNkFA3JrC1Qb44Ms7bcoecDr/wDWra0SMT2kYCj7hQ/hT6kvYo3Lqsf7pMnduGKgefMzDPrV6+jK2+9R9081ysmosZzhQvzdTzUQdmxrYv30uLG6YH+MD+VZdjfrE1ycgDC45rO1bVJP7OuxvI/edBx6VyEWonfPlycgd6qU7FKNzS12+Goan5KvkZrF0q4ttO8TavvZUCs2zccZqbS50/tXfKMr1NcpHc/atUubibkSO0i/7xJx+lY3suY2pq8rHr3hXUBd20pgcFCQeBWjdkprMYOTuWvMdLuLi2eFoJZI/mz8pIHB/WvSIdYh1TULGSKErIEKyoB0b6+lVGopK3UKtFw95bG3fWslxZzAIcKVYZ/D/wCvWhoVuyWDISBtfp1pHkdrebhV3w8Z5ziodGkdnmXzCdy7gAMdK1dkzmvdGg9skMp3N0J9qgSRBYFU/hkYfXODWhcWq+YxxksMgnmsG+lkjgPlnALYNQtJjWqJ2k3QH6gH86ydauYYryQM45Rc4/Gonnb7M5LEkFc/mKwtdmc3zYBPyD+tbX0BHUXOrxx2JYZP7se3avIfE16+oG9nYfJGh/wrsdSmmbTUQDG6Mfyrn5dIVfCWrXMhJItyce+RWMm5uxcfd1G6Cxl0q2kIKhAVx64PWvSooHudOkKrnKZyfpXnnh+7tYfDkDOyBvu8noc16Xp0ssvh0yhQuYsZPPbFVBaDrPUh8PQCTT23OTxnj2NXL4W1rqYkAUn5W9ao+EVV7Ta+XPzA5q5qG6RoZBgZXaQB6UL4TPqdDJJ5kDmOMnkEdu1ZspdJ4nZsBWDYWtXSl+0aduJ5MOD9RWfqC/6PHN6NzUVNrijuQm5ect+6Hmqegbkis+7aWSC+OVT5fr2p9+ktvcCaBsMjZA9aqzXcVzbXssY2tt/eR/3Tg/pW1x2MS1OLw+ZKzZQ8dKydSiS71BPLUEA8g896alwfto+bsR19qiguhFqKFm+Xd3rnnJN2LtbUzPHlqkGpeHyABuV8j8VroNKmFt4ntEz8pXI/I1zvxI1CK51XRUhPzRK7Njt8wx/Kquka/PcazYyyxqijCs+eoBPPtVyklIuMXKmkj0nxQxGq2UvQZHNdLy2m279w+PzrmdfaO7gs5YpFk2kA7SDiuhik3aeQeqhXHt3qkveZg3oiqjiDVkOeRKD+FdlqShfs7D+HiuPuoSNVRgP4A1Zl3qmpah4vu9M/tu6tYFLmFIwG5VNwUeg4PJotuJ62N7UY4ftVysrbVdVIb0rCuLW3iin3vn5T3rI0DU73WI76W9uZLkxrGV8zBxnOcflVtrpJ4ZomVVnVDtyPvDFLZFLU57xHPCqW4RCx8s8qv071iRTzPax4UAZPLn3q74ju3KW5H93H8qxrZpHtc84DGuebubJaFbWdUl/saWxMoxLIu5QMcA5/oKydP3IiQnADAuPY/wD6qTVz+/Cnryan0y38+ZZ5JUgt4sbpZOn0Hqamcvd1N6KsdHpYbzfNidg3GCDgg16H4XmYr5kn32YMfc965DSNJjkAk0+7gvIwdjCOQFw3Y7R611egB4YljcEFeoPrmihO70HiUnC/Y6Odd0c4I4V9354P9a2PDDFhJH/dYN+YrOA80ygY/eRhh+v/ANasO/1O907Rbi4s7iSCYyRqHQ4OM9K67ann3ujrrpN0F3Ge2SK4m409lnzvXaTkEVS1XU76HS1v7PxBqUvmTmAmdFRZiFyzR452g/Kc+o+gk+0IXFu8jqScqS3eptYqJj6vbxpZ3u9+jA5zj0rkLZ4RcTAYb5f4Rk9a6bWJY1tr1Gjy2e/PYVytpcf6U21QMqe1Yzlc2SINRuWhR2ijKnYRkn14rDg/1e1RlmbAAHPStXXpCsC56scD+dZkNy9lCksQX7TNkRk9Yxn7w9+1S72NaZ11lpl/Ekc8tu6oQD0yR747c11ug4hvHIGCuB+lecaJca2iyS2eozpcIxVo2fcjg9iDxg16X4c1CLW9HkvHt1tdSs5FhvYV4DZ+7IPrgg++PWppqSlqb1HeDR2UDZFuT0Klf8/lRpW2HU41PQkp+dFrj7LH6pIM/wAv60yRjBqi4XneHFdh5iZ1N38slvkYyuK567+zrPPFOdqlgVOehrEvtWurnx3c6bcaxeWtp5+yJopY0WIYByS4xjGeOpNUtNn1CfUdZivLi5le2lVFFxjevLDnHGeB04pcvvXBGndi2htZl4LDHHWuZ8S3T/agFhP+rHLHHc1tyX3n2k0D/LcIMr/tgVyXiq4k+0qeeU/rROWhcUQyTyyW0IaYKCvRaj1m9gt/A2oR5bz5NkYyeuWGf0BrOjZ2to2JHGev1rB1y+aW3S2xgb9x98f/AK6whOzZo43aK1igmtRISTlsBfTAr0bw/wCKbyFDYXLI1n5ZXhPmU9jnvXnNioSWOPPDryPfGa6vSQsrZHDEAYFRztPQ7FCMo2Z6P4PcgFeOXOOa2LpCIpgP4JSB/n8a53wu3kQbgevI/CuomTzI7sDnKBx+X/1q6oaxPNqe7No1vC7B7SZCR8jED8RVe9j3aZcJ3Uk4rnLzULvSvDNxNZ3EkExkjAkQ84J5rD16bxLo2i2l1dareiS83mSIrxFjaVBOPvENnH/16bV0T1OzvFBdsjvXJ6sxtr+ZojjdFhh2PWiinIuJyW4/bU/H+VU7slWUjrmiiuV/EavY5DxLcyyasHLYZEGMfWthIlQoijAEYA/Ef/Xoop1Dahsdf4dVUaZFACu3I+ldzDM6xBQeGXBzRRWtLY58T8ZPcszraOxOTGc/pXB6hfzaf4oubyDb5scrbdwyOV2n9CaKKvqYlrwWMRamOwWIf+hU/VFwXYEggZBHaiis5msDm9adpLK0kb7xXJ/IVn2ZzasP9s0UVzM1OW1pz/abDPAAxUGpO3nfZtx8mFMoueASASfqaKK1W6Kj8Jq+WbCzt9Ss5JLe7jCMskTbTmvcbadr+w0bUpgoub2yWacqMBn5BOPfAooohuiq/wADNux5kt/dGH8q5rxTiLQXCjj7Qg5+poorpOBHKa1rz6tHBHJYWUBiVUR4FdSqD+EAsQB36da1dVUZJ6HPWiis6hpDcwLmRrixuXk5bpn1wKw7FQLzp/CaKK5pdTcoeKkC28BHXef5VzyMWu8n+Fgo9gKKK0j8JUNzpNDdv7VuEzwSpNdtZD7L4ijaLj7XaSLMOzbSpU/XNFFRHc3n8B6BZkm2m/3Af51NfqP7QjPcxg/rRRXY9jy0cTr2qGw8QamrWVndpJMGKXUW8AqowRyCOvTOD3qfwpeT6hc6zd3L75pmjd2xjJO6iihjiLq0amGZuQyjII7Vy2vSvMlvK5+ZoyTiiisJm8TPt8myXnuf51y2r/8AHyB7H+dFFZRLW5a0O3S91eGKUtt5b5TjoK7pbGGyvIlgBCkEYJz0oormm37VI7IfCdJoXEKgdOa6uCQ/aEXjDREH9P8AGiivSp/CebiP4jOW8Ruw0BhuOPOQdfc1yOo6zf3unRWNzcyywws8ih3ZiS2OuTzjHHpk+tFFUtjM/9k=", 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469M1BdXcS2V4cFjgfyFV5bdlumGOd3So7q3ka2vlVDgKOvHYVsiiPS78vczBUH3R396dreryW1vKQ+35e1UtHhKXcoeQA7en41leLZUX92WzuGOWqZStELXZwl14g1I6/DIs5OZldQ/K5XOMiu/8Nxu07oF++A3oOtefa4kFhe6S0aAuSztj2xXovh+eSXV4woCIykDPXjkVnC/U2k04aGpqdqI9XtC7ffU8D2roJEt/sc/AY+WG9elYGvKF8RWO9iwGRg10TH/RoQMAPGVOKtPVmHYZot0Nk0axkAYYcYq9drKZZOi98dax9GBTUBG54cFefWunvEAlh/24xmpeqB7mDE2y3lXJPz55P+fSmNJugP1AP51WvmktxNGhxh+azXnb7M5LEkFc/mKdN+6U9yXWrmGK8kDOOUXOPxqa51eOOxLDJ/dj27Vy+uzOb5sAn5B/WotSmmbTUQDG6MfyqpTsCjexx3ia9fUDezsPkjQ/4Vf0FjLpVtIQVCArj1wetOl0hV8JatcyEki3Jx75FS+H7u1h8OQM7IG+7yehzWUV1fU2i/ddj0OKB7nTpCq5ymcn6U7w9AJNPbc5PGePY1Np0ssvh0yhQuYsZPPbFV/CKq9ptfLn5gc1q90YXL18La11MSAKT8retb8knmQOY4yeQR27Vz2obpGhkGBldpAHpXSaUv2jTtxPJhwfqKXkJ7GVMZFniZmxtYNhaheb98wz61c1Bf8AR45vRhmuWk1FjOcKF+br1qIOzY7aF++lxY3TA/xgfyrLsb9YmuTkAYXHNZ2rapJ/Z12N5H7zoOPSuQi1E758uTkDvVSnYpRuaWu3w1DU/JV8jNYulXFtp3ibV97KgVm2bjjNTaXOn9q75RleprlI7n7VqlzcTciR2kX/AHiTj9KxvZcxtTV5WPXvCuoC7tpTA4KEg8CtG7JTWYwcncteY6XcXFs8LQSyR/Nn5SQOD+tekQ6xDqmoWMkUJWQIVlQDo319KqNRSVuoVaLh7y2Nu+tZLizmAQ4Uqwz+H/160NCt2SwZCQNr9OtI8jtbzcKu+HjPOcVDo0js8y+YTuXcABjpWrsmc17o0HtkhlO5uhPtUMMiCxZU/hdh9RwR/Or9xar5jHGSwyCeaw7yd4bd9gGM85qFpIa2JDNmGT2B/lWbrEywvDubH7ojrVJ7yXyZsuc7D0/Guf8AEN8S0Bzn93WnNoFjpH1iKDSUJkBxH2715lq9w2pQajMA3ywNg+lact48umxIA2CMfrTDZrb+D9Vu5CuBAy9eckgD9TWTfPItLlIfDivFoduFPDEtz2r0WwJuLJCSSfL/AKV43pusXkOmpBD5exCMORk89RXq/hHxFY3GyxCyLcBMgFeGI6gH9aISV7XNasJW5ki7oEcsizIF/vLzV+/sP9KinZgNyA8D3qn4aeV7q4JIQGdh6mtHVBvjgyzttyh5wOv/ANarVuU576m6Y4Xt9zNkFA3JrOuXVY/3SZO7cMVe0SMT2kYCj7hQ/hUF/GVt96j7p5qJ7XEtyubl5y37oeap6BuSKz7tpZIL45VPl+van36S29wJoGwyNkD1qrNdxXNteyxja2395H/dOD+lbXHYxLU4vD5krNlDx0rJ1KJLvUE8tQQDyDz3pqXB+2j5uxHX2qKC6EWooWb5d3eueck3Yu1tTM8eWqQal4fIAG5XyPxWug0qYW3ie0TPylcj8jXO/EjUIrnVdFSE/NErs2O3zDH8qq6Rr89xrNjLLGqKMKz56gE8+1XKSUi4xcqaSPSfFDEarZS9Bkc10vLabbv3D4/OuZ19o7uCzlikWTaQDtIOK6GKTdp5B6qFce3eqS95mDeiKqOINWQ55EoP4V2WpKF+zsP4eK4+6hI1VGA/gDVmXeqalqHi+70z+27q1gUuYUjAblU3BR6Dg8mi24nrY39QFul5Os52rJtKnPfmsi7FtDazLwWGOOtYnh3VL/V0vpbu6luGjERXf2zuzitCS+8+0mgf5bhBlf8AbAprRFIxPEt0/wBqAWE/6scscdzWPJPLJbQhpgoK9FqbxVcSfaVPPKf1rEjZ2to2JHGev1rnqSNYrQ0dZvYLfwNqEeW8+TZGMnrlhn9Aa4exQTWokJJy2AvpgVZ1y+aW3S2xgb9x98f/AK6rWKhJY488OvI98ZpTndI2oRsejeH/ABTeQobC5ZGs/LK8J8ynsc966zwe5AK8cucc15xpIWVsjhiAMCu98Lt5EG4HryPwp0pttXDE04qPNE6K6QiKYD+CUgf5/Gtzwuwe0mQkfIxA/EVkzJ5kd2BzlA4/L/61ZN5qF3pXhm4msrh4JjJGA6HBwSeK6LanFe6OlvY92m3Cd1JOK46509lnzvXaTkEVQ1jVL2DRRe2niDUpVkn8g+eiosxC5Zo8c7QeDn1H0E32hC4t3kkUk5Ulu9TsVEx9Xt40s73e/Rgc5x6VyFs8IuJgMN8v8IyetdNrEsa216jR5bPfnsK5W0uP9KbaoGVPasJyubJEGo3LQo7RRlTsIyT68Vhwf6vaoyzNgADnpWrr0hWBc9WOB/OsyG5eyhSWIL9pmyIyesYz94e/apd7GtM66y0y/iSOeW3dUIB6ZI98dua63QcQ3jkDBXA/SvONEuNbRZJbPUZ0uEYq0bPuRwexB4wa9L8OahFrejyXj262upWciw3sK8Bs/dkH1wQffHrU01JS1N6jvBo7KBsi3J6FSv8An8qNK2w6nGp6ElPzotcfZY/VJBn+X9aZIxg1RcLzvDiuw8xM6m7+WS3yMZXFc7eLD51zFK2xSQQfTNYt9q11c+O7nTbjWLy1tPP2RNFLGixDAOSXGMYzx1JqhYTX1xqGtRX01xM1tIqKtyBvXlhzjjPA6UnH3rgi9cWtvFFPvfPynvXJeI54VS3CIWPlnlV+neuha6SeGaJlVZ1Q7cj7wxXIeI7tyluR/dx/KpnLQ0iilFPM9rHhQBk8ufesrWdUl/saWxMoxLIu5QMcA5/oKs2zSPa55wGNc/q5/fhT15NYRbTNErtC6fuREhOAGBcex/8A1V1OlhvN82J2DcYIOCDXOaZb+fMs8kqQW8WN0snT6D1NdvpGkxyASafdwXkYOxhHIC4bsdo9axlNc1jtg9Dr/C8zFfMk++zBj7nvW/Ou6OcEcK+788H+tc5oAeGJY3BBXqD65rqgPNMoGP3kYYfr/wDWruhrE82raM2kaPhhiwkj/usG/MUXSboLuM9skVyV/qd7p2i3FxZ3MkExkjUOnBxmsrWpvE+kaZZXlzqt6JbzzDJGVwIsBSoJx94hs4/+vTaujPqdjeKC7ZHeuT1ZjbX8zRHG6LDDsetFFVIuJyW4/bU/H+VU7slWUjrmiiuV/EavY5DxLcyyasHLYZEGMfWthIlQoijAEYA/Ef8A16KKdQ2obHX+HVVGmRQArtyPpXcwzOsQUHhlwc0UVrS2OfE/GT3LM62jsTkxnP6VweoX82n+KLm8g2+bHK23cMjldp/Qmiir6mJd8DjEepjsBEP/AEKrOrRqYZm5DKMgjtRRSkaROW16V5kt5XPzNGScVn2+TZLz3P8AOiiuWRqctq//AB8gex/nVrQ7dL3V4YpS23lvlOOgooqanwm1I7pbGGyvIlgBCkEYJz0rpNC4hUDpzRRSwjbSuVifgZ1cEh+0IvGGiIP6f41y3iN2Hh9hkkeagwfqaKK7meajmNb11tWghjk0+ygMSqkbwK6lUH8IBYgDnPTrWxqqjORwc9aKKioaQ3MC5ka4sbl5OW6Z9cCsOxUC86fwmiiuaXU3KHipAtvAR13n+Vc8jFrvJ/hYKPYCiitI/CVDc6TQ3b+1bhM8EqTXbWQ+y+Io2i4+12kizDs20qVP1zRRUR3N5/AegWZJtpv9wH+dTX6j+0Iz3MYP60UV2PY8tHE69qhsPEGpq1lZ3aSTBil1FvAKqMEcgjr0zg96k8MXk+oXGs3dy++aYxu7YxkndRRSkOJFqi4LsCQQMgjtXN607SWVpI33iuT+QoorlkdMTPszm1Yf7Zrltac/2mwzwAMUUUobh1INSdvO+zbj5MKZRc8AkAk/U1q+WbCzt9Ss5JLe7jCMskTbTmiiqXwo6Fuz3G2na/sNG1KYKLm9slmnKjAZ+QTj3wK27HmS390YfyooralscNf42c14p/daC4X/AJ+UH6muN1DWtQvbKGyuLqWSGF2kUO7Ektjrk84xx6ZPrRRWnQzP/9k=", "info": {"video_id": "83099", "label": "poking bottle so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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469M1BdXcS2V4cFjgfyFV5bdlumGOd3So7q3ka2vlVDgKOvHYVsiiPS78vczBUH3R396dreryW1vKQ+35e1UtHhKXcoeQA7en41leLZUX92WzuGOWqZStELXZwl14g1I6/DIs5OZldQ/K5XOMiu/8Nxu07oF++A3oOtefa4kFhe6S0aAuSztj2xXovh+eSXV4woCIykDPXjkVnC/U2k04aGpqdqI9XtC7ffU8D2roJEt/sc/AY+WG9elYGvKF8RWO9iwGRg10TH/RoQMAPGVOKtPVmHYZot0Nk0axkAYYcYq9drKZZOi98dax9GBTUBG54cFefWunvEAlh/24xmpeqB7mDE2y3lXJPz55P+fSmNJugP1AP51WvmktxNGhxh+azXnb7M5LEkFc/mKdN+6U9yXWrmGK8kDOOUXOPxqa51eOOxLDJ/dj27Vy+uzOb5sAn5B/WotSmmbTUQDG6MfyqpTsCjexx3ia9fUDezsPkjQ/4Vf0FjLpVtIQVCArj1wetOl0hV8JatcyEki3Jx75FS+H7u1h8OQM7IG+7yehzWUV1fU2i/ddj0OKB7nTpCq5ymcn6U7w9AJNPbc5PGePY1Np0ssvh0yhQuYsZPPbFV/CKq9ptfLn5gc1q90YXL18La11MSAKT8retb8knmQOY4yeQR27Vz2obpGhkGBldpAHpXSaUv2jTtxPJhwfqKXkJ7GVMZFniZmxtYNhaheb98wz61c1Bf8AR45vRhmuWk1FjOcKF+br1qIOzY7aF++lxY3TA/xgfyrLsb9YmuTkAYXHNZ2rapJ/Z12N5H7zoOPSuQi1E758uTkDvVSnYpRuaWu3w1DU/JV8jNYulXFtp3ibV97KgVm2bjjNTaXOn9q75RleprlI7n7VqlzcTciR2kX/AHiTj9KxvZcxtTV5WPXvCuoC7tpTA4KEg8CtG7JTWYwcncteY6XcXFs8LQSyR/Nn5SQOD+tekQ6xDqmoWMkUJWQIVlQDo319KqNRSVuoVaLh7y2Nu+tZLizmAQ4Uqwz+H/160NCt2SwZCQNr9OtI8jtbzcKu+HjPOcVDo0js8y+YTuXcABjpWrsmc17o0HtkhlO5uhPtUMMiCxZU/hdh9RwR/Or9xar5jHGSwyCeaw7yd4bd9gGM85qFpIa2JDNmGT2B/lWbrEywvDubH7ojrVJ7yXyZsuc7D0/Guf8AEN8S0Bzn93WnNoFjpH1iKDSUJkBxH2715lq9w2pQajMA3ywNg+lact48umxIA2CMfrTDZrb+D9Vu5CuBAy9eckgD9TWTfPItLlIfDivFoduFPDEtz2r0WwJuLJCSSfL/AKV43pusXkOmpBD5exCMORk89RXq/hHxFY3GyxCyLcBMgFeGI6gH9aISV7XNasJW5ki7oEcsizIF/vLzV+/sP9KinZgNyA8D3qn4aeV7q4JIQGdh6mtHVBvjgyzttyh5wOv/ANarVuU576m6Y4Xt9zNkFA3JrOuXVY/3SZO7cMVe0SMT2kYCj7hQ/hUF/GVt96j7p5qJ7XEtyubl5y37oeap6BuSKz7tpZIL45VPl+van36S29wJoGwyNkD1qrNdxXNteyxja2395H/dOD+lbXHYxLU4vD5krNlDx0rJ1KJLvUE8tQQDyDz3pqXB+2j5uxHX2qKC6EWooWb5d3eueck3Yu1tTM8eWqQal4fIAG5XyPxWug0qYW3ie0TPylcj8jXO/EjUIrnVdFSE/NErs2O3zDH8qq6Rr89xrNjLLGqKMKz56gE8+1XKSUi4xcqaSPSfFDEarZS9Bkc10vLabbv3D4/OuZ19o7uCzlikWTaQDtIOK6GKTdp5B6qFce3eqS95mDeiKqOINWQ55EoP4V2WpKF+zsP4eK4+6hI1VGA/gDVmXeqalqHi+70z+27q1gUuYUjAblU3BR6Dg8mi24nrY39QFul5Os52rJtKnPfmsi7FtDazLwWGOOtYnh3VL/V0vpbu6luGjERXf2zuzitCS+8+0mgf5bhBlf8AbAprRFIxPEt0/wBqAWE/6scscdzWPJPLJbQhpgoK9FqbxVcSfaVPPKf1rEjZ2to2JHGev1rnqSNYrQ0dZvYLfwNqEeW8+TZGMnrlhn9Aa4exQTWokJJy2AvpgVZ1y+aW3S2xgb9x98f/AK6rWKhJY488OvI98ZpTndI2oRsejeH/ABTeQobC5ZGs/LK8J8ynsc966zwe5AK8cucc15xpIWVsjhiAMCu98Lt5EG4HryPwp0pttXDE04qPNE6K6QiKYD+CUgf5/Gtzwuwe0mQkfIxA/EVkzJ5kd2BzlA4/L/61ZN5qF3pXhm4msrh4JjJGA6HBwSeK6LanFe6OlvY92m3Cd1JOK46509lnzvXaTkEVQ1jVL2DRRe2niDUpVkn8g+eiosxC5Zo8c7QeDn1H0E32hC4t3kkUk5Ulu9TsVEx9Xt40s73e/Rgc5x6VyFs8IuJgMN8v8IyetdNrEsa216jR5bPfnsK5W0uP9KbaoGVPasJyubJEGo3LQo7RRlTsIyT68Vhwf6vaoyzNgADnpWrr0hWBc9WOB/OsyG5eyhSWIL9pmyIyesYz94e/apd7GtM66y0y/iSOeW3dUIB6ZI98dua63QcQ3jkDBXA/SvONEuNbRZJbPUZ0uEYq0bPuRwexB4wa9L8OahFrejyXj262upWciw3sK8Bs/dkH1wQffHrU01JS1N6jvBo7KBsi3J6FSv8An8qNK2w6nGp6ElPzotcfZY/VJBn+X9aZIxg1RcLzvDiuw8xM6m7+WS3yMZXFc7eLD51zFK2xSQQfTNYt9q11c+O7nTbjWLy1tPP2RNFLGixDAOSXGMYzx1JqhYTX1xqGtRX01xM1tIqKtyBvXlhzjjPA6UnH3rgi9cWtvFFPvfPynvXJeI54VS3CIWPlnlV+neuha6SeGaJlVZ1Q7cj7wxXIeI7tyluR/dx/KpnLQ0iilFPM9rHhQBk8ufesrWdUl/saWxMoxLIu5QMcA5/oKs2zSPa55wGNc/q5/fhT15NYRbTNErtC6fuREhOAGBcex/8A1V1OlhvN82J2DcYIOCDXOaZb+fMs8kqQW8WN0snT6D1NdvpGkxyASafdwXkYOxhHIC4bsdo9axlNc1jtg9Dr/C8zFfMk++zBj7nvW/Ou6OcEcK+788H+tc5oAeGJY3BBXqD65rqgPNMoGP3kYYfr/wDWruhrE82raM2kaPhhiwkj/usG/MUXSboLuM9skVyV/qd7p2i3FxZ3MkExkjUOnBxmsrWpvE+kaZZXlzqt6JbzzDJGVwIsBSoJx94hs4/+vTaujPqdjeKC7ZHeuT1ZjbX8zRHG6LDDsetFFVIuJyW4/bU/H+VU7slWUjrmiiuV/EavY5DxLcyyasHLYZEGMfWthIlQoijAEYA/Ef8A16KKdQ2obHX+HVVGmRQArtyPpXcwzOsQUHhlwc0UVrS2OfE/GT3LM62jsTkxnP6VweoX82n+KLm8g2+bHK23cMjldp/Qmiir6mJd8DjEepjsBEP/AEKrOrRqYZm5DKMgjtRRSkaROW16V5kt5XPzNGScVn2+TZLz3P8AOiiuWRqctq//AB8gex/nVrQ7dL3V4YpS23lvlOOgooqanwm1I7pbGGyvIlgBCkEYJz0rpNC4hUDpzRRSwjbSuVifgZ1cEh+0IvGGiIP6f41y3iN2Hh9hkkeagwfqaKK7meajmNb11tWghjk0+ygMSqkbwK6lUH8IBYgDnPTrWxqqjORwc9aKKioaQ3MC5ka4sbl5OW6Z9cCsOxUC86fwmiiuaXU3KHipAtvAR13n+Vc8jFrvJ/hYKPYCiitI/CVDc6TQ3b+1bhM8EqTXbWQ+y+Io2i4+12kizDs20qVP1zRRUR3N5/AegWZJtpv9wH+dTX6j+0Iz3MYP60UV2PY8tHE69qhsPEGpq1lZ3aSTBil1FvAKqMEcgjr0zg96k8MXk+oXGs3dy++aYxu7YxkndRRSkOJFqi4LsCQQMgjtXN607SWVpI33iuT+QoorlkdMTPszm1Yf7Zrltac/2mwzwAMUUUobh1INSdvO+zbj5MKZRc8AkAk/U1q+WbCzt9Ss5JLe7jCMskTbTmiiqXwo6Fuz3G2na/sNG1KYKLm9slmnKjAZ+QTj3wK27HmS390YfyooralscNf42c14p/daC4X/AJ+UH6muN1DWtQvbKGyuLqWSGF2kUO7Ektjrk84xx6ZPrRRWnQzP/9k=", 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469M1BdXcS2V4cFjgfyFV5bdlumGOd3So7q3ka2vlVDgKOvHYVsiiPS78vczBUH3R396dreryW1vKQ+35e1UtHhKXcoeQA7en41leLZUX92WzuGOWqZStELXZwl14g1I6/DIs5OZldQ/K5XOMiu/8Nxu07oF++A3oOtefa4kFhe6S0aAuSztj2xXovh+eSXV4woCIykDPXjkVnC/U2k04aGpqdqI9XtC7ffU8D2roJEt/sc/AY+WG9elYGvKF8RWO9iwGRg10TH/RoQMAPGVOKtPVmHYZot0Nk0axkAYYcYq9drKZZOi98dax9GBTUBG54cFefWunvEAlh/24xmpeqB7mDE2y3lXJPz55P+fSmNJugP1AP51WvmktxNGhxh+azXnb7M5LEkFc/mKdN+6U9yXWrmGK8kDOOUXOPxqa51eOOxLDJ/dj27Vy+uzOb5sAn5B/WotSmmbTUQDG6MfyqpTsCjexx3ia9fUDezsPkjQ/4Vf0FjLpVtIQVCArj1wetOl0hV8JatcyEki3Jx75FS+H7u1h8OQM7IG+7yehzWUV1fU2i/ddj0OKB7nTpCq5ymcn6U7w9AJNPbc5PGePY1Np0ssvh0yhQuYsZPPbFV/CKq9ptfLn5gc1q90YXL18La11MSAKT8retb8knmQOY4yeQR27Vz2obpGhkGBldpAHpXSaUv2jTtxPJhwfqKXkJ7GVMZFniZmxtYNhaheb98wz61c1Bf8AR45vRhmuWk1FjOcKF+br1qIOzY7aF++lxY3TA/xgfyrLsb9YmuTkAYXHNZ2rapJ/Z12N5H7zoOPSuQi1E758uTkDvVSnYpRuaWu3w1DU/JV8jNYulXFtp3ibV97KgVm2bjjNTaXOn9q75RleprlI7n7VqlzcTciR2kX/AHiTj9KxvZcxtTV5WPXvCuoC7tpTA4KEg8CtG7JTWYwcncteY6XcXFs8LQSyR/Nn5SQOD+tekQ6xDqmoWMkUJWQIVlQDo319KqNRSVuoVaLh7y2Nu+tZLizmAQ4Uqwz+H/160NCt2SwZCQNr9OtI8jtbzcKu+HjPOcVDo0js8y+YTuXcABjpWrsmc17o0HtkhlO5uhPtUMMiCxZU/hdh9RwR/Or9xar5jHGSwyCeaw7yd4bd9gGM85qFpIa2JDNmGT2B/lWbrEywvDubH7ojrVJ7yXyZsuc7D0/Guf8AEN8S0Bzn93WnNoFjpH1iKDSUJkBxH2715lq9w2pQajMA3ywNg+lact48umxIA2CMfrTDZrb+D9Vu5CuBAy9eckgD9TWTfPItLlIfDivFoduFPDEtz2r0WwJuLJCSSfL/AKV43pusXkOmpBD5exCMORk89RXq/hHxFY3GyxCyLcBMgFeGI6gH9aISV7XNasJW5ki7oEcsizIF/vLzV+/sP9KinZgNyA8D3qn4aeV7q4JIQGdh6mtHVBvjgyzttyh5wOv/ANarVuU576m6Y4Xt9zNkFA3JrOuXVY/3SZO7cMVe0SMT2kYCj7hQ/hUF/GVt96j7p5qJ7XEtyubl5y37oeap6BuSKz7tpZIL45VPl+van36S29wJoGwyNkD1qrNdxXNteyxja2395H/dOD+lbXHYxLU4vD5krNlDx0rJ1KJLvUE8tQQDyDz3pqXB+2j5uxHX2qKC6EWooWb5d3eueck3Yu1tTM8eWqQal4fIAG5XyPxWug0qYW3ie0TPylcj8jXO/EjUIrnVdFSE/NErs2O3zDH8qq6Rr89xrNjLLGqKMKz56gE8+1XKSUi4xcqaSPSfFDEarZS9Bkc10vLabbv3D4/OuZ19o7uCzlikWTaQDtIOK6GKTdp5B6qFce3eqS95mDeiKqOINWQ55EoP4V2WpKF+zsP4eK4+6hI1VGA/gDVmXeqalqHi+70z+27q1gUuYUjAblU3BR6Dg8mi24nrY39QFul5Os52rJtKnPfmsi7FtDazLwWGOOtYnh3VL/V0vpbu6luGjERXf2zuzitCS+8+0mgf5bhBlf8AbAprRFIxPEt0/wBqAWE/6scscdzWPJPLJbQhpgoK9FqbxVcSfaVPPKf1rEjZ2to2JHGev1rnqSNYrQ0dZvYLfwNqEeW8+TZGMnrlhn9Aa4exQTWokJJy2AvpgVZ1y+aW3S2xgb9x98f/AK6rWKhJY488OvI98ZpTndI2oRsejeH/ABTeQobC5ZGs/LK8J8ynsc966zwe5AK8cucc15xpIWVsjhiAMCu98Lt5EG4HryPwp0pttXDE04qPNE6K6QiKYD+CUgf5/Gtzwuwe0mQkfIxA/EVkzJ5kd2BzlA4/L/61ZN5qF3pXhm4msrh4JjJGA6HBwSeK6LanFe6OlvY92m3Cd1JOK46509lnzvXaTkEVQ1jVL2DRRe2niDUpVkn8g+eiosxC5Zo8c7QeDn1H0E32hC4t3kkUk5Ulu9TsVEx9Xt40s73e/Rgc5x6VyFs8IuJgMN8v8IyetdNrEsa216jR5bPfnsK5W0uP9KbaoGVPasJyubJEGo3LQo7RRlTsIyT68Vhwf6vaoyzNgADnpWrr0hWBc9WOB/OsyG5eyhSWIL9pmyIyesYz94e/apd7GtM66y0y/iSOeW3dUIB6ZI98dua63QcQ3jkDBXA/SvONEuNbRZJbPUZ0uEYq0bPuRwexB4wa9L8OahFrejyXj262upWciw3sK8Bs/dkH1wQffHrU01JS1N6jvBo7KBsi3J6FSv8An8qNK2w6nGp6ElPzotcfZY/VJBn+X9aZIxg1RcLzvDiuw8xM6m7+WS3yMZXFc7eLD51zFK2xSQQfTNYt9q11c+O7nTbjWLy1tPP2RNFLGixDAOSXGMYzx1JqhYTX1xqGtRX01xM1tIqKtyBvXlhzjjPA6UnH3rgi9cWtvFFPvfPynvXJeI54VS3CIWPlnlV+neuha6SeGaJlVZ1Q7cj7wxXIeI7tyluR/dx/KpnLQ0iilFPM9rHhQBk8ufesrWdUl/saWxMoxLIu5QMcA5/oKs2zSPa55wGNc/q5/fhT15NYRbTNErtC6fuREhOAGBcex/8A1V1OlhvN82J2DcYIOCDXOaZb+fMs8kqQW8WN0snT6D1NdvpGkxyASafdwXkYOxhHIC4bsdo9axlNc1jtg9Dr/C8zFfMk++zBj7nvW/Ou6OcEcK+788H+tc5oAeGJY3BBXqD65rqgPNMoGP3kYYfr/wDWruhrE82raM2kaPhhiwkj/usG/MUXSboLuM9skVyV/qd7p2i3FxZ3MkExkjUOnBxmsrWpvE+kaZZXlzqt6JbzzDJGVwIsBSoJx94hs4/+vTaujPqdjeKC7ZHeuT1ZjbX8zRHG6LDDsetFFVIuJyW4/bU/H+VU7slWUjrmiiuV/EavY5DxLcyyasHLYZEGMfWthIlQoijAEYA/Ef8A16KKdQ2obHX+HVVGmRQArtyPpXcwzOsQUHhlwc0UVrS2OfE/GT3LM62jsTkxnP6VweoX82n+KLm8g2+bHK23cMjldp/Qmiir6mJd8DjEepjsBEP/AEKrOrRqYZm5DKMgjtRRSkaROW16V5kt5XPzNGScVn2+TZLz3P8AOiiuWRqctq//AB8gex/nVrQ7dL3V4YpS23lvlOOgooqanwm1I7pbGGyvIlgBCkEYJz0rpNC4hUDpzRRSwjbSuVifgZ1cEh+0IvGGiIP6f41y3iN2Hh9hkkeagwfqaKK7meajmNb11tWghjk0+ygMSqkbwK6lUH8IBYgDnPTrWxqqjORwc9aKKioaQ3MC5ka4sbl5OW6Z9cCsOxUC86fwmiiuaXU3KHipAtvAR13n+Vc8jFrvJ/hYKPYCiitI/CVDc6TQ3b+1bhM8EqTXbWQ+y+Io2i4+12kizDs20qVP1zRRUR3N5/AegWZJtpv9wH+dTX6j+0Iz3MYP60UV2PY8tHE69qhsPEGpq1lZ3aSTBil1FvAKqMEcgjr0zg96k8MXk+oXGs3dy++aYxu7YxkndRRSkOJFqi4LsCQQMgjtXN607SWVpI33iuT+QoorlkdMTPszm1Yf7Zrltac/2mwzwAMUUUobh1INSdvO+zbj5MKZRc8AkAk/U1q+WbCzt9Ss5JLe7jCMskTbTmiiqXwo6Fuz3G2na/sNG1KYKLm9slmnKjAZ+QTj3wK27HmS390YfyooralscNf42c14p/daC4X/AJ+UH6muN1DWtQvbKGyuLqWSGF2kUO7Ektjrk84xx6ZPrRRWnQzP/9k=", 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", "info": {"video_id": "83099", "label": "poking bottle so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "83099", "label": "poking bottle so it slightly moves", "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": "e17623a9a558785e7df2b8b3633c32f529408e7ab664cf097f5c9f000f1e5f22"} +{"episode": 77203, "episode_seed": 36084475, "split": "train", "timestamp": "2025-10-13T03:38:55.761700", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 36084475, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63794", "label": "closing door", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63794", "label": "closing door", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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YDhFAVR7Dipp6uxeI92kvNt/oREBpnJYckkA15b8WNRewk0jaqsG87cCPTbXo1xJlx26ge9eUfGI5Ojj0Ev8A7JXRJaHDHc4/+07G5/1ytGxH39uRRHY29wwCSRyg/wB35T9a5/vT1JUghiPcVnY3RtvokquNpIHqw6GoZFMOI9oEpODx29jS2+sXMESeXOxxwyvyD+ddv4S8NS65eLqGoJ8pwQoGAB6VjVqKEbs6KNNzkLoPh++utFZbeFg0jLsyTg4PepxZSQ4Eh6XEcMqH/eOf5132qeK9J8PWElhp4SbUVG1Y0+7Ef9o+3p1rz21vZpHtbUEgeY9y+5snKg4571hT5krs6ajg3byPZfCJxpZlxtWWUuc+nX/GrXhoPcXF/fYH76XaGPbv/Mis+1uBpvhQ5wCttj8W4/rXSeG7ZYNEs4SpDMnmOenLc/1/Suxa2RxS92k/NmpO6+WI+g68H/PaqV0ZBBIw2iTHyq3r2zVxwhmYs+B6dsYrOupQis27PuOgFa2OLc8V8e6k+l+EZhE22SdhEpHB56/oDXhxJJyeSa9M+LV2SdNswePnlI/ID+teZ1z0VaJ2VneRd0sBrsA+mfyropCTKg9cVzWnvsvoz68V0AfJDenStGQjoi2La6IIH7uQD2yK5/TLlGiARjuGNxrckcR+G7iY5yYmOfc/KP51xaTJbkMAQemQab2DdncxSKQcEE1r6NrV/oTtJZSDZIMPBIMo3vjsfcVxGn6onRnGOu6t221BJEEQZfMPb2pA2eqaH48stQultiz2tz08uXpn/Zbv9K2dW1yVisUcbb8HJH3SPTHevCd0b8THBznNTXHxB1KwiNkspmkEZWO4ZsPF2GT/ABcevND1HF6mH8QdabWfEjneDFbjyYwOnHU/nn8qxNO0x719zZWMck+tSWunvfyo/OHY5J9K6ZxDY2fpHEuWI71lOpb3VuaQp8z5nsURPa6eipHGC2elYF/em91Frg8A4AHoAKhu7p7udpGAGegHaoR1FVCHLq9yalTm06Hqvg7xULTTrS2mE8ccSbRPGA23kn7v8Q5+v1r1zR/E48pJo54b2B8Zktzgj6g8j9K+etDmX7Aqk9zW/YXVzYSNPZTyQykYYr0YehHQ1oTc+h11iGdARuUngBj3/Os7WdXisrKSZztZEaQdsgc9eleW6f4/JnEOpwrAv3fOiLbc+pHYU/xrqxfQb12u1dDDiHachtxA4I68ZoaW6BannWjF76+uryQ5Z3Lkn1Jyf611fh2ISpJdN/y1lLD6DgVzWkj7NoEjqP3kp2r9TwP1Ndnaxf2bpRAxhVCj/P51MdZFVHy0vVhfzqd5H3ccmvGjya9XN4r7wR26V5jaWkl1LhR8ueTVzaSuzGmm3ZEcNrLPP5SLk967DR9KWzQMRlj1JqTTNKWJAxX6k1b1C6WxsJZuMovyj1PavMq13VfLE9OjSVNc0tzI1fXZDcf2fbnEYYLK4PJ9h7VkWwHzcdHP86oROWnVmOWLZJ981eg4L4/vt/Ou6EFCNkcUpucrs+ifg5dvZ+ELyQoXZ7jt3wg/xrk/iLK95430q3PG2ANtB4GWY/4VD4R1y70Tw6ZIZlMLZLQyDKkheoxyDx1rJtdXPibxtHqLxeVtQZQtu2hff/gNOW1i4u12duYlfX9Ot1B2WqNO3tgbV/Wumu7hIESJmwcZNYHh1Vudc1O4PITy7dD/ALo3N+pqxq8ri5PnKdpOEyOoNOitHIjGv31D+VJFiZkba3ccZFeUfF5tx0g+0v8A7JXo7y4XaBggYxmvMvivIH/skDGAJen/AAGtpbHHH4jzgZIHoKkxkEccdKRcsuFByew9a6/w14WkmdJ5057AjgVzVasacbyOylTc3ZDfCvheS/mjlnUhSQQp/nXqWs6gvhTwrNPbALMoEcA/2zxn8Bk/hSaZYx2argYxXMfEnUFnaGyQ8QKJHx/ebpn8B+tedSk69W72O+dqVOyMJJFyTu3N05NXdOYya2iEHcYcBR/tOB/KqcUsUkq5fLFq1fB0RvvGCQY6SRZz6KCxr0JLU5FLRnqWrq01tY6evBu7hY/+Ajr/ADr0W2VYrZsDCL8qk85ArhLRRdePbdBjy7C2aU5PR3PH8/0rsL27jtlSFmwVXJ/GrpatsnFuyhDsvzIruUPIi8jk4Hr71m3ih0RSWUdflqzNNFIAcK2MdPSq7zbsEE5PP4VuziR8xfEe9+1eKWjB4giVPxPzH+dcjV3VLp9Q1O6vG6yyM34Z4/SqVYxVopHRJ3bY+JtkyN6MDXQB9xAXpmucrctGyFPXIzTYROuRRNoaw8c+vtXF6jYSRvuA4NdjG2IFhJICrg4p4skuIjlAQBjkdq3hT5kZSlZnncUrRtx+Vbem6u8IMW0YPJ9vpVrWvDLQo1zbgjnlMfyrmcvG+BlWHUdKznBxepSkpLQ6PUdUWK2RoyrMx5GeRXPq0l3dDPLyNjioXJLEnPPrXUeA7CHUte+ySXz2jyQyNGUiDl2VSwXn7vTOfb3qCkb89nb6Xa2tmhBnRC0pHqf84rmfEdyVijtgeX+dvp2q3plwbuSa4lnaWRtpbd1XjgVzuq3P2rUZpM/KDtX6CsIxvVfkdEpJUkl1KdFFFdBzGtpt2IVVT0zXQ29+pBQOTu4GBnFcWrEYwelXba9kt3DIcHoMUDOneUROxYZGTWDf3sskxto5G8gkExg/Lu9cetS3GoqbSTLFZW6e9VdEt3vdWiyCyKweQ+2aQHV28Xlz6fZSYQBvNOT1wM/zNdTqkUhtEkU/JH1565rAge3u9RvL+UqRDhIyDxx1/oKo6n4gvBA+yYqpfcoWnDS7Cs7tRXQveYyx4YYJ6juKi03S1iRcIKdrVpZroMGrafq19OHuja7rmERrcEJud4gOdqnCnd6j3A14Cqr+FcePlpFI6cGrN3GSIIo8AYrkfFE+8RWgbBYlz/Suru5AELE4ArzfUbz7XqUsucrnC/QVz4OF537G+JnaFu5VQlJB7Hmr0TZaXH981A0fnKCB86jn3FWVI3yKOpbIx9K9RnAjqLrU/sGgwxKCTMrAHPHpWv8ADSGGe41K8nwY4IMH/P51wmpyS+d5bk7E+6OwruPDt1DZ+EhaE4S5jJmnt8eYm4ng564B6H8KzZpHfU7nw9LNpujPqM8gK3Ra5RMYOXPGfwAqzJ4iguyWuI1DYACg9B3/AKVwPifxfErWtpp8u62jQEH8AAMdsYrmT4inlkIEg5PTNawajGxhVvUm5vqeuIVk+fcSncZzXnvxP3XTaOkUZ3HzQBjn+GpPCmpDUPEsemX+qXVpDcNtSSKaONY+5LGTjGM8DknA71fktLm91+S2vXuHNjK8archd6c45xxngZxxU1qqhTcgo0nKaTMvwt4OUbJ7hdz+hHAr0a005IEACgD6VLp9osUagDtVyQhRivn6lSVR3kezBRirIz52EZ6gAdTXkOq3ratPqV4MnzJztGei8BfwwBXoniq7aDSLgRH97IpjTnueP5ZryxYpYbG5WWNlbAwGGM4//XXo4CGjkcuKltE140KsdwHyhic+wzXW/DOFpvFl5cgjCmQBj2PyqP5muNM6m1kllQRBUJyD29OK7z4ZRR2vgvWtdm4MZyme5G5sfqtds11OaHve6up6V4FjW+u9Z1JgGE155aHH8EY/xNaOqm5S6InQsWOc8cL6msLw/JeeGvCdrHcGNLh03IMc5Y7yW+mQKZP415fzpkZyRljjA46AfrWlONooyxE+erKSNV585XK5Ax8tCrK5GVxx0Ncl4g18JoD3NjO8NwJUG9Rg4J5rL1Q+JtE0jTr261O9866L74iuBDjaVBOPvENnH/16q5mkeGMgwfY1WkAD8UUVPQpbjK3NK+aW3B6HFFFSy0dIjE856k5rSt2IBAPUUUV1UtjCZsLH9oSFZGbBUk4OO1ee+JdOt4CZY1If1zRRW1Ze4RT+I52RR5aHv0q7YapcaFrMd9ZbBNCGVd65HKlTx9CaKK886uhJpMjR2d86nkIMfrWRRRUx+Jly+FBRRRVmY5ehpx4WiigYSnO36Vo6QdkUrr8rhlwwPIoopdAW5fu9RnfRl+4paRlYquN3v9axZJnKDJz7GiimtiHub+seLpfEMVtDNpOmWpt0SOKS1SRSka5wgBcqF5ycDJPNdbGxxRRXBjvs/M7ML1M3X5nj0yZlODtNed96KKvB/AxYn4kXoCRgg4I6GpvvXEjHrgHj6UUV2HOXNXQKZCOu/FJfO1pdlIWKKqhcA9RgdaKKyNY7GbI7PcEMxPFVyTvFFFdEPhMJfEbWi+IJNIaWNtP0+/imZXKXsHmBWTO0gggjqcjOD3Brv/C9/c6rqF7fXknmXM7LJI+MZY5PTt9KKK5MX/Bl/XU2ofxEd7bn5aS4PBoorwz00ec+OpGZreMn5Ms2PU1zfmOYfJZ2aIj7jHIGfSiivcwn8FHnYj+Iypq8zpYOi4wwAPrjNe1eHdMtbzwFY6eqG2gm8pphbnaZD8pJbOeuBmiit6hnB2d0c38WdavrXXLa1hl2xRwblHuWP+Arzi21C4ubn965POepooqb6kfZOivLmU2MMIYhNykgHqa1Zdb1C+06CwubqWWCB2kXfIzElsZzk84xx6ZPrRRWpmtj/9k=", "info": {"video_id": "63794", "label": "closing door", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "63794", "label": "closing door", "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": "12d1e2654f921e1cae414d247fdaf4c055707aeee4f3d855b90254df33ebd1d6"} +{"episode": 77204, "episode_seed": 3815384770, "split": "train", "timestamp": "2025-10-13T03:38:57.062051", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3815384770, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking vase so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205249", "label": "poking vase so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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k8Vca5tRqk0jzlTwU3LgH1GfUVXhu7WHVHkacGOSHaxAJwQeKyqt3sgo2a5n3OhvIlms3V13AfNgd8c1ZXwzpzIHRXKkZB3npVe2lEtvG45BUHmpLfWoLO3FrPJteI7OQeR/D29MVim+h0NJ7nO+L9Kt9PFmYFZQ+/cSc+mP61y21Fw5RXKHIDDIPtXY+LLz+0LOEW+JMEnBJXB4weR/nNcfEySgo6lWx8ynriuulflRwVrc7sdKgCbTEgWM4YBRgUmoOYYpAwLR3C7Gx/CcEZx34PT2FTaYbY6dDHdXQimA43L95c4BrRg0uHXXlgsblZntsF9o4Gf8A9VbyV4mEZWZ41r+jGPdGHB7g9x9RXIvZXKNtMRPuK9U8UWD2Pie5gl4ePZ/6CDWNdRQmczzwhgRkhPlz78Vhz20O9UuaKkjltO0uYEySjaMcjOcCut8PaRJfX5a3jDpAN77m2qT2HQ/5FUEcPOttAm1ZSFOTnknFeo6Vp8enaeUh27OVGGycgjOTUym0myVH3lFh4ceQxxbxhfL2Zzk5X1rVv7F72W3WKURuSU3HPpkD9Kz9Ij8iO4jPWG4J/A//AK62piwiLp99CHX6g5/pXO371zoUVy2KX/COagq8XifrXEHAPHY168L2KSJXUjay5B9iK8gu/Nt7p2lCOpOSY85X3xW9GTdzlxEVG1jU0iRnimgU/cYMo9PUVqxxGSB42JGehHUHqD+dY+kSRw3ZunDNCkZ80J1Ze2PfmtmfW9DtPLDSyB5n2xqTjdz2/OuuOxxvc4DxHpzT3HnpEoeZyCq8At7CuBudLmSQ+WMjPQ8EV7f8QfD7aPa2MmQVklcYB6EAVwot4pZFWSJXeVgAT1BPFc7lyux2wh7SKZxtro9w7hpAFUc9c1vWmnNJdRQQkPI5wAPT1rX8SWC6Pdra2x3W8oDozj5h2IOOK6Hwla2o0yGaQwwyyyvukY8kLjGT2HWmpcwpxcNy3FpsmmzWMKPGUMZjU7TnkZOeeTmuxsiTax7jlgNpPuOKwtS27oJsrmGZDjPOOhrbtpI2eRY5EcAg/Kc4zXJKTlqzphFRukV7fw2LoSSLcsmJGUrtzj0/QisXxNpP9mfZt05k8zd1GMYx/jXYWNyLa7kRjhZUDD/eHB/Qj8q53x7K08di8SB9hfd82OPl6VpTk3JIzrQSg2cxZSCG+hfjDHY3uK6GMOswB9xXLxlJ4/lJDA8ccqwrsY7jTdq/aLlopoxiYEcKQOefSu2B58jkvFeliXLomWUFwR1wTkj88n8a8x1PTphMWVCD3U8fjXvN1p0OteHL7VNPkMkMMcilvXaMnH515k0Mc2GnUuqDbjOD+dZTfLI6qMeePocJHYXUhwIWHuelbdvp7QQgsQMDnJro7jSzp2lw6mgWSGXKlScMh5wT9cVJ4TtYL7VW+1Rq6xwNKqufl3DGCaSlzFSg47mloWizrolzc4QGVRlXyCFGTxjua7fQndo9z7f3iK4x+tRQRoLFUSRHWTHKnp14PvTtFZI7G3Uuu+N2iIJ5P+eK56km7o1pJaPuXrrSv7RvowJTExjPOM5I/wDrH9Kd/wAIrKB/x+n/AL4/+vVl5TAY7gf8snDn6dD+hNbJvYz0YH6VKk0W4Ju55BNAfmicFWHqMEHsa2bbY2mWysBnBDjH8RPNdr400ldVs4biJV+0QthiBgsh6/l1/OuHvZltxeuR8qMXXnp8gNdkXdaHndSl8Pos/Ee5ubclmWGbHfC8LUvxDs5LfxUbp02peoJFPQFgNrfyB/GrvwSTzPEeozsBlLQDPuzj/CvRvH+hWuu+GLgyOkc9mrXMMnoVBJH0I4/KiaujSlPlnc+d7qHfkgjI96n0CxeXV4cKx8v95lQCePr74qB3R03oQN3JPrXY+DbK3a3W5WQSPLvV1I+6BjH+fesI3Z2VZKKui1KXLRlz84fBwemVzUdwWkkhEhBXJXoBjvnj8a1Ly3VBMVAGGRun4Vm3sLNbEAcq6kYz34/rVPc5YvQ6DQbgyWHlv9+JyhqS9hX7UrknDjse4/8ArVn6TIUvHJAC3MayAf7Q6/zFaWoHNmzjkx/MP6/pmuZ6M7FaS1M7VXxZeSuWDA4yc4PHP865WRD95R+8Tp/UV6V4OeGSa7lljRnjC7XcZ25znH5CpPFulRXF1aalHGivE2J9oxuXsT+PH411Up3ikzirK03Y429WH7OZFYARwgo47ADip/g4JLNNZmz5nmvEGPv8x/rWJrU/2fQHGTuI8of99Y/kK7v4L2qHwtezsgPmXhGSOu1F/wATW5j5HK/EuJo/Eq3pQhLqFcf7y/Kf0xXE3AaRcdciva/i5ZQSeE4Z9gWSG5UK442hgQf6flXiJO6FFLEle/rXLUVndHo4eSlCz6Bpdm0urWylSQJATjngc13HAlLbfleMEqpK+vpVXwho3+iyX0p/eS8JtPRT3/H+laMsBjWFhk5Rl/I09eUwnJOehQdgty7qpUIQ+3cTwcev412tvKJreOQchlBrjnUfboCQdki7GOPfH9RW9oUjf2eIX+9CxjP0B4/Qisqi2ZtSe6Gm3kjuHVXYBWOB5jDg8iue1COUztO0TIrng7SF/A109+/lSpJ2b5T9Rz/jXdX0cOoaZNZzbTE6FSMcLxwR9ODWlKdr3McRG1mjyTR1EVvcoQcMQV9Nvp+f9KwtWtorvxbpsSsSfNj+Uf3mcf4CupuLVtPeK3kAMkcbo+D1OQf61zvhzGofE/TxgFRerx7IM/8AstdRy9D0b4kRTX3hhpvLy1pOJSR2U5U/zFeVafE0uo2oXs4Oc+nP9K+mLu3trqzmguFQwyxskgPdSOa+eLPT0svEMsMD+dbW0kixTLyrgZAOa563dHZhXpysr+NImZ7GQ9Sjg4+orV0u2kttFS3dSp8pmwR+P9am1DTv7S1WwVyPJjUs4zyw3AYH5it2axj+1IAB8ystTTTsPEyXNYwpwPszERJkANvA54Oa0fD8wiumt88Mm5fcf5zVRY8w7CM7kx19qjsXaI2dyTzHL5chHdW6fzpTV4hB2kdTqESzW2SoOxg3I7dD+hrm9ZgENvCo2dSTtGOmK6okMhU9CMGrfhQxO97HNHE7IVX94oPrnGainK0iqyXI2ea2iKNRt3bhC4En07frx+NWPEqq2lXb7tsjDbu9d3BrovEGiJp2pX8sCBLaWEtCF6KepA+mP1rjfFtwPIhiGQZJNx59B/8AXrtWqRwHefDWHyvh6bLbuiuJJ1z/AL3y15bLE8DywyAh42KMvoRwf5V738OLSOL4f6SDGCXjaQ5H95ia4D4o+HY9O8RRajbkLHqZ2sg7SLjJH1BB+uazq7XR0YaVpWfUwNYiP/CILFtwYxED9c81m+E4Xje5uAuRs2Zx05z/AEFb+v5bRJI06vKijt3rR0zRltNENu/+sBfzCCcFqxp3OjESSVioRtnl3Rq43A4OfQelQQv9muvN2geXJgj0Gcj+lXp4THKCBw0at1+tUzFvvpI2HyzR4/HHH/oNVJboxg7WZ2qlZI/VWH6VjRWarIQRHlTtOV64/wAirOkXDTaZCW++q7G+o4/pUV/J5E4bs4z+I/yK502jpcVLc77WbdILGSUkKiKTk14l4juQun3rqRtkZUXHuB/9euvufE1/rGkTTXsy7EPCIu0ZAzn35Iry/Xr/ABo0MCn5zOWP07fzruUbI8y+p2HwrkNvHqlwCQWMcf5ZP9a7jVJJNQ0XULYSYMttIinPqprgPATtD4faRuss7N+AwP6GumkvT5Ug9VI/Sk52YcvU82sdHN3YSMrYZU3J6Guy8B2TW/h8SsPmmkZ8e3QfyrlPBgYaJISxP74gAnoMV2egTiB54RzGzeYAD909D+fX86yvq0dlT+GmS6mT5soHH7rOM+jZqa0sBqjSWrSGIvGzKyrk5HoPWotUkj86NgjZdJF/Sp7YE+U6nGQOQfUU+qMorRmoNBtraGENdyZiAIfaASDwf/1VFOtmqMouGc4IxuHOPp2Nc5p0zvZanBIxke3LcMcngcf+g1h2F7c6x4nlshq1xaQSI7wiOMHJEe4L7dDkn096Ha+iKV0tZHrHg6KxmnvYoTtICEDPJHP8icVpeJYUttMlkJCqBtGe+e1eIeFvEWqwXjXy3kjTRhdpbBGCORjuDxXX+JNfvNS0GOa7m3MwyqqNoGTxx68frVQgnqY1HZnEeKJz9kt4u7yM/wCGT/jXonw9upLHwXaorbfMeSX65bH9K8l8T34e9t1jAIjt1z9a9N0ST7HoVjAeqQKD9cZ/rWjfKiWrmh8QLqS68FXKFycyx4GfevH5YWhtlHOa9A8cagT4PvArEMWQcf71ee+H7ibUb6KyuW3xCNiCR8wwOOe9S3zK7NaUuQ9M8HW72/hW2MqlWk3OMjnBJx+lLK5Zox/CksigfXn+laGj3Pm6SiTEK6Aoceo449qoSoBcyJuDYnUjB7EVD2BfFcBpF3qCRPZIh2SYbcwXryBz7gVrx6PeW1xI6LH5cg3EF+QRwe30qib6506wuntmAO0Ody7hx7VkeJNf1JfC8N9BdvDM8qBmjwCScg9u5FK0WtS7zT0OjvLKWdFid4l+cEENn6fnzXoz2KCAhBnI5r5+1a9ni0OHULLX9TnVrj7Nm4RUWfC5Z4wOdqnCnd6j3A7HRvFOry2jWEl4fIjiwDtG7HQDd171UYR6IzqSk1qyp4nuoxqs5RwwgV9xHtiuQ+HhLeMoLgnmKOSXPocY/wDZqXWtSWOHVmB/1g2J+eP5GmfDgv8Abr25YD5IlQHHcnP9K1+Ey3R6trd5Lc6XNBuYq4w+Dj5e9cklqlpG3kqu1mzgDv3Na08zOGIJIeMgDPA5rNY7WwCQRXHUk5M9ChDkh5laefyL2yuigIRmT88f4Vt3k4ZrWWEnaz5B9iDWHOvmKyEdeR7GrfmxrpcfmPh4ZE/EE/8A16qm+hNeKa5h0CjhPRioP/Aqu2/hm+8m7hlWJQ7YQiQHB5I6dOMVXjRWMxUAjzCf61Zl1u9/txbSSRPKkjDD5Bkke/fGK0jbW5i+bSxfW0u44x5phDbckbz269u1bPhTT83GoSu6sxZMqvrg/wAxivLoNVuL7xvc6Vfa3fW1u05RHimijWLoSWLjGMdupOKv+F/F2reHtZ1e2lMs4WURbL376bSwGdpwD644oUIdEKc5tWbO18bgW9i24jLhtoPXp2rxjxTPu1GOP/nlHz9T/wDqFd3401ae6ubeS5cM+4ZVeAAMZAH515pqtyb3xNNGmGV5ljU/iBWqjymF7nu2j6hJpnhmwgDnEFog25/2Qf51xc/22/vRc6pdyXJB3oHOVjbHJUdv8AK3/tH3I9oKfdJ9ABxWWWIRl6g8Vz1Zt6HbhqaS5nuZmsxJcaJLEXIG5DuHUfMOa6ezeJ9MjKDgjHFYFxGkkMkI4R1K/Sr2gSAW0sMpK9MZ9RwamDtoXXipRv1IgzOYC+TmErj6H/69WotHvLy4trm1jVowSGJcDofT6ZqtFsMior7tksi/1/pV2fVLvStKka1KLtkDDcucE8ZHpWqtzanMr8uhdg0q8tHmwsQhY+YCXxjPXt61Fe2Mk+xJJI1Kk9DnnHT8uawfFmuXtvodvcW908LSsBmPAPPzHt35rF12LxHo+jaZe3uo33nXhk8yJhgQ4ClATj7xDZx2/A1PJDsVz1Fpcu35MfhoBeN+c/i+P6Vwmvf66Be2M0UV0rY5ep3Xhn5PDliF4BQn8STWm8jYYexoorCW5aOX8MKE0W3293Yn35rpPD9nFaW0jIWZ5HLO7nJPt9Bmiis1uzrqfw4lzU2K3VljvJj8MVZ045tYz/siiiqM4GFDZw3HifVPNDFEJfywxVWYKME469a5ubUZ9N16S/hCNcLIx3SLnO4FTx9CaKKpkLdiaORsmAUAAKOPxrc8R/KlpEPuDGB9EGKKK0pmVXc8/vgH1l1bkb1X8M163u2/KAMDgUUUqg4mF4xYt4Xuc/34/wD0IV5za3ctjMZ4CA4UgH60UUo7FdT2fREA0u3BJYugZi3UkjJ/U1XnAW9umA5zEc++QKKKhlrc0pVBspcjrGc/lXmF/qVxNosGmyFTbKwfGOSQxI5oopxKnsWtW1oa1Dbxy6bY25hRY43t1dSqDogBYgDnPA5PNdLYHZYXTr97KjP0BNFFXDcxqbHDawT/AGUp7swzXSfD5F+wXBxy84B+gUf40UVdTYmnujtLgBdoAwACB+lZk/8Arn+tFFcDPTITTj/x5XB/3f8A0KiirjuRU+BmnaAG4nHYlf8A0EVjeKJ3stT066hx5ih8Z6H5e9FFbI5+hxltrkkeoX89xY2F59qlEkiXMO4BkHykYII68jOD3BrX0WaXUdalurpzJNczo8rHjJJ5+lFFV9ozfwk+vSNJqoDHIEeR+JOa5DQwJPFFpu5/0gH8uaKK2ZjE9djJaBCecyVTuPlYAdMZoorz5HqQ+FFd6ms2K3UeO+c/lRRQtwezCM/6RJwP+PvH5g1d1ZQdDu/+uRP6UUVutzkWx57qmpT3mk29lNtMUCxOhAwcjjOfoahutVv7/T4NPurueaCCRpFEkjMSWxnJJ5xt49Mn1ooqpAj/2Q==", 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", 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G7I5PFXGubUapNI85U8FNy4B9Rn1FV4bu1h1R5GnBjkh2sQCcEHisqrd7IKNmuZ9zobyJZrN1ddwHzYHfHNWV8M6cyB0VypGQd56VXtpRLbxuOQVB5qS31qCztxazybXiOzkHkfw9vTFYpvodDSe5zvi/S7bTxZ+SrLv35y2emP8AGufspBDfQvxhjsb3FdB40vBexWcluBIIy5YZK8HHTIrmIyk8fykhgeOOVYV2Ur8qucFa3O7HURh1mAPuK5vxXpYly6JllBcEdcE5I/PJ/GutjuNN2r9ouWimjGJgRwpA559KbdadDrXhy+1TT5DJDDHIpb12jJx+dbTWhjTlaR4NqenTCYsqEHup4/GqEdhdSHAhYe56V3bQxzYadS6oNuM4P50+40s6dpcOpoFkhlypUnDIecE/XFYKodrovc5y309oIQWIGBzk13OhaLOuiXNzhAZVGVfIIUZPGO5rN8J2sF9qrfao1dY4GlVXPy7hjBNeiQRoLFUSRHWTHKnp14PvSnJqNyYxTnysl0J3aPc+394iuMfrVu60r+0b6MCUxMYzzjOSP/rH9Ko6KyR2Nupdd8btEQTyf88VsvKYDHcD/lk4c/Tof0JrmbakdCScUiqfCsqj/j9P/fH/ANeuEOAeOxr11r2Mg4YH6V5Dd+bb3TtIEdSckx5yvviuik27nNiIpWsamkSM8U0Cn7jBlHp6itWOIyQPGxIz0I6g9QfzrH0iSOG7N04ZoUjPmhOrL2x781sz63odp5YaWQPM+2NScbue3511R2ON7nAeI9Oae489IlDzOQVXgFvYVwNzpcySHyxkZ6Hgivb/AIg+H20e1sZMgrJK4wD0IArhRbxSyKskSu8rAAnqCeK53LldjthD2kUzjbXR7h3DSAKo565retNOaS6ighIeRzgAenrWv4ksF0e7W1tjut5QHRnHzDsQccV0PhK1tRpkM0hhhlllfdIx5IXGMnsOtNS5hTi4bluLTZNNmsYUeMoYzGp2nPIyc88nNdjZEm1j3HLAbSfccVhalt3QTZXMMyHGecdDW3bSRs8ixyI4BB+U5xmuSUnLVnTCKjdIr2/hsXQkkW5ZMSMpXbnHp+hFYvifR2037KTMZA+4crjGMV2Fjci2u5EY4WVAw/3hwf0I/KsbxrK9za26xKHILHBOMHjB/wA+taU5NySM6sUoNnDbUXDlFcocgMMg+1dMgCbTEgWM4YBRgVzUTJKCjqVbHzKeuK6rTDbHToY7q6EUwHG5fvLnANdkDgkQ6g5hikDAtHcLsbH8JwRnHfg9PYV5jr+jGPdGHB7g9x9RXssGlw668sFjcrM9tgvtHAz/APqrgPFFg9j4nuYJeHj2f+gg1nU913N6Hv8Aunlb2VyjbTET7itLTtLmBMko2jHIznArqbqKEzmeeEMCMkJ8uffiqiOHnW2gTaspCnJzyTip57mzpOOpf8PaRJfX5a3jDpAN77m2qT2HQ/5FeheHHkMcW8YXy9mc5OV9aNK0+PTtPKQ7dnKjDZOQRnJqXSI/IjuIz1huCfwP/wCusakt0XSSdpGhf2L3stusUojckpuOfTIH6UweHNQUcXifrV2YsIi6ffQh1+oOf6VtLeRSRq6kFWAYH2NZxk0jRwi3dnkE0B+aJwVYeowQexrZttjaZbKwGcEOMfxE812vjTSV1WzhuIlX7RC2GIGCyHr+XX864e9mW3F65HyoxdeenyA12xd1oeb1KXw+iz8R7m5tyWZYZsd8LwtS/EOzkt/FRunTal6gkU9AWA2t/IH8au/BJPM8R6jOwGUtAM+7OP8ACvRvH+hWuu+GLgyOkc9mrXMMnoVBJH0I4/KiaujSlPlnc+d7qHfkgjI96n0CxeXV4cKx8v8AeZUAnj6++Kgd0dN6EDdyT612Pg2yt2t1uVkEjy71dSPugYx/n3rCN2dlWSirotSly0Zc/OHwcHplc1HcFpJIRIQVyV6AY754/GtS8t1QTFQBhkbp+FZt7CzWxAHKupGM9+P61T3OWL0Og0G4Mlh5b/ficoakvYV+1K5Jw47HuP8A61Z+kyFLxyQAtzGsgH+0Ov8AMVpagc2bOOTH8w/r+ma5nozsVpLUxdfx9ngUMSASeT9KxLRFGo27twhcCT6dv14/GvRvB0kU5vRLHE+NgHmKG45zjNYfiDRE07Ur+WBAltLCWhC9FPUgfTH6110ZXSRw11absc74lVW0q7fdtkYbd3ru4NdZ8NYfK+Hpstu6K4knXP8AvfLXB+LbgeRDEMgySbjz6D/69ey/Di0ji+H+kgxgl42kOR/eYmtempk/I8ElieB5YZAQ8bFGX0I4P8q3dYiP/CILFtwYxED9c81v/FHw7Hp3iKLUbchY9TO1kHaRcZI+oIP1zWbr+W0SSNOryoo7d65JXUrHq05KULmB4TheN7m4C5GzZnHTnP8AQV0pG2eXdGrjcDg59B6Vb0zRltNENu/+sBfzCCcFqjnhMcoIHDRq3X61o07HFzJzKML/AGa683aB5cmCPQZyP6V26lZI/VWH6VxRi330kbD5Zo8fjjj/ANBrpdIuGm0yEt99V2N9Rx/Ssai1ub0npYqxWapIciPKnacr1x/kVgahHKZ2naJkVzwQpC/ga6W/k8i4DdpBn8R/kV3l9HDqGmTWc20xOhUjHCnHBH04NaUp73MsRFK1jyTR1EVvcoQcMQV9Nvp+f9KwtWtorvxbpsSsSfNj+Uf3mcf4CupuLVtPeK3kAMkcbo+D1OQf61zvhzGofE/TxgFRerx7IM/+y11HL0PRviRFNfeGGm8vLWk4lJHZTlT/ADFeVafE0uo2oXs4Oc+nP9K+mLu3trqzmguFQwyxskgPdSOa+eLPT0svEMsMD+dbW0kixTLyrgZAOa563dHZhXpysr+NImZ7GQ9Sjg4+orV0u2kttFS3dSp8pmwR+P8AWptQ07+0tVsFcjyY1LOM8sNwGB+YrdmsY/tSAAfMrLU007DxMlzWMKcD7MxESZADbwOeDmtHw/MIrprfPDJuX3H+c1UWPMOwjO5Mdfao7F2iNnck8xy+XIR3Vun86U1eIQdpHU6hEs1tkqDsYNyO3Q/oaxb6MQWRiCofMGBtGMEd/wCddASGQqehGDVrwoYjPdtNGjSQYUO6529c4/IVFKVpIqtFODZ5hIh+8o/eJ0/qK3L1Yfs5kVgBHCCjjsAOK7LxbpUVxdWmpRxorxNifaMbl7E/jx+Nec61P9n0Bxk7iPKH/fWP5CuyLutDh6m38HBJZprM2fM814gx9/mP9aq/EuJo/Eq3pQhLqFcf7y/Kf0xXVfBe1Q+Fr2dkB8y8IyR12ov+Jq38XLKCTwnDPsCyQ3KhXHG0MCD/AE/KlUV1Y0oy5Z3Z4pcBpFx1yKZpdm0urWylSQJATjngc0E7oUUsSV7+tdd4Q0b/AEWS+lP7yXhNp6Ke/wCP9K54t3O2q4qNy1wJS235XjBKqSvr6VXdgty7qpUIQ+3cTwcev41flgMawsMnKMv5GqjqPt0BIOyRdjHHvj+oqpK7aOaDskzsbeUTW8cg5DKDWV9mdLh0V2AVjgeYw4PI6U7QpG/s8Qv96FjGfoDx+hFSag/lSpJ2YbT9Rz/jXOm0ddlI7vWbdILGSUkKiKTk14l4juQun3rqRtkZUXHuB/8AXrr7nxNf6xpE017MuxDwiLtGQM59+SK8v16/xo0MCn5zOWP07fzruUbI8u+p2HwrkNvHqlwCQWMcf5ZP9a7jVJJNQ0XULYSYMttIinPqprgPATtD4faRuss7N+AwP6GumkvT5Ug9VI/Sk52YcvU82sdHN3YSMrYZU3J6Guy8B2TW/h8SsPmmkZ8e3QfyrlPBgYaJISxP74gAnoMV2egTiB54RzGzeYAD909D+fX86yvq0dlT+GmS6mT5soHH7rOM+jZqa0sBqjSWrSGIvGzKyrk5HoPWotUkj86NgjZdJF/Sp7YE+U6nGQOQfUU+qMorRmoNBtraGENdyZiAIfaASDwf/wBVRTrZqjKLhnOCMbhzj6djXOadM72WpwSMZHty3DHJ4HH/AKDWHYXtzrHieWyGrXFpBIjvCI4wckR7gvt0OSfT3odr6IpXS1keseD7a1me98hcBNnfrwetVfG4FvYtuIy4baD16dq8+8B+NtU0uS8d2W6WZY8ibPykZxjH1rV8aatPdXNvJcuGfcMqvAAGMgD86uEL6mNR2ZwnimfdqMcf/PKPn6n/APUK9m0fUJNM8M2EAc4gtEG3P+yD/OvCdVuTe+Jpo0wyvMsan8QK9h+0fcj2gp90n0AHFVKfKgjDnkkYE/22/vRc6pdyXJB3oHOVjbHJUdv8AKr6zElxoksRcgbkO4dR8w5rTLEIy9QeKqXEaSQyQjhHUr9K47tu7PTSUVZLQ37N4n0yMoOCMcVkhmcwF8nMJXH0P/16l0CQC2lhlJXpjPqODUcWwyKivu2SyL/X+lbXujilHlqWRZi0e8vLi2ubWNWjBIYlwOh9PpmtGDSry0ebCxCFj5gJfGM9e3rVKfVLvStKka1KLtkDDcucE8ZHpWT4s1y+t9DguLa6eFpWAHl4HX5iOnfmqai1qK803Y372xknKJJJGpVj0OecdPy5r0h7FBAQgJyOpr5+1a7mj0SHULPXtTnVrn7Pm4RUWchMs8eOdqn5Tu9R7gdjo3inV5bRrCS8PkRRYBKjdjoBu696cYR6IipKTWrKnie6jGqzlHDCBX3Ee2K5D4eEt4yguCeYo5Jc+hxj/wBmpda1JY4dWYH/AFg2J+eP5GmfDgv9uvblgPkiVAcdyc/0rX4TLdHq2t3ktzpc0G5irjD4OPl71ySWqWkbeSq7WbOAO/c1rTzM4Ygkh4yAM8Dms1jtbAJBFcdSTkz0KEOSHmVp5/IvbK6KAhGZPzx/hW3eThmtZYSdrPkH2INYc6+YrIR15Hsat+bGulx+Y+HhkT8QT/8AXqqb6E14prmHQKOE9GKg/wDAqu2/hm+8m7hlWJQ7YQiQHB5I6dOMVXjRWMxUAjzCf61Zl1u9/txbSSRPKkjDD5Bkke/fGK0jbW5i+bSxfW0u44x5phDbckbz269u1bHhKyjN5f8AmyqZH2HYp9OCf1H515fBqtxfeN7nSr7W762t2nKI8U0UaxdCSxcYxjt1JxTNK1nV9L8QXp+1XQns5jGoucF1GSCGA45AGccelJQh0QpTm1Zs9j8SwpbaZLISFUDaM989q8I8UTn7Jbxd3kZ/wyf8a7fxJr95qWgxzXc25mGVVRtAyeOPXj9a8y8T34e9t1jAIjt1z9a2UeUwvc9a+Ht1JY+C7VFbb5jyS/XLY/pT/iBdSXXgq5QuTmWPAz71n6JJ9j0KxgPVIFB+uM/1rP8AHGoE+D7wKxDFkHH+9S59bAo9Tz+WFobZRzmvSvB1u9v4VtjKpVpNzjI5wScfpXmfh+4m1G+isrlt8QjYgkfMMDjnvXruj3Pm6SiTEK6Aoceo449qhqx0TnzJIz5XLNGP4UlkUD68/wBKUaRd6gkT2SIdkmG3MF68gc+4FEqAXMibg2J1IwexFWTfXOnWF09swB2hzuXcOPap+1qCvy6F6PR7y2uJHRY/LkG4gvyCOD2+lMvbKWeNYneJfmBBDZ+n58iue8Sa9qK+GIL6G7eGV5UDPHgEk5B7dyKx9cj8R6NoumXl5qV8Jbwv5kTDAhA2lATj7xDZx2/Ojkh2Hz1FpcuX5MfhoBeN+c/i+P6Vwmvf66Be2M0UV0LY5ep3Xhn5PDliF4BQn8STWm8jYYexoorCW5aOX8MKE0W3293Yn35rpPD9nFaW0jIWZ5HLO7nJPt9Bmiis1uzrqfw4lzU2K3VljvJj8MVZ045tYz/siiiqM4GFDZw3HifVPNDFEJfywxVWYKME469a5ubUZ9N16S/hCNcLIx3SLnO4FTx9CaKKpkLdkvhxVe8WMqAvmRjjuM1c16RpNVAY5AjyPxJzRRW1PYyq7nIaGBJ4otN3P+kA/lzXrsZLQITzmSiisa2yOjD/ABFO4+VgB0xmq70UVzHYyazYrdR475z+VEZ/0iTgf8fePzBoorWGxz1fiRd1ZQdDu/8ArkT+lee6pqU95pMFlMEMUCxumBg5HHJ+hoorWJlIdq2t/wBtQwRS6bY25gVY43t1dSqDOEALEAc54HJ5rprA7LC6dfvZUZ+gJooqobmVTY4bWCf7KU92YZrpPh8i/YLg45ecA/QKP8aKKupsTT3R2lwAu0AYABA/Ssyf/XP9aKK4GemQmnH/AI8rg/7v/oVFFXHcip8DNO0ANxOOxK/+gisbxRO9lqenXUOPMUPjPQ/L3oorZHP0OMttckj1C/nuLGwvPtUokkS5h3AMg+UjBBHXkZwe4NaNjczXt3fXtzIZLi4YSSMe7HP5UUU+pHQ1/EfypaRD7gxgfRBivP74B9ZdW5G9V/DNFFbvYwjuet7tvygDA4FYXjFi3he5z/fj/wDQhRRXN1Neh5za3ctjMZ4CA4UgH617PoiAaXbgksXQMxbqSRk/qaKKuQ0V5wFvbpgOcxHPvkCtKVQbKXI6xnP5UUVn1NY7HmF/qVxNo0GmuVNurBxxzkMSOfrTrnVb/UNPg0+6u55oIHaRRJIzElsZzk84xx6ZPrRRVshbn//Z", "info": {"video_id": "205249", "label": "poking vase so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "205249", "label": "poking vase so lightly that it doesn't or almost doesn't move", "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": "f6ffdb3f472ed4175ef615d291d9461c42d4a969e153c77eb9570f2998f36eda"} +{"episode": 77205, "episode_seed": 2776501215, "split": "train", "timestamp": "2025-10-13T03:38:58.366707", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2776501215, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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mQAgHbyeD+P0rkLa4D3Yk4UnAUEnkfjjqPeugt7hW+dY2O0deBnH14rMbNyK4hZ5FEaruwTt5zweMjjt9KtrJA8bKGU7h1xtGMdc/UVTsreZgFjSKMc53nOBjnAz7GtEW8UhaJWL5A3KpGOvTApiCCSJo02qQAThQvU8e9TAsBkhg+eqjBxzjqD61YghiESnDRgnA2AYz25B7Ujz+UQJCpJ4DsvUdscjjPHXPGKdwK88kgCRMojKdAGxyKq2+92mAUkfedj0X/Zye/tW1iCRRnzCG4+fJAzyBgk5/DsazrtF3GGAZjyd+MHrnOc/4CgDO1Bpp4GkRB5YAx0yTnG78Oaz5UdY9qFguQWIHU/Tp64966GYIbYQpEfLAYuSxHbnP5c1gtDIhkVEclsbkKDAXnuB34/lUsChbWoE8hbZJuUBFXnjqD7f5zXQac0CoCmAFPI3EZHPqvNcxcXG7kNlpepAGV55I46HP6VrWVzGsARsnI+Xbkfr/APWpoZ0bSQeWQVWQJgkg49eMfgOP8Ktq8TEMSoUnOGz6nPUcDFZ1mRKw2wMdp/ujof55/rWrHaybA0wjTaOMEZP/AOv+YoEODxmdWCZZu4JOMd+hxUu8DEY+YH7xK8dKfDbwicuULMTwxGTj/Gpm+QAK+VJII28en4Yp3Ah3MA2YyQMjkAAZ78Cq0rkxAsTs3buGHPtgCr0M0bHyyQqqeiA478UkkUQzJld6888ZIBHPr+dAFWSRokyI8PIM7SMYHv8ASsiZCbmQygbwd2CN2445OcE/jx+NbESnzRLIpLjoOBnk46d/r71n6hCSynayvgkkgNhQSB69+Pz9KTAx76CWQSbmAbBDFvlIHc59v5YryW2tVjUHL7s4JODj8/evX7uRlDKw2A5Cs0fHHQdPfJxXjnmszpEr7iwweCeP/r0gOktLSMxHCL90HlDk+vtj8auwRWxkzycH7gGeR71kwyIUj+fYO/GPx47g1dhWMgMZCwH8Oc4/zk0rAbKJ0bkqARwpHH+c/jVyC0YP5l025gMRqpycdjWXDGLhsRRud5wC529uKs2llPKzOZN3HIVMkfjWVenKpHli7EVIuSsnYsyTEK0SjZGo/h6Y6YyM00SIFBZGc44wpxgfXFOeCGNmEkOGAwzEbh1HGD1+lSxWsZjRUiCjBOQGBPQjtzTo0KdFWghQpRpr3ShK2PLDZQKSxYrg+348U2V4reOSRlVmJJUEdTn0HqcflVm5s/lyTuVeQp5ycjHTtzntVTAupzKSqoAAu4gcY/EDGK2NDDmcySvwpWM8bVGFHXvz/wDrrr/h6IpZdS3RMNnlkndwB82eR+Hb2rkr7fHc+aU+RzuKoeAe54I/D2FdH4KkAuL1PuIXjD4G3nnj6Z/H60R3A9Vh2FVKsAp4GT3/ACq2hjyDsBAOAf8A9VZdvcbljVgS/GQM/lzjrWnb4cbgmD0+7/n/ACKsCwgG7JIHGfp+lSDG8gDBPOfSlRTjcy7fapEQKxP8R6mlcBoHzAfnxThu6kZpxwOtCsG74x2FICFlPy5yAOcf0omcoCqAbmGcntUz9MjGRUCLhjI2Sx7UAZ7qRIxYAEHABGcn8qqXELuj5YDjBJ4IHrkf56VfuojvDAYPUkjPsKqSuS23heSFJXj0x0/yaYHz/pMakea0Zbkjlv5YHbHWussY9xZ2khJ/unC+nPsO35c81yem3UeACACANgCYyfTJ4xz1xXR2TFWj8wSBCNqDJPO7/Hpk/jg1BTOpsgjEQxBdmVyw7j+8OgxyO/51eCo6qrQBl/u4ODyAckdQevTtj659kpVMZcvgf6ss+OuR+mOMClW5GN3mNGzAfOo3LjIHAHUjGMc9famSakU6TZfzFAU/NlmbIwDjt+FV7r5syBlZVO77xJ6c47jpTAWltRHGr7NwAOCP4cjliPX8+1LMY8ZZG2qu48YA4zz6856dc+lMBY5gVUs5GRgcnGMck5//AF1Vurl4QMhWBYnywOSe/B/p04qy7pJMJBtCoflOVz16cA9s+mKpzEyxvuUsm3AYLuLcnBOMd8fWkA8yllyGc7D1QDp3OOMenvWDeiMTNINhVBjLAEsR2yf6ce/WrV3NNYlTHI6ZOR8rYwOg6k5rmI5rjV/FlxpMmsTW8H7wwCKMMCyoWCcjgcdT6eppAPZfNmiaQ43lgoQAE/U/X610unxhAqRKkYyMsx7+oPHHXpmvPfD2rzz3M0lzO0rgKVMjnJz94cAnkfyrvrSQMB5RLDYckAAEYyc55OME59uKZR09tHFEoLiNQpCAFhjsM9+M/wCcYrVUZQM0Y743DOGH5dqw7Jt2GDuOMMd2MtxxxnPGOBj8MitR5V4O52XBxgHOB2z0P4Z/KgktCaOAqwBQMRkl8Z6cc9hn8cVI7FAAzAsMHAb73p2GfpiqaSjzBunEm3AUcg4OOT35447VJklt7qRnJOQR7HH/AOrFMCNAY5fLUBM9cE469+D+dSO+FAQhsHK7h6d/5/XFJlFZ8cyHoSoHr0GRgcdutROTHHtCg5J+Tg44/pz+BpANS8EjtlsEHGVPXr0OTyOfSq94R9mf5z1wikYzn6deh4pJEDM7JhNox0YAD27dPeuc8U6vd2+hzSW90Y5Y5U2MPvYOQRjsTgZpAOvQQyRbIyx6kr7Y7k9BnjJrxuzSS4lOWVRvxvOP5V2+tXcsGhrqdlrmoS+ZcfZ/30aRrOQu4vHj5tqn5SG9R7gcZprgylWdfMYdAc8Y56dT/nigZvWcakxorHe3GRyBzjjFdFYxR7VLmNQMkdPfPX/DFYdjI0cgAViu4KBjOVxz3OD/APW71v2UkssiIV+ZAwKrheOCQBjJ788d6BGjGpKx7nRVzgIF78eg6fz4qeIhULEp5ignIkHHTjnuMjpj6GqZk3OpWNmRQpDAnOBjGSc5P8vzp0Eg8xZlYogGQCoBPH5ke+aYE8zoBvUrvw37wPxnBI+ue5Gfu1UgnEasFZXcnBG8DcOwxnp+fSpPOeWRnk2kZLAPznHpnqOnGfTioCskW6RtyEnjnlT6Hjr7AfyoAnnuFbajynZj5t3Jb0+n5cYqqrRBMhSMrnaqEfz/APr0yaQGJDuw4UgKwIUDOMH6HOelZgmNs5UPGFJ3feGSexx/Lr19aADUSqRGTbtdVKbixULjOccd8/lmtnwKEuby8wQFIQ7UYkkfNnqRgfh+Fcnp0ltrHiptKvtTu7W0mk2I8c0aLH0ySX4xgdsEnArovh401pr2v6fcPMhimWFRcsiSIAXHzDnJ9cZHv0NEdwPWrNN6hYkGzpk8HGehxWxD8oV2B5+6M/XmsK2mU8g7iGByFJwQexyeD9fyrYtcFsgkKD1KgEnHr369qpgXxyu4rkduacGAOBnJ7nFQNJzgyAD68e1PV/m3syk9AOM9/wBaQE7dO/0FQJkMUAC+uD/9anggncelNIGDtBLH2NADiflBBB/SoVnDk8nrjj/9dK2VULjdnIxjn+f4VXdeSUIG3tngfp7UALcEGIgscE7VXkZz24rIuclwhCbm4LEf/X/TNZvjbV7uy8My3FncmGZJo1EiH5tpJyPxxXCa3c+J9H0mwvbnVbwTXZffEUA8rG0oGOOpDZx+HrTvYDjNGAnvobdlGwkk8ZzwPXNddpbtI/J4ESSKvUAnI6H2z+ZooqENnU2FnE6BZS0u47DvORgDjjp+lZMkxW/t1CJhnXPy+v8AhgYoopiLtlJusWcou4yFG6/MAD15ptw7JJEqsQHbB57FSf8A63/1+aKKQDnmaW7t4WA2NjueMsR3+g6+lLCfPaGRgAXRcgDgkkjp9AP/ANdFFAihqa7/ALQ5Y7rcsqH6Lxn8q84udTn07xNLqNuI1nVyQCuV+Zdp4+jGiimwRH4XH+lTLzxIiZyenP513+iSMLWV0OxlCn5e/fnP0oopIrodPZs0t0tvu2KxOWUDdnIOcn6mtG/CwkMo3MC53MST8vTn+dFFMRWtJG8qMjIypJAJGTx6fSr0gO98Mww5XIPUYJoooBEVvI8m5ixzu2j2wpP8z3pm7/XAqDtV8E5P3QxA/wDHRRRSAguJWgtXI+Yjy1JYnJ3EZyRXG+LGz4eaMqCHeNznOc7iP6Ciin0EcjrviBtatIo5dNsIDCiRxvbq6lUA+4AWIA5zwOTzXLWrPGGdJXBTlQDgdhRRSGdZZ2sbWMNy2Wd8Eg4wOCf58/hXQ6cD56RqxUPErsRjksBn/wCsO3FFFAEk0zjU3jDHCiFt2Tk7+CD7YqxbRl7QyNI5wgO0YAOcccDtiiimAud8bvyMSqhAY/N8mcnPOfes55me9aBwGQbhyT0BzjrRRSASOUzyfOq/KMjAx1xUEyNHbqRK/wAx9uM4GRxRRQI4ldcfSL68iOn6ffQzOrNHewbwGUZBBBBHU5GcHuDXZfDe+uNWv9Yv7x/Murt0eWTGMkk9PTrx6dqKKa3Gew2jeVNHbgAq5AJbk/n7ZyK1Y5PLljhRVVVdEBx2IOaKKsC7MoUynLEqp5J7YzinWwzzkj5d3Hc5NFFIAeZ1dQD94ZP6f409SW3sTzu29PpRRQMRl4c5OQCAfpUDsVDrknAGTk85/wD10UUiWcL48O7wfKT1+0Rc/i3+FeY3mr399YR2NzdSywwO8ih3LElgOueuMcemT60UUPcEf//Z", 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", "info": {"video_id": "185754", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185754", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "185754", "label": "throwing color pencils", "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": "a8e6e67f3aa65adcda12661e51a8ae67e174b2f13818b2d6b82e78c1eff243f9"} +{"episode": 77206, "episode_seed": 1306335276, "split": "train", "timestamp": "2025-10-13T03:38:59.939187", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1306335276, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing fruit 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "44118", "label": "pushing fruit so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "44118", "label": "pushing fruit so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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jtxz03MST+S1yvBVii5Jb+lebjX7yR6OBXutmHcWwRHYKQQdsmD78Gup8CXRjvJLHcfKmiMipnhXU84HuD+lUHiUfvWB8uRcMP0NHhiN4fGmnxocjEgb/AHdh/wDrVzUW1NHTiEnTdz0lo6q3Fus8LxOAVdSpB9DWkR7VE8ee1ekeQfOl4JbG9ubOWUxPBI0ZZgqqSPMH15BrtPh+Qy6kwEPLxnKMWJymec1znxf0+TT/ABTFdQLsS9iLs3XLD5T+mPzq78JpJJDq5lYHmI4CgD+Ktou8iHGyuenKvFSImSKSMZFWIlyc1sIeqBRuxnAya8tSWS/mklwA0hZzjtuOa9aCAqVPTHP0ryvT4Tb6lJCQflYryPSuLG/CjtwXxMlWwZYWGQWXlTWbcx/aLm1C8PLKgyPXcBXSj/WDYM7+PpWLpdrM/ibTraSJtv2oENjjA5/pXnQWqPQqO0WetMMsfrTGjBFSbD605EycV6SPGMTWtMGp6Rd2RA/exkLkdG6g/mBXgSXccVzskjdZUchjCAmPv5Hrxmvpd4q+cfiVog0rxveFQRFdAXEf/Auo/MGqUrCtc9yj0q4/5+Y/+/X/ANercWlTg/8AH0PwiH+NaEaVaRKPaSKsUE0tyMPcyFT1CoF/WtEWsbQGHZ+7K7dvt0qdUqdE4qXJvcDwL4haZPpmtLbmUMgg8xGPHBJ4PvxXqPh6zt4fD9iYF2xyQpJ8x6lgCaxfGWj2+s+N4I5uY4LRdw9SSxH6VgS2FzC8djcXM0tpB8sSM52qPYfSuPnhRdkjthh3UgtT1WCHGeKe8dclZeLZ9Pht4Lu0M0afJJcK/O0d8dzjr9K7UbJYlkjZXRwGVlPBB710QnGexzTpypu0kZ7xj0rwz4z6M0Gv2WpRRkrdxeU2B/GvT9D+le+ulcT8StON14TnuETdJaMJh9Oh/Q/pWhBwfwl024iXVNoVpD5W5S2Nv3sV6lHZXuB+5j9/3v8A9auC+De6Q6yzckmL/wBnr1tF9qqFR20JepmxWd2MDyov+/h/wq5BYzNKjTGNVRg2EJOT2zV9F5qdU9qbnJhY4bxdK0usw23BSCDzMe7E/wBFFYgtytjjGSVD4P51b1G++3eKNXJACxN5CfRBj+eanIUMinuAteXWd5s9fDq0Ejmr2JItrIgEbnK49cdK6nwPdf6ZfWmfleNJwPQj5T/7L+VZk1sPImt2wO6Z7EUngoOPGJUE7RZvuH4r/WihpNBidabueisprO1XTo9S0y6spcGO4iaM/iMVqkVGycV6J5B8fvZ3FvqL2RQmeKUxsvuDg/yr6bh0+9wv+o/76P8AhXlfxD02LR/F11JFEFa92zBgOueD+or3KFPkXjsKpTs2kDszMjsL3PIg/wC+j/hVyOzuu6wf99H/AArRRasIntT55Cscb4z02T/hGmmLBnjuElfaOMAFRj865rRlWS25HzKa9P1aw/tDRb20Ay0sLKv1xx+uK8v0QlYpc8MBkj3HWuHFp3uehg5aOJavIlawn4AZQTVHwd+/8YQy/wB21kb+Q/rWsy+dkk/K64Iqr4Utk0jxIskufLuENup/uOSCPzxj8awpNc6N66bpux35z6UoBK9qmMdKqcV6J5J5l8YtHN74RF8i5ksZRIeP4G+Vv6GuW+Ddmbv+2SZJIwpiAK45+9Xs+s6bHqmkXdhKuUuIWjI+orzn4UwrDcazahNn2cxRkdOQXBqk7A9juk0cHj7VP+Y/wqzHpAXpcz/mP8KvRpVlEq+eXcVkUU0qMjDyzOvdS/B/IVwvizTjp3igXSriK7AYY/vDhh/I/jXp6pxWB420z7Z4ckmVcy2jCZfXA4b9P5VlVTnFo1oy5JpnExWpEBZR84bp2qndO8EPnxjEqESD1DA5rYsZFmtVcc5AzUV7CrxMVXJ9PUV5iPXZ21rLHe2cN1DgxzIsi/QjNSrF83Wub8B3oaxm0uRsvbMXiz3iY9PwOR+IrrggzXpQfMkzx5x5ZNFWSPivKPjPopuNJstThQmS3l8l8Dkq/T9R+tevulYniLTBqehXlpgbpIzs9mHI/WrIL8S8dRVpF+lUI9Rsf+fqL86txahZOwVbmLJ6c4/nSsyrlxEp05MVrNIDykbMPwGaeoHpVbWpPI0DUpeBstZTn/gBpAtzzPQLq41CGTULqV5Zpcne/XA4H6VemtBNYRTE5kOSfz4H5VV0FCmhRMB1TNbjQFLNkHXaGH1FeXLW57MdEkcxcEtA6gHK/Nz7Hmtjwpqc1jf2+nvKWs7hiiKf+Wb4yMex6YqDUsNbC4C4G3D/AI8VhXM3lWkj5IMLq6npgjBpU5uEk0FWCnBpnr7jjms3UIbe7tJraaRAkyNGwLDoRiuVkdWBJdznnlq42JptT8YXWmPqtxaxfvPKEah8sqFgvsODyfT3r23T5dTxLlz4OQTWureKLOYENbzRRYPbBcV7BGteS/B15bjVPENxM7PJMts7MepOHH9K9fjUe9ZWtsBIg9qnUe1NjH1qdFFMDxvUo5LPxZqkT8F7pm+oY5H6Gt4WglU5OOM5qv8AEG2+z+KIJwMC4gBz/tKcH9MVoWDCa0Ru7LXm1V77PXoyvTTMzVoWW3E/dcEmoPBPz+M7or0+xn9WWtLUFEmm3EeDkKeK53wfeSW2tzzQhDJ9mKEP6bgaqgr1EkLEP90z1Yim4rn31zUP7sA/4D/9eue8V+JNYtNCea2uVglEiAPGoBxnpXpunJHkcyKHxk08f2NZ6sq5a1mEbf7rHj9R+telQr8i/QV4v4qvbq/8JF11/ULy2nn+zMt1EqJOQoYvHjnarYB3eo9wPbYE+ReD0FZ2tqMmRfarCCmIvsasIopoByrXmetaeNK8XTRKNsF2POj9Bu6j88/nXqKiuP8AiJZk6Za6nGvz2kuGI/uNx/MCsq8eaDNsPPlqIxPsxa0Cjhl4J9aw9U8xLcyx8SR4Yf7ynIP5iuktpVmgWRTkMAaz9SiVoWKjJ9PUV5p6rO1sLyPU9Otr6LlJ41kHtnqPwORVoL7VwXhDXm0+2m0poTII3MsPzY+Ruo/A/wA66I+I3B4sj+L/AP1q9amnOKkjxqiUJuLNWQVx3h/TRp3jbxKFXEdwILheP72/P6g1hL4ovb3xzcabc6peWNrJNsjMU8aLF0JyXGMYzx1JwK0vBerXMut67DqtxKJbaRIU+1lRIFDPwccZ9cZFPldyDvY1qyi1TjvLT/n5h/77FXILm2kO1Jomb0DDNOzC5OqU9oFmieKRdyOpVh6g8Gnqo9KlA9qBnkUNq2kate6VKf8AUsfLJ/iU9D+WKtzwfu8j8a1viBZfZ7ux1ZFwG/0eUj81P8xUFqBcWwzgkr0rzasOWbPVoz5qabOUgvG0LXLfUEBMSNiRR3Q/eH9fwr1dGWSNJY2DI4DKw7g9DXm2pWgTejLkGn+GtfvooDpZuQPIXMO5Qcpnp+H8q3wsrvkZhi4ac6PRmHFVZBXCeK/EGsWehvNb6g8UgkQbowAcE/Sud1278YaLo2m3l3rd+s12X8yIrgQ4ClQTj7xDZx2/OuyULOzOBO52MaKO1TvGrQvkdBRRXQSa/hW6mmWeCRyyREbM9QD2+lS+O3aLwLqxQ4LQhD9CwB/SiiuSp1NYbo5DRh/xT8X+6K33A88DHFFFeWz2DKijWQSROMoSykH0ritWGzTrpQeiY/Kiis+xb6nVwov2WLgf6te3sK861TUJtJ8W3d7bbPOilbbvGRyu08fQmiivoZ7HgLc1Ph2gXUNVQEgLFABz/v16REg9T+dFFOHwky3JTeT2B8yCRhjqpOQfqK7WA7kBPcA0UVnV3RUdjifidCn2LSrjH7xbkxg/7JXJH6CqGlMRpyexoorzMR8Z6mF/hkkwzJKD0ZTmuRtEFtrNtLFwzMYz6EEGiioo/wAWPqa1v4UvQ6UuxHX9KwPGA/4ptyST+9Tj8aKK9yWx4iOO1nxC2tQwRS6bYW5hVY43t0dSqD+EAsQBzngcnmvXIS+F/eydP75oorKmORdjZxyJJM+u81r6Jf3E9xNbyvvVFBUnr19aKKdRaCjudEo4FVtVtorzSby3mXdHJCwYfhRRWBoeXeG5Xk0sBjnacCrt0MLmiivJe57SOWV2t9btmjOD5oT8G4IrqXJ9TRRXq4H+Gzy8b/ER5rq2sNpniDU0NjY3kUs4Ypdw7wGUcEEEEdeRnB7g1u+BbmbVL/V727fzLid0kkbGMk7vyoorePxnNLY72KNfSppEXyzwKKK2Mza8N3U1xFLHK5cRMApPXBFdAAKKK5ZfEzZbGD43gjl8HagWXJjQSKfRgQQa47Snby4znvRRXDiPiR34X4GP1hFZHJHOK4OeV7bUrWaI7XEwGfUHgj9aKKxh/EXqdM/4b9DV8ZgjQJPmPEyfzNcNea3qN/p8On3V3NNBA7SLvkZiS2M5yecbePTJ9aKK9ipueMtj/9k=", "info": {"video_id": "44118", "label": "pushing fruit so that it almost falls off but doesn't", "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": "f82adc954de5900e12b5a390806d481cb4da214853b3af6dab5ab0bbb174cf10"} +{"episode": 77207, "episode_seed": 1309998777, "split": "train", "timestamp": "2025-10-13T03:39:02.113215", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1309998777, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 2 pillows onto chair'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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StE7pbw2dwRKQSshQFh97v+grF1HXoxqbra2xkCpxuOcnsfwyRXP6prV3Lf8A2edy1wwB+Xtnj8Ki1eD+wri2WaQvFOisjAeoyfyq3O+xPs+V2lua3/EwuPKjYvtPyhc5quYJFba+Tg81DpuoS20qnfvQnIyc8e1dLpsc15PdmQB4QNyNxkAk8H/PSiKuDdjmt0q30LxyGNEQ5G48t0/LFbaajKAFchwakvtMgNkmcq7/ADKwHTtg1SewZIYZAxIAyTV8rRne5PbWtv8AbZblHIklxuDc4x6HsKzfGU7FLBZDyu/v/u1S1h7mK1ikglWNjJ94noP8itfwi8d5dX7aisN15DIEcqGyWyeM/h+VRN3XKXDR8xyVrMBeLukKofvMvJA+leneFYriXTvLvWxsD/Zm3glgV6+/qKr6hrWkaQVto9MjuZZCIwcrwzHoTjPFPTxZpdjbSLPbhrm1lEYigwq9Msefu4X884rOKUXqzSSlON0i9BqLWzKJTlipyCOWA4J/OqFvqKXOqXcRg2QeSwRs9x8o59SKzr7xhbXEgMVg7RS58nccORxnd6das26R6jqaWFkHjkZdzb2GAcZA4/Crc03ZMlUpRV5IsXG6O0AY7wuNu49CKyotPmvtXjI3RquHBzwfUfr+RNaVpe28iot2vO5k3KchHHXIq3c2zLOQjiWMANnggHFS1zAnY6fQrcLFG/lhDtIKnGR27f55qS706aImSUxxRE/KS/GPqa5nTLtklnjlRVQP8gQ4YD1OKfexW13qMcVzaLOsikm4kUMEx0HPercbrQzTszlPE1vDZ6+ZLa4gminG5vKkDbW7g4PHP86s+HNafRNagu8kxA7ZVH8SHr/j+FXdY8JQ2egXV5DeXc0sDB/LkCBFXPJAVR+dZSWuQDjgjNcdRcsjqpu8dTH0zWpNEjgW3BjMsY3krkgDp/hXpd4pbToNQs3IAlWVynO0Ec//AF64Dw/ALhYp5QG2n5CB17EH2rrdNuTpN20kTFrR8CSEnKr7gV2UtEc9TcNXt/O0QXMWG+z3bSoV/uk5P9a57Xr06DrEEkCH7HOqzBkA4BPIxXTTRxWLRTxu0ukToShU8Lu9fpzj61Clpa3mnGxutkyNGURjzxzj8a0kr7ERdtypIFaM3MfUog3D8/61p28htbLc64lxx71hxCazlezuGXyiilG9+wNS37zLeGTz2KMuwJngd8/WhPQTRjaqk93fmaYhojh0IAyhHY1zt1n7fK7PlMAgf3eOa2r66RGdY8ZySRnqay7bBlaeZN6xqZGXs3oPxNZSNYnovhZo9O0aW7eGUiOATMUAyVXnZz3NYPi/xafENhFbJpN1aKtwkgkndeSD0wPrXY+DNShj0+41C8il8lpSqp5Y4B6D3x/PisP4j3+jXdvYpptuY5zdAu2zaCADWVSUdEXBPVnmPieZrg2jJyBuwc+uKi8N6MdV1a3iyHjU75AP4cHjNR+JIv3llGpxnfgevSvTPh94a/sjR/OkC/aZ/ncdx7VMNbFS0VyXWvBtrf2qtABDMgG109vWsiH+27cLbXUEF0qjaH3bGx9a7y4cxqcAbzwMf1rGndHAbA555WttjE5+VL8QYisVAC4yZ89PpzWew1yNmYGLJOQQOn612A+ytGJJ2iyikKETkZx+vFc3qcUkM/mW0+1pD8qNxu/pmhyYkjBu73WlB3XCr24QVVtp78z+ZPfP16qcH9K6We5/tHT1WKNIbqAgPGyj5+KxHd1YnykQ/wCytJyZSR2PhDW3s7yKLCpFkYXPvXpes+MvDdlGYbzWLWGUYLRF8uOO4GTXhFpdSRXKvnkEH1r2LR28Pa1oiTavbWjOpC+ZIo3f99dalu6HazOA8e+LdF1nSY7bTLppp0uopARC6rgHnkgDvXK3XiCaWG/1G4bAXEMMKt8oP/667f4laP4esNIgk0m6jadruMGFHDYXk5/QV4zJcl7cRsflVidvqxPWpT7G0Er3ZpNdXWoeSbmVpPLXAJ/hGc4FX/DdkJ7xJMfK75H0zxWe22302JF5llO5j6Cu00a2WxtPPwMW8BY/XGals3ginPbGa5u7iJv3ksjKh9NowKs3mg3epWGmEM7G3TynUEsCueSM9Dzir/haxfUBabxzs3tn+83P9amnvo5/EH2e1u2htg4j3R84I4J+ua3jF2uclSd5GPeW/wBmvWiChVUYAHaut8IXIcmNsZAx9aqePdOa2NvfWijaWAlXHUVneH7loNThAONxwa0jpIyfvI63UbYeaVC/KMhR+tYepOLawEK43sDx6V11yqtaPMFLsqlwq9WwOlcXq7LIi3cWTGzkZI6/5NayXUyicxqKi/sxibIRgrbTnGfar3hBP7Ps9SYyEvGyj6lsgH8qpRWkFtHIiAhnI3EnPTpVmS8a00d4ljLs7g/KOSBXPJ9TaOuhiXmrsmsxlwDHBMW65LY6UltONQ1GSSX5Y3y8g9ec4/PFZWoRqt67J/HzWhpyEkRp952C59hXPJndTWh1Gl2y3chuZTtjjGAOyqMk100Olma6guEZo/syCeRh/eIJ5/A1jW0Ai02RFGUlKx/XcQD/AFrstRjktvDTyRTIkhYPOhHLIcjA/MflVUo812RiZ8qUUYk2l21loX2qGYXDTTnMmc49vrz9TWt4dtlurK4kOPMwoz7DtUV15V34BEcDqs8EqlsDHOc4P1FWfB37yK6jzxgCuiKs0cUneLJDaJdXcz42nYVBH6Vk6hqNzpzQmKH7QruUZQQOAOtb19PHaiWKFxvVsSeqg45/UVxGqwPqdmyywywtG7CMhvvDsfx6U5aLQUddzrbHUP7X8L3u6Jlje0cq3buMfoD+Nc3aSI1pCx7oK6fwvbXFvpggvBsLRkRoR91COAfU1yN7GbG9nsxwsDbVI7iuaurpSNqT3RW0q2vfDd/LZ6nA32KbmO4HKo3v6A1sSeRaKgS6i5zgvICH/HvXTX7q9qRsUhPmxjrisO8s7G9j85LeMq54wo+U960i7Kxm227mKPF1vZo+l3eEs2I2yxyAhQCCRjsDyKc+p6K0/wBp0/VFWJsjynJAQ+ozR/YFgJ2uZLZWQNiNCOPqaoT6YtzcF4LdJIzwmB0+gp87CyLN3r2nTWi/a5oJZmGSISeGHTFcnL4mnS5kLLLKcAKoXaox9a6i60Kyhhso5Y3V7qLcG7q30rNm0YeQTIuccb1H86Tk2OKRzr6jNfSM3kRxuxydxOSRUlvNch0Mj42EEBRgZq/DYCRJRIMPEcdOtMitxNM0UZxIM4U9T9KltlpI7Pw3r+Q1nePmGYbSSfu+h/OsrXo2F/BBJy0cjE/lVbT4I4Zd8y74l+99KjuLSbUviDcac+q3MFsEkNs6rvJITcE9uh5Pp71k4OTuaKairD7XSBqeu2O9FaOHc5yO/GK9Ugj8qBUG0cdxmvLfh3eXF3c3L3EzSEKm3cemc16gk2Ex827HHPetaasjGbuVr53UMnysVGRjvXPXTeYwxu2jO4c1sTyiQZB+dG+f1HvWdIZJCoiZUMgLOw6KPX6mqYjLeVkcFl2f3V25Zvwqtd7b/wA22b/WKMjcep64H61oX8lvaiNYkchwTJKBub/61UWsYZ7VJzN5KyzFEc9nHr6Uhox/tPlZgvoGbjCyqcMR2z60rGK9tz5M+6RAfkcYZv8AGr8lvK0Zjul2TR8b8ZDD1rF+zpK8g2FJ4jklehFIpEbnY5GMexrqfDOqxEPYTttSYbVY9FbsfzrlGSSVmC/MyjJBPOKqX5mtbMypK0bh1AZD61Nr6FXtqdB4kDs0ELjDLPyPTFeZoN8qqe5xXd+Joiul2mqW+tX9yzXHkBrmJUW4xHlpIsc7VOFO71HPUDg4ziRT6c0lHlVjRS5ndG1axm9vdo5EfT6DrXaRylfC+oOO8X8+P61x2iho4BMOrNx9O9drcQFPDl5HGOTCW+vepZvF6HVeEfKsbE3U2BH8i5/CuS1iK303XpktAFiLeauPc5q1danMmjWunxoEhMEczt3Zm6fkP51h6k5+32+SfuDJrrv7p56XvXOzk1FvEHhOCY7TMpYMo9iQP0rm7fzkcyxD50BI+uKXS0uba0MkLEwuxLA+55qyt5BDZyyJw4GOad7u5NraHS+Gdea+0yE3Hy3Cja4PrWheaPBcWMiQjAZi6jPA9h7V5rZak1vJ5iOCuecGuy0jxFgMszDHUVanclwaOR1eKSzvGRxtwKZqUclvp9lMSCJlYjH4Vo39tbeJPGU+n6jqNzb20kuyOSKWNBGOCcl+MYzx1JwK57UEubS9ubCeS4KW0jRolxjegBxzjjPAzjisqi0ZdN6ow7li92zehrb0G3y4lOfkBAHuetYohZmBHTNdroGnsI0c9Otcc2elBHQwwr9ktI26JIHIzjOMmm61qc1xZSyyMC77IwFHA74H06Vm+Jgy6fuikKSRsrIQe+f8M1iQ6hcT2fkyEMfODKfwrWi/dOfER95M6/R71IbO+s3wRcNvX2OAP6Zq1poFjeWVw0rIwZhgdGBGOaxYYPJsUZnzJjcecHnpVTVtd8ma3kCFkI2/L1XHtW97I52uZ2PULizi1CKaSM/vnjCHnhscj+v51xc0rJqhtWVs7sbaf4c8Xq6pubBBCMG4xitvUtDN7rMGs2N1s2xsGQdGY4wav4ldGVuV6mxY29yPLnlYNEsW0p3Ug5z+Wa4nXQG1e8I4BmatzxNf3dl4QldJJLe4SSIM6cZBJ6H8K878Q2Wv6NpOnaheX135960hliZMeTjaVDHH3iGzj/69ZV02kkaUWk22elsxEyn1mRCPYrWJYMYTexKSUjkAUH/fxRRUDGTRrNrsdk+fIJLFQeuDgfzq5aY/s+VsDMTnZx0xnFFFAiC+/ez6CXGdqxD65TJ/WsS7d4bxPLYjO8EdjRRTGiO6iQWktwo2vLbRyMF6ZyRx+VZZhVr+ZxlWjJZWU4IIXI/UUUVLLRtyRo2mTzbQGkthIQOmWTJ/WuIXV7ux1U6hEUaeFPlLrkcgoc/gaKKa3Eze+Ho8u31ORfvRmHafxIr1O64nZRwPMUce55/lRRTWxEtzAu5Xi1y1Kn/XQguOx5IpuoSNbQtJEcExk+3pRRQBFp1ujrMXyzmMOXJ5zgfpR4gAbwuh2gEXx6DHZaKKOgLczdQupbS9aNCGjMu0o4yCKrX9vHbai5iGN1puIPPOaKKGNGBefubhZ4yVkVVYEeuM1J4jijXTZmVQAzRvtHQblyQPaiiktypbGfqviR9e0qzE2mafbtFFsje2R1KIvRACxAHc8cnmuQUcOfRaKKJl0ep0ulAfZYV7df1rv4wDpg94yD9MUUVizpicjHfT3ErRyMCsIESYH8I6U/V3PmQv/FsFFFdMdjkludNajb4TtCOr5JNcs7s0ssZPy7c0UVZn1OYy/nSKJHChicBvrWzpl9cG2jy5OfWiis1uWTW3iO4stRu1ks7G8jmkDsl3DvAZRwQQQR15GcHuDSXt7cajJcXt0++4mcu74xkmiirl8JEPjHpCmPu9BXa6WoXTVIGOKKK4JnqQMjxRM/7qPPykZxWDENkxKsw79aKK2pfCctf4zYs5nVXO4kycsSc9OlOuoUlXDrlc8jsc0UVstjBmb5KWU9vbw5CSB2bJycjHeuq8N6xfQ3Qt/OLxblwr84z1ooq1o0RLZnVfEJvL8KSooACzRY/LNeNXuu6lf6dBp11dzTQW7tIvmSMxLNjOcnnG3j0yfWiilW3FT2P/2Q==", "info": {"video_id": "219517", "label": "putting 2 pillows onto chair", "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": "219517", "label": "putting 2 pillows onto chair", "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": "c582e16cdca5aceedaa00bbe4ef0e456c43ab988d7ea2931a8f7495c51fb0bf8"} +{"episode": 77208, "episode_seed": 3090107874, "split": "train", "timestamp": "2025-10-13T03:39:04.142080", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3090107874, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting stone into bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "202355", "label": "putting stone into bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2e9597535e63117cbc8f43915ba685907a52f2c3966b289dedaab6243feec866"} +{"episode": 77209, "episode_seed": 270209931, "split": "train", "timestamp": "2025-10-13T03:39:06.328499", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 270209931, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing toothpaste from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82320", "label": "pushing toothpaste from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82320", "label": "pushing toothpaste from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82320", "label": "pushing toothpaste from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "82320", "label": "pushing toothpaste from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1e193b15f75e137d730a8f1298b3764097a59d7a95a7aede2a7f95859464acb3"} +{"episode": 77210, "episode_seed": 1033237712, "split": "train", "timestamp": "2025-10-13T03:39:07.418057", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1033237712, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting color pencils on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "215559", "label": "putting color pencils on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "215559", "label": "putting color pencils on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "215559", "label": "putting color pencils on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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MwBJDIgwGOOv6VRsrectc3T3Dm2IMkaM2Dx3JrSuYZbpAqW7K3GC75GASCD+FQQQNJAIpkKNEWTjnfjnFeb7SVnc9DlvURWuLHadwklaRUyDu45/nWO6mHO8ySeUh/eeuSe3tittgIo4W3mQlguOMgHsapznMK7FDZD9DwRng8flWMqkrWZ104RcjrpGS6tjC8jRqrH54yQQVwc1u23nbVj2qGdQFYNyAccfhW/rvh6BoZLq0i2SAfvEjH3hnk49f51zaSQ/aklC7dmSBt6qRgf4/hXbFp6WOaUWtbmlbaXHeakt+GZHCtGyqRtIB6H64rpLS3igQhY1UsQzYHesrTnQ26OqnBOM55x61tQj5hg8YArGpOUpWeyKhBRWhOQoztA6UrDORg8jFISG69PWnd/yqUUyG4tbe4hMMsSvGcDaw4rPudO2zrPbTmLacuh5U8enatZiMjvjmoZSoU/LkAEkVopyWxnKEXuYT3Mzo0scRJdUCZb7oz1A9utUJZAILmSKNCxY7lJ+8AcEj1PSllELxsnmznHzIiAAkg5xnPT/69Vbi4EdsBBlmXcVUryeB+vBNbSS6Iyhfc4fxrcLHeWoVTnzJUYkZAGc8H2Fc5p8YieZ423B9skiuTg5GCBnp6nFemz6FaeJNPljxskhHmQykYwxzn8PWuAmiFlNNDPCxKyfO3BBGMcHuM+lck5pVGrHbCDdNSLRi+2xvbzkbbkkcNyoUdvTPNbGn6bHbwxq2ZNhBVpOSMdB+ArL0xog8MGCxRMZIA75z/Sugt8MpHAOCMde9Z1ZNe6tEOEV8XU0U2lXwO+elSgA7sD0xiooiQnPJ9xUwXOSOPWsjVBsUk7lwelUbjTbVw7BPLdzkuhwcjvWgGHzH8aLWJ79tlpE82eN8akqPq3T9auLkvhIai9znJRNbQm1kkMzbdxYfKdgboSPXP6VVvJd86rPGAvmkIM9MDJatDWlEFysUoaKZFIPygjJ9fpWMGgjuvMDTMGO5TIBjkc4Hb0xXR9m7Wpgt/d2KepyDdJ5qYG4rmM53ArkVwPgW4C6jdLn7zE/rXcS3C/MrqTti/dkLjOVwSPSvNfCEgi1VR6qR+tZtLlsjei/fPZtBkxcP6Fq7KUn7OR6rXD+Hzudj6NXcOubZSOuK50ehsec3zpZX13BGpDTP5pI9xj+lQWZU20PGCRzitLU4/wDideYRwVwc1VaIQylVOFzkD61tTfQ58QvduRC1ty/+rQMzbiQuSe9Mk0+Pchid4dnaI7Qw9xVhfmxn3/nT2AJIzj5e1dCnKOxwuKe5hTQzW88j3Gye2KfNI3DYyDyKieZdx/dnzZJCudgGAB0/AVpaisbW8ys2FwMZ6ZPT9awZpJCmTeRqN3IBJLZGPwHX8q2hLnWplJcr0GAxx2sXlqxieQAENjbk8CrPhuWJmuTI+4nZuz64NZ88yQRx7du0BRnd/tHBq9oRgT7VtIwiR4+vzVlUS5WbUW+dHUPZJLCJVZUIGF9Rn0qhKs1nbFlmMrx5chhwQP8A69Zi3ssmofPIVRfuqD1q9HI0syEEk7x37dxUU0k9TevrEtWN21/p4KWwO/hlY4Cn+uOtaaaXOQ+65GCMMFTt7GltlVURQvKitGFspkHIIrX6xNRcIaJ9Dj+rwclOSu11I49OtkR8RKCy4J6moBoUAQKjSDBD534O4dD9f8a0FyM5HG3rT1AySOPWsueXc1cIvoUmS/jZ/LmikQr8iyLg59zWaj72L3MMqSQyF1DHAY7cdR+NbxUtkcdazNSVjHFIg3lJPu+vGDmrjO7syZQsr9jHkhtEtjFHhHZRIzpn5WzwR+dV7ycwwiNXKuse77vynkf41JcidxtaNUidAOcByFOen5VUv5Vd2hJI3bghJAwOCcVU4x5lcmEmkfSsTzTAM0flKR0Jyaz77w7ZXSkxoIZSCNyjOc+orXoqFoaPU56KwmsPJhdQyYx5q8jd15HatCFgDwMD6VoMAwIPQ1RkTY4Uk8Hj3qZLW4ticnHTmlyQCxIOKzrzVbexZVbdJK/yxwxjLsfYf1qNNPvdT+bUm8i2PS0ibk/77Dr9BVxpvd6IxlUV+WOr/rcnGpi5uxb2cTXGDiSVeEj/AB7n2FXniUROXOflOeKdGkNtGsUaKiKMBVGAKimlY9OABRJpbFRTS956nMyWlxHHDOYJHyzkqF+bHbj/ADjis8wPEqFkYldwYBc7SRxmt0mdJXgNyWBUsgZAQAccZ745596p3NuJbQwiR1AXAYH5h75rKVedyo00UtK0X7d5YmZ1VB88ecBsnPPrXRXfhvTr20+zTW6+X6AVX8OEGS6APAII/Wt2aVYlDMQBnHNc/LzSc5HQpNJQicPd/DuCBJbjTZG89UwkTn5Wx0Ge1c3Bu2/NGyNnlXXBU9wR+FevowYZHQ1x/i3TRDOl/GMJIdsgHZvX8atwvG6dxKWtmYMbAoefSob7V7fTY0adyGkO2KJF3SStnoqjkmsu3v7vV5nsfD8CzurbZLyT/Uw//Ft7D8TXX6P4e0nwyPt93O19qrjD3Uoy2PRR0UewrejhG/elscVfMKdNuMXdr8P+D5LUzdM8J6p4kH2jX2bT9MPK6fE/zyDr+9cdP90fia6251Sw0PS1tdOjjHkrsihQYVAB/Ksa/wBdnu1ZFJij7KDyaypm3R9cnHeqrVIxXLH+v8x4eNSb55/jv93Rfj3Mq8jnvryNmGS25mYDgjHHXvyeKxGglBjEsLxhFKlmXIJOeB61u33mqoljmaMxAkhRncO4wf51UkVy6ytLuymFwMDHXJ9645VZpHZGETCaBnZVZHVUiZXJGMGvJfDTldXjPuRXsd1EIJHfefm5wei4XmvGNBONXiH+2adOTkpNmkUlJWPb/DJByf8AarvogHtyK888LN+7OfWu/tJB5YqEdzOR1uDbdbsdv61iTyD7VIeT8wAFdbr0Q3F/9muNZgZ5ySM+ZWtNamGIfuWJQ/Iz3J6/Wn5AZscHiolkwFGelGctz61ucFilqDjyJUwfuZJzwO+DXPy4hUGQ7N8AK9eSe3/1vpXRzY2ycAkjAJXI68cd6oyXFxPEQ0MSSoAmVYHafU8fj+NUqjirJEuF3cwZUEaHfgZhIAJ7+n/1q09Dt1ExeQ4Xy0yMdDz1ptzG5RRFtUhgTxwfX+tS6WpmEq7s5AGfXrUTquSNqUEpEMVpNf6tNLbIfLT5QfX6VfWO5tb2KN8qGY5xXS6NZiBRhQKj1uNftMJAwwYnpnNKE1zamtaPui2z9eevIFacTfu/wrFsV2LsLkgE7SeuPStSCThhjikc6ZdRgFGT1pwIJ6/lUKEbQwzz0p+5fMyB2oGJyF69R1rI1hleHggsr84HTNa3VSRms678uO3EjRGbY+7avJPOeB3+lVGXK0xSV1Y525QBJVJ+ZZdoyBnnr/SqV7EDHKWHzCUYzjjP+f5V0F0IJ5vNjtMSs/3mHKjuc+tZ15DskQpCpUZy7dRjofem8RfoSqR9MUyaVIIZJpDhI1LMcZwAMmq+pX8Wm2ZuZ2CoHVST7sB/WrEoLROAoYlSAD0NXcdupHZ3lvqFnFd2kyTW8yh45EOQwPeqerW9/ctDHYvHEDnzJn5KDtgdzWf4P8Oz+HrGeKWfKTSmVbZTmOAnqFJ5xVnUPEUFjcvbOrCRepIyPWtIwfNZanPOpFwu7q/3/wDA/rYtWGl2mlqzrl5n+/PIcu5+v9BVh7jg7f1rn0162l5a4G7P8QNSnWbBk5l46dDilJTb2FBxirLRGmZG3AFctgZ96ryecJHjYjyucMDzz/8Arqg+uQBwUWRxjHC9TUB1l57hIxCsZLgAs/JH0FQ6c2th88b7lf8Asu4kdknlYbFKxyCQnJPGcVjtpo1KKaM3MqNG29DHIwJIJ6+3B4ro7W4lkDBgWyTjkH0rzeXUNSvPG+oaadbvLWMGVYhGoOSqkhfboeT/AFqOed2jSMUeieFo109boysPMcLu5z0z/jW86PfhJEYCNTlQRnd71414E1a8vbbVpr+8nmS3jRsMfXcTXpPgLxFb654Psb1XGPL2tz0IJBH6VzSu6jUtjsjDlpqcdyr4c8ewX2valoOqxLp+o2crrGHf5biMEgMpPt1FT+LJ7LW9LfTW3Pbu6mRlcruwc445we9R6X4I06TW7/W7iNpLi5mZlZ2yVUnoP7o9hWf49kh0WWxMClEmR1ZUGfu4wf1r0sP7Gmk5angZkswrqUMOlBbXb19dNl+PoQRX0Om2y2thGkSINgCADaPTA6VE1w0pZ5G3ZOCTzXNR63allzuGTzleKtRazafLum3ZGMgc1licRVquyVkaZblVHBxTb5p93+i6fn5ms8jDJwCOh/Oo5mmMKvFjIP8AF/EKzjq9oAwTcxPYA1E+tjy12QFgOpdgtcipzfQ9Vyj3F1CC6lMckTHdt2um/Hvmse/sxZNCqzNtYAAMzYXHU/r0rSF7LL5LKVALNhUbjjtz1rL8W3U8GjiWGSSJ2YDI4zkUuacWosdk9UVZdF+zzPid5IHy581ySD3A9q8m0d/L1VXPQPzXo/iAiHQ4NTsta1GdTcfZc3MYRbghNzPFjnapwp3eo9wPMrV9tzIR65/WtIqVnzDjbmVj27w+3lwKR1PNd1YkmFTXnugy74YMd1Fd9ZPthQe1c56KKviB1S0cseSK4QSKXZuuST+tdX4ruQtnJk9F/nXERSABVBwAOuK3pI5cQ9Ei6X2jPfcSKQycsFIJLHB9TURYjbggAHp1qMXMUTuWdVwe5ArWxx3Gz3UkkEwgUiZV6MP4v8g1jGa+mM00TKCMBhsxk59++M1pNqVu8n7qTzMAk4HTHvTFnE9uxIXcV5GeO9DbitUFr9TDeTVJbYywzYVW+ZTGAWHsK1/DKyI0zSsS7BcA9hzVHw7BZ3vif+zL69uLK2mYKkkc0aCI9yxk4246Ack4HerugRTwa/q1jN9oBtpzEEuAokXDMPm25GfXHHpSqt2ehpRXvI9A0yIuM44xWdrpSG5RWb5mPAre0wCOLp2rnfEZR79GYnK8isoWvqb1XoMg4IOetXY3OG59KyrdgDknOeauRyEBju4PQ1Rzo1Izxye/FOBAKnueKqRSA4AOSOtPMgLjIOCOvSgCYzBIixPA+99PWs/UL4QRLLGnmLu25z696sRsuxskHjbyeBVKaa3iSSPClQMlVwcg8VS9BMx21C4igZkgQw7zhi33e/P41m3up37RK32eL7M64Mm48N/h71o+IpfI0F2tmMXzqPkGMCs7xBpOteHfDml3t3c3ImvDJvhZCBABtKBjj7xDZx2+oNXeL15RWa6n0P46sodR8NPaz7vLeaPO04P3vWtTRLiS40yIytuZRt3HqccZPvRRXS4r2CfW/wCh56nL6+4X05E7dN2aNcb4kg3ahcSCR1IjXgEY6UUVFP4jrq/Cc5LM0cxHysB/eUU63uXZeFRST2Wiiuw4XudBZ6bFcxM8skrH03YHWrkFja28imOFQR0J5NFFefXlK9rnVSSsYTXLxlQgUZeTkDHQCvJ9a1S40/xfeX8AjEyyMwyuRll2n9GNFFZP+IbR2Nr4eqP7P8QrjjZCPww1dF4UUQarDZQfurbyS5iThSRgDj8aKK7KUU8HXbX8pyYiclmGESej5/yPVLLg7ewWvOviRH9q1u3SR3CwxZTacYyef5UUV59J+4j05fEzgr2L7M0myRyMjhsHtVVLt98alYz77aKK7ofCcstzVsYzdnEkjqPRMDtWv/ZNnE5JjLkf3zmiiuXEya2ZpSSsVb/bE9oERFHzDAX6VyXiG6km0M7wpxsccdDk/wCNFFcz+ybLqYev+Jn122hil0vTrcwKkcb2ySKURRwgBcqBzngcnmuJt/8Aj5aiiupbMiPxI9h8Mn5Iv9wV3lux2Lz2oork6npI5Dxy7mxK7iA0qqceleefaJ1YqJpMY/vUUV6WDScGebjH769Cxbs8w+eR8YBxupkzeW+VAyOhPNFFdhxlvTlMqzSM7ZWJiAOB37VLFcPEseArbkJO4ehoorjxHU2pmH/br6JPcxHT9P1CGWRWMd9B5gDJ90gggjqcjOD3Brd8H39zqmt6pf3kplubiQSyOQBliT2HT6UUVzz+A6KfxnqlnxF+FcR4nkc6gF3EAq3IooqKe5pU2OeS8uYcKs7kDA+Y5q0urXmMeYPyFFFejyxtscLbuW11i7CZDKDkDIFSNqt4zlfNwPYUUUoRjfYJN2I3keTd5juw9CxxzRaynybnCqAoXGB70UVc9iY7i+IFH/COSuBgiRDwT6Vy194g1PUtMt9OvLyaa3t5HlQSSMxLNjrk8428emT60UVwdWdC2P/Z", 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", 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", "info": {"video_id": "215559", "label": "putting color pencils on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "11a7ea2ac0942250305c57fdd58954a96d130d1b8b453a2ec148bf31a0ab468e"} +{"episode": 77211, "episode_seed": 1469606526, "split": "train", "timestamp": "2025-10-13T03:39:09.998877", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1469606526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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swrs2Tx908V1xw0KrcnujmlVlBJHUaMwWS/vLhiULBFbkAKATgVyl5qTX119qY4IxjJ7DpWrC15qSr9mlMcBBVzjCKOnJPU4rP8jRNFkAuWk1e7HIjTKQD0yerVnUpxjUbRdOUpRVzrtI8ceIb7V0m0XTkljiBBaTITpgFm9utcZ4ltpLfWJpLi/gu7q5JmnaD7qOTyKuarqurXmiyNJKLaBcbLW2XYirnvjrXJwuWZs1WtrF9bse53Ag1mhs8bcD1NX5D1rLVjnP86zsDNGzdTIgkAIB+Unsa3YzXLhtrd+lbWnXXmxbWPzr19xTi+gI2I67Cx4t1ri4pAXGD3ArsrJh5C4q+hRbNNzikLU0mkUKzZFeeeJY/L16c9AwV/zFd+W4rh/GKbNQt5ezx4/I/wD16TFLY51nxWZfysrKAeoNX25zjuetU3gN1qFrAP8AlpJt/DIpw3MZ3toel+Gbf7HoNpERhim9vqea31bisy3IVQo6AYFXFeo8zpSsrFgmoZTl4h/tf0pd/vUTtm4iH1NMCRjTCcUrmoy1SMdmoZeVIPenFqikbiqA8xmQxXEqY+6xX8jULNV7WU8nWLpexcsPx5rMbpz1NFjnejOvgYgkbeM9TVoSvuwBkDqaoJID8uSSTnNWUdsMeenGe1YGhaZ32ZBwAc8msrUIxczpC8nGCxKn6Vd83btGM5X6Y9qoyiJ+DNKkw6GNNwx3700uwmZ0tlFaXMG2QsTIPlPp61urqV7p0TJHMwTjgDI68/SspbMPcxyS6gp2E4EsbKf0FaVrCY1kUXNpMjLgKZcHP416GHlT5HGozkrKfNeCOp8OSG20G6vJmYGR2dvM5G0DrXDafc3669dHSIjPvdmMQTcHQNnkfrWtMuqvpc9pFGjxSIBtSVSQc9uazdCl1Xw5qy3y6ZO7KrIVKHBB+lYThHnk7ppm0JytFbWIIY2ttauYntXtDw3kuclPb9a143HkjnPHFZur6rNqviP+0JLR7ZnQIVYHsMDr+FT+HbRda8QHTZ9RmtUaORo9ibyzqhYL7Dg8n096hwcnoVzqOpFdOTKm0ZznrSB2KjB5PWsy0u5Jfnldn4GM9s1dQ42jtms2rOxalfUtKzdGI6HNVbwhIJOWJx+lPMhAds9Dwe1QzXBA81VDEDo6/L+I70dQZa0/Txq9nMoicAAeVK64UkH9a1bmHTtCumgWBru7Cg7pDtjXPoByfxqDwZNJe3N1JNO0hBReT0HJwB2q94ijWXzLmPAmU4UkdR6GnzuN4JmyoxnBTe5T+23d6486Q7R0jXhR9BViOzRpkkIywGBXPxanKh/19uD7mrC63cDpcWn504prczbR0l5D5mm3CdzGf5VwsUmJK2X8Q3YjbE1o3HQdTXNTyMilkODntW25lJovyt1rNU4J4/Guk1vSdNtvDdvqumanezhro2ubmARrcEJud4hnO1ThTu9R7gc2Dxg9TUuNiVJSJCzZ4GasWTuLuMLkEtj8Kqg89+lTWj7LqI+5H0qHsXHdHTWSl7dCTglixz6ZrpdJ1BWRYWOGHAJPWuQjlKoF6YGKVZnEikNgg8UozbOuUFY9GD+tJurmIPFunBRHNK6SLw2UOM1dTxJpcnS9jH1yKu5hdGuTXKeM0DWlvL/dkK/mP/rVsjV7GT7t5Cf+BisjxPPDcaLJslRijK42sD3/APr0CexxgYBev51a0OETa5DIRxCrPn36CpPCVlpur+I4tN1W7ntoZ22rNHNFGsZ6ksZOMYzx1JwO9ZWqfadF1y9tIjcwNBO8W2cASAK2AG2kjPrgkelXyPoc/tEnqemxSDHBq0suBXlMXifVYelwG/3lBrQh8a32NksUTZ4yMgik6ckaqvBnZ3WpP5pEcm0Af5NLZ6sHmRpiAMbAR6n1rlkuWmO4sT61PI4S2bBwSc1zxmdriraHcM+aZvrGttf0+dQBeRBvRjir6XCSDKOrD2Oa0MVqWGaonbimtJUTSDFFwOL8UJs1feP44wf6VisflzW94wBD28i9SCvH503xF4P1Dw34d0fUL0zLPfGTzYGjIFvgIUVj/eZWzjt065xpGN1c5akrSsTR8Mp7gCpi7Bc59+aKK5VsaklvicsZAG28D2rLv2LNu6EOQNvGKKKfUCBbq4jX5Z5P++s1INTuVU5KP/vIDRRVsETR3xkYBreA++0j+RrQgVXwV3R/7jsP60UVCB7EWqPNE0MQuJnjcElXkLDg8day7bVLjRta+32mzzoS23euR8ylTx9GNFFbUjKexVteMr24FXdxwfYcUUUpbsqGwKxJXJ49KLljIyhuRgmiipKNvwMAlvesvB8wD9Kuamxx170UVlL+Izupfw0cHcqFupFHTNMUUUV1rY4JfEx1NlPyevNFFOJnLY2Ne8WSeIba3hm0jTLU26LHFJapIpSNQcIAXKhecnAyTzWKpztP40UVUiIDiTzz3pYWLTLnsciiis+hqtzfUksc04HmiiuaJ6DOdnuZVuZQG4DHgimi8kxysZ+q0UV2WVjzXuSLPu6xR/gKWbAjVlUKSe2aKKjqDLOm68+jGeM6bp1/FMyuY7638wKy5wQQQR1ORnB7g1n6pqF1q2oz6heymW5uZDLK+MZY8ngdPpRRW62OeW7KdKpwwI7GiiqEjpLFiUFXbgnyMe1FFeY/jPbXwnLeYfMYFVPPpV2LKruR3Q/7LEUUV1yPNiS/2pfwY8u7mH1bNSx+JdTXgyqw/wBpRRRQ0rDjJ33GarqU99aR+aEBV8gqMdqZf+JtX1TSLbS72+mntraV5UEkjMSzADkk8428emT60UVdP4TOr8R//9k=", 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", "info": {"video_id": "49844", "label": "closing a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "49844", "label": "closing a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "49844", "label": "closing a book", "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": "517e44fe843e0b07ead313e75946c06b57ddd911e37888c9e9bbcf4a6bb13001"} +{"episode": 77212, "episode_seed": 4173775822, "split": "train", "timestamp": "2025-10-13T03:39:10.813035", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4173775822, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing usb'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "24472", "label": "throwing usb", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "24472", "label": "throwing usb", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "24472", "label": "throwing usb", "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": "0291456538d5d3550d3c567e43154cf985e6bc4aa3503e34d8a8b99ed1e42f81"} +{"episode": 77213, "episode_seed": 1539447207, "split": "train", "timestamp": "2025-10-13T03:39:11.821610", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1539447207, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing tweezers so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "76282", "label": "pushing tweezers so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "76282", "label": "pushing tweezers so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "76282", "label": "pushing tweezers so that it falls off the table", "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": "3536c76f94e509ffee8b532959d83a15de6c485e1ad45ee10f55f9286897bc64"} +{"episode": 77214, "episode_seed": 3609549667, "split": "train", "timestamp": "2025-10-13T03:39:12.790549", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3609549667, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping mug over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81874", "label": "tipping mug over", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "81874", "label": "tipping mug over", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "81874", "label": "tipping mug over", "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": "fd7b32ffe4d3e0d7ff65bccca27d131ed71c5fbc99648839d93098f3b4e93ddf"} +{"episode": 77215, "episode_seed": 120175074, "split": "train", "timestamp": "2025-10-13T03:39:14.730926", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 120175074, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile phone and scientific calculator away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219237", "label": "moving mobile phone and scientific calculator away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "219237", "label": "moving mobile phone and scientific calculator away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a580c4e28e94f0f00c3dc203f36c156cac81a29ef51ce4c4d1d505c8620a4a35"} +{"episode": 77216, "episode_seed": 4087933619, "split": "train", "timestamp": "2025-10-13T03:39:15.788212", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4087933619, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a glue and a pen away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "40116", "label": "moving a glue and a pen away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "40116", "label": "moving a glue and a pen away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "40116", "label": "moving a glue and a pen away from 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": "0c75ba5191e860ddb2448b4a3a025d42061465f28a4f457eb53292c195cd75af"} +{"episode": 77217, "episode_seed": 3502192225, "split": "train", "timestamp": "2025-10-13T03:39:16.686449", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3502192225, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 7 pills 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "6791", "label": "putting 7 pills onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "6791", "label": "putting 7 pills onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "6791", "label": "putting 7 pills onto table", "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": "9b4b0c5f9345e2bd991f0d9f65ad94d1724aece2124ada77073ee9bf8a7a632a"} +{"episode": 77218, "episode_seed": 1272459206, "split": "train", "timestamp": "2025-10-13T03:39:17.594935", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1272459206, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a barb wire so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178427", "label": "poking a barb wire so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "178427", "label": "poking a barb wire so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "178427", "label": "poking a barb wire so lightly that it doesn't or almost doesn't move", "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": "fb9a38dba804a6848c71f8804d3a31556d1bd9bbc751dcb7d3d6d39367bed5a6"} +{"episode": 77219, "episode_seed": 1543016655, "split": "train", "timestamp": "2025-10-13T03:39:18.349113", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1543016655, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 surface with beetroot on it until it starts sliding down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "186698", "label": "lifting a surface with beetroot on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "186698", "label": "lifting a surface with beetroot on it until it starts sliding down", "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": "c74b5d9612ef457c4e798905058132cf12532ce6e3e03ec15686aa11375e46f3"} +{"episode": 77220, "episode_seed": 2902876851, "split": "train", "timestamp": "2025-10-13T03:39:19.610874", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2902876851, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pencil 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "217805", "label": "moving pencil towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "217805", "label": "moving pencil towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "217805", "label": "moving pencil towards the camera", "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": "22a16e4b79b9cbb58a11ff9010824357bdbb49a78a52d3242dda027c1cc7483c"} +{"episode": 77221, "episode_seed": 1384205180, "split": "train", "timestamp": "2025-10-13T03:39:20.542051", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1384205180, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant into cigarettes 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "138012", "label": "putting deodorant into cigarettes can", "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": "138012", "label": "putting deodorant into cigarettes can", "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": "515616ff0144227bab91474f2a389ac3f287b3eb3c41670c716a75e806492262"} +{"episode": 77222, "episode_seed": 671482302, "split": "train", "timestamp": "2025-10-13T03:39:22.966832", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 671482302, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting shoe cleaning brush onto comfort fabric conditioner'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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jSlUjRlzPor/Pp+J6H4avDp9xIxdZSCUZBnnB5AJGD0P4iq/i22WPW/PRgYrtFlQjv2P+ferGnzafNHcLDeJIhZZ4sHPlgN90Y69TycdRTvFaRnTdLuFPlgtIpQ/N5ZOCVz7HIrqrRfLdqxzVcV9YXPNrn62OYTc2QCCV7n1pthdLZ+KdOdlwk26FvoMEfoxqOOYhie9VNWJiktboBVENzG3XAw3yn+Yrng7STOOquaDRuWu6z0trcnMmlahs/wCAElP5FTXCEADgHr1Jr0Ew+dr2r2uRjU7NZowP7xTGc/76V515jFjnjPUVviuhx4P7XyJhtMZU/pxXP61qvlStZw43DHmN+GeK2nmX7xHTrXBy3TXepSztjMjHp068fpXGz1KSuz0TTbwR6TNdIm5oxu2gcnAHFeX67qN3qWpyS3bHdk7VIwFGemK9H0GP7Tp8lvnBZcA+h7frXM3WhSarqCeYrL5Z2yH+lTTaTuzesnJJI57RNIm1i+WGMfL1YnoB3zX0Ro/hrT9P8CC4siHuIpFeaTjlTwMY7cg/h7Vy/hyPSNL0+GJYoYHVgXLEAtzjnPJHPPtXomg2UC+G9Qs42wFhlCHJwy5JxgjPy4A/GuqNNyi5taEJUqcHGT952/U5cHaRhs56CquqKfsM4UBmWMspHqvzD9Vp5k5XDZXjoMYqVm82EKQCM4P0PWsTmNK0u0a90DUWwYru2a1k98HP8nP5VxfxAv7m10nSdPUnzYJriJgO4UqPwrZ01i/gu3zIA2l36bsdQuTGc/mprD+JsHma9YSMhMM6+exU4I3BQ3/jymu6q70bnn4ZcuIS9TyK9ilE7yOPvHJI7V0PhOzjinjvZ03EthM9h61sppVtbcbHkY5K+Ycj6kVetbARWQBXr0GK4JT0sexCmubmOtuNTSTTI7dMAOQWB9RWJcS4brn8aSNSiLGxywH51SvS0auc4H9KSFOXM7mj4VjuDqF86kmR41hi57u3P6A16P4fmfTb9gZEeWI7CnPJwMrnGO/r1xXnHgZvMkLvKFzdAAnJ4VSe2SfwyckCvSrGbTbg3SxX0bJKm5VByImUAk9MnJGefeu6jF+zule51PGeyhGgrWfxX33Vl91w8Ywo99b38RPk3UXB/wBof15/SudXcSVByRXV+JUik8PW1wp8sC6IKMd2zII/XaDj3rjll+cnv9OK56itJo4JuLd47CR3S2OvabcbcHzjEfoQG/mprSVBaWmqWg66ffieMf7Bb/4lx+VYWtEi2FwFA8mSOb0HDYP6Ma6RY/O8TSRswEeqaco/4Fgxk/htWunDPRo8vGR95M+Xa6fwZaiXUhKR9w56dAOf54rmK9A8H24h017hydrfKOOnc1x1X7tu56lL40+x0smQu3bndUUsimIjrt709ycZ37QR0J5rOllYxlcgDkVPQq5FoSm48XQRo5UlJMEDlflPIr0y2edmFqdSeJ4YVQw9UCjA4J6cHjpjH1rzDwhIY/GEczMAsS7iWOABkV6VqLo18stpKrRbeJIMPgeh4OCK7cLNxTPQw+BhiopSutGeg6QBPJLcCaSUv+7LMMhgR0z+v4mvMGVsDeehxz2rqvD15fC4tY7a4lcM2HD5OefQ1zN4pgnl2kDZIRz0wGxUYi90zlxmEWGlyrZjVceSd3XqOO9Q6U7Po3iKyTG+3c3UWByNpEn8s0E43kAgEcUzw7KieLvIf/VXtsEYevVD+hFTQdpo8vEq9N+Qzxsnnw6beIcC4tTExHqvH8mH5V4oFaGcxtwyHafwr1nVpZG0TTLVsl7d5o29ipUH+VeZ62nlazIQOHAf8x/9apxH8Rm+B0pL5/mbWj3OxlIPNdPHEZ8SN3ritNcgiu505i1uD6VxvQ9OJn65IYLNI2xyC1b/AIItDN4VWeONWlSR8D1zzg+xwf0rlPE06yOV/urgV1HgS8nj0OO0h02e5SVR5jrkKue+QO1dWGupJovD01VqSTV0dno+qW6qi7YIppAqPt5PBPYfXvjpW14umt7zQraSCdZQtxyVGD9w9R26GsGz0fUPNRlil2ls5eFjjmrV8sUGjz28kcqXHno2WTAIGRx+ddlW8ottnRjcJh4wcqPTXQ51sfeUfLnNU9X3T6ZPGvJMTFeOhHI/UVYkwJTxgMmSw9u1RSkZjyeMkYPcY5riPCNWC+Gzw5qinkpJbMQfo6/+zVwbSbixcZ5PSui0uRn8D3Eefn066STr0CvsP6NXLSMVY5GD3z2rfESvGLOTCx5ZSX9dSLUJC1jcjJBMTYx9K4qHqp+ldhcSH7LKpAJKMB+VcjajcyiuRnp0tzvvD8pSMMOMrzWtCC0+TuZ2OAOpPpWHop2hAelbUlz9jnglRHkcuAqIMk96hK8rHdTg5tJGjYmG2uTb3MEICMrxyMQCec5Of8DXp+iX9rdaa0QuY98iPtTaRwVIGCfvZ4rzy3srrUJvtMVncQlhkxPGzY5+nHrXUaZbGwntJL+KTYOpSM4H1yBXrO8o8tzvr4LDyh7qtLy9Dl1ACKvRhjr9KbvYRuoyMDkYp90FCvhQxVsgH61CSCrfMeRyce3pXnHzj3DQF+0TeIdLPW6gaSMf7RXcP/HhUXiO+S68N6Rchf3hR0JPXHykfqTUWkXX2LxjYTZG2WLax9drf4Gs3xGDahtMH/Ltdzxr/u5GP0xXS5Xw/wDXc5KcbYtf10MaGUy3BZznJHWttioVI+w5rJtINpXI61oyTFZQh6emK4FrI9ebtEJHKsWDbsngZ6Vm6nPthIJGcc1buGVl2oAMc5rG1Nh5DA856HNanPc6z4d2wutFuZFVTIs5ZfYkED8Ox+tdhpOqQw4WSO3iuOYyBx3GOAPb2riPh5eXVtphjttMlvBLuEgU4UAk+1dtb6NfmUPHDKFLdHiJwM/nXfQk1C1z3KOFoSgpVkuljpPEc9vd+FSIZ1lKSxbto2nIyDle3UVwhwQSo44rpbmOO102/hnSVbhthUlCFOGBPWuXlwJlI43KQW9K56ytI8fF0lSqcsdiK+H2iwkhxnzEZRx3I4/pV6yvd+j+G9TzzFK1u+OwZQw/VTVGQ7UjbIwrA4NRaUS3hLWLYfesZxOg7gI+f/QSavDu0mjysXG8Uzw+ytJL65S2hXLsevoPU169p2l2mnaCyyszvtO0n+9jtXJ2Gnw6bJLNAjAMeNxyQK3Ptck0Ay3yFsgfhzXLKXMz1IRUI3YnnAx7eTjqBVW4YtEx6DFTbgnAA/KopYWlU5BxjrTMip4UWCfxL5dym6JgNwJxnmvb9PstEijVVt1CgEbQ579e/evA7dPsWrLMwfyTw2z72Pauzt9Z0RkGLu4jP+35lb0pJI76eKjCkoNv5HsDWunXEMYiWYOhypWQ8HPvXA6mPKuJUc7suwP/AH1WXba2YpB/Z2qTM+chQxI/HIqe5ummkd3JYuxJPuadWakkkY4qrGcEou/qCy53bSfbJ9qzhObbXNLuc9HaIn6gEfyqwSqhsnkisKzgbWvFL6bNqc9oiM8kPlpuJdUJC+w68n+tZxdmmefOPNFo0/GI+z65eQqTtadp1HtIqt/MmvOdfy2ow8c+Xz7810VxqV1qJjubuaSZpLdFBY9MZ4/IiuZvpBcaqxHKphM/zoq6zbHhk1BItaeAsig967O0k8i1JPTFc3plp5syNjiugvOIkiXpnJrmtdno83LG5z2sOXQkZz1JNdj4B19dP0qOErI5AzhFJrnLu3QxbTg+tR6Xe32kIVtGQo5+46Zz/Kt4PldzOjWVO91e57LF41ijKlknQA9TGal1TXrDVtKcpdCSRHU7CCCOfSvL4/EeoSjD2tqfwYf1rUs55J4zNKAHZduF6YrZ1dLFyxMZQa5bFueRgzYOQe3tUUj70X1600uckE8e9Zeu3M8OmM8EhRwygEfXpWBwm34ZQTajrulNgC6hbaMd3TI/WuLlmc4LZ3Z/Wta6KaZBa67pet6g8sk/2QvPEsYuNqbmeLvtUkKdw7jnqBi7tznk4JyCa0m7wiuxlThyzk+5WvJfLgdzwApzWLpsBYlyOBVrVpfNlFtGcgHLn1NaGj2pbCngDqawkdtFdTW0rCKHYcClsNdT/hJiQxEMAwCO5J5/wpbpljtzFH3GMisO3SSzv1urYgSLzyMiinvc6VWVOaueyWni2CNF4l4/6Zmtuz8YWF2EglvPLJONrgjNeRQeKdRYBXtLZvf5h/WrttqM99II5YY406nYSc/n0rs9tYFi4X1idDfOPNbymGFZuR7GqIlPz559x3psjncTnqevrUbSHB2kc9a5Wee3cp3zmCfT7oceXchT9GBH8wKt+MoQ/iFZh925gjnH127D+qVjWSQat4ok0jU9Ruba1kmHlyRyxRrEQQdzGTjAGeOpOB3p15c3h1E2l5Jcs1nJJbotzt8xFDdG28Z9cEj0rRytSaIhD/aIy9S3bRqpBI6VSuiTcyOO3Aq8cxx7s9qz5FP+sOPm9K5qe9zvrPRIY5dlHOB3rJ1U5hIUHPOTWuYXGCSOfTtVe7hTysdcjNanManw+1wabZGMpI5JJwi5716LD41SPG6K4QZ7xmvGdOuLzSmdrJwA55Vl3A1uReI9SdcPb2rf8BYH+dbwqcqsdbxa0XKeqX3iOw1fSrhRd7pVUMI2BBHI7Vx1xIfNYqflOQB7Vn2VzLcgzTBVbBUBeg9anLnOO3vU1J87uc9eoqkk0rDpJN0QHfrU3hcK3iLUNOfAjvbfBH++hU/qKw9eupoNMLQyFGDqAy9cZqDVNP13wzHoesXF3dR3d4JFkTZjyAu1kVjj7xDk47fXNOk7STOOvHmg0ilMMQSYqzGBFDsXoBgUUVzQO6t0HqAsfA6+tROT5I7Z9KKKsxM90BkBPUiiKNAQQozxRRTQG1p6Ksm4DnFa8g+RW7miighkR5JB7VyN7qVxo3iC71C02efCZNu9dw5Qqcj6MaKKpCMqeZ4dNt9h6KwH5Cs61QHBPUmiilV3Lw+x2mmqqw8DoBU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jSlUjRlzPor/Pp+J6H4avDp9xIxdZSCUZBnnB5AJGD0P4iq/i22WPW/PRgYrtFlQjv2P+ferGnzafNHcLDeJIhZZ4sHPlgN90Y69TycdRTvFaRnTdLuFPlgtIpQ/N5ZOCVz7HIrqrRfLdqxzVcV9YXPNrn62OYTc2QCCV7n1pthdLZ+KdOdlwk26FvoMEfoxqOOYhie9VNWJiktboBVENzG3XAw3yn+Yrng7STOOquaDRuWu6z0trcnMmlahs/wCAElP5FTXCEADgHr1Jr0Ew+dr2r2uRjU7NZowP7xTGc/76V515jFjnjPUVviuhx4P7XyJhtMZU/pxXP61qvlStZw43DHmN+GeK2nmX7xHTrXBy3TXepSztjMjHp068fpXGz1KSuz0TTbwR6TNdIm5oxu2gcnAHFeX67qN3qWpyS3bHdk7VIwFGemK9H0GP7Tp8lvnBZcA+h7frXM3WhSarqCeYrL5Z2yH+lTTaTuzesnJJI57RNIm1i+WGMfL1YnoB3zX0Ro/hrT9P8CC4siHuIpFeaTjlTwMY7cg/h7Vy/hyPSNL0+GJYoYHVgXLEAtzjnPJHPPtXomg2UC+G9Qs42wFhlCHJwy5JxgjPy4A/GuqNNyi5taEJUqcHGT952/U5cHaRhs56CquqKfsM4UBmWMspHqvzD9Vp5k5XDZXjoMYqVm82EKQCM4P0PWsTmNK0u0a90DUWwYru2a1k98HP8nP5VxfxAv7m10nSdPUnzYJriJgO4UqPwrZ01i/gu3zIA2l36bsdQuTGc/mprD+JsHma9YSMhMM6+exU4I3BQ3/jymu6q70bnn4ZcuIS9TyK9ilE7yOPvHJI7V0PhOzjinjvZ03EthM9h61sppVtbcbHkY5K+Ycj6kVetbARWQBXr0GK4JT0sexCmubmOtuNTSTTI7dMAOQWB9RWJcS4brn8aSNSiLGxywH51SvS0auc4H9KSFOXM7mj4VjuDqF86kmR41hi57u3P6A16P4fmfTb9gZEeWI7CnPJwMrnGO/r1xXnHgZvMkLvKFzdAAnJ4VSe2SfwyckCvSrGbTbg3SxX0bJKm5VByImUAk9MnJGefeu6jF+zule51PGeyhGgrWfxX33Vl91w8Ywo99b38RPk3UXB/wBof15/SudXcSVByRXV+JUik8PW1wp8sC6IKMd2zII/XaDj3rjll+cnv9OK56itJo4JuLd47CR3S2OvabcbcHzjEfoQG/mprSVBaWmqWg66ffieMf7Bb/4lx+VYWtEi2FwFA8mSOb0HDYP6Ma6RY/O8TSRswEeqaco/4Fgxk/htWunDPRo8vGR95M+Xa6fwZaiXUhKR9w56dAOf54rmK9A8H24h017hydrfKOOnc1x1X7tu56lL40+x0smQu3bndUUsimIjrt709ycZ37QR0J5rOllYxlcgDkVPQq5FoSm48XQRo5UlJMEDlflPIr0y2edmFqdSeJ4YVQw9UCjA4J6cHjpjH1rzDwhIY/GEczMAsS7iWOABkV6VqLo18stpKrRbeJIMPgeh4OCK7cLNxTPQw+BhiopSutGeg6QBPJLcCaSUv+7LMMhgR0z+v4mvMGVsDeehxz2rqvD15fC4tY7a4lcM2HD5OefQ1zN4pgnl2kDZIRz0wGxUYi90zlxmEWGlyrZjVceSd3XqOO9Q6U7Po3iKyTG+3c3UWByNpEn8s0E43kAgEcUzw7KieLvIf/VXtsEYevVD+hFTQdpo8vEq9N+Qzxsnnw6beIcC4tTExHqvH8mH5V4oFaGcxtwyHafwr1nVpZG0TTLVsl7d5o29ipUH+VeZ62nlazIQOHAf8x/9apxH8Rm+B0pL5/mbWj3OxlIPNdPHEZ8SN3ritNcgiu505i1uD6VxvQ9OJn65IYLNI2xyC1b/AIItDN4VWeONWlSR8D1zzg+xwf0rlPE06yOV/urgV1HgS8nj0OO0h02e5SVR5jrkKue+QO1dWGupJovD01VqSTV0dno+qW6qi7YIppAqPt5PBPYfXvjpW14umt7zQraSCdZQtxyVGD9w9R26GsGz0fUPNRlil2ls5eFjjmrV8sUGjz28kcqXHno2WTAIGRx+ddlW8ottnRjcJh4wcqPTXQ51sfeUfLnNU9X3T6ZPGvJMTFeOhHI/UVYkwJTxgMmSw9u1RSkZjyeMkYPcY5riPCNWC+Gzw5qinkpJbMQfo6/+zVwbSbixcZ5PSui0uRn8D3Eefn066STr0CvsP6NXLSMVY5GD3z2rfESvGLOTCx5ZSX9dSLUJC1jcjJBMTYx9K4qHqp+ldhcSH7LKpAJKMB+VcjajcyiuRnp0tzvvD8pSMMOMrzWtCC0+TuZ2OAOpPpWHop2hAelbUlz9jnglRHkcuAqIMk96hK8rHdTg5tJGjYmG2uTb3MEICMrxyMQCec5Of8DXp+iX9rdaa0QuY98iPtTaRwVIGCfvZ4rzy3srrUJvtMVncQlhkxPGzY5+nHrXUaZbGwntJL+KTYOpSM4H1yBXrO8o8tzvr4LDyh7qtLy9Dl1ACKvRhjr9KbvYRuoyMDkYp90FCvhQxVsgH61CSCrfMeRyce3pXnHzj3DQF+0TeIdLPW6gaSMf7RXcP/HhUXiO+S68N6Rchf3hR0JPXHykfqTUWkXX2LxjYTZG2WLax9drf4Gs3xGDahtMH/Ltdzxr/u5GP0xXS5Xw/wDXc5KcbYtf10MaGUy3BZznJHWttioVI+w5rJtINpXI61oyTFZQh6emK4FrI9ebtEJHKsWDbsngZ6Vm6nPthIJGcc1buGVl2oAMc5rG1Nh5DA856HNanPc6z4d2wutFuZFVTIs5ZfYkED8Ox+tdhpOqQw4WSO3iuOYyBx3GOAPb2riPh5eXVtphjttMlvBLuEgU4UAk+1dtb6NfmUPHDKFLdHiJwM/nXfQk1C1z3KOFoSgpVkuljpPEc9vd+FSIZ1lKSxbto2nIyDle3UVwhwQSo44rpbmOO102/hnSVbhthUlCFOGBPWuXlwJlI43KQW9K56ytI8fF0lSqcsdiK+H2iwkhxnzEZRx3I4/pV6yvd+j+G9TzzFK1u+OwZQw/VTVGQ7UjbIwrA4NRaUS3hLWLYfesZxOg7gI+f/QSavDu0mjysXG8Uzw+ytJL65S2hXLsevoPU169p2l2mnaCyyszvtO0n+9jtXJ2Gnw6bJLNAjAMeNxyQK3Ptck0Ay3yFsgfhzXLKXMz1IRUI3YnnAx7eTjqBVW4YtEx6DFTbgnAA/KopYWlU5BxjrTMip4UWCfxL5dym6JgNwJxnmvb9PstEijVVt1CgEbQ579e/evA7dPsWrLMwfyTw2z72Pauzt9Z0RkGLu4jP+35lb0pJI76eKjCkoNv5HsDWunXEMYiWYOhypWQ8HPvXA6mPKuJUc7suwP/AH1WXba2YpB/Z2qTM+chQxI/HIqe5ummkd3JYuxJPuadWakkkY4qrGcEou/qCy53bSfbJ9qzhObbXNLuc9HaIn6gEfyqwSqhsnkisKzgbWvFL6bNqc9oiM8kPlpuJdUJC+w68n+tZxdmmefOPNFo0/GI+z65eQqTtadp1HtIqt/MmvOdfy2ow8c+Xz7810VxqV1qJjubuaSZpLdFBY9MZ4/IiuZvpBcaqxHKphM/zoq6zbHhk1BItaeAsig967O0k8i1JPTFc3plp5syNjiugvOIkiXpnJrmtdno83LG5z2sOXQkZz1JNdj4B19dP0qOErI5AzhFJrnLu3QxbTg+tR6Xe32kIVtGQo5+46Zz/Kt4PldzOjWVO91e57LF41ijKlknQA9TGal1TXrDVtKcpdCSRHU7CCCOfSvL4/EeoSjD2tqfwYf1rUs55J4zNKAHZduF6YrZ1dLFyxMZQa5bFueRgzYOQe3tUUj70X1600uckE8e9Zeu3M8OmM8EhRwygEfXpWBwm34ZQTajrulNgC6hbaMd3TI/WuLlmc4LZ3Z/Wta6KaZBa67pet6g8sk/2QvPEsYuNqbmeLvtUkKdw7jnqBi7tznk4JyCa0m7wiuxlThyzk+5WvJfLgdzwApzWLpsBYlyOBVrVpfNlFtGcgHLn1NaGj2pbCngDqawkdtFdTW0rCKHYcClsNdT/hJiQxEMAwCO5J5/wpbpljtzFH3GMisO3SSzv1urYgSLzyMiinvc6VWVOaueyWni2CNF4l4/6Zmtuz8YWF2EglvPLJONrgjNeRQeKdRYBXtLZvf5h/WrttqM99II5YY406nYSc/n0rs9tYFi4X1idDfOPNbymGFZuR7GqIlPz559x3psjncTnqevrUbSHB2kc9a5Wee3cp3zmCfT7oceXchT9GBH8wKt+MoQ/iFZh925gjnH127D+qVjWSQat4ok0jU9Ruba1kmHlyRyxRrEQQdzGTjAGeOpOB3p15c3h1E2l5Jcs1nJJbotzt8xFDdG28Z9cEj0rRytSaIhD/aIy9S3bRqpBI6VSuiTcyOO3Aq8cxx7s9qz5FP+sOPm9K5qe9zvrPRIY5dlHOB3rJ1U5hIUHPOTWuYXGCSOfTtVe7hTysdcjNanManw+1wabZGMpI5JJwi5716LD41SPG6K4QZ7xmvGdOuLzSmdrJwA55Vl3A1uReI9SdcPb2rf8BYH+dbwqcqsdbxa0XKeqX3iOw1fSrhRd7pVUMI2BBHI7Vx1xIfNYqflOQB7Vn2VzLcgzTBVbBUBeg9anLnOO3vU1J87uc9eoqkk0rDpJN0QHfrU3hcK3iLUNOfAjvbfBH++hU/qKw9eupoNMLQyFGDqAy9cZqDVNP13wzHoesXF3dR3d4JFkTZjyAu1kVjj7xDk47fXNOk7STOOvHmg0ilMMQSYqzGBFDsXoBgUUVzQO6t0HqAsfA6+tROT5I7Z9KKKsxM90BkBPUiiKNAQQozxRRTQG1p6Ksm4DnFa8g+RW7miighkR5JB7VyN7qVxo3iC71C02efCZNu9dw5Qqcj6MaKKpCMqeZ4dNt9h6KwH5Cs61QHBPUmiilV3Lw+x2mmqqw8DoBU03Xd1IBNFFZR3Oqp8JVm/1e7vnrVaMfv3XsoyKKKtHMX4VHHHetu0P7lSOOaKKYmTSj959eP5VkeIeNIfv+8X+dFFBLMXXvEz62LCOTS9OtmgxHFJbI6lI1H3AC5UDnJ45PNVpJWS1dlxlUJH1ooq3sJbmVYoHfc3LE8muj0/iLj1oornlud8NhXJeRt3rVVjtXcOudtFFWjmluXokXIGM4rWsABJj1ooqiHsaT8xden+FRiiikSzlrrWW0rU9RjbT7C+ilk3GO8g8wBlBwQQQR15GcHuDUVjqF1qs7395J5lzcOZZHxjLHk8Dp9KKKc/gZdL+IjdmY+R19qrBjznnFFFZU9jWv8AEiVgCinA6GqcxPkl+rcHNFFaGZTQf6UydgM1dhAJHFFFMRuWX+o9MGp5uHB9qKKRJkeIeNIbHaRa5zUvEGqX9hY6fdXk00FvO0ieZIzElwM5yecbePTJ9aKKuJL2P//Z", 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", "info": {"video_id": "96035", "label": "putting shoe cleaning brush onto comfort fabric conditioner", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "96035", "label": "putting shoe cleaning brush onto comfort fabric conditioner", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "96035", "label": "putting shoe cleaning brush onto comfort fabric conditioner", "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": "0747d29ef0c958d16996d241d578e5b60e7f810648836852d099dc7db25cd02f"} +{"episode": 77223, "episode_seed": 454927803, "split": "train", "timestamp": "2025-10-13T03:39:24.594558", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 454927803, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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jsNgH613cPSiion8RRBcHErfWoetFFMGNPWmUUUkIQ00miimSMY1j+Iv+QU3/AF0WiimtxLcxtd8TvrsNvFLpWnWxgVY4pLZHUoi5wgBcqBzk4HJ5rvrbotFFOr0NHuTzn5VPvVc0UVEdgGt0FRk0UUCY2m0UUEjSSBTT0NFFAmcpPrbaVqV8jafp99FLKHMd5BvAZRwQQQR1ORnB7g1o+Gb641PUtTvruTzLi4dZJHxjLHPbt9KKK0l8JfQ7KHoKZdffH0oorNFFc000UUxDTTTRRQJjM8UhNFFBDMbxESNKb/rov8652/8AEOqahpkGm3d5NNb28jyoJJGYlnxnJJ5xt49Mn1oorSOxcdj/2Q==", 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"info": {"video_id": "214223", "label": "holding a wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "214223", "label": "holding a wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7c60c0a9b5cd87553c63eba720fcb0646d41e7bab0d26603174bbc885a573ad3"} +{"episode": 77224, "episode_seed": 108414925, "split": "train", "timestamp": "2025-10-13T03:39:26.389604", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 108414925, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put long knife next to shovel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169201", "label": "pretending to put long knife next to shovel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169201", "label": "pretending to put long knife next to shovel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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VXJwzn9B/jVPWYfs3w9skC582VJCD6nJqpTcYxS6s0pQ5m2+iKfhnw7/a1k00zkQocAL3PWtv/hDbEKC29iRnpWl4DQ/8I42VwPNIHvwK2roGOJgOy152Jk3Udz0sNFKmrCfDjToNOl1ZYEKK/l5B9Ruqr4yuLyLVZMTugZAYtrEDGOR+dangliHvdwwcoD/49SeLbBtRsvOX70OSuO9aUrukjmxFlWf9dDh11GQWMl8580qoS8j7smMLJ9RnBp2nXwuPC89rIfmjjLJ9O/8An3rOJeKUnA5UpIp/iBHIqlYSvbSrEQTGAV59vX6g1XMRy3O4+HKPd2wEykFMMQe4HAr0tlCx15/4bu0W/ju1KrHJIbcqvTHVT7dK9AkOY60ofDczxHxWPM/iIjPppZRnZIGPsOlch4Rso7/xBHHcRrLB5Um+M45+UgfjkivQvFqp/Zt47gYWJjz06VyHgeINqV1OgwixBeOxJ/8ArVvObjSk0RRipVYpnHWu9JJEKFWUlWB7EcV2UXiDXIpTJBYKgdSpQMdre+PWsjW1js/Gl4RjbI6y7fqATx9c16W9ugKsudpXI/KuXFVHKEWduFpqM5I8/wBc1DW9YTNzp1uhz/rFUhgD/T2r1bxdNcw6WhhdkRXHmFTg4xx+tclqSLhI8knPrXeamgu7Rrbg+bHg+1Y4d3TRWMVuVnlqX1zc3v2a4uyuWDQTOc+XJ2/A9D9aZp2tvB4lMssJhdVEVynuOD+mCKh1SxeyuZLdxkLwpNZN5JMbgXA+aZowjN/eK9M++OPwrW/Q57J7HXW2qJp3xHtssPKkwPbvz+Rr2FX+XivnWCY3HifRXfO2RxESe2eP617pot4bnS4Wc/vFGx/qODW0GYVFYm1KT921fP3iRWTV5s8KWYL+DGvedSOY257V4v4zSGDUli3ZZlaQ+oJY1vTfvGT2OSvLNrW1sbkpxO0mG9QrAY/nXQaRa6rJbO1lCojkXBZ1zkD0NTeLbRbXw7oMLcSLuz6cgE/rXa+GII38LWhC8lD1/wB41zVqzdJ26s76NFKqr9jnSfFpgCC+2Jj0Hpj+VXfBtnqFppniIeZumcQtlRjIG7IGPat67RYomYryFxUvhQhIr0KAd+wY/OuKlJ86R14iK9k2cdNqEyXAEkzy2kgKSRs2cr/j/wDWqK/v57XULOB381om8yC5B/1sRAwfqMc1e1/Sm06+cAZic55rnrksYIgTkwSFkPdQeo/r+Brpu1ozh0eqOi8VaorRadqEZwGYFx79CK9g0q9S9063uUORJGD+lfOWo3EsuhujjmN8/wD1x7V7Z4Pux9hFvnjy0lQf7LKCf1zWkGZTjZHUzyfIa8u+IwaTSnI/hcE/SvSbl/3Zrzjx1PHFo1wXIG8qi59z/hmtkYnlkdm13a3020sLe2aQ/mo/r+lSeHoLu4mQ2aZmjO4MRkDnrW/pVui+FNdvSMpJCY1H0H+JFXPhrbxsL1yMkBQD9Sf8KVWs0p26HTSpJuF+oQW3iiCIxw3fkrk8KBj1rD1DSdTlvvNu7nzpW6sR/OvT5YVReV7k1zsu15nYDBz6V5Dm07nrKmpKx6Ps4wfXNY3iC0EtvuAy+Rg1tg4BJxzVO4HnlkxxjFenY8Q8o1rT1hmLAfun6D0NZsIl2xykhltgMjvjOQfwrrPEKJHIyOMqoIb8a42C7WG8cMNy8q4PdTXLVbiny7nRDXc9K07W4YrxJxKoadASuO2Ov6VtX2sRLaiV3URnndnt615hpV95Ra33yMqH5drYBXsa1LvUTLFHDvyXVzycnoa8qri8TTmkn110Wz+RvGjTmjF8X31vquuWiWkgkzFsJAOMljxWx42KQeG7C2RMKJEXOOwUiuDt387xDFHlvvKAw7HOa6zxpLLLZWjIRsQknI717cqqfJczhSaU7HX+DojF4btFK4LAt+ZNX9UH+iuc9ayfBuopd6FAm4ebCux1AxjHT86v6vMRCFHrXJWd22dlFaJIn8Jk4vFUHnZk/nXRTxCSORCPlIxiud8Itlr31Oz+tdNIVRCSe2TXTh/4aOHF/wAZ/wBdDzPXtL2TTeWvzJ83Hf1FcqGaK4JblZEKn244NeoazAP9bjggljXm2pKI3Djjcenoac1bUzg76E/hmQJqE7kEtOgK+qspz+texWmopPZoSw3Yw2fWvEY7lo5I5422s42sRxhh0NdjpGrPHCjb5GRhn55A34nj/Oa4KuOnRjdK/wDwDb2EZvc0fGZWTQdQIPSPP6isD4fQD7NeuMDc6gfgD/jWP4u1m4eCRFnYQzA7kHQ4b/6wrW8CS40txICMM2DmuynifbYbnta4oUfZ1kjI8WwqPFaMCDvRM/mRXp5QNH+GK8s1qcN4mtmuEk2cAFOp+avVVI2VNRpwijopq05M5zUlDXQXGSvQ13gBKgn7xPOa4PUXDXTMGHBrv15GaWF3kLHbR+f6HKeJ9MjkHnFepwfevO9StZYJHjzyvIPr6GvYNRjW4Qrwdoz+Nefa9bhmC8BwpINdE11OKEuhzkU6yX1lOV2mNo3LY4DKf6gV6to1+Le8uFyRDM29fTOOa8ntZFcy2zEBZB8p/uuOlbulag80QaR2WSJdh/elent6+9cNXFzpPRaG6pRkj06+u43j4PJ4rx/xhELjxYsQwS8cQHtnNdNqmqySWJjDkMI3YFSc8KcHNefWF1JceKondzI4dQS7ZP61rl+OlXUnNWauTVwyjaz3Oq+ISRpbaVGpyQz4+gArsPDkap4fsUHTyVP581wnj24ZjYIsWVVSxPTngV3fh+8jvNGtJo8YMYBAOcEDBFXKSdNI6Iq1RsXVV2wEgdTT/CygC7wB/Bj9ai1iUeUq+vWpvCWC14O3yf1rCl/GRtX/AID/AK6lnxBYLc2rOw5Vc5rzfVLF7dwUBCSDj29q9bvAsqeUcHd2rh9dtlWJkccFuK7pK55cXY4ffus/s8iFijkEgdVI7/lXovh28EFvpk6kkRwCGQj0H+TXn4l+yX/zYYA4cf3hWlp1x5Mj2RbMSt5kR8wrkH3FcNbETpfCv66m6pqW57BLfxvETnt6V5z8Q5FbSIOR81wOPX5TVk6syae67wQe4bdz3/CvOfEd3I+o+S8rkCZtodycCjA4+darKE0lbYVTDKMOaLOuihS0+GV0xODIjNt+rAfyq38OYgumXT45aUDPsB/9eqmqzyL4F2LGGdkRTjt0q18O75JNJktTtWSKQnbnkg966ZTvGXmzWMbSj5I6+8QCFiB0FcrJ94txnviun1GYLav6niuVmYZ4zzXBU0Z6FLY6rxG+oLHDNZOyqmd4U4J9PrVDSteledLa7QLIxwrAEEn3H9RW9M4fcvBAHNcbrZ+zi3mU4MU4/X/9Vexc+bkmnzJkPi5wLOec/wAWa8xvZpILx2A5G3I9iOa7zxlc77OO2T7znGPrxXC6sCdSuJFIKg8qe4rim/3qXqdq0hctJPlElhYdlIPcVcsbmWTVLeJ8BRIMYPQMCMfnVW0t4prIXEEgMy/6yA9VHZgO49fSrF3HNb39venbtkddhzzgYKk/r+VRWinF37GkdGrEWhWrpe+bKpDK2OR39a6e8VbyLyWGQR0NUnCx3khHAY7xj35/rVqGVfPXJNc7m5anpU4KMbIveGbKbS5boMx2tgCtO8uTI21iKpm7IrDs2l1fxdPpz6pcWkTCQwiNd2WVCwX2HB5Pp71Ws2T7tNXsd/4PYB73PbZ/Wj/hKd1y8N1AUAYj5QSQPcdfyrnPhfqFxeLqb3MzSYWIjd2zurptWtIJnWV4wS3U9D+dehh1y00meRjHKVVuP9aE+pTx3WlZiYMH+6R3FeTeI5THNMg/hAOPxrudMuCIbm3kY4gmbr7157rkguG1GUdiiD9T/QVGIlZBh3zK5Ttrk3CMit86nBHv2q9Za0LWUxsQiv3PUZ4P5HmsWxhkmuv3AJlP/LMdTjrWi8Qeynds+acBcAfePb/x2salOMlZm0JPcTWpmudOtAertIGP0b/69dT4XQ2WmInIzyc1gwwRXulxMwBMNwxGPRgP8K37dvLiAGa5lJRhyLo2dtKLk+dmf4hgZ7xbhdzKODjnHvXoVpek6dA0rfvDGu4n1xzXMW8STtulXIx39aTxFfT22iPJbSNG4kUZU+varU20kXKCTci/dOPOJ3A5NdjrOurpLwJ5JkWQEk7sYx6V5VqxEGhwajYa1fzA3P2bNxGqLOQoZniA52qcKd3qPcD1e9hiurfyZVDDbu5Ga6sLHlvc4cdU51Hl03/QjsNVtb4ny3+fqysMECuO8VnZHPODgZ4qxcBdLvbOaLKoZSjDPHIrN8aXAGnpED8z8fnxW9VpLQ4qLk3aW5wkt55N7IrnCs2M+5HWtCK+e1lMh5EgwSeeax9WC/2ncqQdm/r6Yq9BbzRwQSNkwSfNG397HauSKU6av1Otv3mjUh1Rrq5SPJLBJEIxjPyMR/h+FZfhyAS6r9sbkjkH3IqzbyLba8jYKw+aBzz0yrVo2dulpK8aqF2seBxXPpSk4rqjqpJzs30NLVoBqUSwnkjp9av+EI59OS6hl+5uGO3POf6VTtnBugSRge9bAulHGcZ704zaVjolBNpljUJxMe+RRpOsLpEFxI0Zk3ui4Bx61ytncLf+NJNMvtUurW3kl2JJFLHGsfqWMnGMZ46k4FbXg9JZL/X9NvjO6wzLEqXQXeuC45A4zwOnFbUIP2ikzmxVROjKC3/4J1llrlpfy4V9sh6I4wf/AK/4VleJgJGdh91V/WszUrRdOgae2LKYnVsA8deuO1T63eIdIkmJ++Mj8a7qlraHlUnJu0tzzLULto50l6jDZ/A1PDdsEjuEO4Jz/wABqjqXEVm2C26MswHoST/UUthbzfZHlhJaFDtkP93PrXFC0o3fmdjetjXm1ktbtHuOcb1wMdOo/L+VUNTgF54mmRuQsh49uuadeAJHAUVsqh3knPByoP5itdoo3u47kKAZokJbHUgYP6isLRozTit0zemnP3WzakYPYeRxtIxiq3h/TZtN1uKVOImVieOxH/6qQSZKDI/OtuO4CRqB2GKUZNHZOCdjSvrkPHsP86xJG5IxVPxNeSwaWZYJmRt6jco9etZuvafrmhaLpd9d3d0s16ZPMiZMCDAUoGOPvENnHb65o5HPUPaRp6M9OVm3Nz1Fcr4oY/Zph6EH8c0UV6z6Hz8vhZy+vyM13YEnOWQn+dYEkazzTB88uoyPpRRXBP8Ai/I6v+XZv6LoVqZfO3zbxjB3Dj9K1n8PWBnkLiV+QcNIcA+w7UUVxVZy5rXOiKRm3wC38igAAcAD0ApICfMFFFOOyPRhsaDMcVys2pT6T4jlv7bZ50Ujbd4yPmQqePoxooraluZV/hOq+GJMceqqvTEQ/wDQq7vUD+5z9KKK9Gl8B49f+IzjPNZLnVSpxnB/HFcXcnOnXDfxG4OT9MYoornxO6+Q8P8AC/mZiyPb3plhcpImCrKcEV1NlKZYY7x0QyzIWcbfl3DuB2NFFVLYunsQaaAtvfIPuq4wPT5h/jV5HbaBntRRXn/afqerQ+E0LN2ER571Q8ROf7IfP99f50UVUN0XU+FmPrHiV9bjtopdL0+2MCpHE9sjqUReiAFyoHOTgcnmva1dmRyf7ooor0qO7PHxGyOT8SErbgjqsykVzviSRpNTtUbld68frRRSr/AY0fjZyN/zNckn+IVd0KSSWX7G7k274zH2z6j0NFFY0/4cfQ3+3Imu7qS4nRXx+4lCIQOcdOfyrXuvlv5wPWiiuWr/ABPkd2G6ktqxEw5rQZj60UVB1s5a71ptL1e/RrCwvYppQ5S8h3gMo4IIII68jOD3Brqvh7fXGo6hrV7dSeZcTsksj4xlju/L6UUV3Ud0eZiPhkbOujNldDt5ea5nXJ5P+Edg56xf0ooroqfCcFP+IctqYAuIQOgi4H0AqnplzNazqYZCobIcdmGOhHcUUVyUP4aOmX8T5G5qMphDWCBfIdN+D1BIzwfTirSf8g+wbPJQ/wDoVFFYV/iR2Yb4iWMncPrWqGOwc9qKKzO1mb4jJ/sInPSVK5y717U9Q06DTru7mmt7d3lQSSMxLNjqSecbePTJ9aKK3pbHNW+I/9k=", "info": {"video_id": "169201", "label": "pretending to put long knife next to shovel", "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": "124176d44d3ce90790c95a7a658db932079cd4c78e272cf106c54732c34d323b"} +{"episode": 77225, "episode_seed": 1945626788, "split": "train", "timestamp": "2025-10-13T03:39:27.380304", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1945626788, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a counter from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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f3TkEk9j6110ckci7lZTu6Y70RkZyjZkvnSuCrMearsvy/MRtHrUnmJFGSx5FQtMrjKkD/aPanKRKRl6kNzEBSA3TPpXLyjEhbJweldVfvHnJfPHJJrBntvMfchwmeuKxbK2M0BsjOMmvQvhgm5tUBHTyv/Zq4WSIIeua7/4VgNcakCcA+V/7NV017yJZ309oWj+6cY6Vz+raY0yDDlOP4R0r1qDSLc2Ss3J2ZrgdfAgkcJwAa3kk0JOx5Nrnh6W4Ri8rZzyFPJFWLJcWSwHkomCa37yZGbdt79awrJSHuCe7nFc6SWx0KTejO00bVBLosO9yZFBjcnuRx/hSyMWk3Dgdya5zSZRE8iMCQWyBmtZ7wsCuz8apzuZONmJIT0BPWodm4EsxUk9KeJlx8q/NUDzFnHy8dzUvULiuuQQMfUVHGowcdT09qldgmAq5zxTI0AOaLCuXb7W5LKweO3YhpgVB7gdzXCatKzxLDEpLscKK0Ly+WSY85CjC1nxspuhJjLYwKqUrm0VylywtPslmsZbc45ZvUnrSTfNSvMwHFQNJkZJqC0O0nUBYzlH+6SRn0rbEzzEyFeB8q7j29a4ud8OSOOa7aFkdEYcggEflQmZ1EtxDuUgL1qMqA+5hzV4KJU9PpTJbViPlyeMAdvrVWMrldCeV/HFBUDlxnnpnpVm3tyHKjBfHLGsiytZdR8Vz6Xc6pNbKRJ5QiTfuZULBfYcHk+nvT5RHZeCHU3VwQeCVGe3evX7qe2GkliyuFXgD1r548B6rORePPO7YEZGT65rv/wC2XlBQucfWtItKKQNXI9TBedpAoBHQdgKy3mJBBOQPm6Y5q7cTNMB0yTzVGb5pAAOMcDPH5VEtSkVrgtJtFZt5ZqBvC/MTz6VcuZ/s0RlIzzgAetYlxqV1HIhlKtG7Y2gYxUWtuVZvYzL5ktblSgAJ5Iq8rGJYrgcFWBP071Q1GPzLiRgwOCCce1aEY8y0IPTGKrqWvhsdKAQAQOSP0p0VuWXcW49Kh0qX7TpUZH+sQ+W+fUf/AFqr6/cXFhobyQStHIJFClTzz1rSxgXZePlVRkelchqF3I7u55duAP5Cr+qv9m0SLUrDWtQmDXJts3ESxrOQm5niA52qcKd3qPcDAluSxDd6zkzSBPaRC0jIPLsdzt6mo7iTcxqu00jnOajkdx3qGaoqX5w5I61r+Gr0G0laVvmR8KSegIzWLcuJADU/huSNL2WKX7rDI+opClsdR5rTZfaWUcDPAPvSM5UgAc1KCu445X+dRTMGclfl+nancyM6baZssOe1RPkxt1z1p85Z3baMn09altIC7NkZcjpQlcTMx49w3PwM12Xw0kSG6v2JBGY8H0+9XNaRZWupeLP7M1a9uLSGZ9iyRzRIsZ6ksZOMYzwOScDvWx4TWTTdW1yzkWdfs84jCThRIuCw+YLxnpnHFXH3XcR7mniKMaYY1f5sYBrzjxBrBluWijAZsZYt0FLJqTJGzHha5qW63vJM/VjmrnO60KhDXUoT6s5nNu6oAScED2qWxQrASepNcpcSSXnieCGMEqjF2x2FdnEFjhArI1aXQSNlt7hGY8Mdv09K1hnbkHrXNX7lkkIPTpXQ6FPHqFpkkGVMbl/rQlfQia6kiQMWyTgdzjrUv2TzANpAArWW0zFuYdB2qCSIoOMitlCxje7KrRIo2p0Udaqthck8VD4juJrTSGlgdopN6jcvXFZOv6fruh6Jpd7d3d0Jr0yeZCUwIAApQMcfeIbOO31zUNDMd+tKOGBoorPqdBOelV5f9WaKKb3KWxlXP+sIrrNKkZ7OMMc4QYooqTOpsbdioZiD0NbdxbxrGFAwMUUV0U9jBmS6COX5eMiuIu9SuNK8UT39vtM8Ujbd4yPmUqePoxoooluCNDwSoDXQ9Ng/nXZbivA4zRRUMtbFlmIj/HFVZGKqMdWYjNFFShMy9VbmJONuc1ga98tgSOCOlFFJ7m0PhKBYtaRsepUc/hW3AMW+B0xRRVAW9DneHU3iQ/JIp3A+o6GrHi7jQWbr+9SiirWxlP4jmNY8RtrkUEUumafbmBFjje3R1KoM4QAuQBzngcnmqPU80UVD3HAn2qI+AOlVZ/uUUVBstjKcmn6YSt6SDgkGiikKWx1cDsyDJ6DApU+ZmzRRS6kIgKhC2B0qa0+WfI6kH+VFFbLYzluY9xrj6VqN6jafp99FNIHMd7B5gDKOCCCCOpyM4PcGtbwnf3Oqahq17eSGS4uXWWV8Yyx3HoOn0oopMFub+pOyxKoOAeDWLdE+SaKKk2jsZehQpi4ucZleUqW9h0Fb5P7n8KKKBmdcH5HHtVvwbI668iA/K6MCPwzRRRH4gl8J6xZQpL8rDiqepQRozACiiupnKjivGICaGcf89E/nXGXWvanqFhb6dd3c01vbu8qCSRmJZsZySecbePTJ9aKKye5R/9k=", 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", "info": {"video_id": "219350", "label": "pushing a counter from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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+0e1OUiUjL1IbmICkBumfSuXlGJC2Tg9K6q/ePOS+eOSTWDPbeY+5DhM9cVi2VsZoDZGcZNdv8PIjI+oDpjy//Zq5CSIIeua7X4bsFnvgc/MY/wD2arpq8kJndTaJ50WWG4Vy+r6HGISiRhCOhHFer3Oo6Loegrc6i/8ArCVRIxudjjsP69K8x1TxPpd7d+XA8oJzhXTH4Gt58uwR5t0cvbuxtNrfe71uaNehLWNGz8vykisVABH9eam068WK88nP3vmX8OtYRdmbTV0dX5z8Y4HpUUr7nyeDih7hCit2PJIqnPcp520EH6dK0ctDBLUc8oRWUDPqe1UXySc9+c/0qVnVg25/YKDxVUtliobJB7c4rGTKSAsSMJwoHU1CCSFPtVnykCHJJbrjtmonCnoPxFKwz2/wrLGqtvdVJGADxVPxXLG0rRxAZxlmrkrbWDCrKshyDzzU0l+0w5bOeua6nJbkWM6UtASBgDqMDJNV2lO4nv8AeP1qxISd5I5OcduKpOCVBx1rGXkUVXt/OVg44/lWLe28axyblGByDV+8vpxI0NuQuw/Mx5/CsmW8a8spRKQrK21sd6S0K5XuVtOlMztGOi1v6OSRNAeiNkewNc/YK0V0/q3NbNjKtvq8W/hJR5ZPuen6047lT1Rs7GkdVHHYVN5QhXccMaeY3Eu4cbTiuegefVPF9xpb6tcWsX7wwiNA2WVCwX2HB5Pp71bVjE6vRZViuWZgMcYNd8niKMaYY1f5sYBrxPwnqlzcpcNcTPKVCEbj0znNdNJqTJGzHhapTSVmHLcTxBrBluWijAZsZYt0FcZPqzmc27qgBJwQPar8t1veSZ+rHNcVcSSXnieCGMEqjF2x2FYyd2bqKSOrsUKwEnqTU8bLb3CMx4Y7fp6UsQWOECs+/cskhB6dKQ7X0OlGduQetCQMWyTgdzjrUehTx6haZJBlTG5f61vraZi3MOg7VcYX1MJO2hk/ZPMA2kACpWiRRtToo61akiKDjIrF8R3M1po7S27tHJvUbl61UoiRM2FyTXM6hdySO7nl24A/kKs6ywh0KHUbDWdQmVrk22biJUWchNzPEBztU4U7vUe4GNLcliG71DNIE9pELSMg8ux3O3qajuJNzGq7TSOc5qOR3HeoZqipfnDkjrWv4avQbSVpW+ZHwpJ6AjNYty4kANT+G5I0vZYpfusMj6ikKWx1HmtNl9pZRwM8A+9IzlSABzUoK7jjlf51FMwZyV+X6dqdzIzptpmyw57VE+TG3XPWnzlndtoyfT1qW0gLs2RlyOlCVxMzHj3Dc/AzXR+CJVglvSCCTsxj23Vk6RZWupeLP7M1a9uLSGZ9iyRzRIsZ6ksZOMYzwOScDvT9PaTSr7WbKTz0MM5iCTgCRQCw+bbxnGM449KtaO4LXQ3ta1iTUbsySE7I12Rj0H/165iyt3utSNyxIhjPyj+83/1qs3EwddozjFS2zhIFVRgAcUm7u5utFZFqTgYrMuiY3jkBOVPFWXmYnBNUrxxsA75qWUdBa6p9otUSMHcMKQD0FWAD/dChemDmsHw5IpluUJ5wpArpYyo42jnvRuc8kk9CswZo8MPlpowPu4461eMG7OCQagNqwYlshB2PVqpRZLY1gzYP45qGQohCjgk446mjXluLfRxNBJ5WGVcqeeapa7o+s6Boul391c3Kz3hk82Jkx5OAhQMcfeKtnHb65ocRHWxABOOxqxC7MxJPfpRRTZTCQ7pMHpnFVS5IY8cdKKKEIwU+cuxHLEk1zoYjV50/h25x+NFFStzo6Fyw5upPbGK0LoZXPcUUVRJ1FhPJdWFu8pyxUZI79q4W/wBRn0nxVc31ts86KVtu8ZHzLtPH0Y0UVb2MCz4TAUXKDp8g/nW3qTssSqDgHg0UVm9y4mLdE+Say9ChTFxc4zK8pUt7DoKKKk1N8n9z+FZ1wfkce1FFAIt+DZHXXkQH5XRgR+Ga9YsoUl+VhxRRW9LYxq/EU9SgjRmAFcV4yAXQzgf8tE/nRRVSIRyuseJH1uO3il0vT7YwIscb2yOpRFzhAC5UDnJwOTzVTqeaKKxe5pAn2qI+AOlVZ/uUUVBstjKcmn6YSt6SDgkGiikKWx1cDsyDJ6DApU+ZmzRRS6kIgKhC2B0qa0+WfI6kH+VFFbLYzluY9xrj6VqN6jafp99FNIHMd7B5gDKOCCCCOpyM4PcGo7K+udTvr++vJDJc3LiWV8Yyxz2HT6UUUmOG5dA61NF0ooqUbA/UVRu+jUUUiw0R2S+YqeqGuwTkiiihGE9zoLCFHQuwywAAqG7hTJOOaKK6o/CZdTm/ErMNDOCf9Yn865i917U7/ToNNuryaa3t5HlQSSMxJbGcknnG3j0yfWiisnuM/9k=", "info": {"video_id": "219350", "label": "pushing a counter from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "219350", "label": "pushing a counter from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "219350", "label": "pushing a counter from right to left", "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": "8dfda48a300a18c650a86d7290480fef6f5c1f4bf7c98201ef36e8ec651756d6"} +{"episode": 77226, "episode_seed": 2130876101, "split": "train", "timestamp": "2025-10-13T03:39:29.246531", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2130876101, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing wallet so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "213854", "label": "pushing wallet so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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04fvJPwrdi4ApoZm+JvC1h4t0tbK+aVBG++OSJsFGxjOOh49a8n1v4Ma5Y7pdKmi1CIchP9XJ+R4P517nHVpKLCufJsiX+iXf2fUrOaF1PMcqFT+tdB4eisdd8RaTaW6ETS3AD/7uRnj6Zr6M1DS7DVrY22oWcF1Cf4ZUDfl6VhaL8PdA8P67/aumwSRShGURltyrnqRnkfnTTaDQ6lzycdPSqk0cbA7kU/hVpzxWTq2pRafES3zSEfKg6mk9NwSbdkVrm3LEiO5mhPbaQw/Jgazmjv45lDz200PO4+WUfpxjkjrXMan4tvbJvNaRdmcFSOBU3hvxWdbnntpgu9BlWXuPSojOMnoayozgrs2phmr8C4wKoy8mtO3XoasyLtumOavJVWPgVZSgR4F8YZLuLx48rq/k/ZokhZk+XGMkA9DyTXH22p2+AtxACOhK8Gvq+a1t7yIx3MEU8f8AdkQMPyNcxqvww8Jaqh3aUltIf+WlqxjI/Dp+lCbQ9GeFR22mXwIiuTGcdHHH5itrw74VNlcHUrlmDJ/qFU4z/tH+ldOPhTpvh/xBBP8AbXvIQpdIJYwCp7EkcH8qseLJDa6VJIvykYwRWVWo2uVHVh6S+NnYaDJ9u8N2Vy00vmshDMr55DEc5yM8Us8F+vzQ30Tj+5PDj9VP9KxPhlK83gWBnYkmeUjPbLZravtRgs3CSFi2MkKM4FaaJanNrKTsV0+0mE/a1iWXceImJXHbkgGmwL+8apWkSWNZI2DIwyGHcUlsuZGpiNCBMkVoxjAqnDwBVuM0COF+MbXA8CosO4o13H5wCk5UBjz6DOK8Kg1DYf3kSOPpX1ttV0KOoZSMEEZBrD1DwJ4X1XcbrRbXeerxL5bfmuKLtbD0PneGfS7kANuiY8ZHI/xqPU9NhhgM0Nwjr6Z5r1jVfgfpU+59L1G4tWPRJgJFH48GuO1L4QeJNPDmKS3uoAMkxSbT+IbFPm7oLdj1Hw75Nh8ONKkljV2SzUqCcZY5IH60zTZG1i1kdb26tZ4X8thFJuXpkHDZ7H1rHuriWHSrG1bKRWtukSL7hQCTVrwO8T6deukgaRrk7gOwAAH9axUuaduhvKnyUrvcvC01aC8jMupQ3NoM71aDbIeOORx1onGc1ozVQm5rW1jC9zSiOKuxkVnoelW42oEXkNTCqiP0qwrcUgJM00nikD5prNTENY5qpOasM3FVJmpiKkgqjN3q5IeDXHQyXOpeMLrTH1a4tIv3nlCNN2WVCwX2HB5Pp70izqdN+/J+FbcTVwPgK/ur77a1zO8u0Rldx6ZzXdRnBoQF+M1aQ1RjarKtgUCLWeacKrq4NSBximIqapeixtDKAGckKoPqa4jUHeZJJJWLMeSTWp4g1Fbm/jtozlYSdx/2qxrxv9GcnOMGuepK7sehh6fLHm6s85u7fUde1KbTLJPMdTlj0Cj1rZ8I6RceHNcMOofK8owG7Z9K2fAiwW+n6pqMn+vNwY2cn+EAY/nXF+L/ABFNe6ssdrIylXyGB71pCKUbmNWblNo9bl61qQHAFeX63cTQaBb6nYa/qU4Nz9mzcRrGs5CbmeIDnapwp3eo9wPToT8o+lUncxasaMZBxVqM1QiarSNTJLqdKcSAMmoUasrxDqX2axMMZxNP8i+w7mhtJXBJydkYlzdm+1KW5z8hO2P/AHRXNeMozNpEqINzOjAfXHFbi4iRVHYYrI1QvJgqMlGBA9a5G9bnqRSSsW/hrMlt4AgeRgqh3P61Q1i8bZNOW+ZmJqbT7dbLTktItywoxZVJ6ZOaw/FFyIdPkK/ewcAVcp8zsjKlS9ndvc2PBWpfb9LvEL7hBclV9gVBx+ea6i0Pzv8AhXm3gXT5dO1Q6NqeoXNg1zLmRoZo0WNsdWL8cDPTvxXWeGpbwarrFpdy3LG2mEarcY3rgsOccZ4GccVuuxxSd22dhE1W4zWfGeauRtTILiGparo1S7qYD+1c5r14ZJ/sitiNf9ZjueuK1NV1FdOsGmwGckKinuxrjlnknkeWU5Zjlj71lUlbQ6cNTu+dmV4gG7TZkU4Ow7fY1zPwu1CSPXbyzcnEqZIP94V0fiI406Y9yhA+tcR8O5D/AMJeWPUhs/nSpbs0xXwo9olqhMeetU/F19LYaG08EzRSCRAGXrz2rndch1/RNG0q9vL67Se9Mm+FkwIcBSgY4+8Q2cfh1zWrZxpPc7xOlWU6UUUgLCdqnydtFFAAppG60UVRBG3SqsvWiigaKcp4Nea6lqE+leLbq9ttvnRStt3jI+Zdp4+jGiipZZtfDoBf7QA6ARj/ANCr0BOooooQizHU4PSiimBIOlKWIjY+gNFFMk89iYvK0jcs2ST+NF3zAwPTaaKK42eutjgRf3FpperxwvtQ3YOPqgrkLI+bfb35PWiiun7Bwy+NnWa/4mfXILeKXS9OtjAqRxSWyOpRF6IAXKgc5OByea9oi+6v0FFFTAifQtR1aSiitDMnQ8VyOsu0uturHIRFC+2eTRRWdT4TbD/GV5DjHvVYqGc5GaKK5md6InYhSa5rUAJ9Q02KQZWW9iV/cbhRRVw3IqfCyTVdYbTPEGpobGxvI5Z95S7h3gMo4IIII6nIzg9wa2PBd5PqN9q17dSeZcTukkjYxknd+VFFdHU847VO1WY6KKoRZjNSZ5oopks5rxVI3nWMf8OWbHvwKyo+I8+pzRRXNU+I9HD/AMJGVrfzWM2ey5FcH4E+Xxc+PVv50UVVLcnE/Cd94/Y/2RAM8GYGuB1XxBql/pcOnXV5NNb20jyp5kjMSzY6knnG3j0yfWiinL4jGHwo/9k=", 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", "info": {"video_id": "213854", "label": "pushing wallet so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "213854", "label": "pushing wallet so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "344d520b582f99e507c9b0d7498d2560b05e875dcf3f426f3252440d79c93354"} +{"episode": 77227, "episode_seed": 2183509084, "split": "train", "timestamp": "2025-10-13T03:39:31.267277", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2183509084, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming pendrive'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "86809", "label": "turning the camera right while filming pendrive", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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en9K6qdX2R5vLGa00Nqws9tkSw+baSKbd3pttDijyPNkTp7ZrUsJklgV1AClenpXMazKJb2QqRsU4XHpROd5ORypOT5H0Op+HrwQjV3lClAItoPXJ3dK9F8MpCIrhlJLE5APYV5N4Rfi757R/+zV6F4duW+3IgOM5BojWko8qeh6tKipYZy66/mdHf2UdxGC7EBCHyPauE1zUZL26clj5Q+4PSur8RX0lpZgKcBztJrk7+xT7LBIk26WZd3l7e31rGbNcBHTml8jCvzm5jb+9GpqMqAKkvgUuokZWUqmMGo2NYM9iC0EA5FLKMFqF+8KWfhjTQpkJGVpbc4cUqjKmmR8SCqTOaTPTvCLbtLbkEo/869zHQV4H4OctaToDxw1e+D7oq6K9+XyPlc2Vqq/rsYfi6VovD8xUgMfWvmfWmYXMjHqTk19LeLjGNGbzfu56etfNniXKahMuNoyRitprQ7cpdqTMdXEiH1HSszUkY6lcnbjdIXGPQ8/1q3A+2TGeDWhYWEN1c4c9BnaOM1g9T0q9NVIqTexk/YXBiWWQhinyHHAHXGfxqKW3aJtjrg9vQ11WoQW4haSReE5FcyLkvcmRwCCeQemPSuilW9meeoQn8Js2dmEsSzD5tmRmnXF79k0FOQJHXAHf61qWbpJCGXBUrxmuV1mTfeyBceWh2oB6UpSu2zmScnyPoZUnDnHQgGvav2fziy8VHOPkt+f+/leKOc7fpivbP2f4fPtfE0fPP2Y8d/8AWVnD4iK/w691+ZB4kkD3Mvpng1ykUx3spJBHSuu8VWwiv50yMBjjFcV5cgucoc1dQ92i7WZNDorX9+0xOS7b5JG6kk1o6pp8YxP5gTyupHpTtIW6N2NnCYO8npio/Etwg091VgSx2jB7VC7mNZuNVQhsc59rju9QV5V/dg4HqB9a7OOOOSIqQCrLj6ivPFyDxXaQSk6KGjf5hF27HFNTb0ZGKppRTRzuuTFrkwpkQw/u1GfTvWLNz5Z/2cfkTWvIkU2n+Y4YzvLtXB46d6yriJovLDDg5wQc5rOQ2kopdiEjFNPWnNSUomcj7ipGIVSxOAOSaWq9+QLC4z08th+ldR8vFXaR51fagX1Ny3Kkn36n/wCvXB+O4VnkAWI/u0yWx1rqdSPlXByM1BcQQapYSrICWCkA0pao+lw84wq67HiEqDzCcdD0rV0/ThdujFXEQwTx2q/Po0KOzEMTk1Pph8mQwk/IR8tYqJpVxSg2ombrN15cMtv5TKzDAPbFcvjmuu8QSCOzZM8swFct5Eu0uqEqOaJrUxp2cLo3tHmV7F4R99c5HsaynVhY7ZIxmSXhmHOMVJo8im5YNlfl+8D0q1o1tF4n8UyWFxfy2sJjla3CR7ssqFgvoBwTk+lXHVHLVmqc2+jJvCwWP7Vhs/c/DrXYWUjRSCSNhvyCOa47wEiXP28TP/zzxn/gVdpLokqyoLaX5GIzntUs9fB1oOhG/W/5nQ39smp2qfat0Sp8z57/AI1zN9cW5YXFuD5EKlFBqz4ivJLa1htPO3AD5yOM4rk57uSSwEacAuWNTJ2NMLBpc19OhFeXDzyxvI2SAR9BSMehqo4baufWrRGUB9qyPRhIeh+YU65IBP0qNeCKkn5XPtTQ5siiOVNNH3xRbnJI9qrajI8NuXjYq24ciqSucdWainJ9D0XwVJxcKTgbP619CD7o+lfL0aR6do8OpaPrWoOslx9lJniWNbghQzPEOu1SQp3eo9wPqBfuD6VrCNpM+VzGvGtNSic3r1zFPctbMoO3gZ9a8K8bW8LapNLHkoWxkjvXqmr3oGqyMW53GuV8V6NHeaU91EQGJyQB3rSex6eA5Ye6+x495SiUEkgZrZ0vT2muFbeQi8kjgn2obRmjGS+fYVuaU3+jvGQAV/WsUjoqYpRTUTC1q8j+yywjcJCcYIxXMgc11PiUIIFO0b2bGcc4FcuVZeSpxSmjOlblujpdNlWTSyin5lUg+1Yj4awPmRgyPKArH0xVrRJVMsg3lTgE+hFV7++W5nfbhYYhmMfSrT0MGrVJWMqZNhXkHr0r2j4ATiFPEQP8Qtxn/v5XlfhSx0zWvEkWn6tdT20M7bVmSaONYz1JYycYxnjqTgd69I+FEL6VqviqzKzxfZ544tlwAJAA0gw2CRn1wSKcV71zjnVjUk4WOj8c6RJAqSopbcTz61561hcb9zoQAfxr2LxBNDd6EgMq+ZG+CM9OK4ea0LjIPvVSV2ehHESUFdai6RFCLJmQc9GJrk/FFpDDiRAQ7t0zwPwrprOYW3mRkjk5xXLeJJ2kvohjIUcCoewYecpVbtnNKdrfMCK6TRGEkEyCQeWT8ynsMc1Wit0u4HQxc9iKJoI9N0ubYr75Bhm9PSoR01qqkvZ9SC9u4JZWWFAsNuNykfxVz8shdsk55zTmlY+Yo4DYBqA+lTKVzNuysh7GkFMnJEWVJByOlbniHwlqHhzw9pGoXjTLPfGTzYTGQLcAIUDH+8wbOO3TqDioxe5zVcRGnLlZ9lVU1NQ+mzqehXBooroPBpfHH1PMtUAEjcCsRb6a2liEe3ErFWBHbBoopS2Pepa1Fc5+QiaeTeq+vT3rIu/3Vymwbc+lFFSzGt8Zh647PDFk96oWbHcVzwVooqHubR/hFmU/ZrF3iVQScHjrWFp+q3Oi6umoWmzz4twXeuR8ylTx9GNFFUtzgr/B8zp/h0ivJfBhnBj/APZq9UdVSFWUAEDiiik9zrpfwI/11OJ8VyF75FOACnYVlzxqihAONgoorGe57uG/hxKjqPKY+lSA8D6UUVCOqAGiViUPNFFUip7EVmSX5qDVji1PH8QooqoHBif4cvQ1ZPE76+beOXStOtjAiRxPapIpSNeiAFyoHOTgcnmvrM8QH/d/pRRXRHc+Pq9Dy3VUU3DMeu4/zqA/vNDuVYZAxRRTkevT3OFuIkJbI6E1TiPlTsE4BFFFZsmW5geImJliBPqaowMXR0bBGKKKOp1R/gluOCOGym8tQCQcnv0rmZSctz2oopM5pdSfS9ebRzPGdN06/imZXMd7B5gVlzggggjqcjOD3Brv/hrfXWtaprl3ezu813JHLMw+XcxL+nQewoorSPQ48L/vH3/kej3Wn282lXbMpBXaRhvwrhZwUPyu4wegY0UUpHpOTcVqRRyMZTk54zWfrkrRxxsoGeeooorJk0vjRX02dyQvABGeBVPXpGMDjPG4UUUnsOf8VGDgeSh7ljTABzRRWaOohuD+5/EVZv8AxLq2p6TbaZe3s09tbyvKgkkZiWbHUk8428emT60UVvDY8rF/xEf/2Q==", 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", "info": {"video_id": "86809", "label": "turning the camera right while filming pendrive", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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myJ09s1qWEySwK6gBSvT0rmNZlEt7IVI2KcLj0onO8nI5UnJ8j6Hsn7OoAl8S46f6MR/5Er3WvCf2cjk+Ij7Ww/8ARle7Uo7HnYj+Izw/4oSvLqcq5BUEkYryeSXbMQa9c+I4jMs5jGXDfMw5xmvG7pv3mc1Mz6rCStSiOvlLadKqjIDo/wBOo/qKz7S2mlZyhKhVO7jOQeMVortmiXdW7Z6fBBagr85kGS3rWSWpOKpxTdR9TlvsR8nzIzvUdR3FS6bbebdcZIA5qzqzR2zmCAY3fM3+FTaJMhZkIHmY4PqK6417R5LHHUppxcol5IxDqkQUDb5ZJNYOt3YvLyTacrGPlIPB9a6LWpBFYEqFEh+QHvg9a4x+GI9iKxk9LGMff99+hFnJH1r2u4a1lu4IhhShHmMvT3FeJr1B969RjmKyhuuetOlVlT1i7Hdgaam3zHpTohRQp+XbXL6zINJtpVt3YS3DbvoK19NlaTS4nLZ4Irlp5Dq+qSwzy+WEVjnGcAUpu+oYem/atSei3OdkcyR3IPJaMk/hWbENwrVngMSzSJukjKEBwOKyoT+6rmke7Bajsc04D92abUq/6pqEXIrn7/4Uxhhqefv0ko6Gmc0ja8PybNQt2zjDivdPDWUstTXOMRrg/XdXgWjvtuYz/tCve/C8RubW+Vj95YmwP+BVUVepFni5mvdTf9ao8v8AEkge5l9M8GuUimO9lJII6V13iq2EV/OmRgMcYrivLkFzlDmt6h3UXazJodFa/v2mJyXbfJI3UkmtHVNPjGJ/MCeV1I9KdpC3Ruxs4TB3k9MVH4luEGnuqsCWO0YPaoXcxrNxqqENjnPtcd3qCvKv7sHA9QPrXZxxxyRFSAVZcfUV54uQeK7SCUnRQ0b/ADCLt2OKam3oyMVTSimjndcmLXJhTIhh/dqM+nesWbnyz/s4/ImteRIptP8AMcMZ3l2rg8dO9ZVxE0Xlhhwc4IOc1nIbSUUuxCRimnrTmpKUTOR9xUjEKpYnAHJNLVe/IFhcZ6eWw/Suo+XirtI86vtQL6m5blST79T/APXrg/HcKzyALEf3aZLY611OpHyrg5GaguIINUsJVkBLBSAaUtUfS4ecYVddjxCVB5hOOh6Vq6fpwu3RiriIYJ47Vfn0aFHZiGJyan0w+TIYSfkI+WsVE0q4pQbUTN1m68uGW38plZhgHtiuXxzXXeIJBHZsmeWYCuW8iXaXVCVHNE1qY07OF0b2jzK9i8I++ucj2NZTqwsdskYzJLwzDnGKk0eRTcsGyvy/eB6Va0a2i8T+KZLC4v5bWExytbhI92WVCwX0A4JyfSrjqjlqzVObfRnq37OyhT4iAbP/AB79un+sr2rULgWtlJKfTA/GvDf2bHL/APCSEnP/AB7f+1K9f8UzeVpoBPBNXFHnO1Wv5HBeMEt59IlO3DOQFCjqRXiF/bhZSuOQa9zHlahF9mcjGcgkdDXmXiLQGj1eZQ+ADmoqI+kw1SKpWe5ytrAHwqsd2emK6GOEadYIZSx3nJI6L/hVe0tvsNyGxuGQOa3bxVePBwVI6VKRlWxKlHk6Hn+pTLcX0kiHKdBT9KlWG+jZzhTxmo7zD3cpjX5dxxgcVXD7Gw4I9ah6MqytY39Y3Nd2ygFlPUfjWFdIklzI0YVFDEAdq3by/W2sFZG3yuuELckDvXM38uEXa33sOceprVnEpcsLvoQrXpsZBO3IFcjrWiaVaeHLbVdL1G8mDXX2XNzAI1uCE3O8Qznapwp3f3h7gd9HpUFzGzRy4cDIqbWOrLa8WpP0/U19FuZArxbS8IGRt7Gqt9b2enSSEuWurjIGP4QaTSbW4sFmuJpgF6BfX3rlrnUnk1ASO25i+40m9DtjFTqylF6D766eALbI2MKVf3z2rGgb5CKW4kllunkc8ls1HbD53B9aybuehCRMDVhMeS1V8YapYj8jCkjVsgZh5lOkHAqOXiSpn5QH2qkjmmyfT22zqQec1754SuRHazZP34o/w4avn3w1Faaj4pXTtRvri0hlfakscscaxnqSxk4xjPA5JwK9P8FXV7Dd61aXU9yfskqxIlztDoAWGDjjOAM44rSMXzJ/1seBjcRCq/Z22JPHOkSQKkqKW3E8+teetYXG/c6EAH8a9i8QTQ3ehIDKvmRvgjPTiuHmtC4yD71rJXZpHESUFdai6RFCLJmQc9GJrk/FFpDDiRAQ7t0zwPwrprOYW3mRkjk5xXLeJJ2kvohjIUcCoewYecpVbtnNKdrfMCK6TRGEkEyCQeWT8ynsMc1Wit0u4HQxc9iKJoI9N0ubYr75Bhm9PSoR01qqkvZ9SC9u4JZWWFAsNuNykfxVz8shdsk55zTmlY+Yo4DYBqA+lTKVzNuysh7GkFMnJEWVJByOlbniHwlqHhzw9pGoXjTLPfGTzYTGQLcAIUDH+8wbOO3TqDioxe5zVcRGnLlZ9lVU1NQ+mzqehXBooroPBpfHH1PMtUAEjcCsRb6a2liEe3ErFWBHbBoopS2Pepa1Fc5+QiaeTeq+vT3rIu/3Vymwbc+lFFSzGt8Zh647PDFk96oWbHcVzwVooqHubR/hFmU/ZrF3iVQScHjrWFp+q3Oi6umoWmzz4twXeuR8ylTx9GNFFUtzgr/B8z2z9mn/AJmX/t2/9qV6x4uG6CFT05oorRHNQ/io4OP93dLt9ay/FUa/2kzY5OP5UUVMtz1o7M5S5iRVJA5HNMuJHNoef4DRRUGZxaOyyMQe9XxBHPMjSICRiiikdlboU9c4mUDgBKwpz3POMdaKKOpwVv4Zs674sk8QwW0M2kaZam3VI4pLVJFKRrnCAFyoHOTgZJ59a9d0iNAjHbzjvRRVSFgfgl8v1DU3MdlcKoGApwCK8/tlDmWRvvBeKKKynse1gfhZHIo30xAFmcCiisUelHcfSqSM4ooq1uavYrTk+aKtf8sVooprc5Zmfba42k3l1GdO0++imkVzHeweYFZc4IIII6nIzg9wa9B8H3dzq11f3F3M7S3TLLMy8bmOfToPaiit49D5xf7y/V/qdfdafbzaVdsykFdpGG/CuFnBQ/K7jB6BjRRTkdDk3FakUcjGU5OeM1n65K0ccbKBnnqKKKyZNL40V9NnckLwARngVT16RjA4zxuFFFJ7Dn/FRg4Hkoe5Y0wAc0UVmjqIbg/ufxFWb/xLq2p6TbaZe3s09tbyvKgkkZiWbHUk8428emT60UVvDY8rF/xEf//Z", 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", 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", "info": {"video_id": "86809", "label": "turning the camera right while filming pendrive", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "86809", "label": "turning the camera right while filming pendrive", "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": "afb505b3541bdfb29daaa1a1bec2270a1031c27125c3c09db3027db041301217"} +{"episode": 77228, "episode_seed": 796570936, "split": "train", "timestamp": "2025-10-13T03:39:33.550696", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 796570936, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw wrist watch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "74688", "label": "pretending to throw wrist watch", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "74688", "label": "pretending to throw wrist watch", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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C896T/q4ZJR+AOP5VVCShuc2KpvkTXWx4t8R9UW91682tlTN5YP8Asr1/9BrxnVZzPfyNngGup1zUmkmd2bJAJz7n/JrinYs5Y9zRhYO7m+p0Y+ajGNKPTT7jqfCWoGx1O0uM48mdW/DNd34+VY7i5AJAkmDrj0I3V5bps6I4UtgkHNejeLNUgvNF0m6R0eSW2AkAbO1lBHNOorSKpzTpHCRmMxjdu3fXinhkGBk4B4zzVMuVVVxz2rX0WyEsoaUZJPANEnyq7JpUnUnYltJ4oyDIxA9AK2bSLTdZkSG8ikhyuyG5jOdhHd17gnv1FaC6NBJEMLznHStDSFm0C6C3doZbBjjcq5aMk9fpXFLEKS93c9COCUd9jDsLVtC1NbyKdMQORKpOVx0OGHUfhXofjzXraDwRLHa30UjyRJEFjkDHnk9PbNc/r+hkRveafNAbK5jLKr5XB7gHsfY+leW6hLInyg/K1bUX7RanLWfs2uxn3c7SJtY4JOMmqMi7GxvVvdTkU64JyB2+tQ45r0YKyPIrzcpndfCm/Wx8U/vW2xTqYnJ9CDWZq92dS12ZkbdEjFI/90GsbT5WiEpRirHHI/GtbTrfLBiKxqaSbO7DXdOMUabTG009gpw0nydex61nxAMRtHA6ZqXVG5hiHTBJotFHHGTWMVpcqvK87djSsIxkbmAx612Gl+FZ9W0ZdR1Oztv7PdSkUu8rPGqkgMoxhlJBODXM20AcbVIHQe5Jr1NrWWTSYreVwLO0jAWEHl2AwoP+znk+tcuKquNkjSlB79Dze3totIvBfW0rA27ndsGVdenAPTIrpfiF4w0nUPCxs9NujLIxjVhtK4Ucnr74qpqOmW8sEiw3DwyJFh0271OB+YrzLUAwbgnHWtaD9otSqsnC1jMuZQ21XJKk5OOtVHKknZnHvUk4+f27VDjFelBWR5FaTctSWztZbu8htoELzTOsaKOpYnAFeu+ArwNpmuWEjgKbfzgT6oeazPgZ4e/tfxz/AGhLHut9MiM5J6eYflT+p/CuRXUJ7OCaKFyrSq0Lkd1J5H41jV952OnBNRuTXV62qazJcc7M7Yx6KOlat5KI9H8jI3yMMZPYcmsjTICDuNOvpjJdsoPCALWMknJLsdrk402+4IuWzWzaRI8f7zCx8biew71nWsecdM+9b+m2LXtzDZMT5UzhJDjopPPP0zSk7I54orjSLnZJqWl3cUsCFkcA/vIAwI+cfQ/eHFdX8N7i4tb/APsq4jdS7B4+6n1GRxXS+IbkXsBh0u3it7eMLC0oAGScAID9Ov4VwGoS32jSRSwi4triCTMcoGAeCMg9DxXJSrupozrUeRXSsdb8ZfEEotLKzLcPK8hHsBgfzNeFX0rTOoAJ4ycCtrX9dv8AWZ1a+uHnlQbQz+npXNySv5jFWK9uDivRows7nDXqJU+SOxE/Aoi4NHXrQODXT0PO+1c6fwxetZ30EwP+qmV/1r0Tx+VE1wytgTSrIMehXdXlOmzIkgVmwSDXovinUobrQdIuFdHkktcOA3KsoI59K4qitI9ulJOkcRHsaMEuwYdqjEpikJTluxpisVUfpVyxtvMdSw4zRJpIdGDb0NPTLCFYf7S1AHykXO1Rktj0ojtNS1rWI7mR0hM6gW6K33McpGfQnsfX0rd1C3iOhNbywS7WjJSaMZ8ojpkDnB7ml0qzub+EXVvZXMVvG4aW4eM7UK84B9zjFYU5cylNm2MThKNNbfmxnhs3eja4k0mZIpmKSMPvAk9WB75r034h6vNpfgeeLdjfEkIHuev6A155q+l3VtaThYWmi2hvMjOdp4ySOo55rjdY13UbyH7Pd3c86ZyFlkLAH15p0n7RXMqjUWrrYx725aaM9SWOKzGVkOGBB9CMVJcSHIHcelQFmY5Ykn3r0IRsjyq9TmmTWxPmCt26lVLKNGdi5UFV/u1i20bDEjDA7e9XER7iXJyazqWbN6EXyoktITNLk9K6nS/LglTzHVR6msy1hEUfSnK7PONwI/urjnFc1T39D0YS9klbc9LtbjS4RHP9sjbcc7AaltfGWiXd1NazCSO3Rf3kki4VfmC8+2SOa4K3l42KMKMgY7GsGNpE1GdzgkE8MMhs8EGuSGEjJtNnXXxLjTUrHq+v+HtT0jw/qOoWNwstlMwLBjnbngOp78HB9a8imjKW584fvB3zW9Y3t5awfYzezvYsT/o3mHYWHQ7a9n0zwJ4asoLfUPsC3d3LCjsbzLqjY5wh46+tbpqgvePKq1HVabPm+PSb6/ANnZ3FxjvFEzfyFQ6to1/ol0lvqFu0ErxrKqt3U9DX1BqNwoh8lSRGBjZH8qj8BgV51448Ot4isVkh+bULZcQFjy6f888/qPxHero43mlZqyMauGbV1ueZwaNLBoVlqkmQl7PLHGPURhcn82x+Fa9lGEQV1Xja1trPw54UsLbBitoZVyO7fIWP4nJrm4BhRV1Jc2p2Yen7NWZlXx86/kUMBsGAD3qzaAbT82D3+lUrht17IwAAznirVrwwBBGegxyafQwTvJs6HTnjhnglLFkVwzbecgf/AF69Attcs763dVkwxBB3Haf17/SvN7aX/lmB8g447Vdt1di4RiAASSO49q4a1NTlqepCCjSujclkUvcxhgGKHg8HPpXm18jFymw+ZnaFA5P4VsPdzWmosruxBXdtY54xXu3h7QdM0rSbO7ttOih1GS3UXE5QGTeOGwe3PpWkX7BXZ51WfPax8/2/w78S31uJ/wCzHtoSMiS6YRA/QNyfyrJ8U+GbjwvqUVpPKkwkhWZZI/unPUfga+kdTn3Zx8zd2bkmuJ8R6Fa6/YfZZsIytvilxyjd/wACOD+B7VVLHNz95aGVTDXWm51PwS0ZdE8CLdSJi41FjcNnrsxhB+QJ/GvnRI9020cgE/zr6h0HU4jp8cUQCLEnlhP7u0YxXzbZQ5lLH1NdXPdXKhh+SdjRtoxFECewzWOrNJKzkcM3JrblUG1ZckZGMisaI7dygnZnvWce5riHqompaBlCkLknue1dj4UUNqkZk5WOMt+J4rjbRnK/KxXn7w/lWxHJkFo2bI7g4NZV7uLRthqfMz0/VpmbT0wFKxnK47e/1rh9cnd9CdWdm/eDIz15pE125jsmjcedgZyeuex3dfzrPhvv7ZtjYqvzySqqg8EktgYI965KNKUWmy6zUW4nE3qYcsPXj6VlSphzxXs1j8Grx2D69qCWiqxAgth5kjD1JPC/rWv/AMIB4a0qSOSLTjPJGwbfdTsxOD6DAH5V6H1qnT0PNlTdRaHz5XSap4cbTfBOh6rKpE2py3DrntEmwL+ZLH8q0/FHhGb/AITKGKyhCWuqXGIAo4iJPzIf93OfcV2XxstobXRPDFpbJi3tIpok46ACMD+VdSqKSTXU5fZSV7o8bts+aK6WZQNPQyuwG0Ff8+9c5aDMq/Wta5uWvp1XhUUAACpqrU3w/wAI+2h+0uDjCjgV0lrAtvbmQ7cKOM9z2rOso0hjDudqKMk1M90bmUIVKRr0Q9T7muSacn5HqwlGlHzOj0W+khv4jPMPJbJcOePb6V0dnqSNcX1rb/ZI4o92MXMjO3IOdmNq+5z9K4e3cOoQYHGAfWr1jfS2sU3lMAd3Q9Dx6d6xcLt27DrJqnFt9TXvZCbG+3E52Hr24rzTUEBYtxjp+NdVDrMkxuYJRjcCD3B/Cu4t/g5p6MJ9V1Ka4jcCRILUBBgjPLnP6VVJqinz6HHWkpWseCTocg1AwIOCMV9ITeCvDFhFsg0W0z/fn3St+bHH6V578StA8+OLV7O3jjW2iWCeKJcDaOFf9cH04rppYyE5KKOOrQduY4EZkbFa1lb7QDiqlpBlgSK112xoNxAHTNOcuh30o21ZHdMVQIoPPekhISRNhkzjkHtVi/Ui4hjXODGMAfjUKOItxcYVRxngY71C2MZScpNl9riOwsnmkIJPzBf7xpfBunjULi6vb9P9HADD1Zt3b27VjWccut6gA24QJjJHYV39rGlvbrBGhVVACgdTx1/+vSk/Zqy3G5yrNLojOhsU1H4l6FpVrEUs2nTaDySgbc2cewIr3hLu31C0nltMNHFdzQHHqrkH9c15r8P9KNx8S4NRcAx2ljK4bHG84UD8mb8q9H8PaFa6HYT2Fs00iSO1wzTPuZpGOWPtnPQVhiJRdNLqYNuNTyRzmqxtFkA4H865yWYruUnJ6g13esWoxkjjH615MqT6h41utLk1W4tI/wB75QjTdllQsF9hweT6e9c+Hg6j5UdcqsYR5mZvi6VpGshn5QZDt9CduawpH8qylf0U4pj3tzfFGuJmkwMjd2zTphuhRMjDuAc+ldyjayZaqc0edGSsbRn5gQ3B5q7E22SMiRmYjGCOlWNQAEscYGFKAjjvzUUR+fB7DIGeuevNXe6ORGzp8O4sTjk7setbtvZoIlfeVYfMCBkdelYen7wysVOB0xW9CxWMRlSQBgerVzz3OtVZOPKjnrjSjqHjnSLJQCt7cRoQOQAXG79M19BWmqQax/a62wA+w6hJbMAc8gDJ/PNeaeDtIN78RtHvWBaKzWWRyOinaQv6mvU9J0mx0ySeKytkhW6d5ZSOWkkJyWYnqamvUg6aj1OGbtUv2Oa1i3KjIzj0rlZ2KFkHQ+tei6tbDYWx04Iry7xo01jYPLbuY33qAwPPNclJXlyncprk5i3Yag9rd8n5ZPlb69j/AEry+0TaD9a6fWAsGgxalYazqEytcm2JuIljWchNzPFjnapwp3dyPcDnLYZANekoOCswpVlV26EOpXDQ+TGmMtljxVGEHKkqG5+7nrWkYlutTVSM7B36Y/8A11XliRZ3WMHCsVyT+tWmloYVXedya3+VnV0KuMgD0rXtISYgckHbyaybdVD+YCcHpk9q6KxfdHgAdQR/I1nUNqFVw0LQtGEPlPEQPvIT0J9KzvANi+r+P7XTxlFWR52YHG3YpYfrtroZH3I20/Ln5ql+HGl3Ta54x1GztzJdQWDQ265C/vZenJ4H3aKNndMxxM27zPWb4s8ImDZaRA4P1ArkNRfDHOWPXNdTo1jdweFdNtb5o3vLWBYJmRsqSAOQe9YWs2h3OR2rzHpMqjK8bHNTNG+1mxkMGUkcow6MPz/ImqfjmE+Ivh7cygZudOYTYHYDh/w2nP4Vk2ki33jOXSr/AFK6tLeSXYjxyxxrH6li/GMZ4HJOBWRqHiS/0CLW9KJuPNllNvm52740XcCCBxuIIBxxXp0acopSJdaMr02cBFGYYwzD526D0FaWnwBiGI5qnGrTSZNblpGsagsQB6101JDoU0vkLdsVCRAHH3uO5pbdtsy7XZsgfeH51Lfq327yufuKQB24psJySNvI4A6cVitiXJyk2bFjbZhwRkDr+NXbayZb6VWjygGTx0yo6etV7Dfgq2VLLj/CtwOGjxyMHA4+8fasG7M3lUdSKRznhzTn1L4m6fpcihklu0MoxwUX52/Rf1r6CPkyafDJA4kjw0YcHg7WK/0rzD4caZNL8R9S1JFXfZaczxFjx5j/ACrk/g1eh+EtDutG8KRaVeXaXU8DM5lRSB85JIGeeD3pYpRcI9zj5mqnkjD1LchIZSSe5rBlkR0YOqsMEFG5DA9Qa1viCZ7LRmmt5HikEiDevoTyK4PX9P13Q9G0y+u726E14ZPMiKYEIG0oGOPvENnHb86xw9FzjzI3nXjB2ZxtsgCjAqS5IWJPlVtz45+maKK7upvP4CW/ZnnjViSEUBc9h1qtqsm3RIVVVBaRgWxziiinHdHE+pr+HLaKOBQoIJGS2ea6WJcKDuYk5ySeTziiisavxM6Ifwzq/h9PLH4i8hXPlzRPvU99o4/mfzr0yDi5j9ziiiuCp/FRyT3foUNWQeU/FeB6/qE+k+Nby+ttnnRTNt3jI+Zdp4+jGiiujCfxWXP+CjmYBtYKOg4FTzxiWJQSRjkY+tFFdsviOin/AAf67i37FzbtgBlBUEdSAeK0LG2hk0We5dMyoTtJNFFQ9jFfES6aimYLjGO44rejXDcszE9ycn6UUVnM3T91m94Ud7XxRp3lMw8yby2GeqkdK9WX5ZkI7MKKK4a/xo5J7si1RFIcY45ryX4iIo0YtjnzF/nRRVUv4yNqX8FnCa14kfW4YIpdL0+3MCLHG9sjqURc4QAuVA5ycDk81St+lFFerVFgepDazP8A2nCvGG4I/GllUf2hdj0LEfnRRWfUU9hyqIsgcjAbB55NdJpUazYyNv8Au0UVNQ2srGjGAFfH8DbV9vf616P8O7WGDRb+eNcSXM/70+uwAD9DRRXJWbUHYzxGy+R19uAVmB6YB/GsHV41J+uaKK5X8KJo/Gzw/V9XOk+IdUjOn2F7FLPuMd5DvAZRwQQQR1ORnB7g1yWv3txqV617dyGS4uHaSRsYyx9u1FFe5S+CJiv4rIbRRxxV+VzH5SgKQzcgjPSiipludy+AsXrM94dzElPlBJ5xWkIYv7Gt5BGokdtrN3IzRRWb2MIfEy3YDZAXUkYxgdRWtGSYfMPLMuSfxoorGR0v4bne/DZhjUhsQMUQlwOSOw+n+Nd1bgecw9UOaKK4p/xTz5dThviao/4Rlz3E8f8AOvHtU1zUb6xh066u5pbe3keRBJIzElsZzk8428emT60UV3YP4H6iqbo//9k=", 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", "info": {"video_id": "74688", "label": "pretending to throw wrist watch", "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": "0ca2d3fdb434a1e99949d979bd90487754203e647a65b4073738cb8c251d4a6b"} +{"episode": 77229, "episode_seed": 34257420, "split": "train", "timestamp": "2025-10-13T03:39:34.709000", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 34257420, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking broom from 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "145561", "label": "taking broom from floor", "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": "6106d14e54f79820b6e4befc6b7d137a8820fdf04b621ff14388bae80db34edd"} +{"episode": 77230, "episode_seed": 457783864, "split": "train", "timestamp": "2025-10-13T03:39:35.863563", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 457783864, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of duck to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "13945", "label": "showing a photo of duck to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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EVYG08bUx6+ZVON2IU5YYHeIGrJkjYY+UHAxuj/OnyjRU8TMF8NYJ25dR1z39a8t1KS//ALUgSwtJLkxIZWUJuJ5xk47V6T4uY/8ACNRgY5lX7owO9cTpd5cafqIuYFBfZt5PUeldVODdKyE3qcVqF1BMyiGHyWwfMTsGzUVtBvG8jCk7QT61p67jVdZuLxVWJpGyUUYGfWktrOR0VMjaoO38etTGi3IOYoqpIFbXhzMdxJ+7Z92Bx2qS201MjzMY9jXTadp8SAGI7FHquK3p0XGV2JyPQPByE6cGIOSx6jFdB9mheViVhJJOSQc/nWd4XT/QFPXk81sLHN5p/f45OA0fFc1Ve8JGTrKLE1rHtjXhjgsfaqEZjJyPKJ9nNX9dklWS3WQgklsNGueOOtZ0UhVsvuwSTjyqxaKTLEW0yIdqZ3dBJXJeLWU66QWbKxL8oNdVEyNPGUKdcYMeD+FcP4w3N4jnwD9xB+lb4aPvg2cQLm+itXuNQ0x3064m3CYqQAQSBg/hWBLIJpWKg4JO0V6A2rz2nhm405o43tpVKbTztz3xmuLisNkyuj7sHIyO9OVF3sO437P5SAEYcHBHcHHQ0pjJArVh052AZyCSSSSepNbNhptuHG5CzDphd1a/V36E8xpeGfMItU8p1AIXcO9exxxL9k2tjBx1GRXnWjWoiuocPklh8uK9MWN2tgEZlORyo5pYjSwrjI7aPh1SE7fQEYrlIzJhiwl68YYV2Hl3CQkpcZI/56R1xEcgYFWMWOg+U1xtXGi+pkI4Ewz9D1qxasSzZ8zAA+8BiqEUoTITyOCD94irduAvmttUHbzh80rFXPJdaP2y0uIIzsaWTBIHbdzWZ4m0PUvDNokZvVu7C54V1/hI7EduK1rmEqWLZxnPFY2p3ouykIaR4k/gk7H2rurU7u4kzn7RBIzSOeEGcf3ieAP8+lWjCWkOBnoOPpV+2sEeQAR4HUAVtw6WqMCAoJ9WI/pRDDNoHIx9J025N0so+QL/ABGvYPBVuytKzOHyByBg1y+n2T7PmEbqP7o/rXc+FIsNIQoUccCqnBQhZE3udG2wS4bZnjq+DWXrwCvahCdpDHON+DxW20EbykssZOBncv8AWsHxHHHBNbeWqgPndsfbjGP8a4WMzkdSeCpI45i71LC6GVBui3buPkI4qCJnVgcSMD/00BFWImdpkOJl5wcgYNKxVzj/ABbJH/b7hgCyxpjJ9q4OOz1+y0l9XeBLjTZZC8gyGxyRkjqOnWux8YKz+IpzjjYg/SsCbV57PSJbJLlSkqlHi74PXHFdrp3pxEmcPuNxMcL8ztwB6k1eaAIoQfeVipx64Gf1qSKxjEoeMsD29q1rfSSUUjJx6DNTDDtg5GKIHcqFUkk9BXofhmC4L2qPEAqkDg4IFUbDT9jA/ZWP+192ur0a2SO8h2Bt24Z9K2jSUEyXK56JFHi3AAbqPujJqdIifny2Rx86Cm+SJbZVOeoPDY/WnCyZYv3ck6YPZt3HeuCW4HnlqrYwUccdVkq4rMnJMw7DgHFYtnqGUCJNGZB13AitiK6YrwEd88hGqrDTKHi+ZY9Ft9+TukHUexrznUmSS3ZlzhevNeqavpCa5ZwwyyNFsbeMDPOO9c5cfD64aJ1t76Ilhj94hH8q6qU4qHK2J7nmcJy+etdFoluJ3+7jHvWs3w41lHPlfZXU+kmP5itvSvB2pWCgi0BkPU7wa2pOKd7kspW+mnfxJjP+zWmtsEIGzOP4sVsQaJf4w1qR+Iq7FoF+xx5WB/tMKqVSHck1vDkeLGPjFbUQO4/fXPfORTNPsDa2iISCwHOK84utV1WbxzqGmJrd1ZwK8nkrCAwyqbgvsODya8urUTk2jRHTeK9xls8fP9/qdvpWVGrBc7ZQR02vmuR03xDqOoSl9R1CedUUFRIN2M9en4V01vfF/mWWEpj+LINOOqBGlbs3mqpM3H94cH8a4fxTcx/2/cqwyV2j9BXcQ3DPKAEBQ9GDVkan4Qg1O9lu/tUkckpyRtBHTFb0JKErsbPKNVCicMAfm5Bz296Zb9MEDmvQbr4c3Uzfur6BlCkASIRz+FV7f4c6ssieYbaRB/clx/MV0KUHK6YmQafYCS1U8pn0Oa2raw2LkyF/bArVtPDWo28axLboEXoA4rTj0C+ZeYVB/wB4VrOrDuRqZemwn7dF8hHzDtXoEafuF47+uKx9N0G4juUkmKKo7A5Jpnj66utK8KtPYztDMJ41DqcHBJyK8/EVYtqxSR0RyIsgyDg8da86thkYEz5+oNY+pa7qkGjx3tl4i1ORWn8jMyqizYXLNH32g8HPqPpTrC7GwSAxEueSSQT/AJ5rCnrcex0YjZh98HHqoqVQ0VtOzFCQhOVXHas+3JADRoWPfbJkVoWudrhmkPs4q7FHk7XMj8N0PUVhzwSG6bPKbsA9cV7s2m2M3+stIW+qCqVz4X0Pyy7aSj/NkiMEH69a63WjLdCseU6TbSPeRgIxA6la7uKyUkDYhArorPw1ocaKYrWWIMM4JatOHQdMGCpkx/vVp9YglZENNnLraggKPlx6V03hm2KCRic5Iq8mi6cDj52I962LK1t7eAiGPYCe/U1zVsQnGyGkABEhOXH4ZFc14vG6az2mPI38Mv0rmbzW7+Tx/faZLrV7aWpn2RtFNGix8A87x0xnjrmsYarqc+rXUGoXN9cfZZGREnK7l5xggcZ4HTjiuSDvIbOlSElf9XGT6jIqzboyyqDEVUdCHz+lZUF05G/fKi4yFMea0re4aSYYdCp/hIIatWhpnD+KbzHiC6QrnaVH/jorjdVX96rKnDc59PavYrzwzpmozvPPE/mucsyuRmsy4+HmnTksl5cxYUjB2sB79K7VVg4KLFqeXW4ZQM8A122n2KS2SMy5Dd1Fadl8PLcuskWrRzoMEBox/Q10kHhS4jAC3cRA6Daa1hVpxW5LuYFtYRxDKht3+0a1NLgk+3xZX+LrW3H4ZnK/NPH+RrS07QFt7lZJLgOR0UDFZVK8LPUEmaCqBCoO0c/xVNtUx5CjP+y1c/4/vbrSfCzXFjcPbzCeNd6dcE8iuB1fUPFek6TYXVzrF6JLouXjK4EWApUE4+8Q2cf/AF68xzuVYxrO4mQsRIfoQK6W1KuyhkXkZJAxRRXRLcUdjdi4C/SrMdFFSMVrOOSZZt0iuMfdYgH6irI3R42yP17miirEXI5HGPmPSrcAMiKWdufQ0UVEhGkoxGAOwrwXxFfzaf461K7gCebHcNjcMjldp4+hNFFYFIzNJZozMEYjCjpXWWM0gZFZ94IP3gD0ooreOyJ+0blgwkIcoobJGQMVqJRRQiiwgzwehpbbT4YN3lGRQ2OA5wPpRRVIGXokKuR5j4HqatIGJVd7YPvRRQxF6KFVYNlifc1yXxQOPBrn/p4i/nRRXNLcaPJ9U1xtWhijksLKAxIqRvArqVQfwgFiAOc9OtX7GZ1hjO7P1GaKK0pbEy3R0OnymaJtyrzycDFbK5S3kZSQccc9KKKplIWK5lBhXdncSDke1XrKd5VXdjkf0oopoDVh6Cr0QHHAooolsBajAA4AqRDlTn1IoornYlueF+JtUNh4x1pGs7O6jkudxS5i3AFRwQcgjr0zg96yoLye81Ge4uH3y3Db5G6ZJ9MdKKKun8Q5bHV2K7FRlZh143cVp2c8jSRBjncSCSPaiitWJGlbys5IOOPSrycnFFFCAmhtYAWIhQFuuBjNXIreIfMFwfrRRVdALiW8ZxkHHpmrUcaIcqoBoorCbYI5L4nf8ic5BIxcRdPrXj93rN/eWMdlc3MksMLNIu9yxJbHXJ5xjj0yfWiioRR//9k=", 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", "info": {"video_id": "13945", "label": "showing a photo of duck to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "13945", "label": "showing a photo of duck to 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": "d333bf3ed1529c7b09ada1554e04ff38aa591b2a7ff526efa55411d9749dbaec"} +{"episode": 77231, "episode_seed": 621318336, "split": "train", "timestamp": "2025-10-13T03:39:37.679338", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 621318336, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: '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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "190471", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "190471", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "190471", "label": "tearing paper into two pieces", "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": "4856b576e5924ab0c5959a8a822596ffdb4f52628e24a83a96d586a42e5224a2"} +{"episode": 77232, "episode_seed": 191182087, "split": "train", "timestamp": "2025-10-13T03:39:38.180203", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 191182087, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a comb that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "80284", "label": "spinning a comb that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "80284", "label": "spinning a comb that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "80284", "label": "spinning a comb that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b493612c71b674e2eceebd7b0572dfc74d84710757147b1c7f46d0a845e7ac9b"} +{"episode": 77233, "episode_seed": 1608521535, "split": "train", "timestamp": "2025-10-13T03:39:39.339310", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1608521535, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 snack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "99009", "label": "squeezing snack", "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": "99009", "label": "squeezing snack", "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": "d74c766e47d6b90d86e6aa59503c730eecd86f5db135390726f647f88cbcd571"} +{"episode": 77234, "episode_seed": 2153764718, "split": "train", "timestamp": "2025-10-13T03:39:40.836601", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2153764718, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving vinager recipient away from soap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "43852", "label": "moving vinager recipient away from soap", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "43852", "label": "moving vinager recipient away from soap", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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KnpjgcD0qj4KkX/hIXVsENbSLtz1zjitbUbG7s2WOHzJbZW3ptGdo7AjqDXrZbWpOoqNTf9DwM5nVjBult19Tz/VHY6tcFuokx+VVDkit7xdpc2n686SphpI0lOP9oZx9axQhz0rhxNnVk1rdnr4OX7iGltF+QxOOKsIOKEiJ6CpfKZDhgRzjmuex1XN7wdp0t9rSmNQRbqZWJ6AdP610mutNJot9NKrIJJUIHY/N61V8K6hF4Y0ebVbmIvBcb0YcZIGAu38Sa0tY1yx1vwM32JZC7zRuVZcFMEgj6/StFF8tzFzvKxwwGa7v4eSLBHqZc4BEef8Ax6uJjifqVIruvA2mGe1up3LqGdQNo5OM9PzrKa900bMf4hBze2c78b42XHpg5/rXJ6XKE1i0ycK0oRsejcH+dem+KfDn9pWC7C5lhb5Du9eufyrgIPDerW2p2shs2eNZ1JKEHowNFO+liJyXK0zav45baaWNIx59kcbtuMkdRg5JGOfxNcd4kMr3FvLIADIhbhcDr2FehavZxa00s9pKhuVGHHIBXPG70PauY8S6HJb+GrK7mYCZZ3jaPI4XGRz+dex9YpVcI1tJ9Oumr/I+fpe1jjYzlrHXXprovzscZtyKApBqURPnGMn2Oaf5L5wUbI9q8qx9EmXtHhDzNIQCEXoT3rWS01211e3voLsG2QhiLeY/IDxypx+fNL4fsnNpvZRtaTnPYV0WpadDFbJdWpcRBsEE/KD7Z/xrWnKKT1szKpzKzcXZ9Tl9fuHudYkd5WkIAG5jk1RjplxI013JIeSzGpY1bONp/Ksmap6H0EZCWy3J68d6p3aI8IBI9SP5ValiZx8uCxHTvVWWBmTrg98VgiGY+yAXEY2ruJwFIHGfeq0U1uk5tI7A2zsSAyqQrMOmeP1qe4sJFYNxnIYYPpVKXVLtbtnFndKhJDeXhgfXHNaxm462uYVIJ6kWoaRpeu6Zby3cUizRthQj4K5HTis5/Ddno9rFGhlMDzlnLtypC8Afj/Kt6FoTaLFLaXYCSbgOAw4wAfpSxWsVxbzQ7XJjPmDzmGQdpU7exHPStIzmkpbP+v0Jo048vLJaGGnhl7ywuoEnMcVy6PGwwxHOec8Vkv4EuTctEdUDBRlT5APfmu6tLVLGzSCOExRhvlx93GPrkfjUE0pjvEbBCfMuSM+hH8qbblq9zVJR0RyS/DyZ1XGpISc5HkcCn/8ACvbiI5OoxYHX9yeD+ddjHcF4W3ONqnB9ce1Socg7RksT2/z/ADpWHcreENFfSI7wvdi4MgTkJtxjP+P6V0Blw4xjcAep71X0lgfOAOOAcEcdOlXGh34fGGAz16f/AF6wn8RSehkXs+0715YdxVAGa5tbhUkMEkZVg209D/kVu3Fsjf6wZGeRmsa70+RmSOCYwSO2AwPUdTnPXj1qlcmaurFR2uFt4Hnuo5XE3ysh+8uDkNn3xV3ULmGS/mFyEG0D5WTI3ED2qpHpOo24O68gZM5IaMZOCPQ/nV6aLUJMiRIJP96IEk4xyauMpt3mzGMLO5z2pw2keozJOIvLm8pVkZeI9ycf1NXX8LaVcWMMF1As7RIdjN1JJH+FagspJUthJGdyptJPbjA+ox2NSskxJj2K7bNnyjgnGTx2q1KTVm9DVxhvFWZyUXgjRmV8QMCrkcSlSe4HX3q03gLRy5w08I4GfOPNaQM8Uk24PiQK4PUdMfzFXBLiNN5JPICkY28fSkBzh8C6Yg3pc3e32cHFdtqFjDMoEsasqj61n7jsAXkgAgHGT0rTuVcqeffPf/8AXUTdmikYv9kafHJI/wBmhyY8EouDjgnntTILrT/KaOyDgxq0gjLZLeuOc5xU+ya3uUmIkOxssvqP61ROs2wldd7BGBG4wNlR04OKFU5b3V0/6/EwqU03cNa8Pabrf2e9mkmjk8sIBG2MenFYkvw/t45cQX10OOc9f/r10pnBgtVg3/JkklMZ9vwqeGeRtytGzSDIyTwvqTVKUpJOW46MeWCRzEPw+GFA1OcBmwPlFRHwKXuGR9UnYKAQfLX1PtXaq8/yrLtbB5wSRx1z/n0qndC9huS4tHZCrL0z0wefwNBrqYGpaSIrTTtLjijuUiid2WVRliSPmweM9cUumaDbz6HLC6NaxGfASE9Cp565xk9u1aeqQ3MhivLYqJDCqYyR82ehPYYJNasQItoI/LWOTAYxKe5xmtPaJx5bfMTpyT5lK6flsYK+ENOXaxkuyCOQZAf6V02mxx2sPlKiIyDbjGBgdDx/nrUcMe9FIUYHXnH5/hVlIidyqNufujPWsZ/CVHcJyjRgHJPU1jzTxI6liMg5Ldq1XiLqFY5I9D2rJurEHJYqQeCMcis4sbsRS3M0V0YH04tCGx5sSZOPXinbLW5025tr+2imMUpCgjIOD1/GqVzcal9oDJaFghCeYkgAPTqD/jUoSaaxljezmhaZgxEjAnHXj6mtFUnpFKyXXyOV09UZl14P0WeMMLFI3bkshwBUQ8AaYylkNwnHaQ1sIksUoG0yHGcbu/YE1Zja4jJ8x1YNyUXOR2x+f86q5vYq2XhqHTdOaNXM0WQ25zuZG/niorjQC9o1qHlRZW3EhtwUn+7np9K0L0HyfkHA5JAyODk/T3qVbqSafBkz8uAXo5Ve5Sk0rHJn4doempvuPQeWp/Snx+CY1JQ6pNx28kcV1SMjNlfm4zyOpzTwQJcYYMT/AA8E8daYjbWWOQblcE4wDkH+VDFSOABjHT0qA/Z5mDG2jUbsDCc4pp06DdkRum0nJVyMfrWCKKt3IIYXkGGIPA9+360sQWK0hX5vlXB6ZHH+fzqvdQKbmOMTSlT8/LZx6dfekMc4w4ujgEAK6g1oiWTxZK8qOTn5+oPpT0Q7lXI/Lg+1Z5+2wHzcwsq8ncpAIz6Zp0F5eRM7iCOQ4Kghz8pPpxVCLrl8bJEU4yuc8n6dqpXrkNGJCx/eD5gOowQD79aYb6UHe1uc56Bx0qvf3wngaTDDJBU7cAYbOB7UwLcadcKQdn3WYHP4de9BVXKKQhI+YqRzwcZH5VCtzbbjv4zwSew7VyKXV5d+MrvTI9bubWAM5hWEB8sqbgvsODz7e9MG7Hotms22SSGMsCAJNzbMjtip2uZFOWtpRng7QD/I1w/w61PUdTjvPtV5PcLGYigc52E7ua72PLEK3DFsgY5x6msZL3ilsVZb+Fky5MfPIkUrVKOdJNQaVZUEcakDcwxzyf0xWtONqOMZVQSSeMVlJbhoAZIgzN8zZGevNCAmlYuc8bN3JK5P/wBalBV0UliyggZ6gdgKqvp8OXCq8QVgGYOQAefQ1WeGaFNqXU2xgDg4Iz6frWiFY1Fj3wPIGIYNnd2JHSmHfLkFixzwfQ9cDFUmkv44kQTRMi/dyuDz+NMN/NBuDRrsYbDtPPPXqKaELIS96weMMxQfePcHnP51KuUjYxMow3ID5x3qhLcj7bESrBlVhg89enTr0rN8Vambbw+72kzQzeamGHB56jkdKYHRAK0xcFWCcABQWX6Z6jmt+RBtyDnPOTXkWo311Bo0N9YeINSlQ3Bt/wB9GqLNhQXePvtBwpz6j3A9XCXhyC8TcZwVI/rUTVrDi7lO9BSEk5DkbUOep6Cnm3jgjUjYNqcMF9P8/nUMnnvcKreUfLG4gZxnoP605mui27yoyvOMMQP/AK1JDYiwmRPu7u+7pkGhbZ94QFV4zjA5PaoluLuNgxt1ZeOC/H8qWG8uYwzi2DEjarb/ALvtVCHCKYNsbaCAQTnk+/tVe7iuPOiEs0hcZAy2Oo6/pUgvpY2EhgAIOSCw6VXubzzGhZlblwwzj8f507AWoS37vzmiZYTwASCQecE96sSEvI8gYhTxhmIGOOh/Gq8U7KMSW0m3OGO3PNTtJAyM6Rvxngxk/Tt/nFACyphBtdQScMFYY5qa3cFG3EBumOteeHVZbjx1daZNq97aWkk+2MxyxxrHwDklxjGM+5OK1vB91d3eqaxa6lNcXBtp1jVbpQXTlhzjjJwM44pTXugnrY7Qsrr0HHYf/qqjcssUckmQcclam/s23JBWNkIPVWYY/I1Qu7cebHEs8rLIckF8jA571mhklsAlmm7IYnc2T3JJJApEXJbCkKxwfM/nUTR3JBK3WQo4DqPrx0qJxfKxZPJYAnBAIHSrQi00WwYBC7jjI7UrRtGxBRChwQWJwPy/CqgvrgTiRrRGVfmKRvgdOvNI+oySO7SW0oxzwAf61Qi5cki2dfmAZWx6jPUZ7fSqyKG2lPMAYg7ieOfY0kmpRzRhWJQDhlKnr6mq1tPCYYhI4LKoIyRzTAttna4ZEUk4AIwDnt+lPiiRysJJUr0ABAHryawfFks1loDXljctFIZkUOpzx3xXO6tJ4p0PRdPu59Xvkku9/mQlcCIALtBOPvENnH/16LXC9j1FsLgqoB3Lg+mepqd/kVIhyvGc9TRRXOWymg868ut/8KgKB2ABP86dDh43JVcqA4OOh9aKKtCZRmJjDODkuxznkd6gJ8qRQBkHAINFFWhBJtDSDYuBxjnHNU9iOpVkBBU/gcdaKKaEXIyfLVc8eWF/DFeW6tfS6X4zvL22WPzY5W2hlyOU2nj6E0UVSEzo/hsfs6ar5YACiHjt0avTFci6hiGAJUZmI65479utFFYz+IuOxFqAH2Rl/hd1BHsWx/KmXDHz9g4Ckrx6UUUkBDdyGRI0bBVgAQR1quB5lwyNnaobAz0xRRVoRFvMcD8KwHQMM4yahdt0IyBww/lRRT6iIlRS8bbQGWQEEdayPG5z4WkzyPPjOD9TRRVAzidR13+2o4IpdMsIDCqxxvbq6lUH8IBYgDvwOte9OBtjUcA4Bx9BRRUVegQKSxqZ5jjrKV69gBUzQogjbGSCwweh6f40UVMSmZ6OZLdi+GzIV57Y6U2NsOEwCp4waKKsQ1yAJFCgDkD2qtIB9nkOB0z09KKKaEX4vmkOSfX8qfE5hyUxncD/AJ/OiigEeWa5qZ0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", "info": {"video_id": "43852", "label": "moving vinager recipient away from soap", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "43852", "label": "moving vinager recipient away from soap", "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": "1f2f0b09914cdf41dba7ad0f1d0bdfb3847e28880ecf7da9ad5632741ef673c5"} +{"episode": 77235, "episode_seed": 1537096460, "split": "train", "timestamp": "2025-10-13T03:39:43.424619", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1537096460, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming gate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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p5lBWRUuIxbaZaKwXz3JYhUyrAgMORn15rpNEe4tdAkifb9ohlMkbE8qTxuz34468YrjmmktYYDG6kFSC8coYqcc8fQ9eldFoJXTbGQzgshDsApIOckf0xxRey1M6jTR0Nne3F7bXouQXkNyZJnkOQ37teenfFcpq9tcHULaW6JjQREjYMsAG6nJ46j+laulzQiW8nmmdQ+4RoXI+Y8Hgegx1/nVGdp4r8XQaNzt2MrOc4JPUenTv+dLVPQqNKT1toY2qSwi4ga3jTHmDLyOQSxIOeo49fStK6RXSVkkLFYjvO3knnk/h/KsS5Fxc+SpcpM0gyGwNuM8kn+lXIbhodNvsO4jjiCtJH1Ygc4PfnNVbYjlbsamlRmGNJJJlMUSYWFhnDAAcnuAcnPftV3w1d3Et9dXHziQ20obK5L5OOfbsPyqrY2ai0hBkJ8xAisGIxxxu9yePwqezhvodRc2gmFxIpVTGp5kJ6cDGeM445pN9EW+x3R1mSy0zToFSSKa2tQse+LkyYHygnsSD16YrUvLQ3HgGW9S0khuHYOC0m3GfX1wee3PNcBHpniMspSwuz5JJAaLpx3Oecdvp9aS31C+jtW0+aW7SWMhXjctzuzjJJ6YH6flMVKDvJE+xlFXdvvMzWLW5nj0x7eIyyXBKMrHLEk4IwR0wAc+9c3Pdahe6o6XYLXMYFvLuB3FEQKBxwccevbNd3HqENikA8kPJ5Jjk5zk5GCoPAxzz/jWDqccUXiOCRDMfOjcM6RFmJAXHoCDx2HTpWiqN+6ytL2RDNFPLHtnYk5Bk2MN2CD1H9Pwq1ot1aadpc8E1u0splCkpJhVUAc8c9efpVWLUY0hkuTBPJlD5uIG2gdO4z1rrPCeiaZ4k0a8uJrW4E0FwIwS7KTlQcgdutTyubsDs372xQj1yAzo9xeXHlxThohHycsPmOCRkdBz0rs/EvibTNQ02y0u0iulmgmRiDnYeM7jjg554OOpIrP13wFplrpZuLWS5jlQZyDvwfpXOtbXUbW001009zCAwYwupzz1yDz+lUqUobC5YL4WYmo6BJPavqCXU6ARyiFZiSZXV+x7DAqXwvoay6dFGtwiXGp22JPOcbY9rYA7YHBP5Vd827hP76cSBwflKsQGLZzgrk9cYFc7dak2mTyJagmIgsCZGH1x3xx3xQnPqaU7Nu6JL20/s/VpLa5M1vcWVrcMeN6ygqdhU/wB0ggZx05r0vSfEFu+gJbsrS/YLYKhEmxTx0JUZ78eteV+LL2+vNUtZ7i4N401mCsiEsmzPY4yQORWnBe3J1FZtIjMEy42qobAUeoJO7r9aitdpGc0k9Dqo9ZhFuC9tIpHCuGywbHJx3FbtwZJoraJ57YT267RmE7TuHUA4A4OM8Vwuk6vPHqFvLIggdm8xWCFeh7ZxxXTatrlxcu0l1KFl2grLg5I6k8DBGPbmuT7VjNnjttPPblTBczRY6eXIy4/I1vaVq+oxSzXM13c3ARTIyu2/ccYBO7rgMevrWCjKMZ6CrtnfRosyZwZEKf5/Kuy51WO68KeMbKO5uYNRkktIpIH2ylQOeBsCqCOeevFdjHqOix2aizv/AD0kQTsZMgKS2RkYz6DGR+VeJRzBrtUjBY+wrrdL8M+I9YtpG0exlMnlRK4PyjBDc8kA4x+tZTimrE8iPU/7es7p915bwSwIpaZZU3K0ajcT+Qzj2rntY8deHvEljO6TzXMwKqi+UyLFjkbRkYIzXVHwFbP4W0+1uLeKDUXhU3twrE5K43gjocgnn2GcivKp7fwZDpk8ei6/cXMr7hFaSWPliQgjOTjnH4ZrSEGoWTBWjG63Lp8XWU3gW/sbmyh86VkIkRSZGbzBkZPGMDtgVxt+8cd5PA5JhkVfljHzEBiR2xT5RM2jMjYZA2UIXDLyckgdRVW0t4NR1AJJepAzRxgSzMcKckEn2xWnPJrV7GcYroY1wFjidhOkZlw+wBuR6DtVm3S6srKK6kIEckq7Qykrt5J5IIHOD0NSX8cNvcRxRyCTyRs81cqGHt3/AP11oz6LaWfhi21G6uMmSRXSFpNweNkwSAOFIbOQfQUXLZ6B4GuZ9Te/vklaRJ4YOGRV2su4EDb9B1H0ruYYLoJ80OeOMHr+lec/BW6gt/7bV5CEbysNk8D5+v8AjXrKX2nhsi7U+/mZrWC91GUviPNviaz/APCHTHBUGVB16c143aahfWjK1tfXMJByNkrDB9ete5fFy8hbwY8CAfPOhDY968Ij2jAP41nUNIKyOhs9b1e4uZZrvUJ7gEeZKZAJGfaCBnPXAJHXvXX+FfFmnGK+tr65+x7otyySoFVsMp2hcnJx/KvPbO+jjaQZ5ZCmPrRHKGn2ICTg8Csmr6lOKe57glxptpBDHBqEdyEEcqkkLyc8Z6nrwK0DqujXU73OoWFtNFChln82P/VhRkHIGcA/UY9K8qsPD/ibUIvN0XTriVGkRXIXAUhVOefr19q9e8R/D/So9LWK2ZrOFovMvJXmZl8vHz8ZPQ84GAfasoU25XTEoRvZmB4l8Z6P4j012fVFuiDlYYdwVT9BjpXOt4l0ST4fz2jWAkuDEUee4n3upLYzGCOw68/Ssq90LRdN0eVtM8UaXqHGVggidJG5+8CTn64rmssdGZWhQAMAkqDGeed3+NdMZzhK6YqlpOzWhZvpo0vxGqpHE8bbWACgBmHY9uOMV9CQeGrc2gIRmB6ZbOPzFfNcVvNqV9bqJleTywAMgc7sDr9a+qob+OOFFeMbx3BwKqDvuRJEOm6PHDEqeXGEVy4AUdTx2FWby1he1vC8SSYjJKsgIIwfWpLW580tnC7Tyc+tS3DAWdz0yYmwe33TWqWgj5bca6zFzGjALsjZUU/TBPNI9nqw0ud5InaRgEAJzjp0AauxsfD1naXFvfSaoQgOcNAVyRhifcdBkfhTLmwt7bTL26j1SGeZZS8MRUrtJz8o5ySck8+hxXIp62NuV2M+0E8kcWJo40EcUbFIOeeMj5sHr9fyrS8MW2rR+LdMkluCYorlPNCkfNliOmckdPzpLPR7ONLbOpxoJVUtEwPICn3Hc1taNDBB4h02OXVrdzHJGPLkXa7YLEgDOef6UlL3hTjZaHqsaFGmIGNznOf6VxmpWYa/vdslzlmwQhG3HHHNdmjRtG0hJIJJ6muavbC4ku52VW+ZwTgZHSu5maML+zVYsQbwE9SJVGfyNc1r2jNFcWyxrJIku9X3jdhcDt9TXocem3e0jem7rytcl4q1WDQms21C5mtjPv2eWmQduM5/MVlU+F2LhucZaPIyBJLN0XBil3JjBJ7DHavTPAEEMOg3PlAeTJdkqAu05GOSOmT7Vxdv4r08QSL/AG7NuVWbMlvyPTtzXc+DLtbvRUuEvEuI2nYB0jKDgDsec1hRvzjqI2dZZk02b5cDHH5iuVeRJZMGQqRxkNiur1CSCVDFLkYwAemKp/2dEoJWMPuPG5//AK1dbM0YEkUYwWkL7Tn5iDivI18cvZTtE2kWEskLOizbSHYZP3ux/KvebnTbU4dsINhBIHtXyzckNeTEdDIx/Ws5ouLa2Omu/EunX+ppcR6dcWiCAQrDFMJAPnDE8gcYyMHnkc9q63wzcQzX0wYZd42wXUIS2xsBcnGc/hXmNmqC6h39AwyPbNSxXEtjqKXdpK0UySbo3HVeaxkkypRvqet2uhlElnntpVyXaF3IAO1Rk89K1rjRNN1CyjLXc0UpG2SaIjI+m78x3rzKHxfqsUEK3N/LNGokZWkbLBs8cn0xxXdaNp2u6n4bi8Q27xNYsrHaZCJGKttPy42tz7+9c8qcnK6F7M8i2svzTt5SnoMZY/hSrPCHA8kqgOSQcuR9e1UgzSHc7MxPcmpbaJ55Aka59SegHvXVYd2zUtL2bz0SDjcCFRR/n869b8FeJbrR02RzR7pNqsCu4cdq880rTnS2VVMbMD8xK9ffPp7YrobG1umdVVFdm6AnB4qJRi0aRjrqeo6hrs+pTMRcSRIvUK3lLjHJJGTXE+KtS0r+ypYbK2g+0vj99GTnjnqVBrQSSdbfZ5aoTw5bjkfzrm9XsJZLiSYNEA2PuDFJKysi3BdjEspHMYADFmwvJxuwpz+tZCMYm3QsIsHKlcnaQSe1aVwZ7N9iNgjJx74PWsUNJEVKryX5x8ucjvVGTg4kl2peETLmURkZ+X7ucdfYkU5dQi/sJYTs3qDswcnd2yCOfpSSxyTaPcyBhmN1BOef4sfhzXP75kyFdx9DRypkpHpPwlnaNNWc+XljGDluSfm7fjXoM2qQRKTIduPU9a8k+HsOqX17dWemvPG8xTe0YXaBzy24HgZr2W10Gz0K1Q3s/nytGROZIUTzB7DoB+eapzeyIlHU8++J+oQz+HLYRS7y046Nnsa8qEbABpW8tT0yOT9BXVePfEcOqailnY2Vta21mzKDCo/eN/eyO1ccWLHLEk+pqt9xrQsCaEOAIyEB5bPzH+gq7YXcvnhIQBkYCgdu/wD+us6CF5pNqD6k9BXUadYNHboEKEj7xK4/WpaRaTZ6n4G8XXGlWwtQ0TpI2W3ZPbsa3dS1661XzFFw622GV41KqNh65Lhsg/hXl9hDciVNkW6TgjacEfhXT+c8ltsWPcp5bJ4+nNZKCTujVRjbYxPFKaBZ6cRplmkd2GAEkfl4C9+gFc3aybo8D5ssqgbc5454rS1SxmE8jrCoQngAkgfSslp5LMoCgO0lhkZP0qyZw7GWkYiucxoDjgb+ed2a9c0jxVJFbGJ5JJDvB+YZ+Xjp2HevIEm2uzuOrAkNyPyrch/tdB+6tIQDgDdvJI/76qZOzTuYzR7h4d8RI6f6QxBY87uK6C71O2fSr6ZXOSjAcdcLj/JrxDSo/F87otrZqSBjhGC49S2etdXYxXlnbsdfnClyR9ltZPOcjHr0UfWrjV0JSRzseuatNDan7chkGFOxQQFwMDJzk1i+IdY12fTrqGTaLZgd+QucEjoRXRTeE/DJjzDb6pGjcbZXRlH0zzTrbw/pEaxWn2qaKF2G9mhQhe+Sc5/SsvdTNtWjnrHWPFS2arEysVVQm2NPmGO5+mK6jw5f6/J4ms7m8jgW2Ey7gVUOB9Rzmta30KyRQlv4n0+QoAMTQleg45Diqkm61vxHDf6ZdlCHf7OZAVAPY8jPTvQk730IfMemxXYmtyscgBzu4PPXNZZ1NUupYriEyBWwSACf/r1zkU9ztJxKh6Aqrcfpj0qWdp4S0jeYCwJ+729TxkV185FjfGs2QJKwSc+seK4f4hrZ6q+ni52hIvMKlvU7e/QdKnl1j5ZDHE0ojBZvLQkgDufSox4oljVG05ozuzvEkZOcdB296zqTTi9RpHIDRtEch5JYGfGOZwMj6A12mg38Gl6ZHDZrGsQZmAVgQSeuDms3UvFF/PC8f2TTlcjlzbBj+uaxk1eK3lZUtMAfd2KY8+uQqlQTWFOcU9GOyZ6Be6ul5bCIKyvkc+/WqhvZVwqXMyDH3dxFcqPFlvEkqtasXKZQyO2N3TnamfxqTSP7V8SGSSK2jitkB3TLOGBYfwgMoJPP0HrXQqqewWN+8v5msLgtIX2xsck9OK+dyxLE9yc17L4tSx8PaZdO2q3Cz3EWI7QhXyxGMbvbvzXjgfauFAB/vd6Oa4WsO2Mo3O209h3NPXYJVE7Hrzt5xVerNrbiX5nJCg+nX8e1DRSbPS/h/Z+F72WRdbtw8PlkAuzEA7t3Qf55r1+bVdE0bRINKsIENskiywRW67sEHJ4/M5r5702Z4GRYZMADhRxiu1ttQkukR3kfyguCN2fwx6VhytSumaKCetzyy0043BG+URqTx3P5V0dhpstvA0Lwxqh27gTljzw2R/Kta20lIYDOhhgDNtAL7T+I5NKtxGz+XGd3y5JA39Op9B+HNNyciIIt2lqsaKokwzcDng1vWNxAkBgO3cCRtOMfmK5r7QDEfmAHTGP8mlW6XzVPmBiQOcY/CnY6FJHWXc7PbptG5kYdOwpYVWezdl2hzkBtuc/41ls7vYMsbBmIHAPatC2jlgRFLkowBUHHA/CpbsWclf7mLKyYxkNnOK5+6UxSBNqlQpOC/wDn8q7rW7cFMgY5yeTz7YrlL+CD7LK4LMTj935n3fXjoKpMiSMgzxtoV4YosEyoMDPPByKwhNsZSORjmr0scnl8ukccrEgbienHQVc8LaHZ+INfOm3F7JArQyNE6xbi7qhYL7Dg8nsK0SOeSsdN8MtTey/tTbdyWsUhi3yQqGfjfgAdaXx34xaa2bSbS4uJMt++mmc7mHUDGcCuR0XWzotre+UqtPMECbhkDrk/rWQTJPKWJLu5ySe5rNQbm29jPd3EY7jnqTVmzs/tEm1i3X7qLlq2LTRY0ZAwM0rKcpkAc+nPat23sIo4ma4mSORAFCgbiT/wHj9abqLoNGVY6bJboY28sRMASMZ+hz2PtW/bW6oqoG+ZuAM8Gqb3AimEe1gNpBZlxkDv838hTvPDRn94Ppx0pWb3OiOiOptJoTAI8jeOOOCPxFSXtyWWIjPXDEdBXLpc/vlPmBmbkkDbWvLNJ9jwjZZiBxQ9DVNMveRHPZs6orvjoxrkL5I3kYFWL+w5rr7YzQp5bgbQMLgY4rnPE9uLe0d4QFdnBOF5/OkndhLY5iZRG6o4xznOMEV61HO1sVe2hgjIHDCPcw/Fs1wWuaRYW/h+31jTNVvpsXX2YPcwiNZyEDM8WOQqnCnd6jnOQPQLeFmiDK2DjtSqQ5mjkqe9axI1zfXnFzcyFD/Du4/IUKgiyAP0qUR7TkkZx1NPjiK/ePB9qFTSJUSvy4y+MDpUUnMecD8PWtHyEYkKAOKoXkEkXJ2EegzzUygOzRULDyz69qoSw70aMPgOMEDo3fkd6syfu125YEgjHTPrUCspYF87R6HmuScmmZuTuVTaNDGSJuoIJCKMj8BzS2eg3uvXsMASKUoAGleIjy4/XcCD+vWtC2sp7+4WG2BlfHCqvT3J7Cul1XS7TQ/DwWW5Z76VlLInSQDnbj0/2uvPTtVUp1H7zegRkzQi0/SfDVlEsLZ8kMWZrguWHXLnPTpx0FefXHiqTX9ZvI1eOS0s8CF4x97dkkn16AfhVC2vrTVfFkug311PptleNsBiniVYh1O5pB0xngYJOB3rI0OzbStU1208qeP7NcCLZcYWRQC4AYAkZ45wSPSuuV3TuU3ob8jjLYAIzwcHmms3lj51AOMjjrVf7SC+cHHqa3NA0t9Xm3T3C29ihAaZzgk/3V9/5Vwcsm7Iz3Kuk6LLqt1hI5HCENJ5Z24XvgnjJrdk8SjT7AIo0+wsIwyhAS8qjnquQQT6+p5rR1zUo/Dul/YdJUqHXJnQjA5x1PVj+deHeItXS6kNrBnYrZkcnJdv8K6adNxkor5lpW0K/iHxBda/qDzTOfKVj5UfZR/kVkgFjgAknsKlgtZbgEoBgdSTgVo2+mJLKI4i0km8BdvcH2Fdl0i9ylbWym4CT7lHcAZx7n2rb0+2YA7gSOhx0xU8dutviORCm1uF5BI6Zwe1TJKEXZlgR7dh7VDk2awSL9lpsVyrbtoPXBXgiteO0jigJjUqo6pwa5q51SWG23W0nlscBgmfz/GtrXdH1rQNA0m+vLi5Sa+MnmwmMgQABCgY4+8ytnHbp1Bp2ZpzRWg+0BuraSZ2IZTgYxgZJz17981nzsXupHclyh4DHI69KKKiBhDYe0rC2EZClM5AKj5T3wetXhbRGeZdg+Vcg45Bx1ooq2bR3LVmHRARLIdkJlAJzkg9/at20bdbrLtUMyhuBgDNFFZy3NomdryJIyFlBIGc964vUJGFqX43/KA3oCCTx0/SiinEmRzl1xqEyjhVJUD2HFLpuqXGhaul9Z7POi3qvmLuHzKVPH0Y0UVqjmlsZ5ra06Jbawa9TJlB78jiiiiWxmXs+fbQXD/6yZhuPXr9a6LSbRJrZpZHdmEEjLzjbgjGMduelFFc6ApS20Ytbe76yOfunBUY9B+FV1mc24UkFc5CkcA+1FFbI2LhgjElwNgyikqe4q1bTSJcwxlt6sgY7h149qKKmRtE6OPLH5izY4G4k/zrnvGjMmnIQeC4yvaiiojuOWxgeIPFcmvRWlvLpOmW3kKkcUlskilI1zhAC5UDnJwOTzXqsJ/dI2BkgZoorWRyMs+p9KXe24DOQaKKQxPMbzNvY1aWNdobv60UUIaMDxKqr5LBRuYHJrng7KeDjJoorkr/ABGE9z0rw6y6Xp1lHbRR5u0DzOwyzEj19u1cn4vuZje3crSuxSV1QMxwoAGABRRWzXuJFPY8m0/xNPYzXUk9hp2oi5dZHW+g8zDLnBBBBHU8Zwe4NbehX1zq82rahfSmW5uplllY8ZY7j0HQe1FFbz+EHsaCgFgD0Jp8+rXdtJHbJJmEfdUjpRRXHD4iYbkviDxHqEXhCW2jZFWdyjsAdxX0zmvMB1oorsgWbTqILC38obTISWI784q/b3UyW6FX2kcgqApzyM8UUVjLcoXUUGCCXbaq4LOT15qrFcu5Z8KMEAAdAKKK0RrDYLt28iQZ4V1x7Vam8R6rqemW+mXt7NPb20jyp5kjMSz4zkk8428emT60UVaFLc//2Q==", 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", "info": {"video_id": "24494", "label": "turning the camera right while filming gate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "24494", "label": "turning the camera right while filming gate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "24494", "label": "turning the camera right while filming gate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "24494", "label": "turning the camera right while filming gate", "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": "c17f3f061e204e842fd6b5b91a2f1f51ac474b03fd813a11d7eb37665c35c0a5"} +{"episode": 77236, "episode_seed": 2777625868, "split": "train", "timestamp": "2025-10-13T03:39:45.574022", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2777625868, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling shampoo from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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w0exzV8IqvvdTqWt9GchlldO/yysP8aVLjSrNw8bs8i9Czlsf0rghdXW8ZC49MV0fhOxk1C/Ml0oeBB0xjJ7Cun63HojgeBn1Z2U6m802KQqcsgNc7ZOdMvbsqv8ArSCMjA79vxrtJUUoAFAOMYxxXJmI3WqzqFbEYVck5yee9cdVt3kdtJWSiJGkl5cebJyT+ldHpoWzuYZAwHOGz71VhgW3jGetQXkw+zsR0HNYxbTudGjVjUuo08+VU6bjj/OTWLqmmz/aLe8t0eQYKShBkgeuKpjWI7Zgob5ceuakXxdbwty+D9a0jPknzIUqXtIcrFisI5Y1SS/bcg2qAgXA/Gh9HucjZeRMo/vRkfyNYmu68Lww3EQXcDtbYeSKzU1yYnBEoH1rvjiabWp5tTB1YytF3R21pZi0nWeeeNmTkBVI5+pNdkrCSBGyOVBry/w8sus35SRXWJeWbd19q9LSRAgjJ4AwBUVa0Zq0SqVCdOTchkhCg5/Suf1i2E0RGAR3z0rffrgHINUruPcjDrxxXM9ToTsZZZcgHgHgn3p6ZSQxHrjg+3rUUigrjuBwakWTcyEjBXipKJSSDyMjFWUJKkDkduarMScn0pQ52kp1oKHPnHPHNVLizWXHGSBmrDszj5+DQj7SB1yMdaVik7GK+mxlyWjHPtUa6TBuOYl/KtyToeDxTgiFRjFCiDkZ1rbJAxSJQM961doTaD2qLyyG+nTFc1b3F3qPjC50x9XuLSI+Z5QjTdllQsF9hweT/WrijKTK/jNg13BGM/Ipz+NcrsIOUJDDuK1dJkudca7mu5nmKhApY9OtXBooaTbyPSod1LQ1g1y2ZzytcRkkTNz680+L7U7ECVzu4wK6SDQFcndkbTg1q2emQ2zAhASKfNLuK0OxD4Z0P7Hm6nX96wyAf4RXXo/AyaqQRgQ9fmNPMgVwD1oQMtE5JA7UiSFo8nqP1pm4su4HvUSsVB56mmInkCsvzA4qMlTGNpx9aTcQCKxPEt3PZ6K8tvK0UokUBlPY0yWarOCrLjBH8q5tria+YIBthB4X1+tV9TuJINFi1Cw1zUJVa4Ntm4jVFnwu5njHXapwp3eo9wNuxtAoBxUVE9Eh02tWTWFkFAOOlX5HEa4WmlhHDgelVJpcKWJwMVnaxonco3lzMsgEK7pG6Ange9cnqKyRyO1zcJLMSW2J2P1q5qGt+XMzRn5hwKoaXZSajcNI5+rGhI0TtqzKhtJrpsJEW57VrxeH7hAvyjJrrrPSoLaNVjXt1q6tqD8oNVyidQ5CDw5M7rvIx7V2WmWUNpCsUQChRyR3J707yDtIzg1ZgxHGQepFXGNjGUmx8zuluX/ug8/SsLRsKk0rAZkbdx75qgLz7f4uudIvtWu7W0ll8tHimjjWPpksX4xjPHUnAqPRftMGo6rZXD3BFtKI1W4ADqAWHOOM9M44pzWhEXqbtxLkE5rDuWvr1XjtQipnBZmxmpdSvNmY1bk9faoJtUhs7MYI3joPWskuprd9DKvLKS2hdrm4Uv0wtYIhMj4CliemOtbkENxrU5ZicE9OwrpLDQ4LPGFDP3Y0WuaKfKrHJQaNcBATG30q9BoNzM4UIAD1J7V2cdumDjAP0qx9m2/d/PFPkF7QTRNNi06IRpyf4m9TWsWAYErVaJQideTUj5K9a0WhjJ3JJGP8J5qneT+VavLjACE1neKb2az0JpraZopfNQbk64Nc34mh8RaR4c065vNQuxJes4khZcCEfKVBOPvENnH/ANeqsZ31N0sTZK+fmBxT0cib8M0UVJZYPQUIcLjtnFFFIYDnbmgjDjk9cUUUDFbo3saReRnuKKKYmWNx+T3rzzUb+bSvFt1e2wTzYpW27xkcrtPH0Y0UVUTOQ7wMo8q9GMgKn8zXUsi7lOOR/hRRUvcpE8KjDHHJFSqgDA47UUUiiaXg8EjgUHlcn60UUDHJI2SueKRWJkX3oopiJGYk81z/AIuP/EgkJ5xMn8zRRVIl7HLav4jfWooIpNM0+3MCKkb26OpVBnCgFiAOc8Dk816HBxHx6/0ooqZ9BQElJ8wjtisTXZpIrCUo2DtoorJm0TiLVRPMofJycGu6soY4LNRGu3iiinE0qGpZjMIJ61aT75ooq0YsmUBlORSY+RfriiiqIPN9W1g6Xr1/E1hYXsM1zuaO8h3gMgyCCCCOvIzg9wauaFf3N/dape3MnmXE7rJI+MZJzRRRP4RR3Kd3cSb5Tnnms1GM86+YSc0UVj0OmOx32n28dvYIY1wWXk+tX7bkMT60UVotjLqWeikj0qfcTHz2oopgPhOQw9KVvuk0UU0SznvGR/4p9j382P8Ama4O/wBc1G/srTTrq7mmt4JXlUSSMxLMB1yecY49Mn1ooqlsQ9z/2Q==", "info": {"video_id": "40474", "label": "pulling shampoo from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "40474", "label": "pulling shampoo from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "40474", "label": "pulling shampoo from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "40474", "label": "pulling shampoo from right to left", "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": "c86ab5b26e7a24020a116e0117999eb1eb05ac847d8e0e1f4085fb62e7332a42"} +{"episode": 77237, "episode_seed": 4164236614, "split": "train", "timestamp": "2025-10-13T03:39:47.763111", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4164236614, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take cup out of vessel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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I9+P65ri7VxlAfUV2ekWzNqRyPlU4P4f/AK656aOtaqx714R8UWTwW+lOVS7cFtxXG9vr6/4V09xCFmW5hJR8dV/r7V4U9xJbzRTROVkjYMrDsR3r2Hwzr6a5o8dw4USAYlUdmH+PWs6sLam6VtUZep+JGiv3tbnYsgBYBejKOtedar4xkOrxS28jAQynyZSemOqn1VhxW/q9s+o+MJZVOBAGkJ7BMHNeXWZ+02V+p5BLSRnv6fyrku07nVyR5bE+t6rFdfEC9u7WeaPddGe2bcQEz8w4/GrnjPS3tb8XdpbKkF5BHdKiDGzeMsF9g278K89kupGmilf78Y2574r0i88SrLY+H7S4AZxpkeGPJBLtj68EcV2xlzK541SLizznVkMd8gfvk4/KtXU0dtC0vU4yGiINq5H8LoeM/UEflTfGUCwzWs/UytJzjAIGOR7Vn6Pq82ntMmyKe0nUCW2mG5H9/Yj1rSm9LCWx0fie4L+EtCU8gaYQP+/xriIOmPWuz8QyQXfhbSp7SBoYRDPCIy+7aVk3dfTmuNtuZo19WApVdZGlNWN2G3ZbiKJeoA6eprqrDR2uZREls1xKwJwFyfeqNrbg3crkY2EY/KvV/hhaK39q3LgbRCIhn1Jyf5Cm/dVzpikY9r4C02DRmNzHJFqMx3hVb/VKOnHqajfwrpNxLeaakkyPcRsHlOCAVYNkD04Fd9qFq0mvuzDbFCEUE+m0H+tYM8BtNTSYwsEVsg+x4OfqK4JVZKVzsVGDiQeAPBlx4f8AEsjIxuLOe2kVJMY5K9CK5bx/axx/ES+LFll8xXjcE5RtoOR6HPNen+CdaFq/9m3bAASGKN27N2H41w3xZt1i8QS3Y6uRhhz04/pXdTnzxv5Hj1qfJNrzOX8dae0V1b6pHAoGo20dy5ToHIIfj3YE/jXH6fHJceF78QjcbSRbhwOyH5Sf5V3+oavG2k6HYzBXP9ngjcehZ3I/QivKtK1S60u+W4tGHOUkRxlJFPVWHcVcHZsclornaeG7ot4L1NT0a/tuD6bXrirVwLx3b++SfzNdppk+nXOg6sNPtpLVhJBPJCX3IoDMPl79+9cISYrmZO6uR+tOq9hU1Y32iU2EMmT5kzszf7vGP611VjNt0I27IvzkOzHr7AegrBs4ftFtZrj+A1tFgibfwqoLQ6Ul1Kc2nwN++gULIM5A/iFfQOgeKbK78MWUajISFYyD2wMV4ECQ2RWjpeq3WnXsa+a4tHjllkXthEJ4/IVNWN1oUlFPU9M1fQbXxDbzecmS+dp9PeuBt/BGt6JrNvJaJHdW6yhgS2GUV13g/wAUQazAAGCyL1TPIrpb0EJlPvHua86Wh1X7HU28iRWMarjOwZwa4jxZq39nwaiG2nzbFlCt3/eID+hrQsLiSKMKzVyfjZorvW9M055FT+0ILi3VmOBv+Ur+ZAH41VCf71HNWh+7ZzngwQXWu3Fx0aG0uXXnodmP61wnihyfEEcR4Cxpx9cn+tdH4Ea5s9f1S0u0aOZLGdGUjoeP8K5LxE+fE0nPRI8f98Cu2s7o46Ssb1lcKsMESn5RmRx79v6V7HpWtF/h49pbbvO2sXYehbk/59q8J0py6XDZ+6oHNen+G5ni0VoskCX5T7gdB+lZQXunTy8zOXmW6tdQeZoTNb7Npz16Ht361f0SyMfnXMQ3W6jbMvojcfpwfwq/cR8tUujSJZm9SQ4gubdoXx2OQQf0NKa6m0oWWh5peQfZNZkgbrHKR09DXvOt6O+t/C/T2ggeeUpbNtQgE7Qy9T7EVoT/AAv8NasZLplLTTAMW3d8Af0rpIVfQtIgsxB5sUC7QR3Has/a2VrGEqfNK6fyPFH+Hd3Z+Hpr5oGgnjbLwh94aPHDA4HIPUe9cZeSD7K0aEOEIGcV9V2s1rrOnEquUbKspGCp9DXlHijwNbiDUobeEJdoDNER/wAtE7j6isJVGrN7Mfs1K6W6Pnm2fGzPfA/+vXZa4v2vwfp0gO7baSQFvUxyZH6CuLiKBOwfAAJP611vh+4XUPDd5aPy1pMs+P8Apmw2vivSWqsckdzj7Y/Mp9CK9P0yJVlncdSQR9CK8zMDWtzJbv8Aeicqfwr0DR7+P7NbTOwCyoIWJ7OOmfrUQOmDNqYD5TISqE4yBn3rpPhzrCkXtsjYZ0D7T2I4P6Gtbwj4V0vVtLbUNRi+0FZzHFEWICkAckDqaqw+Dz4d8bW97YK39m3UcimMnPlPjOPpWVaf2Tqha1zTNg0sd+wyHmtpIyw9xXlNlbiyiUrFvV0IUV7lbJtZt4xuBFeVCyLWUyCMK0bNjn0JrhnsdNOV2zyvVrV4rycNEYySSFznFLfaoJL1E4IhijhXb6KoHB/Cun8RLvskk8oOzk845Uj/AOtXn91EYp2U1vRndHDioWZf1m9kukt45JS5j3HB7Zx/hVSIlShIyoIJz0NVixYgnk1MrnZwuR9a6oM42dXaut54Tntx1trveB6LKu0/qK5S2ylwmR91uc1t+FJg+ovp8rYjvYmgz6N1U/mP1rN1CBrXUZA67STkj0OcEfnmqlrZlwZ2yTCK9RW4W4Xg/wC0OR+Yz+Veq+AJxDpgjUjdNIzMAew4rxVn+36LE6n94gwSDyCK7b4WDUL/AFC41CW6Cw2qrE0YH+sLH73tjFTWfunXSkuY9vljWa/IIyJIhnjuOP8ACuY1aOSMMnI2nB9x0rqow/2mMkc8/lWfrNqJIZGH3guT9K4qiurnTTlZ2PNPEcz2St9mkf50Vt391xyP1FeX3Hii/nuprW8keaOSQkBuSpJ6ivUNbt2ntZo8cg9a8d15bmyuzHvYRuDjj86rD1GtDHGUlZSNLVdXSe//AHL5SJFijI7BVAH8q5aMkZwOSeOKjDsOhNSROVBxn6V1wep583dHV+FJ1a7uLPkfbLN4iM9XHzg/+O1z2ors1OY4wHIcfiM0mn372GpQXUef3UgfH0PI/LNbXi2wWC7S4h5hfDIfVG+Zf6itJaxv2CGhpadOItKtbg/djOH9hnB/xrVlxtyO9c3oU4m06e1bkr8wHqO9Jb6vJYZtbhGkiQ4Vl5ZR6H1FaKVkbqVjpLYx+colzsJ5I7Vp67p7DRWltyrRkfZ4XXq+8hpM/QKo/wCBVg6bfwalfWdpahmklfYcqQOSMH8K951jwna2enaVYqm6ygGHlx8wb1PsTSclsZ1Z2Wh4h4EtLuLxnBCrMo8mWWRemQq8frgfjXstndi/gQsRnHpXDTxxeG7vWdZDKyRwmGI+uOT/AOPFPyNXPhlfHU9AhmwxdG2OSwPP4muTEQS1RphajaaZ2s8RCjbxivKPi3I/naQoZgSJiGHUEbK9ouosxjGMe1eM/GKPFxouOuJ8Z6fwVy0tKqNq7/dsPCfii41XVLey1C3gnnkgkt0vGXEw+Q4BI65xjmuB8SqU19WP8cCH8ht/pVrQNQ/snWLOZm4W4jlYA8HBx/In86veP7A2usRyBfkWV4s47E7l/RjXfUd4nHTIvDMXmw3oPbyz+tel2yfZ7dYx/CMfjXnHhGQG7uID1liOPqOa9GEokt0lU8OoNKGx10yvIC7kCmyW0hsbgrjd5fyjuTkDj86XzNr5B711OkWsGryW0aoYzHIJrhsfLsQ7ufTJAH402XOVolf/AITo2OvzWqxslvbTGEFehVflz+hr0/T5hqNgrOMpIgdCe6kZBryjXfDj2mjT3nl7pJmYqw/iLHj9TXbXvi3TvC2raFoN1IEEtuI/MPRCMKufYkVzzpRXvI5nWlOyZfAfRdSaVATbyf61B/Me4p/iS0e6tYb6yZfPi+aNuzD0PsRxWvcwCYBgASKybqdtPtX+QvbdWUdU+ntXHN2i49DWL5mpLc+K4seX8wHpW34U1GLS9fgaY4tZgYJs9NrcZP0OD+Fc8JDnOeSc9KkDnBU816qfY4bHT+KtIk0+/wDOKnbxG7ep/hP4jj6iqul3yxxS2s/MEowQex9a63w9d23izQ/7OvCDfW8Wxwx5lj7HPqOPoQPWuS1vQbzQrnbIC0JP7uYDhh6H0PtRJW1RrCXQ7LwV421Pw3q1tZ3Vx52kSTLudhkp2BDf419ESMLi33AAgjINfGX2l9pQk4NfUPgPWzqXg/Srh5CS1uqtz/Evyn+Vc1U6qcr6G/tDAdmU81w1xYGO6uDjCiRuPXmu6ZTJKNvT1rL1O0CyMcdea5pq5vGVmeU63Y+XbyIVG3dvWvKtbiZbou3c817pr9rm0lyvQ8V5laaFDr/iZ9OvL2S2RklMeyPcWdULBfYcZyfT3pYdvmFibOBwnepA2BtGOvWmYo7Z7V3p2PNZLHK8MqTxttkRgykdQRyDXX63aLrWmQazaLkzDMij+GTow/H/AA9a4zsea3PDmv8A9kTSQ3CebY3A2yxnt/tD/P8AKtE+jBaEOm35tNyOCY24Zf613nw912Ky1y401XzBqEJIwejrkj8xmsHVvDP2gpdafIHSYBlbswPc/wCPT1waxIBqej36XIgkV7dw24DI+mRxg1E07WN6c7NM+p/D19IykTS7hjCE/wAq1rpPNVhjquOa898J+IbXWdNjlt9ynPzRtwyH0Nd7b3PnRLn7wGDXH5M7Zb8yOJvbQF3GOuRXnnjjw4bvSzPbRbpYsuNo5OOo/L+Vewaja7ZpSP4jkVx3iSeXTtDlmtpGjk8xBuXrgnkVzxvGehc2pQdz53PWnKdvXuPWu38aeH9Kg0qPXNPvbmRpbs27efAsa3BCbnkiA5CqcKcjqR7gcNzXpQfU8mS1sPOWyeK7PRyniLw01jISbmyXaMdWiPTH0P8AT1rihzVvTNRn0q/ju7dsOh5B6MO4PtWqkSWIjPpWoFX+V0P4Ef4GtCY298wkSQI/cE4IrpLi203xfpn2u3PkzqcEDqjHsfY//qrkLnR9StJCnkGQDunP6dap3W2xombej3UWlX0N0SriM7jg/oK+iPB/jKDXvDt7eanIqq2cJ6DGMCvl+103ULhgjQsg/wBvj9OtddJrI8I6T9mE4kunXKop+6T3PpRutSJ6vQd8T/EETBNItDhc7pQD09Af6/jUfwf1n7J4gfT5GHl3AyoPqK87ubiW7uHnmYtI5ySam0zUJtL1K3vYGKyQuGBBrCp7xUHytH2NIytCDnivFfjW+J9DXAwfP/8AZK1tE8UT69rqwS61eWtlcEeU0U0aLFwCdxcYx146k8VwXxFvL19Titb6e6kNtLKkaXAG9eQOccZwB0zWVODUkzarNOLRysvmsBlgwyc4Fei6nF/wkvgW1vUG+48oI3/XWL/Fc/mK8288NyxIPpjpXcfD7VYxezaFPJtgvfngY/wzAcfmB+YFdW+hywdmc5pd41ndw3KdVIP1rtRr8ensGk3Pp8/zo6jJiY9QR6fyrA8VaBLo2otKkZW0nYlCOiP1K/1Ht9Ky4r4iFoJDmNuqn+Y9KyT5dDpjLTQ7seINMPK3iPnoqZLH8K9Z+Gs1pJo8pmASe6kKCJ/vFAP/AK9fOWnXcNjKX4ckcZ5IrvPBfiaaPxJbTysfLB2haJSHOTkj3fUtAjmtoVjdxHbyLKsRPDFTkD88V8xfFPWbm88e3qTJJGLcLDGrjB2gcH8etfUsWswXKlEIDkZAz1Hr+deG/G/w/wDaIo9ajixLAfLmIHVD0P4H+dYSqKMku4oU+aLZ6l8MPEK+IfA9hcNKXniXyJtx5Drxz9Rg10l7CjI+cEMDkV83fDjxFqOl+FdXtbWSSEefDIk6dVJJDL+IxXZ69qXirSNHsbu51i+El1v3xkACLAUqCcdSGzj/AOvWcoXi0K9p3PnDA8snvmnoTtI7UUV3owJLe7uLG4iuLaVo5YzlWHavaIX/ALW8P2st0qMZ7VZXGOMn2PbiiinHqD2OOk0PTpZSxtwvJ4ViB/Ou4+HF5Jb3L6ZCFS0GXCcnBzyQfeiis6iXKzWg3zI9eg/1a/SqN6xfqe1FFcUjsW5zGrRq1lLmvHb7UJtI1+51C1CefA7bN65HzKUPH0Y0UVFL4h1vgODIxJj8KHGOlFFeitjznuN70hoooewGppet6hpxWK3nIiLf6tuQD6j0/Cu6GovIf3sFvKWUEl480UU4lxKGkavc6f4wggtdkccr7XVR17179p0jSSpuY4KZwKKK5a3xHbS+As3g3wIzckNjNcJ49AXQ5SB/y1jOPxoormfxo0fwM808a6//AG3p8Mcul6fA0CKkUlujqURc4QAuVA5ycDk81wTDGaKK9CnszzZjaDRRVdCSezvrmwm861meJ8YJU9R6EdxXWaf4hvrizVpvKcgkfMmc0UVUBopar4j1BUWOJ44Vcc+WgFc1JI8rl5GLMepJzRRSnuDG0UUVAjrvBWvTaa1xamzsry3lKuY7uHeFZc4IIII68jOD3Bo8b3c9/dw3ly5eeZpJHbpljiiikviK6HMxnBYetXImaKZWjZkdCCrKcEHsRRRWvQzPc9PK+I/BtnLqcSStcQDzeMZOcZ9jxmvHtZtI7LU7m2iLFI3KqWOTiiioqGkNynF9+vS/AmnwOYblgTK83l5J+6NuePf3ooqIly2J/DPiPUrn4zxwvNiEq8HlqMKEAyBj6gV7B4wsLe/0W6huE3JJbsGH4UUVx4k6aW6PH/ClpDF8K724VcStqKgt9DgVV1bWb+806KxuLmWSGF2kXe7MSWx1yecY49Mn1ooq47P1MZbo/9k=", 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", "info": {"video_id": "92031", "label": "pretending to take cup out of vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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4yckyMPcg8/gP515NaSbYRjvXeaGGGrwjqAFBH6/0rlgtTrtdWOz+I0t3qeoyyJuGYgIlPTBAriwhuRDDcQiKeMY3Z4Iz/L+Vdtq0rXRWR2JbGOfQVgzwCRsGqa0N407RMzxfYyxaVb+cuJbYiMtj7yEZX/D8K2fgsFl1y8tjyJrZhj3yCP1Fdnouk6X4uikt9UYlo7eBHXOMlCea6TRPAWm+GNV/tHSo+ShVlz1FZKfK9jGpDmVm7HnfiHwHdal44v3GnyNayXRkeUShTtbBO0Y6/WuW8Q6JJ4Z1WS3mk3bf9W5XAkXPB9uMcV9Cx6xGNQS2uITE8hwrnoT6fWsvxp4btdTtFunt1lMJ3MpH3l71jKo3droCgr8r0Z8oeIT/AKdFkd2/HpVzU0dtC0vU4yGiINq5H8LoeM/UEflWp8VNETQ9atGgO60uEMkJ9V44+o6VzOj6vNp7TJsintJ1AltphuR/f2I9a68PNOCsc848smmdH4nuC/hLQlPIGmED/v8AGuIg6Y9a7PxDJBd+FtKntIGhhEM8IjL7tpWTd19Oa4225mjX1YCqq6yKpqxuw27LcRRL1AHT1NdVYaO1zKIktmuJWBOAuT71RtbcG7lcjGwjH5V6v8MLRW/tW5cDaIREM+pOT/IU37qudMUjHtfAWmwaMxuY5ItRmO8Krf6pR049TUb+FdJuJbzTUkmR7iNg8pwQCrBsgenArvtQtWk192YbYoQign02g/1rBngNpqaTGFgitkH2PBz9RXBKrJSudiowcSDwB4MuPD/iWRkY3FnPbSKkmMclehFct4/tY4/iJfFiyy+YrxuCco20HI9DnmvT/BOtC1f+zbtgAJDFG7dm7D8a4b4s26xeIJbsdXIww56cf0rupz5438jx61Pkm15nL+OtPaK6t9UjgUDUbaO5cp0DkEPx7sCfxrj9PjkuPC9+IRuNpItw4HZD8pP8q7/UNXjbSdDsZgrn+zwRuPQs7kfoRXlWlapdaXfLcWjDnKSI4ykinqrDuKuDs2OS0VztPDd0W8F6mp6Nf23B9Nr1xVq4F47t/fJP5mu00yfTrnQdWGn20lqwkgnkhL7kUBmHy9+/euEJMVzMndXI/WnVewqasb7RKbCGTJ8yZ2Zv93jH9a6qxm26EbdkX5yHZj19gPQVg2cP2i2s1x/Aa2iwRNv4VUFodKS6lObT4G/fQKFkGcgfxCvoHQPFNld+GLKNRkJCsZB7YGK8CBIbIrR0vVbrTr2NfNcWjxyyyL2wiE8fkKmrG60KSinqemavoNr4ht5vOTJfO0+nvXA2/gjW9E1m3ktEjurdZQwJbDKK67wf4og1mAAMFkXqmeRXS3oITKfePc150tDqv2Opt5EisY1XGdgzg15X8VLyWPTXhTBDKJCB1wrAf+zV1thcSRRhWauA+J+sW+mato013F51pNHcQ3EY6lG2DI9xwfwp0J/vUc1aPuM5Twheo+n+IC2GIsOv1kSuE1c516f0UgD8FFd1oOhtp1prktpdw3unz2B8uWNuRh1IDL1BrgdUbGt3B9SD+YFehWd4q5xU1ZmlbSZGf4Y0x/jXrPgfxG1kLU3f7y2tlLBCucMecj6cflXkmmp51vLjnLhfzrvtHj8mwUnq3JrOK0sdaSbuz6Asb+013TluYCjxSg7cDGD3B96oaje3Gk2DGPDxJ1V+oHsa8+8D+Im03UxYSsPs1y3GT9x+x/HpXa+NLgf8I/IE++2Ca5qi5dDeEfeS6HKa54vjjsUkglJkmx5eOhB9a4TVPEwufA97ZNJIhW7jmhUHmIfMrrn+7kgj6mk8V2smm6fosQY75GeZFP8Aczx+tcp4nka3u0eIfup4juGODms6c3GVzSvTUoM6fw3arrPhbVLSMGQwRm8g3Hc0bKQJBn0ZTn6qK5O+t51WZZE2BCCCOhFX/h7rL6Xf6i2f3aaZc7gTwflwP1IrTSeHW7YBMAFhvVRznGSc+ldUrNXPId07M53w5r99o8kjwMrQ3CBZreZQ0Tj3U/zrr/E9wmqeCrW6ito7ZWtJo/JjztQxyZwM+wzXnFtGfKU8bQAfcnPSvQdFnGr+ELmBjveG6JYnklZV2k/mK0voOHxHndsSUXFesaRahbuWXHQLj8Vrym3VoiYnGHjYqwPqK9a0OdZYIXz/AK6BT+K8GsoHZTNS4fKgVUELOeO9SzsM9ataXPCtwFuI98Z646j6Voze9kOt9Ubw9Ff3gjEjubaFMdtwZ2x74ArtPBvixtXzb/MZYl3sD/cz1/Wsw+GDeWlsOWa4na58thhgmAqZH0Gfxp/g62j0fW9fvpRshtLVVOfU5Y/oorCdOMtTkddr3eh3Gr6al3AXA+brkeval0y8N5bNaXX+vRcHP8a+v+NZ/g/xVZeLdE+02zDfGfLmiPVG/wACORV+a1Mbh0O11OUcdq5ZPllf7yk+aPK9+h88/Hi0msLvSLdiDb7p2i9VzsyPp3/GvKIiVKEjKggnPQ17F+0Jdm4utDR4tksYn3Dsc7MEV40rnZwuR9a6cL/DRlWvz6nV2rreeE57cdba73geiyrtP6iuUtspcJkfdbnNbfhSYPqL6fK2I72JoM+jdVP5j9azdQga11GQOu0k5I9DnBH55rolrZigztkmEV6itwtwvB/2hyPzGfyr1XwBOIdMEakbppGZgD2HFeKs/wBv0WJ1P7xBgkHkEV23wsGoX+oXGoS3QWG1VYmjA/1hY/e9sYqaz9066UlzHt8sazX5BGRJEM8dxx/hXMatHJGGTkbTg+46V1UYf7TGSOefyrP1m1EkMjD7wXJ+lcVRXVzppys7HmniOZ7JW+zSP86K27+645H6ivL7jxRfz3U1reSPNHJISA3JUk9RXqGt27T2s0eOQeteO68tzZXZj3sI3Bxx+dVh6jWhjjKSspGlqurpPf8A7l8pEixRkdgqgD+VctGSM4HJPHFRh2HQmpInKg4z9K64PU8+bujq/Ck6td3FnyPtlm8RGerj5wf/AB2ue1FdmpzHGA5Dj8Rmk0+/ew1KC6jz+6kD4+h5H5Zra8W2CwXaXEPML4ZD6o3zL/UVpLWN+wQ0NLTpxFpVrcH7sZw/sM4P+NasuNuR3rm9CnE2nT2rclfmA9R3pLfV5LDNrcI0kSHCsvLKPQ+orRSsjdSsdJbGPzlEudhPJHatPXdPYaK0tuVaMj7PC69X3kNJn6BVH/AqwdNv4NSvrO0tQzSSvsOVIHJGD+Fe86x4TtbPTtKsVTdZQDDy4+YN6n2JpOS2M6s7LQ8Q8CWl3F4zghVmUeTLLIvTIVeP1wPxr2WzuxfwIWIzj0rhp44vDd3rOshlZI4TDEfXHJ/8eKfkaufDK+Op6BDNhi6NsclgefxNcmIglqjTC1G00ztZ4iFG3jFeQ/GNiZtGzzxN/wCyV7fdRZjGMY9q8V+NKqsui5HBE/HT+5XNRVqqNq7/AHbOX8Dyq2tiIt/x8RS25U9TlCQfzA/Ouc1qMx6opPV41z9QNp/9Bp9jqH9m6lbXUZGIpVfCn0IzWz41sVivPtEXMQkypHdH+ZT+e6vRnrE4YEfhtA8Fyp/hZG/DNd6ibUCKOnAFed+GplS+aFzhZ0Kfj2r0nw8E1i/tLTzPLd5lgkP9xs8/4iiL0OmDM2S6jtLqEliH3nnHCkEY/WvVr2b+17G2ccxyRhsfUVBrvw20W70trXTrc290hYx3G4sS/wDtZPOaTw1bXMXhvT7e5jKzxJskB7EEiuOrPmOuGmqOQ8eaYZNR0pjnK2pRB6YP/wBeuF8RxPcabGEtuIuC4PI/CvXPG0W46RIEDFTIvXGOK4nULXyrnysAJKMj61yylaRukpQseZWt1/Z8F+wwDNCIfcgsGOP++RUlhqjwkyRymNR94g0zW4S80riERgHoOn+etYQYqCAevWuyErxPJrQtKxp2zu0YZWCk9Rjqa6r4f3fla8+nXDYj1CIwk/7XVf1H61yEcwUELnaT1xVi3uWhmWeF2SaJg8ZHYg8GuhGC0dzc8Tae1hr8rFdq3H7z6OOGH58/jWroOpO1ibaOQJcQt5kBPQ+qn2rodTsY/GnhmDVLMKLlxu254SZeGU+x6f8AfJrzlHltZTkPHIrYIPBUis37rOmEjvYvFNhcrieQWs68PHJ0z7HuK19A1Gz1DXLO3iYyRNKokkAwqrnnnvXmE86XUnmuwEn8RHQ/hW5Z680MQitQE4wSBQ5aF87tY+rEgs9QWO6gblVKJIhxxXm/xO8/wx4I1drYSyteuBJLjO0MQDn2woH41pfDvxLG3hxIZjlozySfz/Suh8QiDVtImhdFltpkKsDyCpFYVJ8i5kRShzOzPnv4M+JhpXjmO3mlKQXy+QfTf1XP48fjX1HIqyRYr4tubG68L+MGgQHzrS4Biz/Fg5X8+K91TxFq2q+J7i1GsXlhE4Zo4kUNtYR7tnTgcHmodpO66oJJx+Ry37RsarP4eIxkrOCf++K8PDYG0Y69a7X4i63qOsvpxv7yW58sPs8w52525/lXD9s9q2o+7AzqayJY5XhlSeNtsiMGUjqCOQa6/W7Rda0yDWbRcmYZkUfwydGH4/4etcZ2PNbnhzX/AOyJpIbhPNsbgbZYz2/2h/n+VdCfRkrQh02/NpuRwTG3DL/Wu8+HuuxWWuXGmq+YNQhJGD0dckfmM1g6t4Z+0FLrT5A6TAMrdmB7n/Hp64NYkA1PR79LkQSK9u4bcBkfTI4waiadrG9OdmmfU/h6+kZSJpdwxhCf5VrXSearDHVcc1574T8Q2us6bHLb7lOfmjbhkPoa723ufOiXP3gMGuPyZ2y35kcTe2gLuMdcivPPHHhw3elme2i3SxZcbRycdR+X8q9g1G12zSkfxHIrjvEk8unaHLNbSNHJ5iDcvXBPIrnjeM9C5tSg7nzuetOU7evcetdv408P6VBpUeuafe3MjS3Zt28+BY1uCE3PJEByFU4U5HUj3A4bmvSg+p5MlrYectk8V2ejlPEXhprGQk3Nku0Y6tEemPof6etcUOat6ZqM+lX8d3bth0PIPRh3B9q1UiSxEZ9K1Aq/yuh/Aj/A1oTG3vmEiSBH7gnBFdJcW2m+L9M+1258mdTggdUY9j7H/wDVXIXOj6laSFPIMgHdOf061TuttjRM29HuotKvobolXEZ3HB/QV9EeD/GUGveHb281ORVVs4T0GMYFfL9rpuoXDBGhZB/t8fp1rrpNZHhHSfswnEl065VFP3Se59KN1qRPV6Dvif4giYJpFocLndKAenoD/X8aj+D+s/ZPED6fIw8u4GVB9RXndzcS3dw88zFpHOSTU2mahNpepW97AxWSFwwINYVPeKg+Vo+xpGVoQc8V4l8cP9doXT/lv/7JWzoniifXtdWCXWry1srgjymimjRYuATuLjGOvHUnivPviVeX8moxWt7cXMn2aWVFW4C70wQOccZ4GccVlCNpJs2qTTi0cewXtgEeld1abPEPg6NGObi0Btps9QnVG/A4/I15+sjY4PQ963PDGu/2LrAmlBa0mXy7hOuVPfHsefz9a60zkWhRTzbS42uCk0TbWHcEV0K6pcrPFqWnXBhvY8Fwv8WOQcd62/EnhP7dCuo6WyysUDAKc+amOMe4H5iuBLyQMyMCGU4IIwRUv3TeMj6c+GvjGXxPo0ovAo1CCUiZQMdeQce9dTOqrNkrhT1xXzz8IdZe18aNAZCou7dlzn+JfmH8jX0L56zRDBycVyT3OuDurmB4ltPOtIcDJWXI/EVx+p2BMS7Rl0OQa9IltfMtW3DPcVy+pW528DnOfrXNUXU2hPoeL+J7b5pQo+V23EVwLKVYg9QcV6n4yt2iMvlZX5gMiuX8UeCr3w5oWk6leiUXF+0nnQtGQLfAQoGP95lbOO3TrnG+Hb5TlxduY5cdPyq1HyCx64FFFdqOJne/DHUbiHX204PutLiJ2eNuRuUcEeh7VrfEPR7NIP7RjjKXBYIxU8OPcevvRRSlsUjzUjDGtfRIFub+3gcsFkcKSp560UVgjY9C8T3s2heBmGnEQ+bI0JI6hQcce57mvR/hZdzal8ObB7p/MYRFMnqQCQP0ooqK+xVLY4Tx1pNm3xJ8OOY+biRVk/2gp4pdeu5NJ8Z39xahQ8UzBdwyOU2n9CaKK56Oy9P1LrbnlPi3ia1HpuH8q5txjpRRXfS+A5Z/EN70hooqnsI1NL1vUNOKxW85ERb/AFbcgH1Hp+Fd0NReQ/vYLeUsoJLx5oopxLiUNI1e50/xhBBa7I45X2uqjr3r37TpGklTcxwUzgUUVy1viO2l8BZvBvgRm5IbGa4Tx6AuhykD/lrGcfjRRXM/jRo/gZ5p411/+29Phjl0vT4GgRUikt0dSiLnCAFyoHOTgcnmuCYYzRRXoU9mebMbQaKKroST2d9c2E3nWszxPjBKnqPQjuK6zT/EN9cWatN5TkEj5kzmiiqgNFLVfEeoKixxPHCrjny0ArmpJHlcvIxZj1JOaKKU9wY2iiioEdd4K16bTWuLU2dleW8pVzHdw7wrLnBBBBHXkZwe4NHje7nv7yC8uX8yed3kkbGMk4oopL4ivsnKHiQ49aexO4HuaKK1WxB3Hw41W7N5caa0m62WB5lVudpGOnsc9K3vEemWc86PLbozuOW6H8xRRVLWImYtrZW+k3cF5aR7LiNtySFiSp9ua978PXUl5p9vPLje6AnA46UUVzVlojrw70ZszMVjAB6g1gXi8jrRRXHPY6Inmvj1FS3cjg+Ytec+I/EGqX9hBpd1eTzWttI8yCSRmJZ8ZySecbePTJ9aKK0w5lidz//Z", 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", 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", "info": {"video_id": "92031", "label": "pretending to take cup out of vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "92031", "label": "pretending to take cup out of vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "92031", "label": "pretending to take cup out of vessel", "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": "57114227d7ea7fca7ccae777afc08848826066c1ddc34ef8a47fcfbffd436bdc"} +{"episode": 77238, "episode_seed": 4271375091, "split": "train", "timestamp": "2025-10-13T03:39:48.630776", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4271375091, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put strainer onto setting lotion'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198286", "label": "pretending to put strainer onto setting lotion", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198286", "label": "pretending to put strainer onto setting lotion", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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kiGT/ALS9m/z3/Cs23nwcq/4VpQz+ZtO7ZKuSjjnHrweCD0IPBqac0t9i5wutCIXCxS5AbPpjv71oC7a8leWVvnYgsfXis57qw85vtEi2TnrIEZ4vqMcj6HP1qlJ9tMRmh2GCN1edwpI8kcnGcEkjsB610ya5dGZRvzbF/VvEsWhQw2scazXLp5hDHCoGJIzjk561a8Gay+qvcfb5AWY4TAwE+gryPV9UuNTmvNYkYASTeXGg/iPUAD0VcfmPWum8P3zWeWB2sf51xzetzuhCySZ7MIygXPcZHvT1HSo7SQT2ELZy4QZqcY7VSZjKNmDD924zyFP8q80vZ1vbq3tyB5UaKW/IV6Y3KMf9k/yryfT3VoQzjLMAT+VWp2izGULyR0ERVsYq4oGPrWRBLGuAGx+NaMchwMYYfWs7mliO7mWIyI3AwDuPTJ4p+j35mt50jdvKJG8epHT+dQaoge2dww3bRhSM5wf0qjodxuLwloww5ZRkHr710QaMpJ3OsVRway9e0kanalMZ4NaaZ4qdCScGuc6VoeP3nhq6tJSqknvWYLhrZmjbhlODXsOtQKtpNKE3MFyvHevHtQ0+5gdridCpmYsue9SWncmhvPn3Zrp9P1IR280nGfJwP++q4UMyHFbOlSmWbym+5tyfzFa0nyyTMq65oNHTaYFWIyNjzZTub+la0QzWSjR7t2AKv28gJyrc03K7uZKNlYuP8sTOBnaM4qhLeRxXaANhiwGMc59/zFX1PmIytgZBFYN/ILfUBJmMx8Euynjj2q4NWJmdc0z3UzSzMWlYAsT3OKkVeKo2beYm7cDkA8GryZC++amp8RcPhHgYPSrcYGBioAMjNWUAHSpKZIBUijBApoHNPUc5p3JPEYd626c/wj+VKJZA2NxqVCvkJn+6P5VCSmeDiokNGzp0lwxA3/pWncwSIoM8o4AI2jOQeoI/Kudty/Gydl+la1pFercrcLeeZgbSkmcEelKOj1HLVaGnp+l7XF4NgiYbc5AJ79Ovat6MNzisq1hkdt7lAewXJ/PNbCsThRgCtJ8uyZMOZbla9tRNDv2hmQZxjOR3FeYeJPDcmluLmDL2knKt6exr19UHp7CqEthFOs1hcKGgk+dAenuKzsaKR4gsrIMZIq7a3jQsHDV3OrfDpJI3n02Xnr5Tjv6A1wF1ZXFlM8U0bRunUMMUeRV76o6u2vn1RoxnmJD+pH+FSzecmeTisrwgxNzdA84jX+ddHcBR1oe4uplxyTFhtYiteCLUTA0sDK20ZIbvWLcSlCSpI+lVP7YvIwyJcyKp4IDVm0wOpZIGzC0hdu25T0+tWNYvZtE8MPJAoZ32xMxGQoIIz/T8aw9P8QzeRHbyqjleBIWOce/rXYadJDeWrxTLHLG64ZHXIP1FavltoyI3T1R5IDEqxLs+WPd5YP8ACTjJHucD8q1dJnRp/Lcgd1J9a2PGnh2y05I7u1iaFZSsaJGMru7g+nGCPoa49C0UnIIIPSsmmdKfU9o0nX4oo40dwDgCulhuY5cFDweleBWupTLIrFyQD0rvNJ8TKkSBj8tNOwpJSPSWOEb/AHT/ACrxaFZY4FKk9BXqljq0d1CfmBBU4PpxXncKoYEz/dH8qpGLWpRWacPjcQa2tNluHIBkz+FQLBEwHarUdlnGyZk9xxUtMLmhdW7DBll5Xn5RnIPUEVNp2k7JVvMIInG0YYZPfp17VSt7O+huxcLemUAbSkucEela1vFLvLsUBzwFyf1NbU7cur1Mpc19EaKKxBqaPqPamAngAjFTIoHPepsaXElQPEQQD3waxrrw9bam++VAxTlF7VvKOeT+FECeXcY/h9fSlbUfNZHkHijw/JZztNGh255AFY2lBmuGC9Qn9a9w1bSIr6NuByMYNefT+H10fVWOMLNGSB9GH+NC0dhuV4mOxmU9Tip7Z58gq5/Gtf7NGe1CWKH7pI+gpmZatBO8BYsvyjJyOtRrpou5TbxnzG52h+OPqaa2nzuhRLyRARjANXLeC6SBIJJI5NnAkOcke471dNK9pMmd/smjb2ptIEiOC6fK205HHHB71ZAYHnpUVsDGuCc46cVZQF+tOVm9BxulqPThQMVZSoAvGF4FTJxUMq5MOMYqUYWocU5STxSuI8T6QIf9gfyqsW5qfOYEA/uj+VV+rUmMtW7kH61vWMxyBzzWBABnNbFm3A570hnV2b5UCr6AEhscjpmseybYByelakcm4YHSgC8h3HinSxBwD3U5FQI/zbR1xmrKknrTuIkGI2BX7rfzrC8VeG4tasmKKFuV5DDv7V0CKgj2uT8pyvv7VwjX+oXnjS90z+2rq0hDSeSsahslU3BfYcHmqcb7CUrHNeF7OS11O+gmUq6xqCP+BV0FxEuDWToN5cXl/c3FxM0sjQry2PWtedjtJ7VEtzRO+pg3ihc1iyDLE1tXxyDWOfvVLYD4FO4Eetdjoc8gKqWIzXMWcW9hXU6cAu0EfjSA614/tFiETaJUZZIiefnXkfn0/GsPX/BcOuSG+s3WC6mHmFW+4/HP0P8AjWxakiPep7dDV22nLZjIw6neoPfPb+f51cdQba2PFdU0i90a6NvdQtG/UZ5BHqD3plrcMrBSflHJr2/VtGtNe01ra5HDDMcgHzRt2I/qO9eF+JbC80EXFvLlJ45AuV6MPUexoSu7Mrm0udLpevS28md5AIORmpIbj9xHz/CP5VyurW1taeHodU0zV7+ZWuTa5uYVjW4ITc7xDrtU4U7vUe4G7C58mP8A3B/KnKNiebmNVbmtG1us8E81gRuTV+3PzCpuJo6m3lzgHvWnDjArnrSU4H1rct2wvXmhMC8oBO7qe2asJ8zVUV89BU6vzgdcVVwZawDweRT8AYI4FRqSalONhH86a3JZKzBlH1rj/GZAu7DHUxyfzWss6tdzeOLrS59ZvbS1acpEY5Y0WMcHJLjGMZ46k4rCutQ1CXW7i2v7m5lNsXRFucb0+bvjjPAzjim11JT6Gorc1YiPXk1nxS5BNXI2/WlcZfTmrMXODVOIgcCrUXJJGcUrjLqjIx61MnyjAwBVZXA4qZXwNxppgWkzjJqVAvXHzYqtGxODVhByKbESq2c5pynmud8YXtzYeH3uLOd4ZhKg3oecEnIrmtXl8TaLpOnXlzql6JbovviK4EONpUE4+8Q2cf8A16Si2DdjlwT5Kf7o/lUR60UUmUWoR0rTt+OlFFIDodNZmkIY5xxWvGcMOBRRQIsBRu3d6uxHnPpRRTQgyc/WvK9Z1CfTvGV7eQbPNjmbbuGRyu08fQmiiqjuKRD4dOy4nx2iA/WtydyVI9qKKzn8RcdjFvOc5rKI+aiioKNKyyDkGuy0+NfLXjtRRQCNdlCQhl45596uxIsyRo4yC+33wf8AP6UUVcdwlsTaPPJcaWjSHLCSRM+uHIyffiuH+MNpC3hq2vCn79LhY93qpBOD+VFFV1RK2PK9d8UPr1vBFLpOm2xt41jiktUkUpGoOEALlQvOTgcnmushP7qP/dH8qKKqp0FAsx9avQfeoorJls1rckYwa3rBmdjuOccUUUIk01A3VKFG/NFFAy3Eec+lKCfzooq0QeTa5qzWHijVkazsruOS43FLqLeAVHBGCCOvTOD3BrLS7nvtUnu7h988wMjtjGSTRRVv4RL4jVhc4q9bOx6miioZbNFCcVYSRwThsZIoopCNFQPLH0qQAFcUUUDJ4uFwKsE/KoooqhHNeOWI8MN/13j/AJ159c61qF9YQ2NzdSywwO0i73ZiS2OuTzjHHpk+tFFXHYh7n//Z", "info": {"video_id": "198286", "label": "pretending to put strainer onto setting lotion", "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": "d9ac05a576c433075ccd97ee77fd72d8d886b16cce74c20c2d32499e5ab64dc4"} +{"episode": 77239, "episode_seed": 2620649744, "split": "train", "timestamp": "2025-10-13T03:39:49.384666", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2620649744, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving hair oil down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "114294", "label": "moving hair oil down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "114294", "label": "moving hair oil down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "114294", "label": "moving hair oil down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "114294", "label": "moving hair oil down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6e7408aeae1c93674381fcd9b6c2b55ccf1de3f4c975e7d3c6d4bc907f3118fd"} +{"episode": 77240, "episode_seed": 2945400182, "split": "train", "timestamp": "2025-10-13T03:39:51.939624", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2945400182, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing game controller to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "79818", "label": "showing game controller to the camera", "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": "ee40eb7e4ac5e0c7da98a18eb0b530ee912e7df95f34d2fac32c95344804f32a"} +{"episode": 77241, "episode_seed": 976066297, "split": "train", "timestamp": "2025-10-13T03:39:53.080799", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 976066297, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card in the air and letting it fall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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FuT1qDUdQvDqM0zXU7tHL5ibpGIHO4YGfpVbxVZyXkd9bxZYW84mgA7Rvzgfg6/lWyrSqXT0OJ4X2PJO976oz7u9W2mMDKRJkjYqkknvgCppfEuowRpI9pNDCCF8x4CFz2zmtjQnFvqNhe3hCxX0Zs7s/3Cw27s9vmAP409vCD20s8eqapp0FtIrRyebcgsynoceoOCPcVnVqub11R20VGjF6KLt16/iYuqaefEGkpdW+1bqBiqqO4+9s/mV/EdhUMl7ptjqgmur55JY2B8uFBIEI6bj0JB5xmqmlmUW5jZ2DKwAdSRnaflYf0rTstLsP7NmAtyNuAkrNzI2ecr0xjJ9qym1G3MVON3zR0TX9I0vEOjW3iPS7DVNHuVYJF5O2Q7Syg+/8QOcjvmqOj/2rpkmyMN5hXYRtBDr6EHINXLVIrW0WOSFZVXOxGPC56nH5VFNeohUwwpFIpyCnWsJVr+6Ywi4u66mwv2m+aOPWbxIrNTu+yIQit/vAcYpEtob52jMW5BIXRkJAOQARx2+Uelc5IzXDl5JsNnLHqa77wnbQyaWGBZxuPLHmnSnfQKj9mudblVPDM0jBFEaW6HfhRjkjGSSSTxVuz0OO3mAitImTucYJ/Gumby0Q5IA96pvfKv8Aq1GR611qckuVbHmTfPNylueXahra6jFLLHZRWgtHaFoYiWAxkhue5wfyqgy6xAFLqlisyLIBPNhmQ8g7Vya0P7JNv4r1KORh9nuZGIUdc53j+o/GtHdo95pVpbavqMlreacXt8JCXaaLOUI+g4onUurRPVw8HBKUla/W13tp37HOadqNxZ6o1veufkZWYxMSGU4Idc9+/wCnrTruJbO/mXR7aK5luZDkYJWJl/iVRyQwbI9OR2rR1TR01C509tBstRkFurJLNcxhd6k5AA9st+dQPp7xPIt5dJYwQnbcEt859FUDlj146VHRtGs2ppc76213aHeHPE1/putfYdWMH2WUN5h8oKUwD7ZPTGD60y/8KteT/atL0LXrVXO5VMCsnPp8wIHtUcu/UdZk1ieExwO/yI/URqMnPqSFAP1rT0vU9Rl1O1ebULshX86XMzYIUF24z0wpFEnyW7s5fZ8/M47Ir6ZoOnf2at/q2p3TAMUayRQsmQSMNyT2q5rHiPSGsLaysoRZxW7ZQbwMH2xznPOar31qtrZW8jFvOlUySZ9Tyf1NQ6BpV9caPbTWGnyStKZGaVIAxJ3kD5segpN2lzJ7G8ad1GNTVu+7exft9YTV9N1BY2G+OEsGDsefXB/OphpPhyK4Fvda5qt0+/yiYYliRTnbnPoDU/iHT53vYbchUul0dDKpxncC3XHesG/ZPtF0S6ruYsCTj7w3D+dVzuMFyvchUY4ipaato9V6kura5q+h6VZw2t+6wJM6XUKgfM2eVPsdrCq0Ol3Oraq1pa3UcSCB50LIXaRVAIVR6lTmtPVdPTUxqEvHlXAiu1wecugc4/EyUthHPY2+nXlrCzXFhKCoPBkQcFc+6tiqnNbdWTh6U7c8dOn9etjl5LLzIZDa3d09yil0WRVCyY5K4HfGcc9qvafqNvcaM9vcQGaN8EAddvcfUfeX3yOhNdja5lnNzpfg+GNt+4S3s5OD14ArCk8F3mj6fNdTSw7d+4xx5O3J7ewrOOrV9zplU3WqVur2ZTtba60a7u7e5hhFzHGrb1l3ne/Cgn1yRmop4L8XsypYT7Uby0Z2VAQo2g8n2z+NOjmfWDdSz7VS5la4uGboq9l/AAVkT3v29jbaZbxwWqnBk2AM/uW6/hVuN1eZipSi1yfl16/8OdXLLKksyWr7rWOKO3WRBlW2JhiD6bi3NUbOOaz1iG/gmSOREMfzxiRcEYOQetYH9n3dqvnRTMCgz8pIIrb066a7tVkcDeDtYjufWtqcac/kctSdWiuWS0fc69xqF+0NpqGrSvYXDiOWOCNI1IPToOhOKva94Vlu5kS0ibyXjVWKziNkZCSMZU5BDMDT/CmhW2raIl1fSzyDzXSOJJSiqEbAzt5JyM9a6C78O6cLC4MNqFnEbNHNuYurgEghic5ziuWbUZWXQqVVP4dFocfZ+Dr20SRImhjEpj8x2maVyEcOACQoHI64qtrMtlpV35bKtxfngQwAM656ZP8AD/Oug17xEdL8JpqKEfaLiNBDx/Gy5z+HJrJ+HmlRBbnVbs+ZMhyZJDkhiNzMT64/rSu7Xka05tXa+ZRgutctALo+EGcDkM0hLAf981qab44028mFtdpLYXBOAlx90n0DDj88Uy5+IrLeMLewR7cHAZ3IZh6+1Gq2WmeNdFmvrGHZfwjMkRGGb2Pr7H8KFNPdG04VN6it/XUwvF1pqcGp3AsEums7mMzXH2ccFQOQzdh1OM81kPNbWujpLDF5S+Vu5GTl/kXp7Fz+FMt9SurbQrzTJbp3WZo4YAzfcjJJk/RQPx96fJcR2yvqM1xcW1uVWNI4ZCpl25wOPqa21lfsY8vImmtb/wDD/Ido8uHuLxUkCWltJIGMZA3ldiDJ77nH5VPdzyXEEMIVVWJdqgfTH9K56TUNU1KQSQmWKJW3IDKzc+uWPJqe31O9iuVhvyZA3G5gNwz79xTp04W5GKderGftbfhodH4dWSDS0s30iwvJYWYiWeZxwxzjaK6fTNPudbuJLu8e2gFvCbOO3t4yFRevOTyOa5axeZL2FYADLJIsShjgEscDPtzXo9l4ZuLV5HOsTBpAA4hgRQcem7camvCNOW+5FPELkVtGvU8/l8PandSh0S6jGxFdBZFmDKoU8swUg7cgg962YNJvZUeOaymRPs8MALkb3KKVLHGQvGOMnpXWNDJp+pW8H2qe4huY3P79gxV1weCAOCCePauR8deIJ1uI9CsJWjd133UiHlUI4UemR1/Cs1K+iKhN3XW2xj3dxpFgr6fPIZgSd8cSmUg8dSOB06VNpd/4Jt2CPA0Uh/ju4CB+fIFdVpmm6T4Q0CO7vUQTOoLsU3NuIyFUVB/bHhbxKfslzB5Uj8I0qBDn2Yd/rS51tY6XUnK7V7Lqh+p2Vpe+H5jYJAyld8bQgYJHPUVxLSklS7Dj7oAwB9BS6rY6p4F1YtYTFrZ8sEYZSVe+R2I9qypb0MOe9Y4l6K3n+hEU73fU0JLgYxmsW8mdX3ICSTjAqKW8IyCaign82U5bkZxXMl3LQm28YszMFU8nNeg+CriaPRVCknMjgnPvXnV9qge3EcYy3tWpo+pX9rpawnckIcsWHTmtqclF3Ma8XONkeuJFNcDk5z/d5/WpVtHjPy2+4+rNUWg6Q134cgku5btbt4yUZZ2XZ/dIA49OuajvvEA0/wAJLq8oVpWgQqvQNIwxj6Zz+VdClzbHEqUb6mH4hlsrC98+6VDeOB5cMQ3SYHAPoPqapW93rMQF2nhGSRQPleRzux9NtWfAGmjUL651fUD59wMOWk5+ds4P4AcVd1D4hiG9eO0sllhU48x3ILe4x0ocknZHpQ9pL3Irp9xFY+PNPlmFvqME2nSk4/ffMmf94dPxFZXjDQhcXc2rx3cEUEVsZ8lN+9uAAMccnb+dbV5DpfjvSppbWIRalCuSjdW9ie4PY9jXnS3dxZ2b6QzyNbSTJLsY8KEzlfbLbfyq4yv8OjM5U3u+m/kXLqd3tVtnnt0u1hjBSV9gO9stjjnAVR/wI0lvKtjFc/aru1E00BghWPfwXIDMWYAABd351FqOovpUaMoEmpXPK5GfLX1qtZeGtT1UG4eO5uGY8soLc+mT1PsKclGLuwftJ3S6ms4W5XImWVMY3I+4Vd0a2jEX2H7TeJECSkSXDKhz14BrlRby6RqEZUttZtpBGM84IIrqtOhW51ewtnLBJrqON9pwSpPIz7jiui0JwcjldSpSmoS2XTQ6jw9Ho9hHew3Bto5d2GeSQbnQjIHJ7c1BZeE9MvSXS/tbmaIKhkW0TfgDC7t2ewAyAM4ruYrPTdPQGO2tLZR3CKn61nXdxBLrunz28scqyRTwM0bBhkbXAJH0P51xc93oW5czuzBv7DT/AA9Zy399fTNu2qC2C7bRhVQDAGOeBisSys/EPiFjcacsGn2gOFkmXezfiRz+ArO8Takda8XSQbs21jmOMdt3Qt+f8q7jxRqz+GtHs7PTwqSuu1GIzsVQMnHqSacpOPqb0+ZpKPXRfqYd1ZeONHQzJdW2oRIMlPKGcfQAH8qjsfGFjrUMmmanH9huZlKDccxv9G7fQ1S0/wAc6vaXAN1L9rhz8yOAD+BHQ0vjnR7K+s7fXLEAQXf3sDG1z0OO2cEEeoojPuazoTT5Zbv7vQ5PVGNp4Zjij4e7kCE+3+QK17a3Hh3RLGWJF+2XimRJGUHyowcAgH+JjznsKZ4q0UwxNaWkrXLWLI4DKAx+XLLx7EVv6RrHhvXNBsodTR/tFmnl7QrA8e49eODTrSur9BU5KNm1daf19+5WnnlvPBct7fsZHjuQkEr/AHipU7lz3Fc/pEJjsE3DBcl8Vu+IJn1owW0Ma2ml2w/dwDq3ucdKpJGVCFiAmQCR2FXhatON7yObFqdS3Kie+8TanofhfS4NPuDAJfOkZgOSTK/+FZ3h7xRq1x4msTd6hPKhlUMGc4xnn9M100Xg5PEmg6axvDAIVkXAXceZHI/Qikh+GcGnzpdf2q/7o7uY6r3Gm+ruY+1UJRj0W/6mT42nZdH0O0J4iEyn6o+z+QrovBN3HcWt9pbOFN1FujPqdpB/ofwrD8d2YfTI7tHbMd1IxUpjiVtxH4EfrXO6NqTxKnlyMk8ByjA8+1TUi+RM3wjjUbh3/NFu7t5LW4kgmQrJG21lPY1v+A5JF8TokedjxOJB2wOR+uKlk13RNcjU65ayQ3ajabm2/iHuP/10HXtG0Oylh0COaS6mXa1zOMFR7Vzo9Wc5yg4OLu/u+85jUraObxCyRY2efIqkdl3VSvLeXXPFkOlwLlISsSJ23Hrn/PQVtaRpk1+1xeRzRItmhd/MzzkHpj6VV0K5i0X4grc3p8uGc71dug3Lj9Ca6Ob3LI5Ki999bW/K6/EvC8stOujbWllb3KRNteW4TcZSODgZ+UemOareMdOhs9ditbZSqsysqk5KhgCR+FdTc6d4Y0C5bVrm+Ey7vMhtg6tls5AGOTzXJTXFxqmsTapeKVklYlIz/AP8cVNCDlNGWJrRdN27GlpmP7c0z0N5F/6FVjVfirqsd3LDaW9vGisQCy5P61Fo8TPq+nSY+VbyIfUk1y994f1eS/mePTblkLkhhGa6a0YzqJPscEHyU3J76fqeheGPEl74gitZ751aSG+VAQoGBIjrjj3ArjLi7a78W6ncNyXlkwT6A4A/IVreD7S/0+0vRcWk0TB4Zowy43FJUJx+G6uZ1QnTvFV8v8KXL8+qlif5GsVD4kjeFWKnGV+x6T43kOoaBpV9FzAR82OzFR/gRXAHFdNoniGC2tX03Uk8/TJ+fl5MZPcfzqVvCen3L+bZa/Z/Zjz+9OHUe4rmPXpSVFcktujLF7M2q/DiK5uTuntJxGrnqRnH8iPyrzWcsCW7V3viHVLCDSoNC0mTzbeFt8s3Z29vx5/KuYhs0mUhh1rOq7WOeUdL7Jt2OfUtIefpV7ToP3hJ96snTfJkPcVZtY1hkbcMDOfzrK5nYy1tUlRUI2hWJ6ferTg1aWzsRKIEdA2E3rlSw9u+KgaE3jxJCMYOCR3q7r1stp4Zsox/DdXAOPZgK2pUnKzlsTOdr2/rQu6Z4+16fWLMTXhEIlXKIABjNX/G85i8PafYg/LHeXCEf7jED9Grz+1k2XUTejCu48bkS2BcHlL7zMf7MsKNn8wa7eVRmrHJdyh/XkdD4BvIz9osGYKbmEFD7gEH9D+lche2slndSW8ylZIm2sDVHRdQeJVCSFJ4DuQg8j0rsZNc0TXYkOuW8kF2o2/abcfeHuK5pqzsz1aMv+XsVdNa+qKXgqSVPFNqIs4cMrgf3dpP9BVHV4YpPF1wq48oXMh/XJrbj1vQ/D1tL/YizXF7Ku37RMuAg9q52yVJZJJZMs4OQxPr1oU1D3mOqnO87WWi/Epmxa78ST3lyD5CEIg9VH+T+dawe81bVo44CRIHCwRRnAiHbaOwHrWbqV75W9lOAOKt6VqX9kr51qobUJ0KpNI3EYPXArD2kpO7MVJx2J/F3l3njN44WVhG4aQj1AAJ/E1Y0pmXXtLYdRdKfyVj/SsmGH7PI+9zJKxy8h6sa39Jttt7p0zj5muRt+gRzXqxtCj6nmTTqVXbp+hi6foeseL7q+kivgBBIA3nOeSc/wCFdn4c8P6nodvAt35b+TdCUuj5GzY6nr35X8qrfD+eKx07UJZA3767OCPRVA/rXWy6jZTIFkVnBP3SvSsHqkgrVJqpJJ/1c8imsbvTNckW9Ch7oPIhVgwI3V3OrBvFHha2vLYeZd2Q2zRDliMckD8Afzrl/iNJDHq2nTWi7QsLcYI53VU0rXLizlS8sJjG+MMvUH2I71FWL0kduCfPDlT95aoqPweRiuvuw1l8NreC5BWS4uN8anqFznP5fzqA+MrSR/PuPD9lLdDnzOmT64xWHrGuXet3Xn3TDCjCRpwqD2rJHoyU6jScbJakVje3Wq6lc34JRJ5C7Hs3sPYdM1pNti5A6nk+tNRoreHC4AAwAO1ULrUFYEKRXNVqyqu/Q4KceSNixdXY8s7T0rGbW3jyu1zH3bHAqG41HajBvoKwLi5urhfLCvtVsccClGHcpyset+Bdc/cSkq5gwQD2LZrsW1uLblYm3dskYrybwvrWr6TYx2kgtY7OMlg7RlmJY5xnOKqXnxW1m21G4hig0+aFJCqsYiMj8DXbSlG3Kjzq9ObfM0ek+K5xq/hu7tigQ7Q6NuzhlORXi/myQy70JVgc9Old6fGc+o2FtDLY26/bbeQl042srYIH4Yrk9YsG3tcwjKn749Peu2nG8bmSbg+V7oWHVopMCb9236Gpze2yjPnJj2Oa5tuBxj61a8NabFrviE6dc38tqrRyNGY495d1QsF9AODyfT3rGdGK1PThmNRKzVzpbDxFFBomrwBihuDFGrEfw5YsSfpwB70Wl7/bcQilsFmiU/66T5R+HfNcn4fsJNYmPmyHyo9rOM9c9q9FhijtoVjQBQBwBXPWrxguSC1IpynOTqN7la00yztpBIkKhx0JJJH0zT7i5ijZVKjA61DcXIRzh8ZrE1O6AC5k2g9SK4byk7tm+h0lpqaQX9rJE2VjlWQKemR3r1WzulurOKdOFdcivm21vEOqW8RnaK3aZVd2b7qk8n8q9httS0aCyBTWbcW8Q2793yj8a7KF9eZnDirO1kdddwLcEB7l4wOQqsBmvI/iNpv2LW1uI2LpPEuWJydw4/lXaQ6ppF3IFg1qzlc8ACUE/TrXPeMbaK4EKCWN90bYKHO0g1201eVjji7bnC2ep+T+6m/1f8J/u/8A1q1EdJRvVlYeo5rmp45IZWjkBDL1zVS4nkijLRsytxyDilUop6nqYfHSpx5ZK6OvklSFC0jBR71pROqpmua1vTNPt/DtvqunarfXAa6+y5uoRGtwQm53iGd21ThTu9R3yBaN+AnBrhrx2sayxPtntaxsiVS5LGqF/dRK+3eFBGCaz1vXkJAqpeRGVSVk+b0qKcFzaiak4txOx0uNbbEpAJx8o9PesrxTeM/h+yI4Jurk/wDkSszR9YeKyltZCTJH/qiew9Pwo1lifCmlZzkyTn/yKa75X0fmYc0eVRjvZ3+4w47lxIpz0Ir0m4UalamKRwPtGmwSKT03oWT/ANlFeWg136vv0zQZ/WOeA/gwYf8AoRqrc00jGnPkg3/XU5vzZYZNy5Vl/StGLVYpABN+7fv6GjV7FtzXMIyCPnA7e9YbkgHH51pUpKWjDD4mdL4djo2u7dRkzJj65p9hqKym4CZCrjBPfrWJ4XtNP1bxLHpuq3k9rDO21Jo5Yo1jPUljJxjGeByTgd6VY5dO1XVLJ1uE8icxbLgASLgkfMBxn1wcVxVoRUGup2PGzqtRtZE+vXJMIRMkk9qp2i3ty42vgohYc+lLcTlDv27iUIHtSaXa6lLiSCMuSCu1TzXMtrC3Zv8AhfUodSvBBcth+qD+/wC1d2kqDV9KiB+YzOwA9BE9eVTWUunSCZEeGWJgSpGCp9a7vQbibUdX03UGH7tmkX2B8hzgV3/HG/RIyk3STg1q+phQeLNX0Z5rSzkhFuJWfZJCG5OM103hrxffazdS29zZ2RZIXkUohUsVUtjr3xXnt8f9Omx/erf8ByiPxZZqekjhD9D8v9appezuYygpVpJ+f6lrxndR6rFZ3ltGUVIsOM5xuwR/hXIRXUtrJujfr1HY11kSA2fkSAEpuiYH/ZJH9K5rUtNks33AFoj91vT2NdDprl02MIVHGV1oWI9ZjI/exsre3IqO41cbCIUIP95u1YVy7LGWViDkc1teIPCupeHPD+kahePOs98ZPNgMZAtwAhQMf7zK2cdunUGuZwpxex3PHVnG1zoJ5GJIJ4rHmGXPJ4yaKK8uJsZ8OZrwK5JAI4/GrsaLLcNA33N5bj2NFFXISDX9QuI/D6wo4VWkUHA5rjBzRRW+H2OfEfEd9p4zpGiN3865T8Nqn+dbiIChz6UUV6eG+A5q/wDEZzuuWEEA82NSpJwQOlc5aapcaLq66habPPiLbd67h8ylTx9GNFFTX2FHY3fBB2fbcdgg/nXSX1xIq8GiivFrfxWd9H4EYtzK7A5NY91mclXY4BXGD70UU4ly2LFhYWxvWRo9w29+etWvE8r2OlT2UOBCQgxj1oopr40L7DOU0cldVtmHUSKR+Yrv4AFvtRjH3UvJQB/wLP8AWiivUw3xnBV/hr1I9Us4Z7VndfnQZBFcXeH9znryKKK6a2xlDY0Nd8VSeILe2hm0nTLU26JHFJapIpSNQcIAXKhecnAyTzTYPn+8TRRXlVeh20N2ejeBtA066s2vbmATSByoV+VGPatbWdE066srgtaxo6RsyvGoUggZ7UUVmjScmp6M8s02BJvFFhE4+SVwHA7j/IrS8TAf2HY4GP39z/6ONFFdX2YkS/iS+f5HLqo44rvLaNT4P0x+cpqDKPoYuf5CiitV8cfUwX8ORMBx9a5/WrKGHEka7SeoHSiiu2Wxzw3MW011tGluYzpunX8Uzq5jvoPMCsmcEEEEdTkZwe4NPj1C61S+vb+8lMlzcyebK+MZY5J4HT6UUV5dbZnVS+NFu6O2xLADOw1s+ASbi8KSHKgZoorkidUtjtPHthbnSra52AShvKLDuu0nB/Ks/wAGuTouig4+W7vAP+/Df40UV0w+FkT/AIcfn+hwt6P9Nk/3v6Vd8NO0XiGzZeokUj/voUUV0v8Ah/IzX+8/M7WOwgm1nWFYNtj1CdVAOONxP9asy6RZvGVMZwRg/NRRVOUlazNcPTg4NtHnfirS7ayQtAGX5wMZ4rEvvEmranpdvpd7ezz21tI8qeZIzEs+M5JPONvHpk+tFFKr8SON7s//2Q==", 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FuT1qDUdQvDqM0zXU7tHL5ibpGIHO4YGfpVbxVZyXkd9bxZYW84mgA7Rvzgfg6/lWyrSqXT0OJ4X2PJO976oz7u9W2mMDKRJkjYqkknvgCppfEuowRpI9pNDCCF8x4CFz2zmtjQnFvqNhe3hCxX0Zs7s/3Cw27s9vmAP409vCD20s8eqapp0FtIrRyebcgsynoceoOCPcVnVqub11R20VGjF6KLt16/iYuqaefEGkpdW+1bqBiqqO4+9s/mV/EdhUMl7ptjqgmur55JY2B8uFBIEI6bj0JB5xmqmlmUW5jZ2DKwAdSRnaflYf0rTstLsP7NmAtyNuAkrNzI2ecr0xjJ9qym1G3MVON3zR0TX9I0vEOjW3iPS7DVNHuVYJF5O2Q7Syg+/8QOcjvmqOj/2rpkmyMN5hXYRtBDr6EHINXLVIrW0WOSFZVXOxGPC56nH5VFNeohUwwpFIpyCnWsJVr+6Ywi4u66mwv2m+aOPWbxIrNTu+yIQit/vAcYpEtob52jMW5BIXRkJAOQARx2+Uelc5IzXDl5JsNnLHqa77wnbQyaWGBZxuPLHmnSnfQKj9mudblVPDM0jBFEaW6HfhRjkjGSSSTxVuz0OO3mAitImTucYJ/Gumby0Q5IA96pvfKv8Aq1GR611qckuVbHmTfPNylueXahra6jFLLHZRWgtHaFoYiWAxkhue5wfyqgy6xAFLqlisyLIBPNhmQ8g7Vya0P7JNv4r1KORh9nuZGIUdc53j+o/GtHdo95pVpbavqMlreacXt8JCXaaLOUI+g4onUurRPVw8HBKUla/W13tp37HOadqNxZ6o1veufkZWYxMSGU4Idc9+/wCnrTruJbO/mXR7aK5luZDkYJWJl/iVRyQwbI9OR2rR1TR01C509tBstRkFurJLNcxhd6k5AA9st+dQPp7xPIt5dJYwQnbcEt859FUDlj146VHRtGs2ppc76213aHeHPE1/putfYdWMH2WUN5h8oKUwD7ZPTGD60y/8KteT/atL0LXrVXO5VMCsnPp8wIHtUcu/UdZk1ieExwO/yI/URqMnPqSFAP1rT0vU9Rl1O1ebULshX86XMzYIUF24z0wpFEnyW7s5fZ8/M47Ir6ZoOnf2at/q2p3TAMUayRQsmQSMNyT2q5rHiPSGsLaysoRZxW7ZQbwMH2xznPOar31qtrZW8jFvOlUySZ9Tyf1NQ6BpV9caPbTWGnyStKZGaVIAxJ3kD5segpN2lzJ7G8ad1GNTVu+7exft9YTV9N1BY2G+OEsGDsefXB/OphpPhyK4Fvda5qt0+/yiYYliRTnbnPoDU/iHT53vYbchUul0dDKpxncC3XHesG/ZPtF0S6ruYsCTj7w3D+dVzuMFyvchUY4ipaato9V6kura5q+h6VZw2t+6wJM6XUKgfM2eVPsdrCq0Ol3Oraq1pa3UcSCB50LIXaRVAIVR6lTmtPVdPTUxqEvHlXAiu1wecugc4/EyUthHPY2+nXlrCzXFhKCoPBkQcFc+6tiqnNbdWTh6U7c8dOn9etjl5LLzIZDa3d09yil0WRVCyY5K4HfGcc9qvafqNvcaM9vcQGaN8EAddvcfUfeX3yOhNdja5lnNzpfg+GNt+4S3s5OD14ArCk8F3mj6fNdTSw7d+4xx5O3J7ewrOOrV9zplU3WqVur2ZTtba60a7u7e5hhFzHGrb1l3ne/Cgn1yRmop4L8XsypYT7Uby0Z2VAQo2g8n2z+NOjmfWDdSz7VS5la4uGboq9l/AAVkT3v29jbaZbxwWqnBk2AM/uW6/hVuN1eZipSi1yfl16/8OdXLLKksyWr7rWOKO3WRBlW2JhiD6bi3NUbOOaz1iG/gmSOREMfzxiRcEYOQetYH9n3dqvnRTMCgz8pIIrb066a7tVkcDeDtYjufWtqcac/kctSdWiuWS0fc69xqF+0NpqGrSvYXDiOWOCNI1IPToOhOKva94Vlu5kS0ibyXjVWKziNkZCSMZU5BDMDT/CmhW2raIl1fSzyDzXSOJJSiqEbAzt5JyM9a6C78O6cLC4MNqFnEbNHNuYurgEghic5ziuWbUZWXQqVVP4dFocfZ+Dr20SRImhjEpj8x2maVyEcOACQoHI64qtrMtlpV35bKtxfngQwAM656ZP8AD/Oug17xEdL8JpqKEfaLiNBDx/Gy5z+HJrJ+HmlRBbnVbs+ZMhyZJDkhiNzMT64/rSu7Xka05tXa+ZRgutctALo+EGcDkM0hLAf981qab44028mFtdpLYXBOAlx90n0DDj88Uy5+IrLeMLewR7cHAZ3IZh6+1Gq2WmeNdFmvrGHZfwjMkRGGb2Pr7H8KFNPdG04VN6it/XUwvF1pqcGp3AsEums7mMzXH2ccFQOQzdh1OM81kPNbWujpLDF5S+Vu5GTl/kXp7Fz+FMt9SurbQrzTJbp3WZo4YAzfcjJJk/RQPx96fJcR2yvqM1xcW1uVWNI4ZCpl25wOPqa21lfsY8vImmtb/wDD/Ido8uHuLxUkCWltJIGMZA3ldiDJ77nH5VPdzyXEEMIVVWJdqgfTH9K56TUNU1KQSQmWKJW3IDKzc+uWPJqe31O9iuVhvyZA3G5gNwz79xTp04W5GKderGftbfhodH4dWSDS0s30iwvJYWYiWeZxwxzjaK6fTNPudbuJLu8e2gFvCbOO3t4yFRevOTyOa5axeZL2FYADLJIsShjgEscDPtzXo9l4ZuLV5HOsTBpAA4hgRQcem7camvCNOW+5FPELkVtGvU8/l8PandSh0S6jGxFdBZFmDKoU8swUg7cgg962YNJvZUeOaymRPs8MALkb3KKVLHGQvGOMnpXWNDJp+pW8H2qe4huY3P79gxV1weCAOCCePauR8deIJ1uI9CsJWjd133UiHlUI4UemR1/Cs1K+iKhN3XW2xj3dxpFgr6fPIZgSd8cSmUg8dSOB06VNpd/4Jt2CPA0Uh/ju4CB+fIFdVpmm6T4Q0CO7vUQTOoLsU3NuIyFUVB/bHhbxKfslzB5Uj8I0qBDn2Yd/rS51tY6XUnK7V7Lqh+p2Vpe+H5jYJAyld8bQgYJHPUVxLSklS7Dj7oAwB9BS6rY6p4F1YtYTFrZ8sEYZSVe+R2I9qypb0MOe9Y4l6K3n+hEU73fU0JLgYxmsW8mdX3ICSTjAqKW8IyCaign82U5bkZxXMl3LQm28YszMFU8nNeg+CriaPRVCknMjgnPvXnV9qge3EcYy3tWpo+pX9rpawnckIcsWHTmtqclF3Ma8XONkeuJFNcDk5z/d5/WpVtHjPy2+4+rNUWg6Q134cgku5btbt4yUZZ2XZ/dIA49OuajvvEA0/wAJLq8oVpWgQqvQNIwxj6Zz+VdClzbHEqUb6mH4hlsrC98+6VDeOB5cMQ3SYHAPoPqapW93rMQF2nhGSRQPleRzux9NtWfAGmjUL651fUD59wMOWk5+ds4P4AcVd1D4hiG9eO0sllhU48x3ILe4x0ocknZHpQ9pL3Irp9xFY+PNPlmFvqME2nSk4/ffMmf94dPxFZXjDQhcXc2rx3cEUEVsZ8lN+9uAAMccnb+dbV5DpfjvSppbWIRalCuSjdW9ie4PY9jXnS3dxZ2b6QzyNbSTJLsY8KEzlfbLbfyq4yv8OjM5U3u+m/kXLqd3tVtnnt0u1hjBSV9gO9stjjnAVR/wI0lvKtjFc/aru1E00BghWPfwXIDMWYAABd351FqOovpUaMoEmpXPK5GfLX1qtZeGtT1UG4eO5uGY8soLc+mT1PsKclGLuwftJ3S6ms4W5XImWVMY3I+4Vd0a2jEX2H7TeJECSkSXDKhz14BrlRby6RqEZUttZtpBGM84IIrqtOhW51ewtnLBJrqON9pwSpPIz7jiui0JwcjldSpSmoS2XTQ6jw9Ho9hHew3Bto5d2GeSQbnQjIHJ7c1BZeE9MvSXS/tbmaIKhkW0TfgDC7t2ewAyAM4ruYrPTdPQGO2tLZR3CKn61nXdxBLrunz28scqyRTwM0bBhkbXAJH0P51xc93oW5czuzBv7DT/AA9Zy399fTNu2qC2C7bRhVQDAGOeBisSys/EPiFjcacsGn2gOFkmXezfiRz+ArO8Takda8XSQbs21jmOMdt3Qt+f8q7jxRqz+GtHs7PTwqSuu1GIzsVQMnHqSacpOPqb0+ZpKPXRfqYd1ZeONHQzJdW2oRIMlPKGcfQAH8qjsfGFjrUMmmanH9huZlKDccxv9G7fQ1S0/wAc6vaXAN1L9rhz8yOAD+BHQ0vjnR7K+s7fXLEAQXf3sDG1z0OO2cEEeoojPuazoTT5Zbv7vQ5PVGNp4Zjij4e7kCE+3+QK17a3Hh3RLGWJF+2XimRJGUHyowcAgH+JjznsKZ4q0UwxNaWkrXLWLI4DKAx+XLLx7EVv6RrHhvXNBsodTR/tFmnl7QrA8e49eODTrSur9BU5KNm1daf19+5WnnlvPBct7fsZHjuQkEr/AHipU7lz3Fc/pEJjsE3DBcl8Vu+IJn1owW0Ma2ml2w/dwDq3ucdKpJGVCFiAmQCR2FXhatON7yObFqdS3Kie+8TanofhfS4NPuDAJfOkZgOSTK/+FZ3h7xRq1x4msTd6hPKhlUMGc4xnn9M100Xg5PEmg6axvDAIVkXAXceZHI/Qikh+GcGnzpdf2q/7o7uY6r3Gm+ruY+1UJRj0W/6mT42nZdH0O0J4iEyn6o+z+QrovBN3HcWt9pbOFN1FujPqdpB/ofwrD8d2YfTI7tHbMd1IxUpjiVtxH4EfrXO6NqTxKnlyMk8ByjA8+1TUi+RM3wjjUbh3/NFu7t5LW4kgmQrJG21lPY1v+A5JF8TokedjxOJB2wOR+uKlk13RNcjU65ayQ3ajabm2/iHuP/10HXtG0Oylh0COaS6mXa1zOMFR7Vzo9Wc5yg4OLu/u+85jUraObxCyRY2efIqkdl3VSvLeXXPFkOlwLlISsSJ23Hrn/PQVtaRpk1+1xeRzRItmhd/MzzkHpj6VV0K5i0X4grc3p8uGc71dug3Lj9Ca6Ob3LI5Ki999bW/K6/EvC8stOujbWllb3KRNteW4TcZSODgZ+UemOareMdOhs9ditbZSqsysqk5KhgCR+FdTc6d4Y0C5bVrm+Ey7vMhtg6tls5AGOTzXJTXFxqmsTapeKVklYlIz/AP8cVNCDlNGWJrRdN27GlpmP7c0z0N5F/6FVjVfirqsd3LDaW9vGisQCy5P61Fo8TPq+nSY+VbyIfUk1y994f1eS/mePTblkLkhhGa6a0YzqJPscEHyU3J76fqeheGPEl74gitZ751aSG+VAQoGBIjrjj3ArjLi7a78W6ncNyXlkwT6A4A/IVreD7S/0+0vRcWk0TB4Zowy43FJUJx+G6uZ1QnTvFV8v8KXL8+qlif5GsVD4kjeFWKnGV+x6T43kOoaBpV9FzAR82OzFR/gRXAHFdNoniGC2tX03Uk8/TJ+fl5MZPcfzqVvCen3L+bZa/Z/Zjz+9OHUe4rmPXpSVFcktujLF7M2q/DiK5uTuntJxGrnqRnH8iPyrzWcsCW7V3viHVLCDSoNC0mTzbeFt8s3Z29vx5/KuYhs0mUhh1rOq7WOeUdL7Jt2OfUtIefpV7ToP3hJ96snTfJkPcVZtY1hkbcMDOfzrK5nYy1tUlRUI2hWJ6ferTg1aWzsRKIEdA2E3rlSw9u+KgaE3jxJCMYOCR3q7r1stp4Zsox/DdXAOPZgK2pUnKzlsTOdr2/rQu6Z4+16fWLMTXhEIlXKIABjNX/G85i8PafYg/LHeXCEf7jED9Grz+1k2XUTejCu48bkS2BcHlL7zMf7MsKNn8wa7eVRmrHJdyh/XkdD4BvIz9osGYKbmEFD7gEH9D+lche2slndSW8ylZIm2sDVHRdQeJVCSFJ4DuQg8j0rsZNc0TXYkOuW8kF2o2/abcfeHuK5pqzsz1aMv+XsVdNa+qKXgqSVPFNqIs4cMrgf3dpP9BVHV4YpPF1wq48oXMh/XJrbj1vQ/D1tL/YizXF7Ku37RMuAg9q52yVJZJJZMs4OQxPr1oU1D3mOqnO87WWi/Epmxa78ST3lyD5CEIg9VH+T+dawe81bVo44CRIHCwRRnAiHbaOwHrWbqV75W9lOAOKt6VqX9kr51qobUJ0KpNI3EYPXArD2kpO7MVJx2J/F3l3njN44WVhG4aQj1AAJ/E1Y0pmXXtLYdRdKfyVj/SsmGH7PI+9zJKxy8h6sa39Jttt7p0zj5muRt+gRzXqxtCj6nmTTqVXbp+hi6foeseL7q+kivgBBIA3nOeSc/wCFdn4c8P6nodvAt35b+TdCUuj5GzY6nr35X8qrfD+eKx07UJZA3767OCPRVA/rXWy6jZTIFkVnBP3SvSsHqkgrVJqpJJ/1c8imsbvTNckW9Ch7oPIhVgwI3V3OrBvFHha2vLYeZd2Q2zRDliMckD8Afzrl/iNJDHq2nTWi7QsLcYI53VU0rXLizlS8sJjG+MMvUH2I71FWL0kduCfPDlT95aoqPweRiuvuw1l8NreC5BWS4uN8anqFznP5fzqA+MrSR/PuPD9lLdDnzOmT64xWHrGuXet3Xn3TDCjCRpwqD2rJHoyU6jScbJakVje3Wq6lc34JRJ5C7Hs3sPYdM1pNti5A6nk+tNRoreHC4AAwAO1ULrUFYEKRXNVqyqu/Q4KceSNixdXY8s7T0rGbW3jyu1zH3bHAqG41HajBvoKwLi5urhfLCvtVsccClGHcpyset+Bdc/cSkq5gwQD2LZrsW1uLblYm3dskYrybwvrWr6TYx2kgtY7OMlg7RlmJY5xnOKqXnxW1m21G4hig0+aFJCqsYiMj8DXbSlG3Kjzq9ObfM0ek+K5xq/hu7tigQ7Q6NuzhlORXi/myQy70JVgc9Old6fGc+o2FtDLY26/bbeQl042srYIH4Yrk9YsG3tcwjKn749Peu2nG8bmSbg+V7oWHVopMCb9236Gpze2yjPnJj2Oa5tuBxj61a8NabFrviE6dc38tqrRyNGY495d1QsF9AODyfT3rGdGK1PThmNRKzVzpbDxFFBomrwBihuDFGrEfw5YsSfpwB70Wl7/bcQilsFmiU/66T5R+HfNcn4fsJNYmPmyHyo9rOM9c9q9FhijtoVjQBQBwBXPWrxguSC1IpynOTqN7la00yztpBIkKhx0JJJH0zT7i5ijZVKjA61DcXIRzh8ZrE1O6AC5k2g9SK4byk7tm+h0lpqaQX9rJE2VjlWQKemR3r1WzulurOKdOFdcivm21vEOqW8RnaK3aZVd2b7qk8n8q9httS0aCyBTWbcW8Q2793yj8a7KF9eZnDirO1kdddwLcEB7l4wOQqsBmvI/iNpv2LW1uI2LpPEuWJydw4/lXaQ6ppF3IFg1qzlc8ACUE/TrXPeMbaK4EKCWN90bYKHO0g1201eVjji7bnC2ep+T+6m/1f8J/u/8A1q1EdJRvVlYeo5rmp45IZWjkBDL1zVS4nkijLRsytxyDilUop6nqYfHSpx5ZK6OvklSFC0jBR71pROqpmua1vTNPt/DtvqunarfXAa6+y5uoRGtwQm53iGd21ThTu9R3yBaN+AnBrhrx2sayxPtntaxsiVS5LGqF/dRK+3eFBGCaz1vXkJAqpeRGVSVk+b0qKcFzaiak4txOx0uNbbEpAJx8o9PesrxTeM/h+yI4Jurk/wDkSszR9YeKyltZCTJH/qiew9Pwo1lifCmlZzkyTn/yKa75X0fmYc0eVRjvZ3+4w47lxIpz0Ir0m4UalamKRwPtGmwSKT03oWT/ANlFeWg136vv0zQZ/WOeA/gwYf8AoRqrc00jGnPkg3/XU5vzZYZNy5Vl/StGLVYpABN+7fv6GjV7FtzXMIyCPnA7e9YbkgHH51pUpKWjDD4mdL4djo2u7dRkzJj65p9hqKym4CZCrjBPfrWJ4XtNP1bxLHpuq3k9rDO21Jo5Yo1jPUljJxjGeByTgd6VY5dO1XVLJ1uE8icxbLgASLgkfMBxn1wcVxVoRUGup2PGzqtRtZE+vXJMIRMkk9qp2i3ty42vgohYc+lLcTlDv27iUIHtSaXa6lLiSCMuSCu1TzXMtrC3Zv8AhfUodSvBBcth+qD+/wC1d2kqDV9KiB+YzOwA9BE9eVTWUunSCZEeGWJgSpGCp9a7vQbibUdX03UGH7tmkX2B8hzgV3/HG/RIyk3STg1q+phQeLNX0Z5rSzkhFuJWfZJCG5OM103hrxffazdS29zZ2RZIXkUohUsVUtjr3xXnt8f9Omx/erf8ByiPxZZqekjhD9D8v9appezuYygpVpJ+f6lrxndR6rFZ3ltGUVIsOM5xuwR/hXIRXUtrJujfr1HY11kSA2fkSAEpuiYH/ZJH9K5rUtNks33AFoj91vT2NdDprl02MIVHGV1oWI9ZjI/exsre3IqO41cbCIUIP95u1YVy7LGWViDkc1teIPCupeHPD+kahePOs98ZPNgMZAtwAhQMf7zK2cdunUGuZwpxex3PHVnG1zoJ5GJIJ4rHmGXPJ4yaKK8uJsZ8OZrwK5JAI4/GrsaLLcNA33N5bj2NFFXISDX9QuI/D6wo4VWkUHA5rjBzRRW+H2OfEfEd9p4zpGiN3865T8Nqn+dbiIChz6UUV6eG+A5q/wDEZzuuWEEA82NSpJwQOlc5aapcaLq66habPPiLbd67h8ylTx9GNFFTX2FHY3fBB2fbcdgg/nXSX1xIq8GiivFrfxWd9H4EYtzK7A5NY91mclXY4BXGD70UU4ly2LFhYWxvWRo9w29+etWvE8r2OlT2UOBCQgxj1oopr40L7DOU0cldVtmHUSKR+Yrv4AFvtRjH3UvJQB/wLP8AWiivUw3xnBV/hr1I9Us4Z7VndfnQZBFcXeH9znryKKK6a2xlDY0Nd8VSeILe2hm0nTLU26JHFJapIpSNQcIAXKhecnAyTzTYPn+8TRRXlVeh20N2ejeBtA066s2vbmATSByoV+VGPatbWdE066srgtaxo6RsyvGoUggZ7UUVmjScmp6M8s02BJvFFhE4+SVwHA7j/IrS8TAf2HY4GP39z/6ONFFdX2YkS/iS+f5HLqo44rvLaNT4P0x+cpqDKPoYuf5CiitV8cfUwX8ORMBx9a5/WrKGHEka7SeoHSiiu2Wxzw3MW011tGluYzpunX8Uzq5jvoPMCsmcEEEEdTkZwe4NPj1C61S+vb+8lMlzcyebK+MZY5J4HT6UUV5dbZnVS+NFu6O2xLADOw1s+ASbi8KSHKgZoorkidUtjtPHthbnSra52AShvKLDuu0nB/Ks/wAGuTouig4+W7vAP+/Df40UV0w+FkT/AIcfn+hwt6P9Nk/3v6Vd8NO0XiGzZeokUj/voUUV0v8Ah/IzX+8/M7WOwgm1nWFYNtj1CdVAOONxP9asy6RZvGVMZwRg/NRRVOUlazNcPTg4NtHnfirS7ayQtAGX5wMZ4rEvvEmranpdvpd7ezz21tI8qeZIzEs+M5JPONvHpk+tFFKr8SON7s//2Q==", 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", "info": {"video_id": "167220", "label": "throwing card in the air and letting it fall", "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": "167220", "label": "throwing card in the air and letting it fall", "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": "cb8458c92fce3738efc2a512c91c6337ada7757d75bc9a4a4e63c746c48a61dc"} +{"episode": 77242, "episode_seed": 2665447338, "split": "train", "timestamp": "2025-10-13T03:39:53.958021", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2665447338, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a brown shoe 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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LyBLWNcuTbg7feoehSdz0DU9AstXtmhuoEkQjuOawbTwMuksn9msyRIMCNjkDnP8AU1kJ4x14wLKs0W1gCCbYc56VNH421tUxJ5LH18nFRe5abWzNiTwZNevK9zME81tzBK6bS9Lh0mwS1gB2jqT1Jrz6bx9rUUsaILcNJnarW7Etjr0rOufij4itSwMFgcesLD/2aiNrjlKTWp7AOB0qGZQRmvEbv40eI7dVP2PTGy2OY3/+KqH/AIXb4gYYOn6Z/wB8P/8AFVdzOx5KorsvCCD7HKx7y/0FccOldl4VMi2HyopBkJyWx6e1WQzroY881LJZwTTwSyRK0kJLRseqkjBqGJrhf+WcWP8AfP8AhUwefzPuxD/gR/woYInmQF4x7H+lSJGF2nHOaqF53nQERDAP8R9varZ+0ZUBIv8Avs/4UDLV6oNmxHdfyrz3Ux+9P1rvbpbsWpPlxFcf89D/AIVweoeaZSSi9f7/AP8AWqZDRzWoD/SIz7EVEo4qxf5JQsoB3euak8NaZFrviA6dcX8tqrRyNGY495d1QsF9AODyfT3qEUZ1wPu1WI5pI5XkUF2J4B5p3etVsQ9zZ8LxCTWFz2jY16FFCGI44rgvChK6lIwRmxHjjHHIr0GGUqATBL+Cg/1oER32nG5WERTtAyyBnZByyjqv41YntEXy9oIyTnB9qeLhfM5jl/79miW6iZ4+WHJ6ow7fSpsirsatmDj5mAPvTbrR9m6U3MhjCf6sqOvrnrVoXEHyjzk/FsVPdzxvalQ6Hj+8KHGIJs881GIJIVHrXPXwxcR/Q10+prmZq5fWNyKrqcEHFSNDFz1qKY5k+gA/StvWdI0218OW+qaZqd7MrXJtc3MAjW4ITc7xDOdqnCnd6jvkDDlbdKzHuauGhMiOu08EIPJum7l1H6VxYrtfBiMbSUiRlzL0AB7CmI7iCMdakW3hN2Ljy080Ls34525zj6ZqGNJV5FwcehQU5TMrN++XPvH/APXpMaJHQNO34VYt40EwBUH61ShMzzud8R6dVI7fWrcX2nzeI4jj/bI/pQBU1q3jitiscaoCSTtAGT+Fef3a/vWrv9ba4W3Ie3/ESA1wV2zBmJjYflUyGjnZRi7l+uabMwEW3uWzWn4estO1fxcunapd3FrDO21JklijEZ7ljJxjGeByTgd6zNStpLHWL2ykWdPs07xBLgASLgkfMBxn1xx6UR3B7FU1e0hd2r2gP/PZf51R71oaIpbWbUAkfvM5H0rRiPVrdQ2KutGrRFGVWUjBBGQazrSJmjGJ5Qfw/wAKtssm0fv349l/wpMSLEqgW4XjqP5ihIwFzVaUyHC/aDjI6oPWrIWbyxtmQ/WP/wCvSQy8QDa59ulcBrS/vW+tdz5N19nyrwHjoQw/rXD6wJjO25Y+vZj/AIVMtho5PVB+6Unswqko4q3rLOtq3G0hhyDmrOv+FNS8OeH9I1C8edZ74yebAYyBbgBCgY/3mVs47dOoOJSKOcWu28L8adH/AL7fzoorYzZ1sX3BSuSDRRQwQxGPnKfY/wBKvxsScZ6UUUAWbx2W1OD1XFcLqfDGiiplsNHMX/8AD9aoWWqXGi6uuoWmzz4i23euR8ylTx9GNFFQi2VIhgY9ABUlFFaLYg6Hwn/x9zn/AGB/OvQYT8n4UUU0LqPLENkUiO3mjnvRRSGXlO4rkA/Wp763heyYtDGSF67RRRTA891CCIO2I1H04rltXAWAYH8Q70UVl1KRPrnip/EMFtDNpGmWpgRI4pLVJFKRrnCAFyoXnJwOTzWbJzI31NFFaRJY0V2/g7jTyf8Apq39KKKAex2sJJUVU+0O99cQkKFjUEEdec/4UUUMETQsQ7n6fyrRtWJkXNFFHQCvrbsbbaema4HUPvGiiokNHOR682jXl1GdN06/imdXMd9B5gVkztIIII6nIzg9waqXN/c6rfXOoXkplubmQyyvjGWPXgdB7UUU4gyPvWnoP/Iatvqf5GiiqYuh6hZk7VqHXL+awtYWhCZkk2ncM8UUUPYI7llidw+o/nVuN26Z7UUUIC/vZbUMDzXE6ucu5PeiiplsPqcZrX/Ho3+8Kp3niTVtT0q30y9vZ57a2keVBJIzEs+M5JPONvHpk+tFFShn/9k=", "info": {"video_id": "119142", "label": "dropping a brown shoe 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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"info": {"video_id": "119142", "label": "dropping a brown shoe 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": "363af38af3360fda2e11c5f9825552706324e6d1fa482685432fd1735b0c924e"} +{"episode": 77243, "episode_seed": 441594475, "split": "train", "timestamp": "2025-10-13T03:39:56.306454", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 441594475, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing adhesive tube'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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D6jqMVQ8ZfDiwi05r3QIZLe4i+Y2+4lZAP7ueQ36Gr9z8T9jERWNrjHVr1Tz+ArOn+Kl4MhYNOX6yM38qpXRi+VvU5bSR/wAJpJpem3ZZY7LzHumJwGj+XaPYkgg+wr0vR9OgVZRbWtta2Ufy/uFCl+/JxXlGnamn9vX982r2lhPc/PtCkRyZzvGMden51oR+L7nVrSbTodZstHslYiWZ5MSSZ7KOoGO9W5E+zVlZ7h8WtRs57G2tYpIfOW4JeMPvcDbgFj2+n1rA0e/ig055mZhJCp2SwnaYyo7fy9Ki8Y3mlJ4cs9P0y7s7hIrlpHaAMWZiOrM33q4+G92wm2H+rcgkkc//AKqip7z0N6UVG9z6c0+6+1WdlIJCVliSXLEEglQTkjg8mt2bc7kL0aPP5V4j4P8AHcegR2un6oHksiCY5VG7ydxHGO4/UV6He/ELwxaRRX8eorcRfdaKAFn5yPu8enekYSpSizU1HXtK0ZJhqt2lutyyrHuySTjnp296848aeOIPEYttLsmcWcWCzkbfNkHHT+6BnHrmuK8YeLZPFOs/ami8mCNRHBEWyVX3Pqep/D0qK6e3Q2/2YboTk7i2c/j/AEpSlayOjD0k9We+L4Qj1XTdNkn1G7/dRK6KHDKCVGeoras9FtrfyzPZ200yjb5wQAkDoSD3rzPTfiTeQW0UKXNkYII0jC/ZnLAAY55HNOl+J2pO52XtsoJ4C2bf1NPlMnO+jO28X+GrXWtNaFbCMXHWK4RAGRvr6eoNfNaa7FdsytZqGRSzyEg9Op6d69PufiTrEkbp/am0MMZS1UEfQ151caejWs3kpGhbahIUdCST+immnYzmotI5ubU1Kk+V+9Y5ZmIOF9AO1VrqfzykqjarLnbngVs3enQrEAFVcEc45NZF7II0MIC7W2kcdMZoUrhFJMXT50SVVfIGcZ9MjFalxeOioHwBnhT149a5uPf5gJRiM9MHmrgluHnMpj57AqcVDTudlOqoqxsI02oI4Us0gwQBgDGcc59s1BcLsl2jO0Ny38JPtVe1kuY3YoGyRj7tWvsd7OPmR8Y/u/8A16aiyZ1IPZm7pN7ZC1jgUkzLGS24fxEngevGKvW/iiyeCVG0pS8gCo28fL+lc/ZWE0Fz5kiuMcdAB+PNdNpebY4EcTRsQGUoDn9KqK5E7HNXkptX6EWoanYzXT3en2Js7jzB8gdTEygAYKY9QTn3rrbTX7CWSCS1trbS7ny1nR0IxNjOQRgYwQR3ro/C9hps+mpCkMLSKTuMiBmY55OcVxfjzTY9L1l1YKltErXsW0YC78Iw/wC+wD+JojK7sTG0Wpdjd07VdT1iBpY72K0tXbbIQ2GbHXB7cmqXiiW007wPqVlG9u8kzRF3Em5zg/415oz2flu6XUhVOSQT3rOF3FMsgJIODtT29arUv2kWtixa3xtd4Q/6wbT7V33gnxd/wjkEcd1uexllBIHOzHU/TmvLEmH2hTj5d3SuhspwtksUhGw9T77qybsdcUqmjPpNvFeiPpQvotRg2RAM2G56AnivLPiT48tde2abpbM1nG5Z5Tx5jZ6Aeg/nXBLexKJsYDSHaAO3+f6VRIZZJCVPynBB7d6FIzlh+R7m8qwroySqS0j4zn+Hk16n4F8aW2kaBDYyQSTNvZyyuo2g9Bz9K8a0QvPMYCcxYMjZ9B/+sVu/8S62ljt7uZ4mwDuRc4Boh8TRVeVqKZ7fN8RLKNgEs5X46+Yo/rVWX4mWy5B01j7eeteNTz2SDMNw06FyoBTDY9c1rGLwzJp4mOo3UczL90xbgG98dq15Ti9r5ENjEunxDnMmdzsepNdLbavA1uu5h0waxoUiuU2twP73daxNcSbTGD/OkbMdrAZQ/j2rz37zuz0ErKx0etTw3tukZ2SeXlow/QE/40yyvhHaraW6gGUj92owAT1FcJPrBEOZJOOxrpfh/f6beao8d5K0UuMQO33Nx65PY+lWlZWM5O2p2V/4Q/tTTrmK1mYXUzbwS52SdDtcdunBryTUNPudMvJbS+hkhmiO1o2GCpr6Esc6egZHyc5GejD0qPxHoGkeM7IRXWbe7VcQ3KfeX2Pqvt+WK61FW0OONVp+9qjwLTDJdKbdslUBfr0/yauXFzBYTGFRKtwAMlcFG+o7/Wm63our+EdRe0uVKbsBXTlJlByCD35A461NHF9odJ5I1MhAzvHOfxpRTTbOirUUqaRPaX1jPCFnguFuC2B5cihWGD0JHXOOD2zUi32mmz2Pp0z3eCC4u9q59Qu39Ca6TRLbTtQu0j1C3jCMjRsqKFUkj73A6jmu28M6dDLp0+m3ccEs9nIbeVjGD5i4yjdOdykfrQ526HOkmeHXMtqlsLhlnWaDKybgMZbAXb3z16+lZXn2Lq8gSYInUkjk9h9a9J+Jfh2x0Fbcx7jaTln8lhnay4ACnrj5jgHpXnr2Kvb4MSoAMhfRj3/lTU1a4OOpm/ao5onLI2VIGM8Ac8Cq0DkyEccqRzVz7NEieWxCAkBmA9jWUXCtmk3c2p6I65LpVt0RzwnzIMewGcVF9qWWAW0akuxzwcZPQCsb7ZttEUMC7DnrwO1OimRJ0ZAXAIJ3Dg1nZndzxasywSVgLH7rZ6+vtWzocJuIX85xsVwi7sdTyePoKyrm6W4b5YeFGFyMAeuKit0lE0bBgpz1LgYFU4uSMFNQlc6GTUM3ksIsFd48qsiFg3seP/1Vbgu5DbFJ7FGk2gi5CN8vOfmA4IPQ0+waRJVlilKPjORXoXhKe1kNxFMqh7gBpCeQ3GMHPb/GrlJo4dLnB395JNZ7RoNrbAkfvY45AT9GJwc+lZsc24vHkY4bHvjH9TXtuk6bDHBe6HcKJYrY/u1cbg0LjK8H05H4V4XpUL3l1dlBwpAGfTnFTzXKSVtCtfKSCKni0UwWcdzeQgJMNwLY5HYCtKbS3RQ8q5UEZGOp7CmXMUhheZ1RoXXCx/xKc4HHfuam9jpoQb1M1INMYgvK8YPAC5wue/vSWtjazRSOZASpwEHXHrWjBDaXiw286sCgCrIDjHt9P61q2vh5dUjkh0yCOMKmxppGUFW+tTz9DpdNX5pIxRpHmoTaqEVXxiRcn8x71dtbl4rGEvHBksR0Vjx16962bvQr7TdIuRNqtjIYotoWMMSAeMA9BXIWu+NvLjVwzcAHk9e2OtO8luRzQb90uTSGaaExxqBLg+3U5I9s1tLbQxzxrBcrMp+9xggj1FYVjrMulTvazqrxzEk+qduPT+VXP7ThiuENuixuRk7nBEnqOOg/nVKTuTKnGcHfc6vSbyaxcNGxBDcj3pPiLe22r6ZYBl2zuGSXsNikN/6Fj8q09K0hdUslu7VtwPDqDkqfQ1z/AMQrOWxs7JJf+Wm9F+hKZptrocCi09TgG06JrYKgYRMd/wBew/kazTZrB5jNnOCPwrqrvEYCqAFRFQAeyj+uawZYnnkaNeS3Ap9SlqYlyFjmZVOVDYU+tXLa98u0JY5IOFB/Wrx8OsfmJ3r296c/h9oNgeMgt0qWk9DsSnDWxniZdqncSx6j0rTuLyGWIIqHkbmA7n3qVNAdRuKgKCM+tXNMsLSS58ub5fQkUWRTlNq1jDjeaMsYyyg8YHceldJBCLqWKa4j8yQDDAnrzVyfTrKOItCQzLyQR26U6wiLq7xKWRDyQOBVqxz1Yz5Tp/D3h/SdSvV82ALFsIWHJ+9n1roLjwVpdvqVvG1rttbkFAA33ZRyDn3Ga5nTZpLaWKRDggE/rXZ3GrjUvDdym7ZdwKJoSf7yc/0NTyu9znjLoea6fdDjPU9x3qr4mne7sZETJVBk/XgVRt5ykYPOan1GQRaZcR56hcn15FcXU9HocbcNJKPs+3nPQ+1ddZWSWvh0XFska7F3SOx+Z29q5+Rllu1PCg/LmtEaiqRRWStvtkk3SFRy1bLUi2p6F4G8ZGYR6PqbguDi3mbv/st/Q/hXbSbocyR8EH5lz/KvHbVTcylI1UxKQ7L93jsc9e/Su60jX1mnTTLmYtcIoKserr2/HH+Na8yvYiph3DXc6XVdRsLvTBpd/ax3O8Zy3VD6g9Qa8vvNLl0ydomG6MkmNx0Yf410GqXwbVZwTiUMBnsRiqd5fO1rIrKHU4GD256/UVyfWZqtboe1/ZVGWDUo6Stf9SnZu0ex8kEPnI7HFdV4f1/7F4nia4OIryDyXI6b0OVP5Eis7T9Fe6s0kiIeNucjvWBHY3Vx40bTptVubRYZXaAxpuJdUJC+w4OSfT3ruumfNcrTOq+LZW8u/DsSEEO0xBByP4AD/wCPV5pqBUSy+WPkLtt+meP0q3eanfXwt57q7llMCnyg5yELEdPyH5VE9s7pjaeBgUkrRKe5z5tXum8lW285LEdBQvhyTI3KXZuAAcV01na2tpazG4jfzn/1ZDYH41Aq30huGiyroQBGOSRScrI7KVOPL7y3MU6EUm8owsH7AnNWRofkrvkUbecBfmJxjt+NadlDqksoug4UIAm6XPIx0/Crumy27X8iMW89ZCqIv8fXr3NJyfQ0jQhb3jP0m2sH3pNGQyjIAUA/rVu6jtIkEkBIReG3KMjjOeP8imT3jR6lcLFGPKIEO8r6Hrk9P8io4ZbSW+8i4kKRyjBk2j5MZx7c0KbZPLDoi/ZwSm0S48thGTgP6mty0Z7eVWUlWwNpFZzedaR4hlJskwCN3UZ4+p+lamtW7nwsNUsJ2AZ0UMvUcnIpxndHPiKHK00dBY648Ou6XNMwEcga0kYnqCMrn6HP51mf2fb2szyxQRqXPzELjdXM+IEks/DsGpWWs6hMqXix/wCkRKizMoBZ4x12qTtO71H0HXQXcRg3MQR3zWNeVrNBQjumZWuOU09bmJCqREszKeS3QLjrzXGx3N1ehzIqRPEQehBY88ADvg969Fk8q6hn09BlbqNhkfwHHX+VedaS5tCZbmMB42Khn6HsfqfSphLmR1R9zY1sz/YRvhT5jklgCSPTpRZW90ttLcW1xtG7c0QHAxyfp/Wr66lYzYWTZHI6ER7sg7ucA+p6cZzXIX1xNeXkuwl3yWcqCoHqKpagptJmldX9zMCRKS2eASCMetZFxK0FzHMCcEbgc4wPb6Gqy7BCSzNhWJVQBnaf/r1YIWLMscyHymDFJMnCtjIOB6/zqyFLXmIftpe1kjG1g5G/jLED39K1tIsba+ilJjWDYqrlVJLk/oOlYMksKSySRMu5v7gwMn0qxDqKi0fCsylvnjLHA9GHv1/Ok07aGspxa2O48BeLv+EZ1porhy1rOwSZWII46MPcV0vxlmt7mPw7cWzrJA4mlDochgAmD+teSeGobDVvE6abf31za20zbY5o5YoxH3JYycYxngck4HetYvfDS9d0+7mu2h0mRo4IrrG+Hc+CDjgE7RnBxnpV21TOOdnsOjheWBSVOCM1Lp1tDZyyXN1HvXbtA9K7aw0SP7Fbgj/lmuc/QVzt0kJu5XJUoCyhD6DpUuY6EfeuZGyWa82q4RPLLJj9KIrDU5pvmOPJJbJ6ZqWOEXNy/lvs52AE9B0q/LcvaokTvuQPtcjqRnmoc3udygrqNyqkka6gY7knhQ25BwW/wpNRukg1OJoYgwVSzZHr2rrhrOj28DCG0RpFwNzDJzjNcj4gvodRv2u1AUBQoVRjGPWqST1Mp1J83LJFZrmMTR+axw3ytjtnv+FbsELWMPl6fMJY3yzMcYI71yxkiezQf8tiSMnoO1EDXEJks4n81VX727A/zmhsuKcdWj0DS7YajbK1uQSnB9Qa2LbT5o9yyx5Qghq82i8Q32hRGWGR4ZHKB2j7jvXcarJ4j0zSdPvJ9UvFkutxeMrjyhhSoJx1IbOP/r1rzM8+pTSloeZ7iJ0UHjrU+quTZSgn+EfzFFFcZ1lXS4kk1CFWGQc5H4Vr6Jbxsl8+3BVxjHbmiitEUviQy5iMN7LKksgYsM8j061XuJ5IdUBViZAgcSEncCBkYNFFaikdLdytNewzPjfIiO2PUgZqrqU0iRqqsQHYKwHcE8iiivPt+++Z9Ff/AGRf4f0O5+FUjSy3dnId8IXzVDfwtnBx7Vy3jm9l0XxTq+oWaxieC4JTeuR8wCnj6MaKK9BfEfKVPiOcuYlUWigcGeNT9K7CKzgJGUzRRTeyMzmY4kvrifzhny3BXBxj5sVnw3EqSl1chy2SwPOQeKKKh7s9WitGdTZp9svbK0ldxDKu9gpxyB2rpLlYdLuEisraGHLAM6r87fVutFFFLYzr/CvRnmWojde3E3R9xzjofwqtqsax2KOo+ZlyT+NFFBjH4WMS6kFjG+fnUrgkk47V0+m6jOdBurH5fs7skpXHRg3UfnRRVLYVR3Q3xVrJ1bRHSTT7KEwxKsbwKylVHRQCxAHfp1pIbiX7C/zn7ooorKt0Io7su6Xcyiz8zed68A1z+vxrb6lfFByLpgCecDAOB6cmiis6W50djKN1N9mjcuSY5wVz6/5FUprmVZGjBwJXJcjqeelFFdBnLqMQloZJCfmUgA+mTVmdBFcvEpbYYnO0nPPP+Aooo6gtzPRAZl4/iX+dSj5Lt4l4SRsMPaiimTMF1n+wr+8t103Tr63ldXMV7B5gVlGQQQQR1ORnB7g10vhe6m1yPXbnUJDNNdvHLM2MbmJY9Og+ntRRRP4SUtT0pp3i0mVkOCsJx7cV5prpZbtFViAsajg+vWiisolU9maMECC9wMgbQevfFTJGv9oxqRkFwCD35oooWx1R+L5BrMaxSRNGNpcFjj15rEdQXf8A2lJNFFXD4TCRis7IygHqc1PDnzW5PIoooOqBs+Mm/wCJdGQACsgUY44wKTRPEeq6np8em3l3LPBbu8iGR2ZiWx1JPOMcemT60UUUvgOGt8R//9k=", "info": {"video_id": "178319", "label": "throwing adhesive tube", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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D6jqMVQ8ZfDiwi05r3QIZLe4i+Y2+4lZAP7ueQ36Gr9z8T9jERWNrjHVr1Tz+ArOn+Kl4MhYNOX6yM38qpXRi+VvU5bSR/wAJpJpem3ZZY7LzHumJwGj+XaPYkgg+wr0vR9OgVZRbWtta2Ufy/uFCl+/JxXlGnamn9vX982r2lhPc/PtCkRyZzvGMden51oR+L7nVrSbTodZstHslYiWZ5MSSZ7KOoGO9W5E+zVlZ7h8WtRs57G2tYpIfOW4JeMPvcDbgFj2+n1rA0e/ig055mZhJCp2SwnaYyo7fy9Ki8Y3mlJ4cs9P0y7s7hIrlpHaAMWZiOrM33q4+G92wm2H+rcgkkc//AKqip7z0N6UVG9z6c0+6+1WdlIJCVliSXLEEglQTkjg8mt2bc7kL0aPP5V4j4P8AHcegR2un6oHksiCY5VG7ydxHGO4/UV6He/ELwxaRRX8eorcRfdaKAFn5yPu8enekYSpSizU1HXtK0ZJhqt2lutyyrHuySTjnp296848aeOIPEYttLsmcWcWCzkbfNkHHT+6BnHrmuK8YeLZPFOs/ami8mCNRHBEWyVX3Pqep/D0qK6e3Q2/2YboTk7i2c/j/AEpSlayOjD0k9We+L4Qj1XTdNkn1G7/dRK6KHDKCVGeoras9FtrfyzPZ200yjb5wQAkDoSD3rzPTfiTeQW0UKXNkYII0jC/ZnLAAY55HNOl+J2pO52XtsoJ4C2bf1NPlMnO+jO28X+GrXWtNaFbCMXHWK4RAGRvr6eoNfNaa7FdsytZqGRSzyEg9Op6d69PufiTrEkbp/am0MMZS1UEfQ151caejWs3kpGhbahIUdCST+immnYzmotI5ubU1Kk+V+9Y5ZmIOF9AO1VrqfzykqjarLnbngVs3enQrEAFVcEc45NZF7II0MIC7W2kcdMZoUrhFJMXT50SVVfIGcZ9MjFalxeOioHwBnhT149a5uPf5gJRiM9MHmrgluHnMpj57AqcVDTudlOqoqxsI02oI4Us0gwQBgDGcc59s1BcLsl2jO0Ny38JPtVe1kuY3YoGyRj7tWvsd7OPmR8Y/u/8A16aiyZ1IPZm7pN7ZC1jgUkzLGS24fxEngevGKvW/iiyeCVG0pS8gCo28fL+lc/ZWE0Fz5kiuMcdAB+PNdNpebY4EcTRsQGUoDn9KqK5E7HNXkptX6EWoanYzXT3en2Js7jzB8gdTEygAYKY9QTn3rrbTX7CWSCS1trbS7ny1nR0IxNjOQRgYwQR3ro/C9hps+mpCkMLSKTuMiBmY55OcVxfjzTY9L1l1YKltErXsW0YC78Iw/wC+wD+JojK7sTG0Wpdjd07VdT1iBpY72K0tXbbIQ2GbHXB7cmqXiiW007wPqVlG9u8kzRF3Em5zg/415oz2flu6XUhVOSQT3rOF3FMsgJIODtT29arUv2kWtixa3xtd4Q/6wbT7V33gnxd/wjkEcd1uexllBIHOzHU/TmvLEmH2hTj5d3SuhspwtksUhGw9T77qybsdcUqmjPpNvFeiPpQvotRg2RAM2G56AnivLPiT48tde2abpbM1nG5Z5Tx5jZ6Aeg/nXBLexKJsYDSHaAO3+f6VRIZZJCVPynBB7d6FIzlh+R7m8qwroySqS0j4zn+Hk16n4F8aW2kaBDYyQSTNvZyyuo2g9Bz9K8a0QvPMYCcxYMjZ9B/+sVu/8S62ljt7uZ4mwDuRc4Boh8TRVeVqKZ7fN8RLKNgEs5X46+Yo/rVWX4mWy5B01j7eeteNTz2SDMNw06FyoBTDY9c1rGLwzJp4mOo3UczL90xbgG98dq15Ti9r5ENjEunxDnMmdzsepNdLbavA1uu5h0waxoUiuU2twP73daxNcSbTGD/OkbMdrAZQ/j2rz37zuz0ErKx0etTw3tukZ2SeXlow/QE/40yyvhHaraW6gGUj92owAT1FcJPrBEOZJOOxrpfh/f6beao8d5K0UuMQO33Nx65PY+lWlZWM5O2p2V/4Q/tTTrmK1mYXUzbwS52SdDtcdunBryTUNPudMvJbS+hkhmiO1o2GCpr6Esc6egZHyc5GejD0qPxHoGkeM7IRXWbe7VcQ3KfeX2Pqvt+WK61FW0OONVp+9qjwLTDJdKbdslUBfr0/yauXFzBYTGFRKtwAMlcFG+o7/Wm63our+EdRe0uVKbsBXTlJlByCD35A461NHF9odJ5I1MhAzvHOfxpRTTbOirUUqaRPaX1jPCFnguFuC2B5cihWGD0JHXOOD2zUi32mmz2Pp0z3eCC4u9q59Qu39Ca6TRLbTtQu0j1C3jCMjRsqKFUkj73A6jmu28M6dDLp0+m3ccEs9nIbeVjGD5i4yjdOdykfrQ526HOkmeHXMtqlsLhlnWaDKybgMZbAXb3z16+lZXn2Lq8gSYInUkjk9h9a9J+Jfh2x0Fbcx7jaTln8lhnay4ACnrj5jgHpXnr2Kvb4MSoAMhfRj3/lTU1a4OOpm/ao5onLI2VIGM8Ac8Cq0DkyEccqRzVz7NEieWxCAkBmA9jWUXCtmk3c2p6I65LpVt0RzwnzIMewGcVF9qWWAW0akuxzwcZPQCsb7ZttEUMC7DnrwO1OimRJ0ZAXAIJ3Dg1nZndzxasywSVgLH7rZ6+vtWzocJuIX85xsVwi7sdTyePoKyrm6W4b5YeFGFyMAeuKit0lE0bBgpz1LgYFU4uSMFNQlc6GTUM3ksIsFd48qsiFg3seP/1Vbgu5DbFJ7FGk2gi5CN8vOfmA4IPQ0+waRJVlilKPjORXoXhKe1kNxFMqh7gBpCeQ3GMHPb/GrlJo4dLnB395JNZ7RoNrbAkfvY45AT9GJwc+lZsc24vHkY4bHvjH9TXtuk6bDHBe6HcKJYrY/u1cbg0LjK8H05H4V4XpUL3l1dlBwpAGfTnFTzXKSVtCtfKSCKni0UwWcdzeQgJMNwLY5HYCtKbS3RQ8q5UEZGOp7CmXMUhheZ1RoXXCx/xKc4HHfuam9jpoQb1M1INMYgvK8YPAC5wue/vSWtjazRSOZASpwEHXHrWjBDaXiw286sCgCrIDjHt9P61q2vh5dUjkh0yCOMKmxppGUFW+tTz9DpdNX5pIxRpHmoTaqEVXxiRcn8x71dtbl4rGEvHBksR0Vjx16962bvQr7TdIuRNqtjIYotoWMMSAeMA9BXIWu+NvLjVwzcAHk9e2OtO8luRzQb90uTSGaaExxqBLg+3U5I9s1tLbQxzxrBcrMp+9xggj1FYVjrMulTvazqrxzEk+qduPT+VXP7ThiuENuixuRk7nBEnqOOg/nVKTuTKnGcHfc6vSbyaxcNGxBDcj3pPiLe22r6ZYBl2zuGSXsNikN/6Fj8q09K0hdUslu7VtwPDqDkqfQ1z/AMQrOWxs7JJf+Wm9F+hKZptrocCi09TgG06JrYKgYRMd/wBew/kazTZrB5jNnOCPwrqrvEYCqAFRFQAeyj+uawZYnnkaNeS3Ap9SlqYlyFjmZVOVDYU+tXLa98u0JY5IOFB/Wrx8OsfmJ3r296c/h9oNgeMgt0qWk9DsSnDWxniZdqncSx6j0rTuLyGWIIqHkbmA7n3qVNAdRuKgKCM+tXNMsLSS58ub5fQkUWRTlNq1jDjeaMsYyyg8YHceldJBCLqWKa4j8yQDDAnrzVyfTrKOItCQzLyQR26U6wiLq7xKWRDyQOBVqxz1Yz5Tp/D3h/SdSvV82ALFsIWHJ+9n1roLjwVpdvqVvG1rttbkFAA33ZRyDn3Ga5nTZpLaWKRDggE/rXZ3GrjUvDdym7ZdwKJoSf7yc/0NTyu9znjLoea6fdDjPU9x3qr4mne7sZETJVBk/XgVRt5ykYPOan1GQRaZcR56hcn15FcXU9HocbcNJKPs+3nPQ+1ddZWSWvh0XFska7F3SOx+Z29q5+Rllu1PCg/LmtEaiqRRWStvtkk3SFRy1bLUi2p6F4G8ZGYR6PqbguDi3mbv/st/Q/hXbSbocyR8EH5lz/KvHbVTcylI1UxKQ7L93jsc9e/Su60jX1mnTTLmYtcIoKserr2/HH+Na8yvYiph3DXc6XVdRsLvTBpd/ax3O8Zy3VD6g9Qa8vvNLl0ydomG6MkmNx0Yf410GqXwbVZwTiUMBnsRiqd5fO1rIrKHU4GD256/UVyfWZqtboe1/ZVGWDUo6Stf9SnZu0ex8kEPnI7HFdV4f1/7F4nia4OIryDyXI6b0OVP5Eis7T9Fe6s0kiIeNucjvWBHY3Vx40bTptVubRYZXaAxpuJdUJC+w4OSfT3ruumfNcrTOq+LZW8u/DsSEEO0xBByP4AD/wCPV5pqBUSy+WPkLtt+meP0q3eanfXwt57q7llMCnyg5yELEdPyH5VE9s7pjaeBgUkrRKe5z5tXum8lW285LEdBQvhyTI3KXZuAAcV01na2tpazG4jfzn/1ZDYH41Aq30huGiyroQBGOSRScrI7KVOPL7y3MU6EUm8owsH7AnNWRofkrvkUbecBfmJxjt+NadlDqksoug4UIAm6XPIx0/Crumy27X8iMW89ZCqIv8fXr3NJyfQ0jQhb3jP0m2sH3pNGQyjIAUA/rVu6jtIkEkBIReG3KMjjOeP8imT3jR6lcLFGPKIEO8r6Hrk9P8io4ZbSW+8i4kKRyjBk2j5MZx7c0KbZPLDoi/ZwSm0S48thGTgP6mty0Z7eVWUlWwNpFZzedaR4hlJskwCN3UZ4+p+lamtW7nwsNUsJ2AZ0UMvUcnIpxndHPiKHK00dBY648Ou6XNMwEcga0kYnqCMrn6HP51mf2fb2szyxQRqXPzELjdXM+IEks/DsGpWWs6hMqXix/wCkRKizMoBZ4x12qTtO71H0HXQXcRg3MQR3zWNeVrNBQjumZWuOU09bmJCqREszKeS3QLjrzXGx3N1ehzIqRPEQehBY88ADvg969Fk8q6hn09BlbqNhkfwHHX+VedaS5tCZbmMB42Khn6HsfqfSphLmR1R9zY1sz/YRvhT5jklgCSPTpRZW90ttLcW1xtG7c0QHAxyfp/Wr66lYzYWTZHI6ER7sg7ucA+p6cZzXIX1xNeXkuwl3yWcqCoHqKpagptJmldX9zMCRKS2eASCMetZFxK0FzHMCcEbgc4wPb6Gqy7BCSzNhWJVQBnaf/r1YIWLMscyHymDFJMnCtjIOB6/zqyFLXmIftpe1kjG1g5G/jLED39K1tIsba+ilJjWDYqrlVJLk/oOlYMksKSySRMu5v7gwMn0qxDqKi0fCsylvnjLHA9GHv1/Ok07aGspxa2O48BeLv+EZ1porhy1rOwSZWII46MPcV0vxlmt7mPw7cWzrJA4mlDochgAmD+teSeGobDVvE6abf31za20zbY5o5YoxH3JYycYxngck4HetYvfDS9d0+7mu2h0mRo4IrrG+Hc+CDjgE7RnBxnpV21TOOdnsOjheWBSVOCM1Lp1tDZyyXN1HvXbtA9K7aw0SP7Fbgj/lmuc/QVzt0kJu5XJUoCyhD6DpUuY6EfeuZGyWa82q4RPLLJj9KIrDU5pvmOPJJbJ6ZqWOEXNy/lvs52AE9B0q/LcvaokTvuQPtcjqRnmoc3udygrqNyqkka6gY7knhQ25BwW/wpNRukg1OJoYgwVSzZHr2rrhrOj28DCG0RpFwNzDJzjNcj4gvodRv2u1AUBQoVRjGPWqST1Mp1J83LJFZrmMTR+axw3ytjtnv+FbsELWMPl6fMJY3yzMcYI71yxkiezQf8tiSMnoO1EDXEJks4n81VX727A/zmhsuKcdWj0DS7YajbK1uQSnB9Qa2LbT5o9yyx5Qghq82i8Q32hRGWGR4ZHKB2j7jvXcarJ4j0zSdPvJ9UvFkutxeMrjyhhSoJx1IbOP/r1rzM8+pTSloeZ7iJ0UHjrU+quTZSgn+EfzFFFcZ1lXS4kk1CFWGQc5H4Vr6Jbxsl8+3BVxjHbmiitEUviQy5iMN7LKksgYsM8j061XuJ5IdUBViZAgcSEncCBkYNFFaikdLdytNewzPjfIiO2PUgZqrqU0iRqqsQHYKwHcE8iiivPt+++Z9Ff/AGRf4f0O5+FUjSy3dnId8IXzVDfwtnBx7Vy3jm9l0XxTq+oWaxieC4JTeuR8wCnj6MaKK9BfEfKVPiOcuYlUWigcGeNT9K7CKzgJGUzRRTeyMzmY4kvrifzhny3BXBxj5sVnw3EqSl1chy2SwPOQeKKKh7s9WitGdTZp9svbK0ldxDKu9gpxyB2rpLlYdLuEisraGHLAM6r87fVutFFFLYzr/CvRnmWojde3E3R9xzjofwqtqsax2KOo+ZlyT+NFFBjH4WMS6kFjG+fnUrgkk47V0+m6jOdBurH5fs7skpXHRg3UfnRRVLYVR3Q3xVrJ1bRHSTT7KEwxKsbwKylVHRQCxAHfp1pIbiX7C/zn7ooorKt0Io7su6Xcyiz8zed68A1z+vxrb6lfFByLpgCecDAOB6cmiis6W50djKN1N9mjcuSY5wVz6/5FUprmVZGjBwJXJcjqeelFFdBnLqMQloZJCfmUgA+mTVmdBFcvEpbYYnO0nPPP+Aooo6gtzPRAZl4/iX+dSj5Lt4l4SRsMPaiimTMF1n+wr+8t103Tr63ldXMV7B5gVlGQQQQR1ORnB7g10vhe6m1yPXbnUJDNNdvHLM2MbmJY9Og+ntRRRP4SUtT0pp3i0mVkOCsJx7cV5prpZbtFViAsajg+vWiisolU9maMECC9wMgbQevfFTJGv9oxqRkFwCD35oooWx1R+L5BrMaxSRNGNpcFjj15rEdQXf8A2lJNFFXD4TCRis7IygHqc1PDnzW5PIoooOqBs+Mm/wCJdGQACsgUY44wKTRPEeq6np8em3l3LPBbu8iGR2ZiWx1JPOMcemT60UUUvgOGt8R//9k=", 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", "info": {"video_id": "178319", "label": "throwing adhesive tube", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "178319", "label": "throwing adhesive tube", "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": "56ea26349e28bb85226d98b4771aeed3612892788581f19b2853d7e608e04dd4"} +{"episode": 77244, "episode_seed": 881981331, "split": "train", "timestamp": "2025-10-13T03:39:58.220145", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 881981331, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soda 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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FiTkn61LPloXAByMHnmtonNJWdibzwR1rNv5gjwzKSHEg/Xg/0qAXhVgOvsah1AloVcH+NapoSOK8ZaNPp+si5tTIttdnzECsQFP8Q/Pn8a9Mu/8AVEe2KwvEs0L2MdpPCHV/nQ/3GHQity6bKe2Khbs0eyPL/Fdur3O4ryeK41oTDKuF3IOgA5Ht7ivRfEdoXBbGe9chJDsOe9aXVrMqDcdUZdhbw3V0BFCfMzwpB25r2Lw1oltY6RcXEiefdPAy+cyj5RtPCjsK4PR41S8i+UBiRniu3sHK2kgDMOD0NYSKcrs72K8j8iIu23KLy3TpUjyhfeuaaJjbR75HIIXjdxWvOdvGTnrx2qomLRO0/PJqtcSZQ4bB/pVOWcpKVOMdjTXuCV3AmtLEnM+JYkOnHUWtmlltm8ucI5Q7ezE+3H50ngLUIb3+0Fiimi2bAwkl3/3unpWxamO5vLyCdFaGRdsinuCMGs7wto7aJqOqwEBkYoY5M53r82DUPcv7Jraou6BsDqK8s1q2ZLtjtIBNes3sZKE4zXBa9EPmLDBq1KwROFnsEnb5l+btXUeGoFtrdigwwkXLd+hrGOFfcfwrb0hwLOUEkMXXH61nOXVmqi5aI6zVLh0j0+4eVnMNymzd/CTxmuosTML52eVmPl9Og615tq2pM1gAPu+arD22kHp+dd1pGpi4mkkU5YLg+1ZQauXVpyjBNm1LMw6g9Krrchjw3FIJC+CwGScEismecwyMp4x+tdKORmjcSo6FX5GOa5nWtNl1nw0Wt2f7VaEum0kFl7j+tawlM0fzdcflUNlcNa6RPKvLJuIHrRJDibbdOmDWFqsAkRuRit12DDnIb2rH1CJmU/MMVDGjzHWLcwzkr0NRabN9lulmJJCgn9K2dcgIJJwawMfuZGHof5VD7HRBdTVbV7chSXzxn3H+TVjwhfAa0qg5DyDv7V5w9w4bgmu1+HcX2nXLYMeC/J/Co9k1qdtSrDkaSPZIlBXIAIPPPU0y4gE0O0D25/zzVh1SGMqenao4DvQnnrjriuiJ5LMJ4vs1xw3HUehFTQps1IsBw8YI/Or17YNMu9QS46H19qp2koF0iycbFPX2pyBC6ZCINW1MA5DFGBHvmrV4m9D3qnokssl7fm5AWQsoOBx3q7chtp24as09C5bnB+ILI4Zh19q5H5/Mx3Br0HVonKsSK4eePbckEck0mXBXOp044trX/rkP5motUk+0FQPuiX/61Otn8u1gz/DFVaNjKkeepbP61jW2SN8MrSud7pGH063B5wCcevNaRQHIPcYwap6JbbNMglJ6g8fjVxnAnCg9e1b09jkqfEzHu7Ro2MoIAz/nioJ1L2RPUqwzjoea3LiDzkKnoRjpzWM6tbCSOQcEfnWr2IRW8RwlrOCdRwj7Sfr/APqroZV3RjqDiuf8QzEQwWwT5Cu7f756V0UnC4J7Vkn7zNJfCjk9ZhOxsjIrg7tlE7A+tem6mqMjFhmvPtZtQJCy+tDHEbozh9Rj/wB4V2lpJttJBj+Fv5VxeiLtvoiB3FdbC2IHH+yal7De50YkLxQDP92rilmdmOcdM1mQN+7Q+gFasIzHvPB9qqJmynfhtqyDOcc+9UYJSXwep7VtOiyx4YjH5VkXSCG4yFwDyK2RIWZA1OcgdVFR+HXka51BXYttcDn6tViGPOob1OfMRR9OaXS1EWran5a4DMhwfXnNZPctbM0JwChrktdtVeNuRmutnww4yK53VIWKsSwNDFE8xuImjuCnQZolvHsrVWVjnePx61oapFsnJNYusjbp6kf3gf51m1zOx10vdakEviB53IGF7HFeheALtrqG5MhIyqD69a8XRz5gGe9e1fDK036fO7cY249+tHslHU1r1+eDR3O3CjK4x6VSvrPzjkECrs7KijqD6UrKWT6it4nmswbcfP5bHOePoafZweZZTwEYLFx9KkurR7ebzlB2k5PHSk+0GPT7uaJA8mSAPr1NE+5UTWDll5AYeorPvYWKnYfwNXtpUkjOPSmOm8HA/GoYI4LWYCVb5TmuZeEi1lYjgcmvSr2wWbJwM1y+q6d5GnXUgHRc/rU2NIyPJbnHnMB0r0H4Yxs2s2+Ooy30xXFXNujXJbAAz2r0n4VW+7U5to+7Cf5itJbGjejPTZIGuJNsjYQDqvenRRmKQxv26HoCKuGL5cdPXFKsYb/WLnFKJzMhWEk5J69BWHrsK280N0BgFtr/AEPFdNwo+UYGK841CW71jxhfaPLq9zbW+6TykjUNkqm4L7Dg8mrtzaCvY6iyhEW+Uod0gCt+GcH9akuE3LlD+HrXI+Ar7UryC7W+vHuFiEflh+dgOc/0rsWIYEHg1DVtB3uczqSuQwYEVxV5Dm6zjvXpV5beYCpFc3e6V84O3mpaNIuxiXsxhsYgpGSmCPxpthMJSi9xTtRNv89u3EyNg/TrVS2aKCUKGzuPrWFTVnoUIWhc9Y01nXRrfaMgrxg+5qUW7w4diGBPUfwmrNjBss4Rt4CLj8qn2YJVuVauiOh5sndsh8snG0kZ6mq+o2Qns3BHzgZBrSWJEzjP0rA8a3lxY+HJJ7SZoZhKihk4OCTkVpvoRsZawHUrHYD+86jPZl4x+Nb77tmOCK86vZ73TdLTUNJ12/kWS68lhcIqLMQuWeLHOAcKd3qPcD0BGJXqc471Djyj5rqxmXqxsCec1x2sQKQ2BXcXkQkBBBB9q5TVLZ8FQKlmkXYxNIXFypI6NXTQgmF/oaw7GFopwSOjZxXQW4JVweODxS6Dk7s3bED90rA/eGc+la1xKsC+gPQelZ8ADSRALnkZPoK0xAm8u43L0AbpTRmV4M7PmHPtTZ7WOdCmQD9OlWhD5Mh2AlDyMdqmSEFc/jk1qiTm43ezvikoOQh24/mKi0SN7a7vEL5xtIY9xzisK8uXu/Hs2n3mq3drb+fsjeOWNFi4GSxcYxjPHUnArQ8KSXZ1HWLW8luJGglESi4xvUAtw2OM/TipcNblKeljqH+dPmH41iajC+1iORW1hlXBqvcRbkPHBqWCPNNXgO8/LXPa7HssFLDGRxXpd/pauGOK4rxZai3tYkYcMDSS1NYs86iXdKv1r3j4bI66POy9NwH6GvFYbZFmBx34r3v4e25HheJscF2/pVyHP4Tb+yySkykjd2T1FTRANGDjnsKtFCp3Dt2FKsSE7scnniiJgyuYMqVc7geDmubdPsuoy2/OPvqP0NaHjO9udP8ADrz2kzwSiZF3p1wTzXC+I7bxJpen6Zqk2o3Yu7gvvRlx5IAUqCcfeIbOP/r1XLcV7Ho4+UcGnsq8HHJoorMZWmjQg/L1rmfEaKujXRA/h/rRRQUjxtuXr0j4VsV1G5x/zx/qKKKpm8vhZ60OVGaMmiikjmGkk5FeR67fTaZ40v7y32+bHO23cMjldp/QmiitIkyNX4ejauoY7CMf+hV3O0MCccgdqKKie447EUkat17VmXUSA5xRRUFI8s8UO0evSlTjd1rOspHa7jyc/MKKKlno0m+Q+ibU5t4h/sD+VSZxmiirR5zEJxXLePT/AMUxJ/13j/maKKtbks8/1XXm1eOCOTTrGAwqqRvArqVQfwgFiAOc9OvNeoMoznvgGiinUFEglGePUZrLuYlf7wzRRWRojLaFFckCo555EkKq2AO1FFKRtTV2dZormeKJnxnnoK39owPpRRTRlP4mEXAPsacxPP0oorQg8j8Q6n9g8TavG9jZXkUtxuKXcO8AqOCOQR16Zwe4NavgOWS8vNYvbh2kuLh0kkc92O7t2ooq5fCQtzt1646/WmsijIxxRRWJoUrqNCp+WvOfiAAsUGPeiihFR3OBj5cfWvefADH/AIRW3H+0/wDOiinI0qfCdUeuaTPFFFCMDl/HxJ8LSH/pvH/M15vd6zf3thDY3N1LLDA7SLvkZiS2OuTzjHHpk+tFFax2IZ//2Q==", 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", 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", "info": {"video_id": "18355", "label": "pouring soda into a cup", "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": "18355", "label": "pouring soda into a cup", "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": "3a211f81b7e37b8086dc14cebdd4de9b8fe183ea87b00caab25aafd7075756f7"} +{"episode": 77245, "episode_seed": 486737728, "split": "train", "timestamp": "2025-10-13T03:39:59.800857", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 486737728, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing brush kit so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "109622", "label": "pushing brush kit so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "109622", "label": "pushing brush kit so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "109622", "label": "pushing brush kit so that it slightly moves", "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": "4ea4a17e1f83c74872cb4998bcf917d665afdc21b4264e5bb65dc384cf9f017c"} +{"episode": 77246, "episode_seed": 3104808327, "split": "train", "timestamp": "2025-10-13T03:40:01.365358", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3104808327, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from a motorcycle helmet with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "118357", "label": "moving away from a motorcycle helmet with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "118357", "label": "moving away from a motorcycle helmet with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "118357", "label": "moving away from a motorcycle helmet with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "118357", "label": "moving away from a motorcycle helmet with your camera", "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": "cc28ead1eea6661f358c40b3eacaa925de257d86e45fa05be004f53ca1c24a7a"} +{"episode": 77247, "episode_seed": 946167576, "split": "train", "timestamp": "2025-10-13T03:40:01.941562", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 946167576, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting trigonal clip next to flashdisk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "72389", "label": "putting trigonal clip next to flashdisk", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72389", "label": "putting trigonal clip next to flashdisk", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "72389", "label": "putting trigonal clip next to flashdisk", "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": "a52f2e5c71ad63f2d7e4b667eae012f36881c2d850f50d7c30a4bf6a14f5262a"} +{"episode": 77248, "episode_seed": 583362812, "split": "train", "timestamp": "2025-10-13T03:40:03.923353", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 583362812, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put shaving brush behind geometry'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65964", "label": "pretending to put shaving brush behind geometry", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "65964", "label": "pretending to put shaving brush behind geometry", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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iYD/Vx/KF+p7Vzzg1O/Q3VRez5evUqJZMXDSsit6gl3/WknltLRykiyyOMZDknH4Vo2OpO1x5UdpDGhBO9Dn9cc1Tu4Ge+yu0rJIGPqP84qkmzGy6FUveXJZY1SGLp05/LpUtt4ft7gk3V3ISem1gMflzTrq80fS5CmoXASTaG2EMSQfSt6wmgUpNZraTwuAylWIYgj6U5KEVd6/iaRTbtEu6L4e062twIoQ8x/5ashYfTmtLX9K1WbQRDody8F35qlikgj3pyCNxBx1B/CpE1hYlTFuwGfnLnAA9j0zXR2xiuIfMhkWRM4ypzWFChhnU9pBe9bz/AF/MKrqr4tjyqP4d3t1Ismt6lG7kk8F7pgev8eFH5GtW38AaJaxCOVbm5UDBE0mxcf7qAD/IrvZIE3k859qhaNV+6oH4V2cpldnF6xodz5lte6fdXKRxbUmsl/eJJGD/AAqTww4x9K5Lxt4fudSuLWJJREYiwIYE7wcfMPXp0r1iXA6kCuZ8Sud1uYz2YHA5PIwM9u9Z1Ip6voXCcoxaWzPO7PwDbtJsu7iR3YFgANqnH61r2fhbS441dLO3AH8Up3fzzXQTSSSi33xqkqjBIOR0/Slh0pn5Adj6rF/U1zJvnd9jepyOmuXcpW+n2UG0q8WV6LGvT8RWtHdRpEGKOM8DGRmkms1tI1MkUzFjgDeefwHArQsdKe5hjmjtYUjcZzJ96qcVN3OdSlHRGWjxOcrDhjj+POPwGavosbw7Qs27H3XjyP1rZXSJUiJEilgOFXAzSLpsnlrvUM7dcMTg+/NRXnGmrzi/ub/K5dOU4/C0YBiulUCMbR2+6P1NPRbpYxG0se0HhWO4/p0qDWNW0bR9UayvX1F7mJAXSCAFCGAIOSfQ1SXxzo1pD5EVpqUm35l8yWFT9OGzWyhJxMvtXLs9qJpuXYNjoF6++KhbTljj84syx9d2wVp6de2uuaaNRt1aCV3ZHhmfJypwcY68YOR2NT2jwPF5JfcWJPK4B55xUOMouz2L5VJXW5z1yrQ6OWBPOFbHUrnLf4fhTtOgkuGjZlAJ4jQdEHr/APXrWW1ia3ZJQG3DBPtV6ytIbcfIuDjGSearTYpq7uSnZaWwwrFVHAUZJqe+sbbWNCaxvFkjimUEOnVT1DAjoQakZA0Lg8qVP8qz4fG2iG2hdZJxkDKLEcqcevSnCcY6yZrChUq6U4t+gvh/RYtEtZdNgNw6rM0p8yVm+Vj29v65rbOj2s8auFmhYnIIOf0rnpvGVhLdQy29ldeZGCN25U3A9iOanTxXrUkQSx0cvj+N0d88+wAqZVcPL4tTrWWY3dLl9WkdbGhWMKZDKw/iIGT+VRvkdjxWbp0+qyWwuNUnt4pXyRAEA2D3HXNOudREKF5LmVh/sqcVzVs1UHywpyl+X3nFLCcsmpSXyLEjBQcg/lWdNewRkhnUH0zWVfarbvkESN/tFwB/OuS1DWmg3qjQxv8AwhVLk1zvMsTP4aaXq7/kP2EFuyr8SbuNILG5g48xpQo9/lGa86toDdz8kkH7zdzXc+PLXzdF0FUO4skjE9csdpJ/M1kaDpTM0fmJhByQf4q74uUknLczt2Ol8N6VFZ2yuIwHfknHIrvtEaLbIEZWbgYzWFZW4KhCOD1re0bT4YLWYOilWmY425PQVtTd2DWhgJpXiSx8Vw3E3iKeTTTK6pE4DboyuQDxgsD0yPx7V08dlBcNueVkYthXVVBP5DNWxpkVxZvGwKRkZV2bcB6EE8iq0WrW1lHA1/ParKG2s6SBiVGedo554qqkKclapa3mXTjUb/dJ38ia10iW0umlgvVYN98Om4tznrmtSQHb0rnrzx1o8WRBbXNy3TiPaP1rTgvbxoRJLZ+QxGfLMmdv1J71hUxmGw0Lt6GlTB4mylUjb1/q49yM4JqrLIqjuaju9USIYluol9EQD/8AXXM6jq0U2VVZ5D3Jbao/OuB5w5u1Kk366ELDJbs1rnVLeElTIu70Bya8zgcTAxRn9yDmR+8h+vpVi+1eWLfGjxQsTwsaF2J+pq1a6UIRtdwY8/dHf8eK6MPXrVbuqkuxNSmlblJ7OPZbmQrgv046L2qqlw8mpJFFEWYZOTwD2/rWpIOMVBA9nbapDJduke9WjRnOF3cEAnt0rrT1FGPRE0+iWmrxql3bSeYoby5JEyORzz0xW9oUEoiS2RFie0Aj8lX24GO2Oq1EuuaTaSZlvAzgDAtwWz7Hsaa/ia0mvlntNMlaUIVDF9oI9wvJ/OnOvSjuzrpZdiqq92Dt56fmdpawSSQIWEbk9SVq0VEIHmKqA8D5gP54rgl1LxTdQCK28+3hHG5I9n5u3+NXtDtFtzNcajLNdX5PGX3CNfqe59vSsKmPUYtwjf8AA0q5X7GLdWor9lqzqJ2gT70m0ntjJ/Ks26uQgIRWc9QM44qvcX3lq3leTESPdmNcte3GoXT+W4lIz3bYCM+gryZYrMKz0tFeWrOdU6cV3LGqa20DFXmhh56A73P0FY8OpPfzNHGsh8shmaYYJ69PSl/sHUbxZE8oQbeRtXk+nPQ0unaHNpsMjySGSS6ICg8tgf5PT0rWjRqRmp1JNtC5layRqtO1naLKqr5r4Vc9Nx5JP0FV4llvHz9omlGQA7MRlj/dHQfWtO7017ywERIXByqn19zVrTtOMJUvj5R8qjt716istDnd2ycWam1jid2LIOHzzT9Z1WLw9psE76ZdXyH5CLZQWU4yMg+uDyOlOvoGa1JWQoQRznA6961fsxJ8lS5TkMhG4EfjzW1LW4ppGfa38VzbW95BZM1vPEsio8bLIoI79QavWmoWk1yYI4zG2Mguu3PtUMNu9pJLFKZVMWNkuMgoeAM9j2rRne0Q7pprQkdDIygijlmpX5tOzE0npyla80ixupfPmsLSabAXfLCrNgdBkimJZCFFVI41wMZVFX+Qq6LqCWLek0ZXswcEH8agku4UUsZYyPUHipniaEH700vmSqc9rGNrugw61YeVPjz428y3lDENE46EMOR71m3NnLbyBBHvGBtCkflk+nb6Vs3GtWqHAkDH0UEmqovo9RmaFVwyJvBYdcnHT0rCeJw9VqCkm+ljemqlPWxzWnGW4veZGLOh3K4+6MjpWnrSsYY9oJC5YqGIyPT/AD3AqPRY8h5t5dSfLQ4wMDPI+pPWrepRuTkKWBjKgKuT6/lxRC9rsutbmaRDo0s0d35Akea3li8xGYg7ee/c5JrKtdCgtrm582ykdPNLRgZIwT0rovDunfZyTLhpQuEJPIQ4OMdua6OMRLPHGIlJzvY49PWoqx51YdGrOnrFtGCIrixsS1jYJD23BQCPxHNWBa61Op815AOMD5j+X1FdQztLE0Z+UMMZXg1nDTJg/F3KFBBChyOg6f1z+Fc7w7ezN4V1rz7mdp+iXJMyT3GyRWywAAznpj8MVZuPDkb20hmuS6hScEkirNtaTWt3kzPIrJzu5yR39u3FXJBuUq3Q9a2jRSWqMJzvJtHG/wDCPWZhBkVHDrv2j7wHbHqe9RSabprSRg2q7UUsVYjJxjqPrj8q1SCrPE5y0bYkYccHkcfpXDrdXOoeNr3TW1ae1QmTyiibizKhIX2HHJPp61KTd4g7blDx0ih9OEfEYWTao+6uMdKrWjLYQCd1LAYAAFZSXN1rl3B9smkl8tDtLHoDjt74H5V0k1qrW0UTKfnY9OnTv7f1xW0NFqRI0tI1m2nuBBIrQzE4Cv34z+OMdelVNYv9Z0zxHJFZTzJDdIrKseD8wGD9D0qpZBZI4Iy8izxXCoGj++Vz1H4ZFdnd6E9/cwS5Kyx/xLj8aVS/LoaYWryT5mk/XY5q10fV9Uw17dsE7mWUt+grTGj6RZZhmmmmlUZO1ggz6Y5PNdNpnh4MrvNOzKXIGWwOCfSludLsNOvHlaKSVGQk+Wn3Mc53egNccqc7XPUjmdab5b8q8tDnDFZwR+ZbaeS6YKu2XKnPBOeK2hb392is0JYnqZWzz9KtC+s1+UWFzIqKvEmMDf7Hse39Ku6Rds1q0JV0MDGNlbqD1qqdFv4jmxVRz1bv87nP6hoF7Las8nyheQsYC5/OsZvDMZhDXAkWM/MshOQAOhPPf07etd9ehri2khJJVxg89q4TxPqFzb6ALq3neG4Z0Tj5SoBwQfqMVo4KLVkcqd0NbRtKaSHEJaMKWYlAFOOfrzgfhmsTz8WnnDHQsMnjrxn2pmrym20mLVLPW9TlLXDW2ZowizYTLvEByFBO07h3HqQG3DbLJwig4XAU9D7fStUrSuZvYx/7bvwDKUV0Uncg+8vt+fer2owDVtF+0wMC8R81Np3A46j8iax2YW9+FCsyyptIA5J7V2/hzTXt9PhWQIrfxBeR/wDXq73WpNOUoyuuhn6Po9pIsMlzI7bx90EL+HrXXhDp9mP7PtPKZzt3gbT/AN9HmtGwtLSO5iAiQbQWJVQDnjpW5J5c9uYkjQHsXGR0rk9g+53Txtao17STaOcTTr+6dmmcqSP7jMB6HPvVuy0RYb0pdtJiZS67m6YwMHHerH2TVpMxC8kVCqqCcDoec+ntj8aWbTriKVLlrmQlZNx3vu+X+6eOckDminhmndhUrQa5UzQj0ywh6R/pWJexW0eoTN5AxtBj+YjLdyPQgECuhIOOc1i6xE0QW8RXLxAgqozuBxnI+lbyhpZHLF66mPcpwVhyQoCiDdwfxx9eD2NUnBtpbVplH7tDtRTnLDoB+dY0V6bnxlNpd1rF3bWjTbIpopY41j6Eli4xgDPHXPHeqVjNdJqeq2969032abyh57DzEwWHIHAJ4zjI/CsndK76FwjzS5TqLa+murnYAuxlyoU8jkdfz7Vb1G8ns3iEOwBj8xcH8Kr6LCGmeYlG2KIwyjknqcnv1H5VNrKghw+ArREAkjGf8a3pttXZnWSTaiL9qOqaTfWUyiG5ERVgDnqPvD2zXLaXZ61f2sO/VJI0xtAMznpXX6FZySLLNcjDlRGV2+nfPetGHw7pv2lMg8Zcgcfp+dTVjKVrGuGxM6CfLbXurnKPoVvAoW71eZnfsvQe/wAzVX/snRYXSZ5nnCsG8ttqh+emQK7i/wBC09THNHbebs4Zc4yPy+lUzBaNER/Z0+4gbSWH3jzn8D+XSuZ0qiZ3xzCrKOs/yRAb+342LEuOm1ScVl3msTpIURGI/hYRcfrXaWX2aazilFuuCo+8uD+NUtRjtzexn7PGcxnaoGCSOc/hWTy+itWjzVUd7Hn95e3cyuyR3BZD8wVQlaPg5ZWW8e4ikikkYbPNJJKj0J989Kn8W3dxY6FJJYTPE3mInyYyB35I5FYGuw+ItG0bS7y71C7EtyXzEU4t8BSgJxwxDZx/UGt6VCnBqUES23ozXtbiWORIlf5QVUcdjGW/mK6eDEiKWAPQ0UV2MgsR/wDH6Bj/AJZk5/GrlqN08rnJIIUewoopDNKMZNSKoOaKKSEBUConPUYFFFUI5nWrl7e+h2KnPXI68Hj6cV5TqeoT6T4qvdQttvnxSErvG4Deu08fRjRRWctzWOxB4dXMkgYltpCjPoCRXV3CYFu4JGHwR2OeP60UVcdiJ7kug2yJqSzLkMzsjDsRlf8AGu4U4jYjrtP8qKKb2QobFiwdnsoHY8ugY/U81caNJF2uoYDnBGaKKRQkcESqAsaADPb1qKOJEuJlUAKAuAOgzk0UUxDnHFed+Ov3VpdRDlGML4PYgnpRRUS2KicVrXiBtcS2il0ywtzDtijktldSsYH3AC5AHOTgcnmtWSNZoGjkGVYgEfiKKKFuD2MnTgl5fzRTorqiqoyP9oDn8K9I01FEKADgDA+lFFV0IiaunDNzO55Ynb9ACQBW9ABgUUUPcotqBkVIQKKKaBkbVn3x228rADIRjz9KKKQ0eMaxqz6T4k1WN7Szv45bxSyXsIcblUEMMYIPJz2PcGotH1e7utVnvrhlluLhTLIzL1bBPQcf/W4oorKtsa0PiO3065litIFVsjYh5A/iLA/yrpVjSaNfMRWyO49aKK1Wxg9ye3RVuH2jAKjgdKms/muLhsDO/b9QAP8AGiigRepMcY7elFFMTGiNYxtXOOvNZetHZbJIANyyKB+JANFFTPZjjujjfHrGPQXRThUlXA+hrgZ9e1LULGHT7q7mlgt2eVA8jMSzbc5JPOMcemT60UVnDY1Z/9k=", 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", 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", "info": {"video_id": "65964", "label": "pretending to put shaving brush behind geometry", "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": "77b90ceb811cea825022eab200254927641093c1fa4c947d2d030f0246032d9e"} +{"episode": 77249, "episode_seed": 1740763733, "split": "train", "timestamp": "2025-10-13T03:40:04.504863", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1740763733, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing screw driver into shoe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "152694", "label": "stuffing screw driver into shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "152694", "label": "stuffing screw driver into shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "152694", "label": "stuffing screw driver into shoe", "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": "16e4a6672d38a9f0bd2aa182acd66888b91fdd1d94429c389a6d6fd0367c5b96"} +{"episode": 77250, "episode_seed": 896652045, "split": "train", "timestamp": "2025-10-13T03:40:05.188310", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 896652045, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key chain off of mouse pad'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "114607", "label": "pushing key chain off of mouse pad", "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": "114607", "label": "pushing key chain off of mouse pad", "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": "b5592fb2fc10149349afeb829a9796fe780d35b249a9c200de4fd06866cb2047"} +{"episode": 77251, "episode_seed": 717191603, "split": "train", "timestamp": "2025-10-13T03:40:08.168348", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 717191603, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending wire so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "196108", "label": "bending wire so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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rCu7kyHaD8g/Wuj8C2VvePetNHuaPYUIYqVzu7g1u1oYrR3O90Fduj2ynqA3/AKEa6TSXKTOBGW/lWPZwx20CQxDbGgwBnOKvRNefZibWMCPqXPVvesamqsa0t7l/XJAbWDkbknQj1HNUPEVwJNNjIP3ZBWdfXUjRKzgbxIgb3+YVS1u5YWhBPRxkfjU8trGjdyO7YmLJ6BQAP51VjEpvongEe+MbgGOM+wNNeWWSNuAY0Kg+oz0qOPY1wiNKUc52kHn8u9PqEd7nSQTxzszFHguAx35OCw4xx+fNcdq3zJPLgjexPT3rshKZNqXLiU8IrjjPp9OnSsfWrVZ4pSkmEPRCPuntg+9NuzFLaxwtzzs+prMv3C7BkZ7iruoz+QAP4+ePSsGVy5JJyT61vFaHM0e2xSAA1g3935rrz0GOvrWVB4uYf6y2B/3WrPl1mJ7k8MqnpntSjCw+Y07kS3enm3jkMe7ocZB9Qa6HTbcwWgViASM1gWVxHDYtdMfM2/dRecnt9K2tDuTeDyyTxx781FRO1jSEiCa33Ttt53V73fXF7oxtI7S0lnjkAD7ASEAAxnHTnNePS2QicPt6HPPtXZv8SrEavFf3OmXazrbmACK4GzBIbO0jrkdfSroSUdzOtFytY828RTrqOt6jcMpBkmmmAXqpBJ4965nwxdPd+I/MZ2cLC5dm98CugvBPPNLdRhRKWZ8Hockkj9cVysWs2WkC5e3gImmOGBPIx2qY63Lk7aF3xbqCwxi2R/nLZAB7VxLOWNPvLuW+uWnmOXb9KiAzWkVYy5rncfDxgDqGf+mf/s1d65LoqKSNzAHHXHevKvDGr/2W1z+63iTb3xjGf8a6628Z2kUqPJFINp6dRUzi3doqO538cMbRLF5aInZFUdPeqd5plpC0tysvlcBnJ6cDrUL6kslrFd2774pMNkfSszUtQlv4YrcD/WyoGAPbOT/KuPkludakm7CahEzoswVgv+0MV1fgHTrRbK51ie3SS4t5tsUjn7mEySB64JrnTdxu0tq/TGP/ANVdX4TY2fhTVLciOSV3Zo4WkCeblABgnpnpXThNZ2ZOLhyxvE53xq2g6kI9R0qZRezZecxk4O0cN/8AqrifDWrXOo+I4ElcOkUUjHHbIxn+Vdz4p8P6boMenRabFs8yN/Mj8/zAFIHA9OS35VwFvc2Xhy9u3YN58q8cYG3rx/ntWtRLnaOeMnyGv4juIrW0ugz4RlIHPftXmM07SyM7MST1J71e1zXJdXuO6wqflB6n3NZQ5oirE8w4csPrXuUDjA+grw0fKRXoMHi4AASW5/4C1Eo3BHVvfFLp03Yx/Ks6eXzJCxPBFYE2vwPePJllRl/iHQ1aguRdKZBIojAyzE8AVCp21Lc9LFbULZ7p1SMMHB4I7juDV5JJ00pdPOAgO5sd/an6TKL66Ii3bM4G4YJ961Z9N2yNkc+9RN9CovQteEvAd1rVnLeXnm28HSB2GFmPOTn0Bx09a5/V9XvfCGpXGi3CrNLbnCEMecjI57jkV61byX9z8LbSLTJY0vI8xRl3CgN5mOSfb/61eV+L9CksdaM2pN9pkj2zSFGLbu45PPsfpW0qcVBMiNWTk0bd8+bCJn4mCru+uOa8v8R6iJ9RkEUmVwAwB4yK0te8XtcRFLbhnH3vQVxpJJJJyTUxiJyHFs12/wAO2AOoE/8ATP8A9mrhwM810XhfV10trnMRcSbehxjGf8atq6sSerGSMRMZG2pjk11liEuLEFVCjHygjtXk8fiSzvZYbVxKjSSKF4yCc9DXq+jPuhHOcj1xXLXVjoo6nN6rDiCZ2QAoQTjoRmsjWog1ncYPO3d/Wuu8RQfZbS7lKlk8pjjrniuTUi6cR5yZIt2PXilB8yuOWjNjwDo9rqM9xd3kHnm2WNo1LYXcSSM+vQdam8cR6DqsA1G0njGqbxE4jb7yjPOPar/w4b7Pa6iPlLFIyFJGTjd/WsnXfDVno2i2N/b288Fxcyl3glm8wLuBLj65/nXcopUbnNzP2m55/o2tXV74gsrR5FdEkLEr3wp5rY1+eK2t7ne+I2QjOfbisKCTT/D+sXF1KzCVkIRdvGO5+vGK5vX9ek1ebauVgU5APU1go3LlIzp7h5pC7sWY9Se9QnmmjnindK1RF7mkG560OQ2Cai5FLnirEaWkarLpV8ky/NESBLGejr3Br1fVLC1srS01zTh+4yvnBTwY2/i/A/zrxcGvWfhzqsep6BLpN3hhFmEg90I4/n+lY1o6cyNKb6GrfSYkU/wOMiufvDm5+gq7defZW7afdZMlq4WOT/nohztP6VQcEuzt1rBvQtLUN6x2kjt0UEmvM9aP+lqMYO3cfqSTXot8D9lWAHmZsH/d7/596811eYTarcMv3Q5UfQcVrT2M6m5Sp3QYptb3hLRLXxDrg0+7vHtg0MrxlI95d1QsF9hx19q0IMyzON/PpVh5OlVbYH5/wqZhkdatbBc6LQ/EZtLY6fcsfIY5jb+4fT6V1mhSxXeogs42Ipxz+VeW7SW9q1NMv5LKUKrMN5ABB6Gs6lO8XY1pT5ZJs9Fa0vLjXXMyKtsiHy5EOOT0/Gk1psWVvEcu6vjzD3xVfQbye6meGbPy/MWzyPUVoa9GJhblBhVz06Z4rlScdzsqVFJaGfZEk8gdK5TxRIHe5fH+rVYgfcnJrrIGWCGWZuFjUk1xHiMmKyt0c/vJ2Mr/AOfxrWm76nHUOapy8ZNNpc8VsYhmtQP71ra54f0e08M2+raXf3kwa5+y5uYBGtyQm53iGc7VOFO4fxD3AxeQcVUR3JydyYNT6bqEum3SzJyoOJEIyHXuDVMP70gPNVYD1S6tILKCDVrFSYBtZ9veM9/wrU1CQBkkB+SQAj3rG8A36ajop0+4wwiLQsD/AHD0/Q/pTrsT2VsdPuM+ZaShEf8Avoc4/lXLJWdjVbXNuw8WfYNCbTGsUuGW4MytIx2jkMOBySCM1g+KtVudTt57+7cNcTKE+VQo54AAqp56K2DnNR6qBNPa2+fkjUyvz+X9aFOTdn0BxSVzzvVcLqDoowEAX9KpVNdy+fdzS/3nJFRDrWxiKTVqyON/4Vq+DtM0nWvEMOnavcTW0M52rOk0caxnqSxk4xjPHUnA71T1CzOl6zqFkY54hbzvFsuABIuGIAYAkZ9cEj0qluMQXHlXMTqeVcN+te/aFdI1srB89M49f85r5ydtzHmvY/A175+kWxVixCBW9dwrDExurm9F62PQb9VurCWEklWUrn2IryyO5uNN8Q2kF2m1V/dK+eGxXoj6rEgMShpOMErjH/165fxbpovrSG7gHPZ/7kg5Un68iualJao2qxejM65k2zyQKeFcjj60+DLSYLE8dCelZ5mMuqybuDsUuPRsDNX4mVEeVjhUUkmtXLVIyS0ucf4qdWe4OP8AVoIwfcnJrjK6fxK5S0iDH95cSGVvp/nFcxXQtjne45OuaCaQdMCup8R+Cr3w14d0fUbwSrPfGTzYWjIFvgIUDH+8ytnHbp1zigMNSTEp75xS9xRRWghw6V0Hgq8mtfFEaRNgSgbvwooqZbDW56j4rgSfTLW+bInjkwCDxg+tczExlmVW6E0UVwPY60UtXmeN72RcboYsJ7cZrzAkk5PU0UV0w2OWW4Ve0jVbnRNTi1C02efEGC713D5lKnj6E0UVZJBbE78evFWBRRWkdgDGDRISI2I4I5oopgeu+GLaDV9ISS6iXzmgP71Plfp6is9pXENvCWJQJu565NFFcdTqdFMTU1CafBGv3ZZQH9xjNcB4rkZ9ZKE/KiKFH60UVVLYipuYdKDgg9aKK1MjofEHi2TxFbW8M2kaZam3VY4pLVJFKRrnCAFyoHJJwMk8+tZYJMaHv0ooqogL3FPooqgOk8B3MsPiQwofklQFh7ivQvGVujpp94S3m5ZDg8Eds0UVzVviRtT2Oat41ku1Df3qoavK6WWqTrxJlkB9AOKKKmG45nndFFFbmBraNrzaOk0Z03Tb+KVlcx31v5gVlzggggjqcjOD3BqC71G61bUru/vZTLc3LtLK+MZY89B0+lFFNbgUq7TwTeTxWt1Gj4Xeij23df5UUVNb4Ga0vjR6Pak7RzWhaKtzFNaSjdDICrD6iiivNpbs9LEfCji47OK2zs3Ek8sxyTU2oqI9NRF6SShW9xRRW1P4zjn8J554rlZ9Y2H7qRqFH61h0UV2LY5GAJB4rX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRTA//9k=", 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rCu7kyHaD8g/Wuj8C2VvePetNHuaPYUIYqVzu7g1u1oYrR3O90Fduj2ynqA3/AKEa6TSXKTOBGW/lWPZwx20CQxDbGgwBnOKvRNefZibWMCPqXPVvesamqsa0t7l/XJAbWDkbknQj1HNUPEVwJNNjIP3ZBWdfXUjRKzgbxIgb3+YVS1u5YWhBPRxkfjU8trGjdyO7YmLJ6BQAP51VjEpvongEe+MbgGOM+wNNeWWSNuAY0Kg+oz0qOPY1wiNKUc52kHn8u9PqEd7nSQTxzszFHguAx35OCw4xx+fNcdq3zJPLgjexPT3rshKZNqXLiU8IrjjPp9OnSsfWrVZ4pSkmEPRCPuntg+9NuzFLaxwtzzs+prMv3C7BkZ7iruoz+QAP4+ePSsGVy5JJyT61vFaHM0e2xSAA1g3935rrz0GOvrWVB4uYf6y2B/3WrPl1mJ7k8MqnpntSjCw+Y07kS3enm3jkMe7ocZB9Qa6HTbcwWgViASM1gWVxHDYtdMfM2/dRecnt9K2tDuTeDyyTxx781FRO1jSEiCa33Ttt53V73fXF7oxtI7S0lnjkAD7ASEAAxnHTnNePS2QicPt6HPPtXZv8SrEavFf3OmXazrbmACK4GzBIbO0jrkdfSroSUdzOtFytY828RTrqOt6jcMpBkmmmAXqpBJ4965nwxdPd+I/MZ2cLC5dm98CugvBPPNLdRhRKWZ8Hockkj9cVysWs2WkC5e3gImmOGBPIx2qY63Lk7aF3xbqCwxi2R/nLZAB7VxLOWNPvLuW+uWnmOXb9KiAzWkVYy5rncfDxgDqGf+mf/s1d65LoqKSNzAHHXHevKvDGr/2W1z+63iTb3xjGf8a6628Z2kUqPJFINp6dRUzi3doqO538cMbRLF5aInZFUdPeqd5plpC0tysvlcBnJ6cDrUL6kslrFd2774pMNkfSszUtQlv4YrcD/WyoGAPbOT/KuPkludakm7CahEzoswVgv+0MV1fgHTrRbK51ie3SS4t5tsUjn7mEySB64JrnTdxu0tq/TGP/ANVdX4TY2fhTVLciOSV3Zo4WkCeblABgnpnpXThNZ2ZOLhyxvE53xq2g6kI9R0qZRezZecxk4O0cN/8AqrifDWrXOo+I4ElcOkUUjHHbIxn+Vdz4p8P6boMenRabFs8yN/Mj8/zAFIHA9OS35VwFvc2Xhy9u3YN58q8cYG3rx/ntWtRLnaOeMnyGv4juIrW0ugz4RlIHPftXmM07SyM7MST1J71e1zXJdXuO6wqflB6n3NZQ5oirE8w4csPrXuUDjA+grw0fKRXoMHi4AASW5/4C1Eo3BHVvfFLp03Yx/Ks6eXzJCxPBFYE2vwPePJllRl/iHQ1aguRdKZBIojAyzE8AVCp21Lc9LFbULZ7p1SMMHB4I7juDV5JJ00pdPOAgO5sd/an6TKL66Ii3bM4G4YJ961Z9N2yNkc+9RN9CovQteEvAd1rVnLeXnm28HSB2GFmPOTn0Bx09a5/V9XvfCGpXGi3CrNLbnCEMecjI57jkV61byX9z8LbSLTJY0vI8xRl3CgN5mOSfb/61eV+L9CksdaM2pN9pkj2zSFGLbu45PPsfpW0qcVBMiNWTk0bd8+bCJn4mCru+uOa8v8R6iJ9RkEUmVwAwB4yK0te8XtcRFLbhnH3vQVxpJJJJyTUxiJyHFs12/wAO2AOoE/8ATP8A9mrhwM810XhfV10trnMRcSbehxjGf8atq6sSerGSMRMZG2pjk11liEuLEFVCjHygjtXk8fiSzvZYbVxKjSSKF4yCc9DXq+jPuhHOcj1xXLXVjoo6nN6rDiCZ2QAoQTjoRmsjWog1ncYPO3d/Wuu8RQfZbS7lKlk8pjjrniuTUi6cR5yZIt2PXilB8yuOWjNjwDo9rqM9xd3kHnm2WNo1LYXcSSM+vQdam8cR6DqsA1G0njGqbxE4jb7yjPOPar/w4b7Pa6iPlLFIyFJGTjd/WsnXfDVno2i2N/b288Fxcyl3glm8wLuBLj65/nXcopUbnNzP2m55/o2tXV74gsrR5FdEkLEr3wp5rY1+eK2t7ne+I2QjOfbisKCTT/D+sXF1KzCVkIRdvGO5+vGK5vX9ek1ebauVgU5APU1go3LlIzp7h5pC7sWY9Se9QnmmjnindK1RF7mkG560OQ2Cai5FLnirEaWkarLpV8ky/NESBLGejr3Br1fVLC1srS01zTh+4yvnBTwY2/i/A/zrxcGvWfhzqsep6BLpN3hhFmEg90I4/n+lY1o6cyNKb6GrfSYkU/wOMiufvDm5+gq7defZW7afdZMlq4WOT/nohztP6VQcEuzt1rBvQtLUN6x2kjt0UEmvM9aP+lqMYO3cfqSTXot8D9lWAHmZsH/d7/596811eYTarcMv3Q5UfQcVrT2M6m5Sp3QYptb3hLRLXxDrg0+7vHtg0MrxlI95d1QsF9hx19q0IMyzON/PpVh5OlVbYH5/wqZhkdatbBc6LQ/EZtLY6fcsfIY5jb+4fT6V1mhSxXeogs42Ipxz+VeW7SW9q1NMv5LKUKrMN5ABB6Gs6lO8XY1pT5ZJs9Fa0vLjXXMyKtsiHy5EOOT0/Gk1psWVvEcu6vjzD3xVfQbye6meGbPy/MWzyPUVoa9GJhblBhVz06Z4rlScdzsqVFJaGfZEk8gdK5TxRIHe5fH+rVYgfcnJrrIGWCGWZuFjUk1xHiMmKyt0c/vJ2Mr/AOfxrWm76nHUOapy8ZNNpc8VsYhmtQP71ra54f0e08M2+raXf3kwa5+y5uYBGtyQm53iGc7VOFO4fxD3AxeQcVUR3JydyYNT6bqEum3SzJyoOJEIyHXuDVMP70gPNVYD1S6tILKCDVrFSYBtZ9veM9/wrU1CQBkkB+SQAj3rG8A36ajop0+4wwiLQsD/AHD0/Q/pTrsT2VsdPuM+ZaShEf8Avoc4/lXLJWdjVbXNuw8WfYNCbTGsUuGW4MytIx2jkMOBySCM1g+KtVudTt57+7cNcTKE+VQo54AAqp56K2DnNR6qBNPa2+fkjUyvz+X9aFOTdn0BxSVzzvVcLqDoowEAX9KpVNdy+fdzS/3nJFRDrWxiKTVqyON/4Vq+DtM0nWvEMOnavcTW0M52rOk0caxnqSxk4xjPHUnA71T1CzOl6zqFkY54hbzvFsuABIuGIAYAkZ9cEj0qluMQXHlXMTqeVcN+te/aFdI1srB89M49f85r5ydtzHmvY/A175+kWxVixCBW9dwrDExurm9F62PQb9VurCWEklWUrn2IryyO5uNN8Q2kF2m1V/dK+eGxXoj6rEgMShpOMErjH/165fxbpovrSG7gHPZ/7kg5Un68iualJao2qxejM65k2zyQKeFcjj60+DLSYLE8dCelZ5mMuqybuDsUuPRsDNX4mVEeVjhUUkmtXLVIyS0ucf4qdWe4OP8AVoIwfcnJrjK6fxK5S0iDH95cSGVvp/nFcxXQtjne45OuaCaQdMCup8R+Cr3w14d0fUbwSrPfGTzYWjIFvgIUDH+8ytnHbp1zigMNSTEp75xS9xRRWghw6V0Hgq8mtfFEaRNgSgbvwooqZbDW56j4rgSfTLW+bInjkwCDxg+tczExlmVW6E0UVwPY60UtXmeN72RcboYsJ7cZrzAkk5PU0UV0w2OWW4Ve0jVbnRNTi1C02efEGC713D5lKnj6E0UVZJBbE78evFWBRRWkdgDGDRISI2I4I5oopgeu+GLaDV9ISS6iXzmgP71Plfp6is9pXENvCWJQJu565NFFcdTqdFMTU1CafBGv3ZZQH9xjNcB4rkZ9ZKE/KiKFH60UVVLYipuYdKDgg9aKK1MjofEHi2TxFbW8M2kaZam3VY4pLVJFKRrnCAFyoHJJwMk8+tZYJMaHv0ooqogL3FPooqgOk8B3MsPiQwofklQFh7ivQvGVujpp94S3m5ZDg8Eds0UVzVviRtT2Oat41ku1Df3qoavK6WWqTrxJlkB9AOKKKmG45nndFFFbmBraNrzaOk0Z03Tb+KVlcx31v5gVlzggggjqcjOD3BqC71G61bUru/vZTLc3LtLK+MZY89B0+lFFNbgUq7TwTeTxWt1Gj4Xeij23df5UUVNb4Ga0vjR6Pak7RzWhaKtzFNaSjdDICrD6iiivNpbs9LEfCji47OK2zs3Ek8sxyTU2oqI9NRF6SShW9xRRW1P4zjn8J554rlZ9Y2H7qRqFH61h0UV2LY5GAJB4rX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRTA//9k=", 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9svJYA2CzDDAZ9awru5Mh2j7gP510fgWyt7x71po9zR7ChDFSud3cGtpLQxWjud7oK7dHtlPUBv8A0I10mkuUmcCMt/KsezhjtoEhiG2NBgDOcVeia8+zE2sYEfUuere9Y1NVY1pb3L+uSA2sHI3JOhHqOaoeIrgSabGQfuyCs6+upGiVnA3iRA3v8wqlrdywtCCejjI/Gp5bWNG7kd2xMWT0CgAfzqrGJTfRPAI98Y3AMcZ9gaa8sskbcAxoVB9RnpUcexrhEaUo5ztIPP5d6fUI73OkgnjnZmKPBcBjvycFhxjj8+a47VvmSeXBG9ienvXZCUybUuXEp4RXHGfT6dOlY+tWqzxSlJMIeiEfdPbB96bdmKW1jhbnnZ9TWZfuF2DIz3FXdRn8gAfx88elYMrlySTkn1reK0OZo9tikABrBv7vzXXnoMdfWsqDxcw/1lsD/utWfLrMT3J4ZVPTPalGFh8xp3Ilu9PNvHIY93Q4yD6g10Om25gtArEAkZrAsriOGxa6Y+Zt+6i85Pb6VtaHcm8Hlknjj35qKidrGkJEE1vunbbzur3u+uL3RjaR2lpLPHIAH2AkIABjOOnOa8elshE4fb0Oefauzf4lWI1eK/udMu1nW3MAEVwNmCQ2dpHXI6+lXQko7mdaLlax5t4inXUdb1G4ZSDJNNMAvVSCTx71zPhi6e78R+Yzs4WFy7N74FdBeCeeaW6jCiUsz4PQ5JJH64rlYtZstIFy9vARNMcMCeRjtUx1uXJ20Lvi3UFhjFsj/OWyAD2riWcsafeXct9ctPMcu36VEBmtIqxlzXO4+HbAHUc/9M//AGau7uJ/Kti4PcCvLPDOrnSmuMRhxJtzzjGM/wCNdJN4ohuLR0MUiMRxzkZqZQuyk7HRXF6ZYAu7ORWTdN8mRyQOazYNXin2xpIN20Ag8VYuLlbcIjtmaToo52j1NChyjcrsg0y2msr0XiAlEOU3fy96vrYahrerJHawyXFzM33EGT9fwFatvYmewDnNdB4DH2DxnZMCB5gdMn1KnH8qzS5pWLcrRuUfE3g248J6UNYtLrzRb4Ewfg/McD5R2/HPNY/hrxC+tXNzujCwRRjvnLE/4Cux8aaRrGoS6vJJdRjS4djJEJcsTgZyo9znmvLrfUbfw1FcW3lkSynzGbGA3bj2FbVKai7IiFSTjqaHie7itbK5QvjflU55z2rziadpZGdmJJ6k1Y1bVZtVud7nCD7q+lUBzRGNiXIcDlh9a9xgcYH0FeHDAIr0ODxcgA8y3Yf7rZolG4Hd6eu6aSZkVmzhWYZCKPSrlxp9tdwOswJDfxDjvkHiuc0DxLZ6kWs4yySqNy7hjdzV59WkidozyeT6VxyhLmOqMkohcQRwu1skhkYruIVfujsTWTbWfnarBaSDiSdY2HsWAqW2uWD3t7Jn55tq/wC6AB/jV+1C3OsWF3GQNk0bOewAYHNELqVmazp3hzI7vVF8NWNkvh/UIobexk3OkYJzkHls8nOa8R1m/k0a6zZ3H7uUsyA89DwR2r23WNH0zxDrT3F9Ejpa2+Y7lLsKfmJ3rgHHAwa8X1qxiurNTOrbIu6jJ25zXoV0k0efRk7PU2tMJbwpYu/D+Xu+uST/AFrg/FN8JNQKRyfwgOAeMj/61aereL4ks1gsVOQgVM9ABxXEM7O7OxJZjkk1kojchS2a7f4dsAdQJ/6Z/wDs1cOB3rovC+rjS2ucxFxJt6HGMZ/xqmroR6sZIxExkbamOTXWWIS4sQVUKMfKCO1eTx+JLO9lhtXEqNJIoXjIJz0Ner6M+6Ec5yPXFctdWOijqc3qsOIJnZAChBOOhGayNaiDWdxg87d39a67xFB9ltLuUqWTymOOueK5NSLpxHnJki3Y9eKUHzK45aM2PAOj2uoz3F3eQeebZY2jUthdxJIz69B1qbxxHoOqwDUbSeMapvETiNvvKM849qv/AA4b7Pa6iPlLFIyFJGTjd/WsnXfDVno2i2N/b288Fxcyl3glm8wLuBLj65/nXcopUbnNzP2m55/o2tXV74gsrR5FdEkLEr3wp5rY1+eK2t7ne+I2QjOfbisKCTT/AA/rFxdSswlZCEXbxjufrxiub1/XpNXm2rlYFOQD1NYKNy5SM6e4eaQu7FmPUnvUJ5po54p3StURe5pBuetDkNgmouRS54qxGlpGqy6VfJMvzREgSxno69wa9X1SwtbK0tNc04fuMr5wU8GNv4vwP868XBr1n4c6rHqegS6Td4YRZhIPdCOP5/pWNaOnMjSm+hq30mJFP8DjIrn7w5ufoKu3Xn2Vu2n3WTJauFjk/wCeiHO0/pVBwS7O3WsG9C0tQ3rHaSO3RQSa8z1o/wClqMYO3cfqSTXot8D9lWAHmZsH/d7/AOfevNdXmE2q3DL90OVH0HFa09jOpuUqd0GKbW94S0S18Q64NPu7x7YNDK8ZSPeXdULBfYcdfatCDMszjfz6VcVznrVG2z8x+lWA2O9WtguSP97cK7fwhNDrMM1jegPPCoMTHqydxn2P864ZmzWl4f1E6ZrlpcZwhfy3/wB1uP8ACiSugTPTdI3wi902TPmwEMpP8SHkGi21M6dqlnehS/kTBmUHBI7irGqRvGltrVsu4w/u50X+KM1z1zIFuZxnKLIQK5b2dzW2h1GoeLrjUheW8FvFa292weYD5nkIAAyT7AdK8u8TuGe6bqI1WIH3Jya6u3uIwksufljUkk1xXiEmLT4Fc/vbhzK/+fxq4ycndkySirI5mnLxk02lzxWhmgrU38da1tc8P6PaeGbfVtLv7yYNcm1zcwCNbkhNzvEM52qcKdw/iHuBi8jg1cR3JrS+msruO5gbbLGdwP8ASuwj1+DUV85Ttkb76Hsa4RhjoeafFlMMDyO9JwTGpWPXLiOZfDyCyWOScr8yN3+nvTtNtZLOCBpGYMUxJED1Jri9M1m5eLchbarAFSeM16BYsrWwkYZaRdwHXFcXJKL1PRVaLiuVHLBt13KwUBWc8elTatJ5WkOR9512D6nikEBjfB65xUeqgSz29vn5YlMrjP5f1q4O8jknsedaphb90UYCAKPwFU6luZfOuZZP7zE1GOtdBzik9vSrVkcb/wAK1fB2maTrXiGHTtXuJraGc7VnSaONYz1JYycYxnjqTgd6p6hZnS9Z1CyMU8Qt53i2XAAkXDEAMASM+uCR6VS3GILjyrmJ1PKuG/WvftCuka2Vg+emcev+c185O25jzXsfga98/SLYqxYhAreu4VhiY3Vzei9bHoN+q3VhLCSSrKVz7EV5ZHc3Gm+IbSC7Taq/ulfPDYr0R9ViQGJQ0nGCVxj/AOvXL+LdNF9aQ3cA57P/AHJBypP15Fc1KS1RtVi9GZ1zJtnkgU8K5HH1p8GWkwWJ46E9KzzMZdVk3cHYpcejYGavxMqI8rHCopJNauWqRklpc4/xU6s9wcf6tBGD7k5NcZXT+JXKWkQY/vLiQyt9P84rmK6Fsc73HJ1zQTSDpgV1PiPwVe+GvDuj6jeCVZ74yebC0ZAt8BCgY/3mVs47dOucUBhqSYlPfOKXuKKK0EOHSug8FXk1r4ojSJsCUDd+FFFTLYa3PUfFcCT6Za3zZE8cmAQeMH1rmYmMsyq3QmiiuB7HWilq8zxveyLjdDFhPbjNeYEknJ6miiumGxyy3Cr2karc6JqcWoWmzz4gwXeu4fMpU8fQmiirJIbYnzMdjwamFFFaR2AcvSkk/wBUx9BmiigD3DwbM+o+H4VuMMJo9rgd+K494hD5kQLMFcjLHJPPeiiuOXxM6Y7Ek6KmmIo6SzKre461xPiyRm1cRn7qRqFH15oorSmZTMKlBwQetFFaGZ0PiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWWpJRTmiirgAuKcvSiiqA3/B0zDXHtyqvDKnzowyDivQtTs4tPns57UNGWgY7Ax2ggjGB260UVhV3NaZnWSieVWk5PWsHV5nXT9UnB/eFmXPoM4/lRRWNLdl1Dzyiiiug5zW0bXm0dJozpum38UrK5jvrfzArLnBBBBHU5GcHuDUF3qN1q2o3d/eymW5uXaWV8Yyx56Dp9KKKa3ApV2ngm8nitbqNHwu9FHtu6/yooqa3wM1pfGj0e1J2jmtC0VbmKa0lG6GQFWH1FFFebS3Z6WI+FHFx2cVtnZuJJ5ZjkmptRUR6aiL0klCt7iiitqfxnHP4TzzxXKz6xsP3UjUKP1rDoorsWxyMASDxWvqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiimB/9k=", "info": {"video_id": "196108", "label": "bending wire so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "196108", "label": "bending wire so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9fa3a4eaf9cc4ca1ea5a03e0c4c7b39d4e1b8259eae5263bb6ddde79e11e4a27"} +{"episode": 77252, "episode_seed": 1704091177, "split": "train", "timestamp": "2025-10-13T03:40:10.430661", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1704091177, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving plastic cricket bat and water bottle 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71280", "label": "moving plastic cricket bat and water bottle so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71280", "label": "moving plastic cricket bat and water bottle so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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Ffkc9uQfyOBVWx0WS0LbrLzQww2ydf6ituMdDjmrIxisJ0IzkpPdHXSxdSnTdJfC+hlta2hOW0S799siNn8jWJd33h6C8+xPa3y3fmLEIQmWLsNwUe5FdrGteOfF1ZdI8R22oQ5T7XDHIjgH5Z4X4P/fLYqJYaP8AVjqo5lUvZ/mxujSWXijVNVhu54rK4tpvLtIZDzgZHbqRjn6+1P8AEuqy+AdLtBFEtxLeeaImz8m5duWPqPm/Guc8C3E2pfELT9SkVRLc6gZX8tcDJyTgdhk103x+XLeHR/18f+061htbsc9ardtL7W/33PLIZri4u5bqRnluJCZZHbqT1Jre0bxbFo1m9vZ6fCtw5DmaUmQOx77egxVnQ/A2t3MKTlYrWN8Y85zux67QP516LoHg/S9EAkWFbi76meVQSD/sj+H+fvSSd7mUpRtY1NGvLrUNLt7uSN4mkUHEi7WPvjtnrVTSPD91p+qtdGa3CB3KmNSHwxJAz+P6VvLz61OorWMnFWRzyhGTuypfWAurO4Rf9dJHtDMeuDkCs+x0hYd32i2uSrrhgsasBzn+9XQdeKsRqCKwqUIzkpvdHbRxk6VKVJfDLcyX07SCcmG/XPXMB6/hmsq6HhuJnjN9KJQSpi8o7ywGcAeuK7Eda8g+JVzceGfGdrqdsdpm8u8iJzjzYzsdT7MhGfpWUsLHsjso5pUvZt/f/wAATSLNPF1td6jFLDDcxzNAIJJAp2cevX/9dd7pWmala6ZDHEbrAQBfLcbQB7GvL/hW3m+OLaXy1VLgTlkAyoBUkDB7CvoJQAMAYArbk51Z6WOaWK9k3yq9+55vZNiFVyTgAZNacJrFspPlHFasMnTiuix5xoR9BVpFFUkfpVuNsilYdyZUzVhFwM1CpqaMkiiwXJV5qzHiqygA81OhwaLBcsL19qwfHKTt4M1H7K+yZUVgf+BDIrdXpXB/FDXxYaUmno2HlBlkA67R0H4n+VJgtzyzwbbr/wAJDeybyzQbAW9Sc5r1GF8qvNeTfD+4L3+ou3WQof516lbSfKODRFaFVH7xqxngdatR1SikyBxVmN+aZNy4F4qVE5qGM9KsBjRYLky/L1qVBnmoRkjrUyD3zQFyyvSvA/jFHdnxLdtM/wDoyxxtCB7gcfmDXvSsMDJx9a+cviTrv9r6jPIhzHJMQn+4vC/oM1MjSm9TvvghYI2gX2qMuZZHFurHsqjJ/Uj8qq6Bb21lZRwWqLHEOcDue5Pqa6j4SQiD4d2uBjfLKx/PH9K5DSJ8xbcdCRTitCJu8mdXCw9avRkVjwOMCtCJwRVEGlGasJycmqMLVbRqAuWkIBqRT83eoIyM1OrDNA7k6H2ryT42pdvNpiqw+ytDJnjowP8AgRXrKnoa8Z+Les/adZaxQ5WzhCEf7bfMf02iplsaU371xnwLslutYvLuRcmzhxHnsznH8gfzrtviRpUGoatoE8/zC2MzKmOCcpgn6YrA+BMYXT9Xk6FpIh+jV1Pj2QpdaUOxEv8A7LRFaEzfvFKB8qOavxnjpWRbS/KOK04ZMjpVEl+OrCjiqSPzVuM9KQ7kyp3FWFG2oQTjipVyRQFyZOea8m+NyXTNpgVQbYxSZbHRgRn8wRXrCcDk15D8XNXE2qJYKcrawcj/AG35/kFqZbF0371yT4E2iTzajfOMvbosKE9txJP6KK9sxxXlHwKiCeH9TfHJuE/9Br1cN7U4rQmo7yPHdNud8KEt1FbcEw9a8vltbzVLGKXTp5M5yVSTbgdeufXimR6Z4pjGEn1EfSTdTbsHKexRyjHWrkUo4rxqJfFkPW51D8Yyf6VPJdeJ44SW1K4iOMgyRgD8yKnnQuU9nWVfWpkmUDqK8XtLnxDNb721uZ1/ifavyn3q1bx64Zl2+JJZQSMIAvzflzT50HKeyJKCOtTrIDXmFvaa5K+06vcKRzgp2/KpZINfjhd/+EgMWO8icfmRijmHy+Z6d50aKzO4CqCSewA6188eO9fbWNRu7osdrnbGvog4A/L+da/iDU9c0rTVF1rxu/tBKBYwFBGOc4+v61xOg6fF4l8SNp15fy2yvFK0eyPeWdULBfQDg8+1K99hr3dS34Gl8uec56soP616laTAjOa8Z8LT+VNJubaHKrknoSCR+oro7nS9cN20tncXTRHBUxy4/TNUtEEtdT1eGYcc1djkGRzXjix+LYeVuNQH1Td/SrcOpeKYiAbubP8Atwf/AFqXOhcp7JG6+tTiQZxXjLa94qEkYXUolVv70Q/lV9NT8VzD5NShRgM/NEOf1o50HKz14SDgZqdHHXNeTWupeK1BE1/buexEeP61qJfeKVi80Xlqy+u3j+dHMg5TqvGes/2R4VupkbbNKPIi/wB5up/AZNfOGryh5U5yFrq/H3iXVLi4j02/lhZrcbyIegLDv74/nXnk9y0nc1L1LXun1F8MZI2+H2n7SMDzAf8Avo15KmpXNpZTTWqrJ5ZOcnI4OP8ACnPqN7oXgu3uPDXiPVBatdm3xNbrGk7bNzvF1YKDhTu9R3yBS8O3AW+dSTtkVWAPTpg/qKtdiFrcs2/jvU0AElhA+P7rkf0rUt/iJKDiXSpR/uyA1spZ2cw/eWsDZ9YxVgaBpMn3rGIZ7rlf5GhqXcV0UYfiLbAfPp92MegB/rVm3+JmnzA/6JejHcxcGmajoml2lk8kULI6gkfvCRmszQ7C2nt55bqQIihSAdqjcff8OlK8kHum8nxN0pX2yQXqc4yYGx+dakXj7SOMtMPrGa4CDVpXnljFvDJDGxQSgZDDJ44/CvRrTw9bOkcyyZVkBIaMHjGaSbY3ZEq+PNDCF2uiNqk7SpBPtXg+tahJqV9d3kxzJcSNIw+pzj+lek/Er7NoWh7YxGbi8bYn7vBVRyxB/IfjXi8t027nNDb2ZcbWuj1v4T+J9L0Kwvo9QuBAZZEKEjg4BzWz4w8V6Vrl7YJpl2J2ti/mlVIA3bccnr0rzL4fW1hrOvjS9TupreCcfLIkkaKhHUsX4xjPTnOKmlzpWtX9nL9oRLe5MR+043ooJX5scZ5HTNNXRLScj0iznUgfMK1YJxxzXlt34fv7y5FxZyuVKg8S7SD3oXQ/EsWPLmvv+ATbv603LyJsewRygkc1cjkXFeOxQ+KocD7RqAPuhP8ASie/8SwsgbWJYQTzvQA4+hHSlzoOU9qEo9anEgxjNePJceI5MA60YiejMi4arlpceJ03b9YWXjIPlgY9uKOdD5T1rzURC7thVBLH0A6183eJNUbVtWv75jzcSs4HoOw/LFdp4i1jXdN8PT3E2ppJHN+42qoySwIP6ZryOW7bfznmpbvsXBWPdvglco2janADh1mRyPYgj+lerK49a+VvDWu6nptldHSrp7eZ9oZk6lQa7HxBd+PfD3h/S7651u/Wa9MnmxCMYtwNhQMcfeYNnHbp1zVRehnNamZ4SYrEYx91WYAe2a7e35xRRVrYc9zQiYjHNY3iuRhprDccUUUnsShNPO3wzN77s+/FctoC+RNaXCM29pVbk5x06UUVlLZFLqe2IxJ6n865fxwTJpE8bHKkHI/CiitXsStzyvWv3t55TElIYgUXtk9TXJWup3Gh60NQs9nnxFgu9dw+ZSp4+jGiisobly2G6OxCT/7LRsPYhv8A69euaSxa1XNFFax3E/hRuwHgVdR229T+dFFMg4zVW8zxGgcBgQOoz3FTeO1xbW5QlGBIBXgjg0UVm+pa3RreAmLS3sTYZQqn5hnnJru/JiEZ/dR/98iiinDYmR856+PtetarczcyNdSDjgAAkD+VcnOixyDA49DRRUrc0fwnY3/iqXxDplsk2labam2aOOJrRJF2IvRAC5AHJJwOTz1otGKXlqynBLOp+nWiir6kw3Oh1Ke5aJ0S6liTaAVTAzkZ7imfY1W1EkU9zC47xzuP0ziiilNu5KMrWrjULexlZdVvWCgfK7hh09xmpn1Ce1XTwmwm4jG8suSMhc49OtFFSxj9OYlLj0+0Hj6gV67oMzvo9oSefKFFFENwlsef/EaIah4qtrecsYobPzFUH+IsQf5CvM9Qto45nCrRRRLc0j8Jc8J60+k3k8H2CwvIZhvZLuDfhkBwQcgjqcjOD3Bq1f3txqN/fXt1J5lxcFpJHxjLfKfwooquhC+M7rQ3ZrNCTzx/KuhtzkUUVoTLdl6MnHWuP15mfWowxyNhFFFRLYcS14yQPo9uMlfmXBU4I4xxVjwFmLUpogSVMAznnoR/jRRUv4kNfCN+Kca3B0WzfiFmlkYLxkgKB/M15FqVtFHK4VenFFFKW5cNi54V+W7lA6bP6iui8S63qF9o8Nhc3UssEEjSqHkZiWbHXJ5xjj0yfWiiqjsZ1PiP/9k=", 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hRRGLsZzlFlDW9JudVitxHJAGikLfvQSCCpB7fStOwsWg0uOzmcOiqVKJkLg9gKtIKnXiteZ25TDkjzc3UwNQ0V7jUTMsbvEyKP3eCQQMdCR7Vfh07Tyn+kW16H2gErB3Ax1BNakYyasqAK5fq0OZy7npLMKvJCD+zsc5dWmhQRh55LqBSQu6SEgbj0HSuQ8R6jpMNxp9jYzGaK+mEMk7qQiDOMZ+p59BXfeKdOfVPCuo20ORP5JkhI6iRPmX9RXzzca3JqcFvpxRTAl091H13RlwN6D/AGdwzU/V4wlzI6P7QnVpuEr/AH/8A9d0jwrcafqwa1nWVAhSN4JQWK9eTXO/FvVNY0VNMSKWeE3CyrvkYFgBsztI6detekfDwbvA2lOyjeIipbHOAxxzXn37QClm8OqoJJ+0AADr/q63ULy5/wDhjhqYlyj7FLTv1PHrYNIxdmZnY5LHkk+/rWwlhdTypb6cs000qhQseQwbPt2rtPCfgC2WzjutajaSZ+VttxUIP9rHJPt2r0HTNLsNLiKWNpFbhvvbF5P1PU0cjbuZ+0ilZHK+D/C2u2OpPf6jJDbrIMPCjb3b0BPQevU12eo6PFqdqLd5pYwHV9y4PTtz2NXEFWFHFaJWd0ZSaluVbDTksbNIPNebbkl3xkk+tULnw55l600MSNEyjCB9m0gY44PHArcUHPSrUYqKtONVWmbYbETw0ualppYzI7ONUCz6RNJgAfJOh6d+1Vr8aTY2rXN5pl7BEmAz8MMk4HQ+proVAJ4qn4i0wav4Y1LTwPmntnVD6OBlT+YFZPDRa/4Y6KWYTg7LReTf+Z5n4u8QafaaXFLpVvceXLc/ZpZ5BgLj7yr/ALXT6Vq2fhWzmvLefS76C5hLZUR/3j1P06/SvILjWrq+hfTjtEFxcpdSIUwVmCbWI9AcnP4ele9fChWXwPGDni5mx+Y6U6cOVci2NK+Kbkqr3Vuv5mbZNiFVyTgAZNacJrFspPlHFasMnTiumx5RoR9BVpFFUkfpVuNsilYdyZUzVhFwM1CpqaMkiiwXJV5qzHiqygA81OhwaLBcsL19qwfHKTt4M1H7K+yZUVgf+BDIrdXpXB/FDXxYaUmno2HlBlkA67R0H4n+VJgtzyzwbbr/AMJDeybyzQbAW9Sc5r1GF8qvNeTfD+4L3+ou3WQof516lbSfKODRFaFVH7xqxngdatR1SikyBxVmN+aZNy4F4qVE5qGM9KsBjRYLky/L1qVBnmoRkjrUyD3zQFyyvSvA/jFHdnxLdtM/+jLHG0IHuBx+YNe9KwwMnH1r5y+JOu/2vqM8iHMckxCf7i8L+gzUyNKb1O++CFgjaBfaoy5ld/s6seyqMn9SPyql4U0yHR9PFvDyWbe7kcsfWur+EkIg+HdrgY3yysfzx/Sua0uYtEpPWnFaESbcmdHE3frVyOs2CT2q+j8VRJdTkVMFyaqxNmraHikO5KiVMpzxUKsc1KAc9aAuOuFkaxuFh/1rROE/3sHH618pOZxrMZlXZJK2CoHTJxj86+oNd1IaR4fvr/IzDCSme7Hhf1Ir5wh/0nxVp4IyPOjBPr8wqJI1ptpM+pdNsotO0y1soRiOCJYwPoK434g2ttLqmiTzRhpYRN5Rb+EnZk/Xiu8zhiMd64P4jS+XdaOcd5f/AGWrSML6lO2YFBzWlCQRWFay7gK1IXFUBqRt0qyhzxWfGwq7G3FILlpcBamBGOKrBhVhWAFA7k0Z46Ut2sr6dcrCdsrQuEPo204/WkQ9PSs3xNqv9jeGb+9zh0iKx/77cL+p/SkNHy/dNcJqcc0/+tc5YAdK+sfD2nx6V4e0+yjXAigUH3YjLH8ya+WpP9J162XGRvUfqK+s0wFAB6DFRFGlaV7HkGm3O+FCW6ituCYeteXy2t5qljFLp08mc5KpJtwOvXPrxTI9M8UxjCT6iPpJuq27Ecp7FHKMdauRSjivGol8WQ9bnUPxjJ/pU8l14njhJbUriI4yDJGAPzIqedC5T2dZV9amSZQOorxe0ufEM1vvbW5nX+J9q/KferVvHrhmXb4kllBIwgC/N+XNPnQcp7IkoI61OsgNeYW9prkr7Tq9wpHOCnb8qlkg1+OF3/4SAxY7yJx+ZGKOYfL5np3nRorM7gKoJJ7ADrXzx4719tY1G7uix2udsa+iDgD8v51r+INT1zStNUXWvG7+0EoFjAUEY5zj6/rXE6Dp8XiXxI2nXl/LbK8UrR7I95Z1QsF9AODz7Ur32Gvd1LfgaXy55znqyg/rXqVpMCM5rxnwtP5U0m5tocquSehIJH6iujudL1w3bS2dxdNEcFTHLj9M1S0QS11PV4ZhxzV2OQZHNeOLH4th5W41AfVN39Ktw6l4piIBu5s/7cH/ANalzoXKeyRuvrU4kGcV4y2veKhJGF1KJVb+9EP5VfTU/Fcw+TUoUYDPzRDn9aOdBys9eEg4GanRx1zXk1rqXitQRNf27nsRHj+taiX3ilYvNF5asvrt4/nRzIOU6rxnrP8AZHhW6mRts0o8iL/ebqfwGTXzhq8oeVOcha6vx94l1S4uI9Nv5YWa3G8iHoCw7++P5155PctJ3NS9S17p9RfDKRG+H2n7COPMB+u41wOj3IKEFuM8VivqV9oPgy3uvDPiPVPspuzBia3WNJ22bneLqwUHCnd6jvkClbKdVtbiCOQpOOQu715Gfz/SrRFr3Z6XBOMDBFaMUwI615DH4a12EfupJwP+mdx/9erEWm+KYDkTalge+7/Gk5eQuXzPYopRjNW1kX1rx1ZPFESfNe3kY9Xi6fpSWWoeJJd+daeQjqoVeB6/SjnQch7Skoz1qZJAT1rx9ZfE3DReIFx1wY1OD6da1oLjxG7Kv9qIpPQFByaOZD5S/wDFfVRb6LaaajYa5k8x/wDdTp+pH5V4/YXCw6/aTN91JUYn6MKt+NdZvb3XJYbu4E72o8ncowODz+pNc1Bd/wCkIW9al6mkdFY+yFkDHcG4PIrzr4qzCOXRSGG4mYAZ/wB0/wBK5Hw94g1nU/EMNhfa/fWdpLtSKSCWKNYxgcsZBjGB0HJOPWua1/VNbudXvLXVru+layldYEugokj2sCc7eMkDnBI9KtMyiveL9z4q1TTrzyltoGTAI3kgkH6Vag+IF6n+s0oN7pL/AIitTSmhurVC6I4x/EoNakek6bN9+xgb/gGP5U2n0YadTLg+IqcGTTbhfoQauf8ACzLGEqHsb3LdhHmro8OaOfm+ybcf3XYf1rm9Vs7eDUVgtcqoGct8xBz71PvIPdZ0f/CydOUBja3mPaEn+VXLX4jaRcAkLdLtPIaFhXM660GiJCbIxTTMdrRMVJJweMdua0/DNvHrMk0dwiwvGgICqDx0xzS5new7I6SLx7ox6zSL7mM1yHxI8W2mp6bZ6fYT+ZGXMsxHtwo/Un8q7YeHYBblS6E4+8Yh/jXgXivVo73XruS2Crbo5ji2LgFV4zj36/jQ2+o42bILaZY9XgkbkB1P619En4keF44TI+pooB5Gwk/livl37U25SCQwPUV6D4g8M32heHNG1G7a4jur7d50Xl7RDwpUMcfeIbOP/r0K6CdnuP8ACTFYjGPuqzAD2zXb2/OKKK0Wwp7mhExGOaxvFcjDTWG44oopPYlCaedvhmb33Z9+K5bQF8ia0uEZt7Sq3Jzjp0oorKWyKXU9sRiT1P51y/jgmTSJ42OVIOR+FFFavYlbnletfvbzymJKQxAovbJ6muStdTuND1oahZ7PPiLBd67h8ylTx9GNFFZQ3LlsN0diEn/2WjYexDf/AF69c0li1quaKK1juJ/CjdgPAq6jtt6n86KKZBxmqt5niNA4DAgdRnuKm8dri2tyhKMCQCvBHBoorN9S1ujW8BMWlvYmwyhVPzDPOTXd+TEIz+6j/wC+RRRThsTI+c9fH2vWtVuZuZGupBxwAASB/KuTnRY5BgcehooqVuaP4Tsb/wAVS+IdMtkm0rTbU27RxRNaJIuxFHCAFyAOSTgcnnrVnw87DUcDvGhP8v5UUVa3FDqeg25PFacXGMUUVbMyDV5GXTZcE8qax/CX+qnPfyxz+JooqHuiuhzUsQGsXrhm4cgLnjr6V7FpTl9KtJGALeSrcjvtooqYbsctj57urWOW1e8ky007s7k+pJNc/JGqzjaMc0UVJqj0fSdWbTtORWsrK7SVFYpdQ7wCo4IwQR16Zwe4Nc/Pdz6jrt1eXT+ZPcS+ZIxGMkg5+g9qKKvoYdTZ0G4lTSW2uQVGAe45xT0je5v3+03E8xAG0l9pX6bcUUU5vQqXxMWaO4t2kEGpX8YHQCckfrmszT7m6k127hnupZwkYZTJjOd3sBRRUXdhDV1Ca+htXlEalJ1UBFwMZ/8Ar13HhCV01pgD1jYH8MUUUluPodnrtzLB4c1GaNsOlrIyn0IU14Hdabbw6bE6hizqGYsepooq5jpnO3CKjZUY57V2Fzr2p6j4b0+wvLyaeGBjIvmSMxLMRnJJ5xt49Mn1oopLYU9z/9k=", "info": {"video_id": "71280", "label": "moving plastic cricket bat and water bottle so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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hRRGLsZzlFlDW9JudVitxHJAGikLfvQSCCpB7fStOwsWg0uOzmcOiqVKJkLg9gKtIKnXiteZ25TDkjzc3UwNQ0V7jUTMsbvEyKP3eCQQMdCR7Vfh07Tyn+kW16H2gErB3Ax1BNakYyasqAK5fq0OZy7npLMKvJCD+zsc5dWmhQRh55LqBSQu6SEgbj0HSuQ8R6jpMNxp9jYzGaK+mEMk7qQiDOMZ+p59BXfeKdOfVPCuo20ORP5JkhI6iRPmX9RXzzca3JqcFvpxRTAl091H13RlwN6D/AGdwzU/V4wlzI6P7QnVpuEr/AH/8A9d0jwrcafqwa1nWVAhSN4JQWK9eTXO/FvVNY0VNMSKWeE3CyrvkYFgBsztI6detekfDwbvA2lOyjeIipbHOAxxzXn37QClm8OqoJJ+0AADr/q63ULy5/wDhjhqYlyj7FLTv1PHrYNIxdmZnY5LHkk+/rWwlhdTypb6cs000qhQseQwbPt2rtPCfgC2WzjutajaSZ+VttxUIP9rHJPt2r0HTNLsNLiKWNpFbhvvbF5P1PU0cjbuZ+0ilZHK+D/C2u2OpPf6jJDbrIMPCjb3b0BPQevU12eo6PFqdqLd5pYwHV9y4PTtz2NXEFWFHFaJWd0ZSaluVbDTksbNIPNebbkl3xkk+tULnw55l600MSNEyjCB9m0gY44PHArcUHPSrUYqKtONVWmbYbETw0ualppYzI7ONUCz6RNJgAfJOh6d+1Vr8aTY2rXN5pl7BEmAz8MMk4HQ+proVAJ4qn4i0wav4Y1LTwPmntnVD6OBlT+YFZPDRa/4Y6KWYTg7LReTf+Z5n4u8QafaaXFLpVvceXLc/ZpZ5BgLj7yr/ALXT6Vq2fhWzmvLefS76C5hLZUR/3j1P06/SvILjWrq+hfTjtEFxcpdSIUwVmCbWI9AcnP4ele9fChWXwPGDni5mx+Y6U6cOVci2NK+Kbkqr3Vuv5mbZNiFVyTgAZNacJrFspPlHFasMnTiumx5RoR9BVpFFUkfpVuNsilYdyZUzVhFwM1CpqaMkiiwXJV5qzHiqygA81OhwaLBcsL19qwfHKTt4M1H7K+yZUVgf+BDIrdXpXB/FDXxYaUmno2HlBlkA67R0H4n+VJgtzyzwbbr/AMJDeybyzQbAW9Sc5r1GF8qvNeTfD+4L3+ou3WQof516lbSfKODRFaFVH7xqxngdatR1SikyBxVmN+aZNy4F4qVE5qGM9KsBjRYLky/L1qVBnmoRkjrUyD3zQFyyvSvA/jFHdnxLdtM/+jLHG0IHuBx+YNe9KwwMnH1r5y+JOu/2vqM8iHMckxCf7i8L+gzUyNKb1O++CFgjaBfaoy5ld/s6seyqMn9SPyql4U0yHR9PFvDyWbe7kcsfWur+EkIg+HdrgY3yysfzx/Sua0uYtEpPWnFaESbcmdHE3frVyOs2CT2q+j8VRJdTkVMFyaqxNmraHikO5KiVMpzxUKsc1KAc9aAuOuFkaxuFh/1rROE/3sHH618pOZxrMZlXZJK2CoHTJxj86+oNd1IaR4fvr/IzDCSme7Hhf1Ir5wh/0nxVp4IyPOjBPr8wqJI1ptpM+pdNsotO0y1soRiOCJYwPoK434g2ttLqmiTzRhpYRN5Rb+EnZk/Xiu8zhiMd64P4jS+XdaOcd5f/AGWrSML6lO2YFBzWlCQRWFay7gK1IXFUBqRt0qyhzxWfGwq7G3FILlpcBamBGOKrBhVhWAFA7k0Z46Ut2sr6dcrCdsrQuEPo204/WkQ9PSs3xNqv9jeGb+9zh0iKx/77cL+p/SkNHy/dNcJqcc0/+tc5YAdK+sfD2nx6V4e0+yjXAigUH3YjLH8ya+WpP9J162XGRvUfqK+s0wFAB6DFRFGlaV7HkGm3O+FCW6ituCYeteXy2t5qljFLp08mc5KpJtwOvXPrxTI9M8UxjCT6iPpJuq27Ecp7FHKMdauRSjivGol8WQ9bnUPxjJ/pU8l14njhJbUriI4yDJGAPzIqedC5T2dZV9amSZQOorxe0ufEM1vvbW5nX+J9q/KferVvHrhmXb4kllBIwgC/N+XNPnQcp7IkoI61OsgNeYW9prkr7Tq9wpHOCnb8qlkg1+OF3/4SAxY7yJx+ZGKOYfL5np3nRorM7gKoJJ7ADrXzx4719tY1G7uix2udsa+iDgD8v51r+INT1zStNUXWvG7+0EoFjAUEY5zj6/rXE6Dp8XiXxI2nXl/LbK8UrR7I95Z1QsF9AODz7Ur32Gvd1LfgaXy55znqyg/rXqVpMCM5rxnwtP5U0m5tocquSehIJH6iujudL1w3bS2dxdNEcFTHLj9M1S0QS11PV4ZhxzV2OQZHNeOLH4th5W41AfVN39Ktw6l4piIBu5s/7cH/ANalzoXKeyRuvrU4kGcV4y2veKhJGF1KJVb+9EP5VfTU/Fcw+TUoUYDPzRDn9aOdBys9eEg4GanRx1zXk1rqXitQRNf27nsRHj+taiX3ilYvNF5asvrt4/nRzIOU6rxnrP8AZHhW6mRts0o8iL/ebqfwGTXzhq8oeVOcha6vx94l1S4uI9Nv5YWa3G8iHoCw7++P5155PctJ3NS9S17p9RfDKRG+H2n7COPMB+u41wOj3IKEFuM8VivqV9oPgy3uvDPiPVPspuzBia3WNJ22bneLqwUHCnd6jvkClbKdVtbiCOQpOOQu715Gfz/SrRFr3Z6XBOMDBFaMUwI615DH4a12EfupJwP+mdx/9erEWm+KYDkTalge+7/Gk5eQuXzPYopRjNW1kX1rx1ZPFESfNe3kY9Xi6fpSWWoeJJd+daeQjqoVeB6/SjnQch7Skoz1qZJAT1rx9ZfE3DReIFx1wY1OD6da1oLjxG7Kv9qIpPQFByaOZD5S/wDFfVRb6LaaajYa5k8x/wDdTp+pH5V4/YXCw6/aTN91JUYn6MKt+NdZvb3XJYbu4E72o8ncowODz+pNc1Bd/wCkIW9al6mkdFY+yFkDHcG4PIrzr4qzCOXRSGG4mYAZ/wB0/wBK5Hw94g1nU/EMNhfa/fWdpLtSKSCWKNYxgcsZBjGB0HJOPWua1/VNbudXvLXVru+layldYEugokj2sCc7eMkDnBI9KtMyiveL9z4q1TTrzyltoGTAI3kgkH6Vag+IF6n+s0oN7pL/AIitTSmhurVC6I4x/EoNakek6bN9+xgb/gGP5U2n0YadTLg+IqcGTTbhfoQauf8ACzLGEqHsb3LdhHmro8OaOfm+ybcf3XYf1rm9Vs7eDUVgtcqoGct8xBz71PvIPdZ0f/CydOUBja3mPaEn+VXLX4jaRcAkLdLtPIaFhXM660GiJCbIxTTMdrRMVJJweMdua0/DNvHrMk0dwiwvGgICqDx0xzS5new7I6SLx7ox6zSL7mM1yHxI8W2mp6bZ6fYT+ZGXMsxHtwo/Un8q7YeHYBblS6E4+8Yh/jXgXivVo73XruS2Crbo5ji2LgFV4zj36/jQ2+o42bILaZY9XgkbkB1P619En4keF44TI+pooB5Gwk/livl37U25SCQwPUV6D4g8M32heHNG1G7a4jur7d50Xl7RDwpUMcfeIbOP/r0K6CdnuP8ACTFYjGPuqzAD2zXb2/OKKK0Wwp7mhExGOaxvFcjDTWG44oopPYlCaedvhmb33Z9+K5bQF8ia0uEZt7Sq3Jzjp0oorKWyKXU9sRiT1P51y/jgmTSJ42OVIOR+FFFavYlbnletfvbzymJKQxAovbJ6muStdTuND1oahZ7PPiLBd67h8ylTx9GNFFZQ3LlsN0diEn/2WjYexDf/AF69c0li1quaKK1juJ/CjdgPAq6jtt6n86KKZBxmqt5niNA4DAgdRnuKm8dri2tyhKMCQCvBHBoorN9S1ujW8BMWlvYmwyhVPzDPOTXd+TEIz+6j/wC+RRRThsTI+c9fH2vWtVuZuZGupBxwAASB/KuTnRY5BgcehooqVuaP4Tsb/wAVS+IdMtkm0rTbU27RxRNaJIuxFHCAFyAOSTgcnnrVnw87DUcDvGhP8v5UUVa3FDqeg25PFacXGMUUVbMyDV5GXTZcE8qax/CX+qnPfyxz+JooqHuiuhzUsQGsXrhm4cgLnjr6V7FpTl9KtJGALeSrcjvtooqYbsctj57urWOW1e8ky007s7k+pJNc/JGqzjaMc0UVJqj0fSdWbTtORWsrK7SVFYpdQ7wCo4IwQR16Zwe4Nc/Pdz6jrt1eXT+ZPcS+ZIxGMkg5+g9qKKvoYdTZ0G4lTSW2uQVGAe45xT0je5v3+03E8xAG0l9pX6bcUUU5vQqXxMWaO4t2kEGpX8YHQCckfrmszT7m6k127hnupZwkYZTJjOd3sBRRUXdhDV1Ca+htXlEalJ1UBFwMZ/8Ar13HhCV01pgD1jYH8MUUUluPodnrtzLB4c1GaNsOlrIyn0IU14Hdabbw6bE6hizqGYsepooq5jpnO3CKjZUY57V2Fzr2p6j4b0+wvLyaeGBjIvmSMxLMRnJJ5xt49Mn1oopLYU9z/9k=", 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", 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", "info": {"video_id": "71280", "label": "moving plastic cricket bat and water bottle so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a6ff18d8e8db29af64aa30c0bed4e36dd0f97ab366babd3dd1dfeb661d3e4d3b"} +{"episode": 77253, "episode_seed": 3155640215, "split": "train", "timestamp": "2025-10-13T03:40:12.109163", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3155640215, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 8 matches in front of a brown door panel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93528", "label": "holding 8 matches in front of a brown door panel", "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": "93528", "label": "holding 8 matches in front of a brown door panel", "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": "7314c1919981f0a6f03a1e3c2ea92c4c99e604f3b3468d5282d8db3ce596c655"} +{"episode": 77254, "episode_seed": 3455365499, "split": "train", "timestamp": "2025-10-13T03:40:14.783208", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3455365499, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying plastic spoon in the sugar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "109782", "label": "burying plastic spoon in the sugar", "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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L0HXmhCZ5xqNqPMJAHHPNbvw3QxXOqAj/AFmzGO33qbe224sOO9WfBzLa3d5njOzBz9aq4j0iNs4B44qTeAO3tWdDchhk8dsGnPcYYAc8/SgRazyenvSO6BQSf/r1QN3hm3HgDvVWe8YAFWGM8UIZcmmwQ2cD2FUZZhnr2yaqPdOAcNlu+O1VzcArnGOOaYDJZg0rFm5x0NcrrERWfeG5zkLmuiMgY5RSB6ms7UUzhuOOlIEZUd0yJtLED1J70xZGkJk79MelSGGKTowUnqKQRCMY3ZBpgzvoZlEQIIB74NOaUP8AezjJJ9fpVISfMSDg9TjgmonuSMLkAfePrUjLjypksWAA681nz3mwsRlS2eDzgVE9wZPkVS7H8APx/OmbXfI6KCBtJ6Af/XoAdLIzbEVCCRnr37Uill5Zi2O9Rja0vLj5Tg88U8sflQbW70DJMZOOCwIBJPSrGfl4ztxxg1XDfNhd3JHzH+VSjJGME/X+tIByKQ44HrkVfh+78oAPeqacDggmsG0mu7/xhc6a2r3NpH+88oRqGyyoWC+w4PJ/rVJXEdvbkCQJkc+prainKqEJAweDnOa8w8Hatd3mpN9ruZJcxgJu5wTzgf57V6Fv2H5u68djUvQZf+0BQG3cnI+lVJroqnyA7jxkc4qkZnlLkRkbRjk/nSGOQ7S8jEfwhDjFK4WI3kkadfmXaD95T2FV3AmkkZm3EHIGO9WGRUTgbjj14+tVy2Pldctx0PWgZXlXaSuBwMj3NUJodxJzgkccD5ausfmYfeLHHPINQMhIJYqT+VAzCngO4jIxVVIdhBbrWzPDyMncP9msLXpJbXTHmhcxyB1AI680ITLyx7SuSPavRLOTy0U44YY4PSvJtVC2ugQahp+s6hMpufswNxEsazkJuZ4sc7VOFO71HuB6bayeZaJIpDKVViQMDpVNWJNbzAxxvHQng1HLcr35GM4H8qz7i5AYRgMd2MHsKjzOxbbhDnn1/CpGPnuXcFxt+mcFQKru7lI0Lgc55FP8sEZLswC8Z6gUxv8AWZKHbkYyRnNMACCJdwGR0GacFzwD0xz60xm4XBZVzzjmnKS5BAUAnPFAEkhwvbGMAdMVSljJc9xirhBPHA4+v1xULLnAGefWgDFvLbKsRjI4NVNKRYriRMjnHeq9vObvxpNpd5ql3a2zS+XG8UsaLH3JYvxjGeOpOBVTSXubfxNfWVy9x+7d4kWcDeME8HHGcdccelXbQlncxTEKATgr05zmpPPCrncMkev+cVnmQpuBGSQG9CagWSSUM+wgEgHPpSBF24ufl2qfvdW7VSEsnnbiAuBnGcinFHLHfIenBH3QPpTZV252jJyMHtQBCqF/mLA84wP1pWKYOe3GByc0isMYAweaaJOApAJHzEt1H/1qAEKHscgdiMYqhchfmC5/HtVxlkK56e9QSsM7CpyecgcUAZjxIvX8faozGCpCsDn1NQ+IJpLbTGkgdkZnXDDqRVPXtG1rQdD0q+vLm5Wa9MnmwlMCAAIUDHH3iGzjt9QapIDvphs2Y/u/0NUooU3uSM5yMH2oorMZNsUxhSMjOKaRuyDyB60UUwK7D93uHBAJFMkO2TZgbcZ/HFFFJjLMKgRgjggDH4mpuRtOT60UUASxjEYI6k4riL2+m0rxddXltt82OZtu8ZHK7Tx9GNFFVHcTLvhH9000igb4yhUnt1FenoN6pknLDJNFFKW4IkdBnZjgmoCgbf8AM3DEDB7CiipGipejyzDGrHazHOfYU0qHPP8Adzx9KKKBkSQxj5go47VWkQCTNFFJlFGQYH4E1g+J4l/sRnIyfMj4/OiiiO5LMHV/ETa3BBHLpen27QIscT2yOpRFzhAC5UDnPA5PNeqaIxOnNH/BDlVH+NFFaTJRoqij5sAnJHSoiPnjGTh8k0UVKGhgGFMmSTgnB6dKrQMXtBI3LEZoopIb2JXgTcDz0AHPSpHjVQgAxkUUUxDJRtdQPTNR43Nt7YFFFIGef6pqn9l+INTj+wWN5FLPuKXcO8BlHBBBBHU8Zwe4NRaZe3F9rF1fXEm+5lkWRnwOWYnP6cUUVp0JZ3UCh0BP1PvTwgcqpzjGf8/nRRSEiCNPMjQknkZOD7iq8rEXkcX8ITP40UUhjmjV9wPHzBePSkESKsmF6A4BooqgZWbhGPfFVix2KfWiipQGJ4oQLo5Ydd6Vzd7r2p3+lx6fdXk00FtI8qeZIzEswGc5PONvHpk+tFFaR2A//9k=", 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", 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", "info": {"video_id": "109782", "label": "burying plastic spoon in the sugar", "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": "ea2db93e566df77c3f89fff39eef1f65dce29b071c7cbbb4a961eff450f8a05e"} +{"episode": 77255, "episode_seed": 685058240, "split": "train", "timestamp": "2025-10-13T03:40:15.710213", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 685058240, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cloth on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "159568", "label": "putting cloth on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "159568", "label": "putting cloth on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4e230ffa2a4ed36e6b2661508b0cfe744bb3d92fbf3495780b80b66a888e40bb"} +{"episode": 77256, "episode_seed": 341053983, "split": "train", "timestamp": "2025-10-13T03:40:17.144435", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 341053983, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 beer bottle and water bottle on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17514", "label": "putting beer bottle and water bottle on the table", "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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VZWNMubswx5HWudGhomdIh8xxSrqaoflTNc0bqR2yxzUsdwc81vCOopPQi8e6p9p023tiuC0gNN8NsFt0BPGKyfEbrd39vEpyy8n2rQ0+J4Ysg4AHFbtamd9Dory5WNM7+gplrBFftGRf28ozzHExJH14rFkaW8lFsrYL8E4zitmwsE0tURHLHqWPeplU5ehpTirXZ1IQIiqBgAYFNIPanxOHiU9cjvTv+Ais3G+pDZk6nlfKz7/0qg0yRLuc4FXfEEohjiYg5+bH6VyMl08z5Yn6VnazKRunUiRiNfxNIb+fO3IA9hWbBIF5NXYopLmT5FwPU1cSnsX2exh0ua6vpW2qOgGSeapeXNdaQbq1wbRTgyRuB+YJzmpNU0yN9KaOeRiGZflXjvWho1va2nhu7giVI/mVgCuST65rrp1+R2tc1oVfZ9Dd8D7Ro90FjMeZVbB68r3/ACrRujg1meEZQtteL/tKf0NXrqUFjT53OPMzlqy5qjkUpeT0qu/ygtkD1zVTWNbh0mEySqT7ZrnYvFaahMV2+WnTA7/WsHC7E3Y27zWbe1RjI3yActVNWFcR421YCDYnCnHIrqLm++zqFUfMR1rOtFK1iqepom4ji5ZufSozqWGOyPIHc1gi4eWQszZNXopFCYPJNQkamnHqE07hQdgPpS30cVtew7bgSXZUExq3zYPT61XtbWaVgyLgeprI1jTxHrRvJJ3MkQXaqHGCB610wmoahTaU7s0JTI2ogXRkXaVIVl2nIPerHjTxXI6yLbyAJyAQa4rU/E17davOWfgNgc5/U1JaaRF4hybrUVtVHXJ5/Xitp1FLZWDEVFUktLWOG1LV7yedg1xIVJ6bjWbsdweprpfFXh/SdFJ+xav9sfIynHH5Vz0IduI9pPoTg1izJDYYm81Vx3r2bwFafZNOlYrgybT/ADrznQdNnuL9FeHjPORXs9nbrZ2UeFxn09qip8I4vU0N4AycAVC+pIoIQZPrWHdXzyOygkLVO51SKwQFz85+6tYRV2aG/Nqs0K7iQM8AAcmuO8W+M76yiWOCbazZyV9MdKtz3F5cwCWMEluAxHAriT4e1rxTqBFlaO6jIMr/ACRr9WP9M10pKKJvdnOWz+bMzsM87jioI1K3RBUDLd6syQNZ3ktqGQTxsY3y3ysR1wavWFveRXPnAxRLj7zMpP4d8/Sps73RTlpY9x+Ftq0Xh2aV1ZWd1XBGMADNdo5HNY3g6A2vhO0Vs73y5J6mtgmrZkRMMdKTBPUVKaQH2rNwFc87XGOabNbidcZpEYkZHSp0ORXKama+lsBlTWPf3n2FGXP708KK6LUNSg021aWX04HrXExl7+7e7mHDH5VPYV0UrtkTLVpancLidtzty2a24pBKgjgGSTgZrJmulUBAAT0rV0basyPIQtaylYiKbNTS7JbO5DSkM5OSa2LrypJAUAH0rLlnR7gsrAj2q3E4IyTWS1NW7I27Rd0Iq0sOTVPT2zHXNreX974zvNM/tm5tIQZPJWNQ2WVNwX2HB5NbJWRk3c1/EduHW3UjIO7+lYA0mE+o/Gquk6pe6krte3Uk+wKV3nOM9a1kIzXLV+NmkdhINOgTkruPvV5FC4AAAqFWx3xT1bPekmNkeqAm1Uf7VUYXdYym44PXmrOovuREyeuaqqMCnrcaOi8OHZFcc4yRWpI2TXP6NOFMq5681Y1HV4bKMneGk7KK6YP3TKa1OP8AiDM3mRx7uC3SuUgufKTKjB9aXxHq0mpX5LtuAPA9KyLmWSOzZkYhgRirJZ0A1SWO3KmGKUHtIob+ddfLYLckFiRx2ridU02zt/D9vqemarfzq119mzcwrGtwQm53iA52qcKd3qPcDv4yNo5rmrvYuCsVo9HVWGHOK0ILCGHnG4+9Kh96lD471kmaFiPjpXL+IGxJOSec10fmBBuJxXnvifWVkuJIYgSSxGavcSOcUtJcMRyS1a6Wx8oCVCUPoKqaXbb3DEc12thDEY9sigj0rqRlNnmWuaWkbGW2t5ApPJ61T0/RLq+cBFIHqRXscmn2OM7FHqKr+TbwN+5jUnPGKpRJ5yv4L8Ni0cNI7lv9qu91KFUjgUe/9K4vRbuWfxW+nXWpXVnA8m1HiljRY+hJYuMYxnjqTitPTrq/k1LUba+uLmT7NLsRbnG9eSOccZ4HTis6zXIyoXvcunTIXJJ71xniayWHX4Yskp5KnHpya7zeFGScCuE1y8S88TEIcrHGqZ/M/wBa5qT941ex1milGtliIG3Hesnxf/wkNppqW+iSKlo2Vk8tcSIDknB7A85PWr2lyCNR9K2LkrLan6V2WTRipNM+dEsbq61IW9urTTMc8DOfXNeg6J4FgsoludWkkaVuiREKqn+tdwsdvCjPHHEh/iIUDNYlxqDatqsWm27AqjrJM45CKO31NLSOrL5nLY9P01PK0q1jA4EYq1jIqtaSbrSH/cFTBsnFK9xEgQ1II/YVgeML250/w49xaTvBMJY13p1wTzXL6tP4o0fSdPvLnVb0S3RffEVwIcbSoJx94hs4/wDr1V7CKKu2OtSCRgOtFFecbHH65cy3WpCGVsxr0FSoAkShRxRRXbS+AxluQgB7xQehNbsXTFFFY1/iRdMvQnkVpRGiinTHM29NPyGuD1a+m0zxje3lvt82OZtu4ZHK7Tx9CaKK6DJEXh1jvuk7KEA/WuiDHNFFcdX42ax2JVY4/CnoxIooqSihdOxuQCeMUu4heKKKtbjRD9plhlbY2PlrKvJpGidick96KK3hsZz3OImP+kMfc1JdqP7Pzj+JaKK06EGlqfiRtchtopNK062MCJHE9sjqUjXOEALlQOcnA5PNd/EfkFFFc1boXEmUninliBRRWKLMzWbmWGzbY2Mg15gztJLuY5JOTRRW1MGdNpSjC8VuAlenFFFdRhIjlnkA+9WhoSLcS5kGSDRRVIzM++1Q6Zr+pRfYbK7iknDFLqHeAVHBBBBHXkZwe4NX9CvJ767v724ffPM6yO2MZJz2oorCr8LNodCXUrybdsDYB44rkoPn1i4ZuTvxRRWFI0lsdhZ/6oH0q3JK4hOD2oors6GBiX0skkaQeYyLK4VivBx7VqaVptrYReXbx7QTlj1LH1J70UVhVNqezO1sP+POL6VcXrRRWkSWYfjv/kVH/wCu8X8zXnlxrF/e2ENjc3MssMLtIu92Yktjrk84xx6ZPrRRVMk//9k=", 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", "info": {"video_id": "17514", "label": "putting beer bottle and water bottle on the table", "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": "d9f349eedb1efcc344f50120adc9f0b186ba92528732b2f3cb3c000793ab904f"} +{"episode": 77257, "episode_seed": 1102749748, "split": "train", "timestamp": "2025-10-13T03:40:19.446159", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1102749748, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 onion peel into tray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "34158", "label": "pretending to put onion peel into tray", "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": "34158", "label": "pretending to put onion peel into tray", "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": "972bad9efb291f68e71a4907d2cc410429882ab3cefa3c927d055c59da1de5ce"} +{"episode": 77258, "episode_seed": 2978650663, "split": "train", "timestamp": "2025-10-13T03:40:22.476720", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2978650663, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning plastic coffee mug 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "171562", "label": "spinning plastic coffee mug so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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3GfaocnyzuIAwMEjJ/IUDRX8RamNJ8P3t3AgMvlhI2J5RmIGa8iS9mttQa9gmMTTFt7ocH5hhvzya7/xiN/hu4wx3b0JU+gavKHuAsrL6V6WEUPZPm66GNRvmVj174RalZx6fqWluYVYMLn98pKsSdv6DH513N5atuR7cCWMjLPA24D3x1H0rxz4cRNc6reuQQiW4BI6ZLDH8jXrECxRxjE5imXgZXhh7VyYinGE+WJrGTauyVo/KctNbhyBxvH9RVfbLHH5kKEoDzG/b3FTRXMljKsojEic5yoYVPE2n6jGTG32e5XkY5V/bFYbDMp72fGNzJuwp7j2BzTftlmzgosgfGd2cndUt/E9ufLdUkiwMsgOM46exritPstQ8xWWZ955AbJH5U7CR2qTQQqmbZnctnJkxnuc8VJNf2dwX8u2KEgBeenrmsTdNbhBcRurHqwBYZqykglwVQbOzA9TSGWUjil/ibA6he1TQ2rLvBmChRuw7feqoowudzZHOCKcs5J2yIduOD70DNmK3jlYIjLvIBId+R65HerMmmQiEMxkt2VQTj94rZ6AY71hLH829ZCp3YzzVh7+8tYytpO2M8tu5/KmgHTJ5UgTdvGM5D54psceZGYXOxRyQ43A1yt78R7S8NxBJCs1xFiOKYrjLZwcEdfxrT0iZRqwgun8uGZcgqucNj61vLDThHmkrEc6bsjU+2GAhZ8KD0YDcp/PpTVuYZHYLEuWwSV4/SrUthMlsWiSOe3J+YxjLL74rGeylnmQWkhV1GSpHBH0NYDN2O/WF4tltbkp83fn2606XU0ujJ/oyKznII6qPT3rH/fQy7JIZAAM5Qbh+NWkMjqHaPCHleDSGWUWGTqp9MZxUsNpGm/dMEwu4AnO4+nFU1A2naXLAdOppyzsGxIBsxwfT60DJtX1nTtFsjNcSKrhchNxLZrN8L+LNP8TrMkllJZPC3DxMX3g9Mqeh+leceNL9rq9kbP7sNtUe1UfC2pzWWor5MhQyYXINezSwEHh3J/Ec06zU7LY9ymQRSKisG3DIAbkD0PoaSOL96X+0GNRyQRuBqPTry8u7CJ7uMXcaDaGZQWQ+uetWYpreecC6/dg5IMa147i0zoIheGHCz4VSDhgMqfw7VG99Gqvsi64J2HGPwNXpLCX7KWt/LngJ+YRjLL74zWPNHGrKoJjkU5+ZSMD0+lIDO+32i26ujgED5YxxzVK41a6lTy0MajIJbOcj0rHgLEAdEPBB7/nU77U53Ec8Z707sC1HL5rs7bScdPT3qdInkGQ5AAyRVGBiu1yRgk4z3rdgnt3twjqA55Jzgk/WkBDBAqvukRgrD5WHqO+aypfDVmb/AO3rCYp2ZWSQH7oB9PQnrVxr6SOF4rOAzNI5jww6e4960VtL1Nq3E43Ku5AgHyE9QeKQx4tY1bahIjY5Iz3qnMSkjGKViV4DZp91JdK6vsZT0JXofeqUsskjF2+U9cjv7VV77CLesW0Ot+HbnTrvYJWjyjY5D44IP17V4hY6Jc3V08LJh42IZDwQRXskN55UpZRIqhSDvHB9jWD9ni/totGjnfghuNwPrQ9dwTsWvDKXWhrl8GJiOSOv+FdTcaurKphVoyeSxGc+1YtxdLKiKvVATv6A/wCFNjngQkGQHPHqKTdnoIuSXtxK/myTknGNoXjHrSgkxqBzjknHP1qmXV/uAn/aHQ1YhnWGQAspG7kHoaQzP1fTXvLJoBISJVKjJwB6V5dN4U1WK6aJ4/3m/bx3r2jVb6BrcySIu/PfjP8AnisadLzUL3ygyQwwoWSQYLheoPHX61XO0rJjtcl+H9lFZaDLayRqk7PmR16yehP05GK6eUFEaQzFWGADnrWLp9tPBAksbl3fmQN0cnqRUpu7uMNFIrFG4w/p25ocubcLW2NC0upEuFXHmRnlgw5+tX5oNPlKSII43fpjpn+lc+H8vDMXKHsBnaferMV8iQKk3TJJyvJ9j7U79yWgmgv7Z5HhLSJjPLZP5/0rGsJmWcG4Y7QediZ2/XNa6Xaq48tiIscxnv8AT39qyY32kIcAHkg+p70X7AdZ/o8MQuNwZQAck5J9qq3OswtGIYoGAIIYhMY/z61hxOzYXsDjdnkYpXyFPzZH1pN3GXVnyCQNhJ6gYJFCEsCrKVXOTk8ZqC2ZeA+Qp6E9K07iJIYVeKUME5+f9fakNFiBIUshI2cDk4Pt0/lVDxA0Vr4a1C/gVkmjt2Y4JxnH/wCqhr+2W4jhjRpJurwouffj1GKqa7KZ/Dmo2zBo/tEDiMHH4A+9VD4lcJbHhySlB15rs9E1/wApIEnYuIzlSTk1wjZViDwRVuG4KKAK92dVS0kcjj2Pf7I3cNtHdW06vbzoGyQeR6HHSi21FbrUsXqvGwAUEEYx7n0rN8O3U/8AwjenqJCHSMLt29vf1FSXEhY7pEVXHJZD1H+f514ckk3Y6Fc6iSeCyAdQrbuFVQCfrVO61w3BMaROIiMFiBnP0rFjLPnOBgcEf1pHJC8kEfWpbuMvpKSgGME+g/LmjDPGVdNqHPfjNR2xRmVZOATwT/nrWheLHDGJIpRtTu+Dilco8b8ZxiC+WJegXcR7k1zdjO0NwrA4IORXW/EJof7bR4fvFcSLjgMD29q4+N0aQfLzntX0FGpenF3OSUfeZ79ok7Pp8dzGHEciKzbXxk471oxSQ3UiwTjY5yQwFc/4Xvo/+Ecjt9zIyqADnj8a0o5CshwnIHX29RXiVdJs6VqjXFpd2BZ7e53wnrlc59jWTd6kJZnN9FiQHAcH9M1djupJYYysriQZHY4X19xUDypMfIuI0cyDHmKOD7exqLLoBwZsrkXLq7eZBHgsyH5Vz606Z4LY/IWYZGMg498ZqA6wv2We3igwGGMhsdO9VpJ1b55Zm2lMFC3QVAy6bskOA43ryqAYyP8A63Wq8Vxe8wCSQfKcAdelZE9yDKzKxJz19B6Yrd0NrKb93NKPOJYLj+HjimMv6LaXVwJTny45U3AsDjdng+xFdIHu5cpP5YkxhWUnk1n6bDNp1rGpjeSeRgrMTkFV9Pw/rWgisjG4uX2BOT6n8KOgirFdDLxSnGCfmHX6VWd/MGHUAdM460s3lyXkskbHaxyMioVIIRs4I4J7UgKt5LKuIlJXooOePxquZXgYNMcyKfmHt6e9UNYumlnNtvOMbvqc1S0eOfW/ERsLrU5rVXjcx+Wm8s6oWC+3Qkn296aEdNapBJcSO26RWI3KowST/n9KmW2j06OJiwYzZOxjgL9TXGaPqF02ZJJ2dygCknle/FbRuZm8oNLJIQeFBz+lJgWXu8sQrLsKlRsJHSq0tyl0i7X2nvuPU9iKrXV23kuEiGw571npOd5ZgTxjAOCMUhmsIJZFT5gDuKncegxnP6VqWNpcx28EgmCSBT94BlKk5HPUCrun2/8AbdpCxsjEqS703Dh/Yj0rRk0m5uJ5HZgkayABB0444/M8U2hpkM6yC0EyuCUwGIHBPrTGuBIqsqguScr0BzVu4a3htXto0Z96nLdNuDWcAEEZAOM9PUUhlhPvGQYyvb2qu3nyu2CNq4Dbx0p0riCBgGII7HmuU1PUbtLY3VtNIkrkKxDYIHpTJZ052NFJAXCKeRzjA9OKrRAsvPGOmD0rJ1EeRo8OpWGtahKDcm2JuYlRZ8IGZ4gOdqnCnd6j3Alj11FjCwxgP15A49/emhGk9pcpcMpOYgAWZDwpPqaikeGGXBk3gsQST7VGdWc2stukI2MAC2cdOcmqktzHnfJOxyAQM5x6UDLc95KkIlQqGJ29c4I/+tUb6tcTQ7CoUE7cDOc444rFW9KyfJJgknJzgZ7YroLW2SWxEltIkswaNnjxkepOKCjW0a7e1VLt7YhZFZHdEyQR0PHT6e1Lq99GbcuEDhhk7hz+IqZ7hIoo4Y8ytHtZpAuMn/HH6GmXdu8unXBlIDMNy5OKbYHjWv2tul5I8Me0EnGOh/DtR4a0xNTuhHMxjwevtXUarobTuG7s2PWq+l6ebGRmeMj9fxqnWm92Tyo6vzo7VEhSZo1UfLkf5/KrdlFNcO8at+86HJwB781y+iXNvqHjD+zLzULq1tpZNsUyTRIsRHUsZOMYzwOScCrulXk1lq+qWV2Z2FvMUCXOBIApb5Tg4yeM4yOKi4jft4Z2+a4Z4lGdrZwMD0PekM8att3B225BJxk5pk2rG4jtkSNo1jJxgjAz7VQuJljVy84eQZ5J65659aALtzfSQhXjIy/zDv8AUfWq11rFxNB5eAoc4wuc5GP/AK9ZSXjhiiSEDGeWxk962pbILbxSWcyybZfm43BOPvY/GkUjj/GDSS6WkrwAGTDFlHRhxn8R1FcjpJDXsRkUlc5HHWu+8Vs1wptY0aQphDJt+8e/49M1k6Z4fENuzzqBIOUzxmuqFflXKQ43PRNFghhsEc4CP/EP0yK0zGj7Q/8Aqweo4x9Kw9NkKwQo3TOPYVrpLsgJf6HHQCudy1uURyvGGCDzF/ugcjn/ADzTWLi3k2EmUEAgnhqwtc1mW3spTat5O5lKOp+Yev51W1mz8QaFpGmX1zfXiT3vmCSLZjyQNpQMcfeIbOO34GlcRz6ysIXxjpmpXjVbgRAYTaOPwoopFFIRq04HIyecV13g6zgbVZN0akqOCRkjiiihAdFf6nPaeIpLONYzFEBt3LzyBnn8ahv7iSWIFiM46gc89f5UUUxIqhyXVu+CM/Sqxdmtpck8AEYoopDMG4iWXG/JIUOD6Eg1gR6rcaTrsl7bBDNE77d65HKFTx9GNFFHUQ3RTkBD935V/DmugjJ8hjkgqCQR9KKKZPUsXVokH2tEZ9sbLtBOetSafZQyyRqwIEjbWx6c0UVCLO8RRa6Nb28HyCVQrOPvfdz1/CqlqHW4s7fzpTHIMsGfPPPNFFWIfq9rHamSSMtuG3ksT161jSOV+QdACRRRUspEd4oLKCTzGxPPcA/4VzevxrBppkQfM8gLe/NFFMllHWPE8mtx2kc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", "info": {"video_id": "171562", "label": "spinning plastic coffee mug so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "171562", "label": "spinning plastic coffee mug so it continues spinning", "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": "fdb224d3ebaef4f1747ee2a65ad539065927fee9a4e51b1385d1a40f4728e759"} +{"episode": 77259, "episode_seed": 142337636, "split": "train", "timestamp": "2025-10-13T03:40:23.997304", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 142337636, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plate with a bag of chips 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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5rkvDJ8vQdRlH+smmiiz7csf6Vv2tjdylZGPysMgA8HFfY5VhE8I23a7X4any+b4z2WLS6JP8U0dY14l7YTSqJFHlsDG6/wAXXr+PX0qzBvji0rUCoaOWHyZM+gwf6GqiXAuI52lBgO07ox91sjGf8+ta0ISXwTCUHFtOFHsM/wD2VeMsNKlU96HKlNK26tJNPU66mKhUgvZz5m4yd9tU00aNxpzLCs0Xzw8OjLz+dYKo6ahq9jbkGR5EnjH3flYfNj2ziuitNWgshFZTZ8lkUk56EjJNc3q95bHXbfULElobcrFMx43Kx/pmqwmXSpTqRivdktH89Aq5pCrTpyb95PVHJa5Zz2F6tpLGUCgMuGzlj05/Oq+mm6ecF5AEBOa6jxpJZQaqGmIabyk2pnnvziuNbVgN6RwPktuHFefUtGVj2IXlFM6CbaQRwSByRXmUUYyQuDjOD610n226t2aWVcbuoBziueQsAcYz/KsHJPYpKzNzQsRXNxdL1jtXZR6McKP5mtKzsru4jEivtjQhc/WsLRw0jTqpOCAh9znP9K7eGERW8SKchfmYgevTNfa5PT9lhFL+Z/gfHZ3W5sTyx+yi3YvNbQxWsi7FUttmU8jNdF4aMaeJX2tuaVChb1wM/wBKwoy7SOiISh68fy962NL0zVbO5gvorCVgCSMjr9R1rmxmBoy9pUWkpJrfRt6kYXMMTKEKLV4xae2tkXbQPa6rcSxMIRDMy5boBnv7Yq5qmpaVeadNJO+1mRk8vH3sjHFUp7HVJp5pQqRmZi7IJB19CKQeC7y9UvPPFFhSQqnd83b6Vh7KhJQlXkrxtt5G6qYqFScaEXyyvv2Zl6Q7z+HtS0+dsvbxMoz/AHCPl/wrjrm2gtchpgZN+4j27/zrf1me78P6bq95cqUZoY7NT/effjg98Lu/KuDmKzuScsG/iJrzc1cYVvd2ep7+VKcsOubfY2LvWYrdGWOUEkfKK5vxHd/bVsyxBZN4498f4VoRW8aDKoAT3rH1mIRywsq4Bz+HSvLVS7sd8oWF0uPJY44C4+ua7S0szDZJEFYySYYqBk4xnNcLZ3r2UvmBQVHJU98V6npAMkcGo2kjTb0BjkK5IUjGPb0r6rL8fSoYVRXxanzWZYGrXxHM/h0KqE+XF5SnPQcVpW2kX+oOTb2sshAyW24B/OtCyt5oCkqiRlHbuv0rprC9kJX94Xx2fnFXLNG17sdTlhlEU9ZaehlRW+tLY2tq8KwxwHcnnYHzZJ/rVaLw9qF3Kc3EAVuSWYtkk9enWuqn/eW6pK42j35NQJACyPmSONOiKxyx96444yULuCSv5HZLAU5pKbbt5nNap4MfTLNLqC6Es4++hG3d7L7/AFrz3xLG9iltpjOR5EZLorcAuxbH4DFet69eWWl6PNqepYKWoLL8xyxPRV9yeK8Bl1mXWJrm7uCDPJMzMB78gD6dPwrkx2Nq1KPJN31PQy/BU6dV1IK2liuYtzYLNt9Aal+zRlQgGGPOe/50RDJ6fUVMchSFHXoa8NyZ7DiiOSRYbdmI+dea58HL5PUmtLULqI2irHIHMhzkHsP/AK9Zafeq4I6KW1zp/Clss+sxs4yluj3DD/cXI/XFd/o0n2HR3mbDsJ1JXuxPFcR4TYRxapIfvfZQg/4FIuf5V0+mpdi6hudhdY2DovY4NfX5VhlPByb6v77dD5LPMY6eMj5J/K/U6lrgu+n3IWVfMuVYB8YAPHGOK2tLKW+oXWlXLY/ekwtgfJu5x+tc7LcxtarP8wlEobyieFIzgjjpWvrzKmqQXittFxbLID7j/wDWK8yng25KnWjZS5lbfazWvXqGIxqSdWhPm5eV32ve6enTcteI9PkOjXsQRfMCh1bHOVIP+fpUMsg1rwndT7UDyw8nH3XBGefqKpz+ItTmsDZxxrM7KV3qu5gvfH4ZrKutQOneB9aFq+1jJGsLenmYz/JvyraOBlhsI4y6PT0fcqnj1isVGUU9V+K7HPXrW1hKqFy7KxL4GcZqq2oXrBXiRxGn97jd9BWPoLyCa68x2csVYsxySeQa6FMH5W5Vq8GdVp2R9D7Puc/rF8b54EYFWTdkHtnFc9qL7VSAHOCSf6V0WuRlZYVAGcH5h3HFchdy77p8HgHAqab5p3ZdONlY6vwvC8lqV3YR5Qw9OBjNd7GpQphSU27FIHGQOa838Ma3HZXlvbXWPsrvtZ+6A9/zr3S30Xy40i/d+V1HPr3r7CGYUqeHhCCvZanyGNy2rVxU51HZN6GJaaXfagFVYGPPDHgAe5rdh0XVbPT57FjALeR8s2cnPHT8hWrZ2k9vhVfeg6FTzWqo3IcoxY8nPrXJWxsqmllYqhl0KWqbuclF4elkZRPeKsb9PlPP0qLWfCSxRJDpsu9p02SK5xk5yG/AgV2Mce5t7Ydl4A/u1yvxD8SxeHPDxiicHUblSkHqoPV/w7e9Z/X6sZXubwy2i/ditzxvxDq66n8RLqZZN0PmfZ0Pqqrtz+JGfxq2i7n2rwBzXGY8m7hlGchwf1rtU45FfP4l807n00I8sUhJmVoiD9OO9c1GMHd/CeCa6eVVjBY/cPf0rkLqUx2rgHjoKxhuDVybR9Z/s+8LMoaBn3MO4Hcj3xXtmnadiz822zJBcKrFwfvjqDXzukmDXp/w78fR6ZCmk6s7fYN2YZhyYDnoR3T+Ve7TxdR0lSb0R5eKwVP2ntYx949UsrW4sWyitsY5yp5H1ret5ncLukxg5561FaRxywC5tZknik5R1bcpHsRVrZIP4VPPHHak5X3OdK2xE0KtK21QzN1Y9BUkUAjXylLFcEMSTkk1I42gSTOI0iG4uSAv4mvMPHXxRghgl0vw9MJJmBWS8Xoo7hPU/wC127VDkawpubsjkfiz4ihvdTj0exfdaWLHewOQ0p4P5Dj65rD01vOsIJG5+XH5cVzd0GkG7PNbfh9y+nFD/BIR/WvPxL5tT1qUOSNkbMQwpDdDyDWJrh3yQj64/St3aWXIzle1Yeu7Va3Zf9rj8q5Y6MctjEu5NsMYPDHjFdb4G8cDQZjZXwaTTZWzlRloW/vAdx6j8RXC30xa4IJ+7VaObDda76M7GFSmpRsz6u0/yr+1hurK7S4tmGQ8Ryp/w+lX1hbP+qU89favmHRvEWo6NP52nXs1s56mNsBvqOh/Gu2t/jD4kijCu9lMR/FJbjP6EV1KaOJ4aXQ9ujVgSRCMA46cmquqatpvhuyNzqt6IQclY25kf2VeprxK++LXim6jKJfR2yn/AJ94VQ/nya4y91S5vpmnup5J5W+9JI5Zj+JqXUNIYZ9TpfHPja68VXY+UwWEJPkW+c/8CY92P6dBXL6NIWvJI/7y/wAqqli45NLpxMOqQnP3jt/MVy1ZcyZ3QhypWOoRcMNnUU+UjGRxntREMH60rIEbDdOxrhKbOG093a0UHGCxIA7VoxjnNULFdltEPbP51oxiut/EXS0gkdH4cV2edVOAyKpHr82R/KvQYEeNESNC22PYCo4yOTzXmmmam2mEsIlk3Y6nHSveNAs7G40u0vLSbdbSpvAX9c+/Y/Svp8NjadHCxhHV63Pk8zy+pXxcpz0jpYpab4fe/dGu5hGhXlhyxJHHHt71sJ4Yt1RGleWdQOshxtA7AA8VrQWVvFiSM+XkZwatt8yEbjIy9F6DNc1TG1ZPR2Q6WBowW1ynYWaWaYhiSNH+VcIM49zXl3xMmtrKWHR7VUEmftN0U4BY5CDHbgk/jXpniLX7Pw1o7393gykbYYs8yP2Ue3qewr561G/uNTv5726k3zzuXc+59PbtXDVqys9dz1sHh1zKVtth2iYF7Kp7pkfmK30IxsfgH9KwNFP/ABNFBGco39KsWaS6p4un02TVLi1jIk8ry03ZZULBfYcHk+nvXmShzSsj0Kk+XVmR4wv5bS405FYhXMitgdemD+FcurFiTT9Vu7m9ubRriVpNqsRu7ZAqOMYqlHlSQ6L5rssq+1hXrngD4hwW1vFpWuMTAi7ILnklB/db1Hoe1eOscMKtQXBXGDXTTqWRnWoqb1Pru0e3u7dJbG4jlhK8NGwIqz5Tpl2fAA7nj8a+ULTW7uy5truaAn/nm5X+VWLnxDqN0myfULqVfR5WI/nWvtUcqwcr7nvPib4iaL4bt5I4JY73UOcQxNlQfVm7fzrwnWNavde1KXUL+YyTSfgFHZQOwFZDybz1p4Py4rGdS+x10cOoajZDyD6GuxhOAhP8QzXIHkYrev5ZYfDkU8LlJCI8EdRxXLUV7G03ZGrKcJtPKMODXndxqP2yGIqoVecjPOelddrKRweHodRsNYv51NybbNzEsazkJuZ4gOdqnCnd6j3A89tBiFPfJNEaXLqzKFTmloWy2FNT285Qjmqrn5DSIcYNbRlYucbs7HRfFOq6Kc6ffz24PJVG+U/UdK6P/hbPiry9v9op9fITP8q8zSYipFmz+Fae2M/YRbOn1jxdrOsjbqGpXFwvXYz4X/vkcVhmUu3JqrvJNSxDHWodRs2jSSJ+vWtfQPuzKOzA1kLWvoH/AB8Tov8AEgP5H/69Y1NUXLRG8jFRvHPqK53xHcxQz2uVJMocqB3IxxWjpBhvfF50y+1G6tLeSTZHLFLFGsfqWMnGMZ4HJOBXHeKhcQ641nO9z/o08qBLjAdcHowXjPAzjiphRe7OWVVbIoSOZHZz1JzUAbDVIOlREc1qi3qWUlI71KJz61UU07OBTuylEtecT3pPMJOKhHNSxpk5pcxXKWEHAqWIhLqJuhDD+dRrTj1DenNLcbOsTjg9DTpDuHlt17H1qlqsksWnedG5R9y4I9DT9f0PWNA0HSb68uLlZrwyeZCyECAAIUVjj7xDZx2+oNYxpuSujCVRRdmcrB/q1/3R/Kr0PQUUVt1OmGxeRASua734Z67fWPiCDS45A1ndOd8TjIBx95fQ0UV2Utjjxa0Z7v5aMMkCoL1ha6Xc3CIrPEjSAN0JHrRRWjPMW58461rmoeIL83moTmST7qqOFRfRR2FZ3eiisKu57FFe6XdG/wCQoPaFz+q1m3OpT6V4nnvrbZ50Ujbd4yPmUqePoxoormXxmdY5m8ADxD0UgfpSR9qKKJbmtDYnVQTyKa3ytxRRVI0kOLHA5qUE460UU2OJOnNPQ/NiiipLJlAJrY1E48KQfSOiiolujGrsZ2ueJG1y3hil0vTrY26LHE9sjqURc4QAuVA5ycDk81yUHCqPYUUVrM58PuWQoPWmsAp4ooqDqkAp0fVvrRRSY4lmHnOanX7woopdTToS9619AH+mv/1xP8xRRTn8LM57ENxrLaVq19G2n2F7FLKHMd5BvAZRwQQQR1ORnB7g1zWuXtxqWqNfXchkuLhnkkfGMscdu1FFaR+FHD9sp9qZRRUo6QFOPaiigpEq9atKMKKKKk1RIvenn7h+lFFUiGb+rH/iTKe+UrJvfEGqajplvpt3eTTW9vI8qCSRmJZ8ZySecbePTJ9aKKml8LOOr8SP/9k=", "info": {"video_id": "137111", "label": "lifting a plate with a bag of chips 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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", 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", 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", "info": {"video_id": "137111", "label": "lifting a plate with a bag of chips 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": "fc72a67d738de97008f7055591d9c26f23b529421b57d1387ca01c58b89e0d1b"} +{"episode": 77260, "episode_seed": 1451447138, "split": "train", "timestamp": "2025-10-13T03:40:25.496658", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1451447138, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting napkin on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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6HjSw07vl17HK60Lc7OWZWP8AFwc9zUukWl1PbSfYR5qRcyRnrg9AKTX7NP7UitLclwGCDdj7xxwe3XivRvB+hxeHVla7nUPLg7oxu+UD9Oc1hj8ZHC4b2q1elltu0d2BwrryVOW2t/xMrQN8+nTaXc27tbSuojMseHt2JwcE9sflXb3/AIe0+zsYjb6dbs0DB4wwwCVGRkjk8/nWxFNYkx/vFdm6E1bnZTbscZGK+feYTrJztb0dz6GngKdPR6/I+XfERla+mnZR5sjFnGMDcSc15rYQy3F6kMCeZIxwq+tema9cLPqN2cgDzWIHoMniuJ8DpPL4y02K2dElMpwzrkAbTnj6ZpVpKpXk9jfDxdPDwu7ux3tnfS6LptrpeiPLb7B591MnytPIQOW9h0A/xrr5JtT8iB4dZvJMRlnKsfv44HJ55OPauR8ORS3OptFFFHLLIjf61sADuSfUVv6mmqaY1s099HKrqQgiOUAHGCMYPWvW/cQqxw6a5ui6v+rM8KpVqyhKtJO3ddCSe/8AFNsDLNqNygxubNwM59AM1sDx5qFnai2spnuGx81zdDcxPfaOgHpmuPknklG1iAuc4UYp0ZxzXfTw6lH97FHl1cXOL/dSZ2EPxA8Q4wZLd/8AehH9KuXXjTxCsEbSTQWySruV0hyeffkA8dK4i9jube1NzG5AR/LOwgruIyoY+hAbn2qW21eRYgrOYJJVxmVcxt7Nnj8aUsLR3UUOOIxfKm5vXzOgs9TebV0vL6/W5ZQRi4Y4wRjjggflVHxhqVrL4bkt4Ut2BuVlVkc7hjg5G0D+LFaeheHbTX3t9k0ltLlvtVuRkoBjlD3Bz36e9HjHwxZ6PpU6IlxMZXRY5nIAiGCSpx97P04wK87F4TCV6q5l76Vl066eR3YGrjKEee/uJ3b3f+fkeMahBHHKjn5kK9M45qmU/dkquA3Stm4j3L5LA9CQfQ1lxIVZo2BG31rwJbH2NtSS3RUjBYZ9qv2GmT6xqMdnAF8x8kbjgAAZJP0AplpFnJxkjpUVj4ku9G1qBoEjfyJmLIRjduGCCRzjFTTSc9dh1G4w93c6HSZJtJvXSxgi88t5Qd4g7Z6cZ46+1dnDZjU4ba5kJMzhUC7BkXAYIdx/u4G4j61xa6tHqd1Le27bJN28gcMpHf6+9acfiHWWn82G5fzQMjy0A4HPQDHc59c19fGjT5VUpWTtufFVqs5SlTq332OvuNK/tq7F2lwWB8ppt0QXaj9DhfX+tIfDzahcmWK5t23D93GqlRt52rnA2kgd/bPWsG18Vatp8hmnTDJsEkscYxtGQFcDAPXH4AVftvF6OqRtLAwR0McphKMCgAXocNx3I9fasZ15U9novn+go4WM/ii7vf8Aq5S8R6fDpk8EUtq17ESAwWUwsjkfdPBAPsevWtnwGNOjnurm2+3RKE8qS2uCrRtnryOvToRWTqnirThDeQboLlJkMQEkJDJ6ENk7sHoTzVzwVfPd6fd2ayRYQq4IUb+h/SsswnOWAlJSs9NfuOjBRUK8Ycul3odifAGjTF7uxtzayP2il3I2fQHoa66SyWTTxG33lUAnHXHtXC6Zq92+tQ6bbXAuFA3uUGPLA9Tjn6epFdJrfiS30ixZrmTMrKdkXdv8B7142HhipRSqS5r7at6fPU9nnw65pxVrbnxorNKQuNpJJrQQ71UMvABNUYwokLEjI561p2ymTYcfQZrNnbFFxGVpWUbhnAPH51dtyqSIzDjBXn0znFRWe0XJkPXaSF/nWgEjkSMkHZICT7E9KVy3F2uN8vF2HXlSxIOeMinhPKbhjnJ4znA604xyK6IFGxOo/madJhZS6YxjoT1pmbV9RXhDgTB9uF5HrUMMge43DGzOeBjnFTOylEyO3zf40kURWUqVHJyKaG1roTlGLkAYUkc/hUDwkAYO7J7Vq7MxbsctwarSxAA4HJ6U4ombOP8AFKO32UnoA2P0pvh/xNc6OkEZG+1huPO2DgkkAHn8BUvicELAM8KW/pWFHAfl3HC7cmjmcXdD5FKNj0f+2oLvUX1C1UR4lEioex61tweLruKQGK0t9gOVjCnj72789zZrzK1DsMxtgDANa+napdQhShXOSN5GeDxivXp5lTlC1SOqPIq5XNSvTloz0+Dxmqo/2i2CSXFvhiqYCsFKqwHfAJP4Cq1p4mW3bCyhk3qVJTkEKFGPQYGPw964Ka7vPOZ/PfJUqx9Qe1OSZ1bOcBgDXLLF3ba0+41WXpWTex1Oo+JLOK4S4t7Bjc+ZlTIcpx32j+VaXhzxXFLLdvqt6QW2hVIIBwD0xXCyxNNKj+Y3PU+lSRWeF27juJznvTq41VaXs2reaev5BDLVSlzRf+R7L4XvV1nXTPalobC2XD7m5kc9B7Dv+FXfGXiV0hutPs7mJRDEGncH5iWPCD8OTXkFkZbKB1jnkUs2chiKfKxZWPVm6+9RTr0YyV1ovn95csJVdJxjLV/L7jLuI0kklJPLgtmsz4b2Rm8R3N0pA+xWFzOSD32FR+rVoyqPn2/w1l+Ab37PqWqWwkij+16dLHuc45GGwPrjFc0Jc1Xml1Z2zjy0uWPRWPRrCaCxk06302zie/diXkc53h1AVSM9uTVrXjql0VN9FaxrAPlWDC4BIGdvXGRiuZ1aeQNayx4WMxhkdODnuMg54wK3dNvLW10+IXV5bbwrm3kLqTtdRvBB6EHOM85zivcWHj7eOJsm7fPr17avp1PmpylKnKjd2/D7iC9sRZPEguIpi8av+7bO0kZ2n3p8tq0EzxoGl2cOyocAjgj8Dxmt7+0rE/Ml3HLbKAE8pSwRhIeBx/zzY9PSoIPEB80CdLguGRjvXOeW3jqMfe6nrjjtXS8VyLU4Xg1J2OX1X7RDeRWzBo2H3kI7/T6H9a9D8G6La3Ghm31aGNklcsBcMVwOBx3NcHe6tY2eri9dzPJFIdkeNuTjAzjgD2GfStvQfEEF1azl54bKOOTKRJL8y8Dpk56+nvXLm06ksKvZu2q1V/wtr9x25dCMKi5ldK6s/wDg6HrOk+H9K0meNrKNYzGpAVXYgA9RyentWV8Swg8Izvj5w6EEDvnH8iaz/B11cahc3V2JpZLNMRwyTD5mPf8AD2rnPiD4gl1G3lhimi+xpM0aqjcuVxlj7Z6V5dDD1k1zy1Wr373trqerUr0nRajHSWiXrpc8vusOi5btjPrWfOoEyuD98YP4VcngURuATuQ5HPUVm6hIImDchSOK85nu30uWPt0dnbyOT85HyispgXclR8zsMsfpVQu0k0hLAg+tSxviZPmOFJWqjCxEql9CxFlYmdCyyYwTmtmxvb6PbGs5TKkbgMNz2JrNaMFwyj5Tj9elaHlEEyHrjgZ6kVtCrNRsnoYVKcZSu0roJBIJfMaR2Z2ydzE5pWMmcNKdoJxipEjEsbK3GDVab5mEYzhcnPtTUugnG2o46e0jkq5ww4561Yhtp4QFicDA6+tSWitLsGcdhWqIRtIC8kVUako6Jkzpxa1Rd8P+KtS8OK/kRwSNKQGMinOPQYp2q+LNR1OS4mumjzMgiwq4CKDnA/GswxKSV7jpmoJhjgDtj61osTUjLmvqZPC0pQ5LaHm0JQocjknFXo/MWaPacdBWUDg9Tg1rQyIUiY9CegrmZ1R1Rr2kZd8kZbJAX0rUt5gwXGV2swwazNOuE8xCAQzHBP0rVhEbFXCn5mwfw71PUtbaF/yoxMSDwBkj6082xaVFBDJuyO/SmxjLBj90kc9zWjApWVivKoev1qkiW7aspfZSSx2ckDH0poiKhd/8Izz35roooQwGVwo68VV1KzSJEZOuCD3zTsJMijgHldMDrUctvtYDGQOTWjZqGiViMrjP6VkWcMupeLbjTpNTntIyJPKEabtzKhYL7Dg8n096roZvc47xWAr2qkDBL/0rnVcbMHkg7cfjV3WLme4e3aaRpMg43ds4ql5T7sEY+WoluXFuxqrmMeYvR+MVdt0by4wvUk5rPtWLDZKMKo6/hxWpZ7nt/lI4AqXoablqPMuUbkkcU2TdAgiLZc4xU8QXauRzjmlMPmrlRl16570Jia0I4mYps9D1/Gtu0iwigjJ7msqKIrKrNjk4Irc01TIpHvTE9hwiVXCkdv1pJF7dgDyK0JLY4X371ka7JJa6S7QsUkDqARSeo46blC5Ty2ZxgkjFecoVSXdnIBr0bWrS2tvD8Op6fq1/OGuTa5uYVjWchNzvEBztU4U7vUe4Hm6bSzA8ZprQlu+xs2ms3UaKJZXkhX5VV2J2j0FaFpq1tLu81thHPPce3vXPq/O4jK5Ix/WpIipldiPlUcCuyjja1JWT0OWpg6VR3aszrJdRtE8sQpdMiuTvD7WIPp2FRpeyNg7nKtk4LZOR0zWfbssmwE89M+tWoY2VCrLjGcGs5YmcndvUtYanHRIluDM6oAE257gZ/OpIY59mGJVs8FePzoic+Sw79au22CRvG5ieTUe2qd2W6ULbIt2M95b2rRfa5QC2cByBjvxU0w3R4AHocCmxRqhCsOvrU7ITn0AxkVLqz113KhSg7Oy0MeUZRmX7wzWJ4h/1FsoP3sg+3St7R7e01HxadM1C/ubW3nfYssUsUax9yWMnGMZ4HJOBXLeIRLZa1NZTi4/0eeSIJcACRcHHzAcZ9ccelZ8utzTmVrFa2iU3Rz90Ak1dWGPCnPyO+M+lZ0EjeYCpwACDWlb7REsXB2vj8OtDKik1YtojQweXgsSefwrUjjDxqRwwOeTVYIS0RB4b9K0o48ISACGBJpJ3G46tEafOjcd8DFD27PiRRj1GOla0Fmp2jHA/wq6NOwrHqDjNVci2ph2KbJsZ7ZH1rcjhJQHHNVFg2TgEY2tj8K34oQ0Q460yGuhhTwFWGB0FUp0Cx9efetDxS0tnp/mROUfcoBXrisnxDoesaFomlX95Pcia9MnmwsmBAAFKBjj7xDZx2+oNMSdjy5eSK1LX/VxDAweaKKGOJs2kaghhwQ55FaiOYpHZeoXp260UVLLRpQTN9o3ccHdjHHWtiybdMSQOeaKKpCkbkKKbTJHJFVtRjUx7TnAxiiiqRDG6YTt29iK5bUb+bSPFdxe2uzzYpG27xkcrtPH0Y0UUEs4nU0H2i1XsCRUGdyy57ACiis5bm1P4WXYfmiBPfg1p2ahWVB90jNFFQ9i4/GaSoCkhPUAgVchjUMuBRRSH2JHjUITj3rU0hF2Px0FFFUjOW5sSKBF9K57xQijQmfHPmpRRTQHN694lfXIoIZdK062MEaxxSWyOpRFBwgBcqBzk4HJ5rgQfm/GiirMyxB/qn+lT2YBkI7EUUUi0a9v98fhWhOS+1W6DmiipW5XQkHyvHj+Lg1csyTOwPQHFFFUiXsbAAMYJ65qyFH2dhiiilIInJvrR0i/vYzp+n30UsgYx3sHmAMg4IIII6nIzg9wa5vWr241PUzf3khlubmUyyuRjLEjPA6fSiimiBtmB5mwj5d2atRLsuZAuQMk0UVPU16G1uKmPB+6vFXoGIyM/wiiil0H1OksTuBJAzgVvxQoYmOOoooprYT3Me6Qeax75rdsQJFBYdMD9KKKogxfGcSnRWfHzCRMfnXD6jrupX+mQaddXc01vbyPKgkkZiWbGc5PONvHpk+tFFMl7n//Z", "info": {"video_id": "135949", "label": "putting napkin on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "135949", "label": "putting napkin on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "135949", "label": "putting napkin on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "135949", "label": "putting napkin on a surface", "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": "a12c39663384e782d270d39bb32b31ad31dd78d201a0cf41a0a2e3b228dab73d"} +{"episode": 77261, "episode_seed": 1370865080, "split": "train", "timestamp": "2025-10-13T03:40:27.427141", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1370865080, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting cd next to bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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PbPRgUqcnCW7OXGt1YqcdkU5bdbOD7ezBUUOYAOGwFOXPsM9PcDvXFaJpOqX8E8GnwbpNSl8rngIF+Y7vQD19q7zW0a/WOKOTajqICR0CqAxH4lh+Qq7ouiCDwlpa/PHLNHJcu6nBAY5A/Ij8q9WpFztc8qMlC9iCTR9E0HTo4JobZrO1XErzN5bO397d1znsPoKoQ6NpniOQXtncxWlvGrRyxkyHcD0ZGbjJXcMZ461ianaPYzP/AGjaRzTSytGLi/lklVExn5AemQB6nmuslt4n0nS7DT0usXF5GGFznI+TqM9F+VvwxUSjGWlik5LdmjrWm2un2NhBa7VVQwKDqOh5+uaxDHjpmui8TRyQ3USqoMBBZHJOWPfjoB09+vtWHgnvXgYvSqz3MI/3MSER5PWrMcJ2dKjGd1XrSN7h9inaByzYzgVzpOTsjoclFXZU8k4IIqG2gMLTSMeScKPpzn+VdLHYWEs3kC6zKBkgSDP5Vj6haPbXTIjlwOQccMD6/wD1v16V24am6NRTnsctep7am4Q3GahYrO1utsF8+4AcLt4XI5J9q4bxZbiVrPTLc7y0pO/sxJ259skY99ue9egpKgtnaLKu0RiBP3lJIA59v8K57TNI/tLxdp27JiSRm24+6kY+UfTlK953cPI8NW5vMr+HfDct9enWdVtwLSzQQWsbjId1AXOO6jHfgk+1aN9caFZXItr22s5ruQjPluwcoSMnCfdIGTz6dKk8RaZcSWjSWz3KqZCzRQzMn7vcehH48YrE0ODT5dZkhms1tfIDoqWhczMRglpG9M+vpUcsYrltcOZyfNex1Hh7wnYWFwtzc3sVyUV3jwCu0E53MDyGOV+mK8z0PxE+lv8AZrvdJaZ4I5ZPp6j2r17RImvPEXiC6IJiTEMWeC+VDAfljJ9TXiclmXJwOa48RCPwvY7sK5XbR6VazQXtus0Eokiboymuc1HW5l1H7PZMgEbYZmG7efT2FcxaXeo6MZWtHKrIpVlPI+uPUetR6dM4nWSUErnk1xxw0U290d3t5NpWsel6RNdPYRPeBfNb5sqMZGfSr13bNPEuw8sQB+NZuia7ZWMZFzI8iSbVBxu2Dv8AQAjt610eo26QbWhb925+76H1Fc1SlZ8yN1V1USpZCGd5rd2Xy0j8wO3QbeM1ly2y28P252CxKzNCuMMdoJLn0A/z1qzBtiuW8xWYMCASBjHXBx2z0/I9sx60rXiQxI+1WQQEg8BcZPHuSv5CvoqM1NXg9GfP1YODtLdHB6Np2p3n2oafbGSXUn+zKM428hjn0GMZJ9DXoa6HpOgaVHbSx2r29soNy8x2GVu53Hkc9B6YxUugaKsPhLTzh0kuWluXdThghzj/AMdK1yuq2klhcyvf2yXMjy+XHPfyu8UanPzKp4HAPr7VMYxj7zV7kuTei0sa0Ol6X4lkSfTriCxjg3K3+sKupHyupbowywxnnAPrVL4k6Xaafp2g29kAqhZSVB5/gwT+H8q1zBAnhW3tdNjui1zPboVlBAOcgbAeQuR+VWPiDoclzJpqQqWSNG+fPU4UdPTj/OKwr2jHmOrC+9USPKLOW6tZMwMR6qRkH6g112keLodPMaX1nJGq/wAUGCP++T/jUumeHDHNuuVwoHTIFaEukWd0m3yRt9R1rzpzjJXZ6nKk+U6JdYttatVks5jJH3BBBH1BqEwkgg1X0yyj0+DZGMe9X95x1rhqO8tDeC5VZGYsJg86Qnv8o+nOf5VPqFis8lstsF8+4AkC44UEck47U65iZuVyfUdiO4Pf8v16VOjx/ZnEWUeSPyQTwy5IXr6gfhXu5fUTpJR3R42OhL2jctmed+K7cXE+n6XbHfuckNnhtzYyOwyf0Ge9bvhzw3LfXT69q9sFhiUQWkTjO5lG0sR3AxgZ6n6VY0jRzqPjLTpZBuiXzJSuB8qIMKPp86/lVrX9JuZLZHge68tn3SQxTun7skkdM8dsYrrlBc7lLocSlpZdRl2/h63uhY3UNsbyU7ZJIJGLop/jCrwCPQ5z+NbHhbwlZ6dcpNeXkE8yR4VkyFjyTzzyCSSeeegrlfDSabJrMrS2YtTbZVY7HeXwrDJlbvnB685ruPD0M01z4hvdgZzctFApJAdkOc5HQdOnvUSindpWGm1o2eRppjNxt5qZdAMo5iJrtUtrdOTHmrLXkUEQW3gRW7s3P6V43t49D3+S/Q5MeHBDFH5kZwe+K27TRNQW5tbWymbynYOIZeYzxwQe3WpWuprkgSPnHQYxWhY+bEcxSNHn+6aj26+1sVy6aG3eWS6VpYiJZZGBARvvFj1/KsMQiUYZAcdj0NXp/NmJllkZ3PVmOTVeMfPjNc86zck1pYuFNKLT1uY2paSmo3VnFdGSO0WUFxGxBxgZ59SBiup8PXlrMuL2ZopmhCRQTIQuzk4DdzyAB/hVWS38xcbj1yCK0rCKOW2W1KojqxK7/ug+o9Bnt2+mK9TBYxzvCb1PLxuFUfegtDjfETvrniOyhijJlhuHbyyOQiqp5/4EP1rrJNO1C38j7MgleIA5Y/x9z/n1rV0Twzb6LdTaje3C3mpMMbgOnoPzxUo1KGBbsF3lY5EOAAFPTJ9T712yrRprmmcUabm7RRzniJ3DW8ElwZJIwQVHRBx+p5P5VibiKvXqbGQnnOaqHFfP1qvtJuT6nu0YKnBRXQar4PSuj8OWkd5DcF3ClGUsM8kf/rrnBjNWrd3jkDo7Iw6MpwRSpT5JczKqQ542Oht/DccN206zM4VmZARzk+p79ayryRZb59jb1X5Aw6E98U+S8u5ozHJcysjdVzgH6461WAKtgcYq6lZNcsdhU6TT5pPUSa2IhfZGC7DgknjnI4/CsfRbJdGmlufNn+0zu6O2CwijAXPHuW/QeldKil0HNMiiWK7SZtxCtnK9R+Hceo/qK6cJjXCSjN6HPisLGcW4LUu395Z2Wgxy2c6XGUEayKewx94duQeO9cl4O0ySa+1C6QMbd7mUq395Q2Bz+JP/AAGuxutCn1WIiykghgkbdcE87h24rSaxstD0WOxsmVBGB87AnJ/D8T+dew5dWeNGPRbmRpsWpwSysVSFNvmPKx43Yxk/mfyFed/2Kd25BnnkV6brV5DdQW8UBkZhlpXYY3N/h6CuWDFeRgV5mKxcZTstkerhKEoRu92c7/YDSHhM0yLwwFaRzHhGPPsa6oX8scZVQmf7xXkVTkvLmUFDISCcniudYhHXyamVa2KadmeOCO8i3DzIXYqfqCO/seK6u/nWQRRorggbnV12lSR90j1qlY2pEiyAlTnNad75lxK88jl3bkk1lUrJxstyo01zJmYIfN+8gOOx6Gs7VNIXU57SGdnhtvNUO0ZOccAnPrgVtRKQ+M1LLb712liPQjtSoYmdLZ6BXoQqbrUseG7u0lKLcz+Qwg8uC3mUqvl5zgN0PGMD8K5nxZL/AG1q9pZxo25LoARnr5aoSxI/4D/nNddYQwy24tXRA4fcA/3c+x7DPbt9MVe0bwpHpupSatq1wl1fgfKFX7oznHueBXvxqqolKOx8/Km6cmpbmV/Z19BDbmOISyIA7BjyHyD+mCKNcluoUtoprhTKFOUXqucEk/Uk/gK6JNRht57ozSNL18tFXgNjqSevOeOn1rjb4HerNyWznNcOOxMXD2cdTuwVCSnzy0KTOT945pqyYPFK5B7VGCN1eSesXY3LcYzU6jjvUFvyRmru30NJgRpkkDBNE1sVjYxxqHbGGOTjGCOPwpxBVqtoheP71VSqypu8XYmpTjNWkrnNaPZR6O8sqyXHn3TSLM4BcRxjAAx15LE8e3pXV6xqVlZ6PDJZzLPG+yPzR2UHncOxxniqsMQgu0nIYgNnI6r2z7j1H9RV678NPrcY8m6igsi264GMl/Svew+J9rT03W54WJw/s6nkzkfA+lTNb3V4gbypJZHjJ/i+Yhc+vAb866/TotRsxKZnW1gQZMnXk4BP1wD+JrYuIbLSNNt7KyYRRQFQp25z07d+B3rM1y6hvjAluH2IvzM55Zj1Jp1sTGjBrdk0qEqsl2OJa/tOn2iL/vqo2vrQ9LiMn61oReG7YctPMc8HpRLYxWFu7ISQgJJNfPc8Oh79pGfb3FsXJEgP0zW3aXNvgZfH/AT/AIVueGdKF1Y2t1PLKkjoH2RthRn+fFejaXo9uiBhJNn0LV1xwspq6OaeJUHZnlJngdCA5P8AwE/4Vn/a4ElxvP8A3yf8K96OnQlCu6TB/wBqvNPFV7P4e1VYbZAyOwA8wknr9airhXTV5Do4n2j5YowkmiKg7j+KN/hVuFlDB92O4ODXS6frd5LcwxNhUfO4gnoATVuXXbiOWSLCkKxGckVlyxjrctuctLHF28qWJcJeSyK2SqPINqfTjJ/E1AZoV6zx/UtXYTa3dMg/eOCM8h+TXFx+INX1Dxldaaddu7SHMhhWMb8sqbgvPQcHk1reWIdnK5jy+wV1Ep6lPBmIiaM5z/EKoGeHvLGP+BCqJudS8XBDqOoSTfZxlPMAbG7rj8qefDkUZDGRXyOnljrWMoxhLlbN4SlKN7Fj7Rb5/wBdH/30KsR3NupGZ4wPdxVTTdKjudSazWONdke9pDGDjJwBiuvsPDFujIrtG5GASYFGa0jRc1dClV5HZmL9qtuP9Ii/77FMlubdTn7RF/32K9M03wvp0pVWgtyT626H+lQeKPCVraaebuJIzs/5ZrAqj+VVLCSiuZkLFRcuXqcNa3lsyY+0Q/8AfYq2kkLHCyxMT2Din6JrkG6WMaZCCjbchV5/8drq7a+gksFvGsbYEuV2+UueDjrisVCPc2lKS0scrJ+8gVYb4QMrbgyFW/Agnn6U2e6aaCON5g205Z2KjcfoDx3rqpNStZCP9AgwOzRIw/lXN+LNVaz0WSW0hghk81ArJbxAgE8jO2t41pOPsubQ5nStL2nLqUd8WCPOi/77Fc+by2P/AC8Rf99ir+qanJBo0Wo2GqXEu64+zhp7SJBNhMs8fy52qSFO71HuBWi8Lw87rl/m6/IKzq01StzM1o1HUvZFc3lpj/j5iz6bxTIrm0Lk+fF/32Kty2UWnW7uAHCAkkqK6vw7oourS3upZGiZ4wxjVRgZGecilTj7R2iXOTgrswrS7s8DNzCP+BirTXVoykC5i/BxXqmm6DbogPmM3sVFaR0e3Kbeg9doz+ddH1KbOZ4yKZ4UL60WXBuos/74rQW6tWAIuYf++xW94muj4d1MQx26zKzAAyNz1rUsNamluIYTDGiyEgnrjAJ9Paub2aTsdPtJcvMkcxDLCGV/OiHcHcKbbzizmdv7RMyMSyxM6bV/4F94/Su1l1oxSPF5EZCnGRx/Sqc2qMU4iRSD1CJn6fdq6dZ0rqMrGNSk6jTlH8TkTPDnLXMOe5Mg/wAazNUurZfKzcw85/5aCrsPiC4vPGk+mXWp3FpavNsjaNoUWPoTuLrjGM8dScCsW7S91vU7u01G5uf9BlaNEmRA68kfMF4zwOnFEqNo87eg4VW58liBry05zcxf99iovttpn/j4ix/vir39gQR4bzGY9DlRU+l6YtzrC2S/KoiMjOAMjkADp71ELSdkdEm0rsr29/aKRm4iH/AxV8ahZcf6VD/32K6210CC0CATyvjuwXP6Cuo0zTbeRlVh1P8AdFdCwknoc7xKWp5TNfWikN9pjwf9qrVpqFo64FzH/wB9V6R4o0CJNMe6iZy8fO3oMfhXG6F4iuN0yC3T5WxkMcmsalH2cuWRdOq6keaKKiTwOSqzRsfQNTpmjeOLy7/yWRtwMbrn6YPBFdpBrMracl26JvZiNmOgBI6/hTG1yRiD5KjHUZBB/MUQl7KV4ysyJxlVVnG6ONmvElSNWuYyqD7zyqSx9TjiofPt+n2mDPp5grU8V+IL6y0WSa1neKTzUAZdvAzyPu1ga1qHivRdH029utTu1muy/mRmMDycBSoJ2/eIbOO351qoSrXncjn9jaHKXphjGKy9a406f3AFFFefHdHodTvtHRY7WFVGAEUD8q7KxdgFGeKKK+jobHiV9zUHSvK/igoGr6cR/E65/MUUVjjv4Y8D/F+Rd0dA19EP9hulZs8r/bJef4z/ADooryqmyPTp/ExrOd1ec6nqE2l+Lru9t9nmxytt3DI5XaePoTRRV4T42RivgRL4UUBbsegQD9a3GGVH1oorKv8AxWXR/hom8Mxq2r6k5HO6Nfwwa7CL5ZRiiivTw/wI5cR8Z0+jsTPHn1rR19A+h3YYZxGTRRXXU/hs4Y/xV6nifhxQ1xd57S/0rrpP3WhRBQPvZ/MsaKK8T7LPZn8ZTVyV5xWD4vP/ABTznH/LZP50UVnT+NFVPgZyer+IW1mK3ik02wtzCqxxvbo6lUHRQCxAHOeByea7eUbduKKK6cdujlwezMjXB/oEo/vEA/nXoulxrHAiqOAABRRTwPUvFfCjr7F2wozxitKiiva6HjS3PKviioGrWBH8TLn86t6XGpu4eOisR+VFFeJU/iyPYh/Bj6FO6lcX0wz/ABn+dRsxJ5oorje51I881PVzpniDU0NjY3kUs4Ypdw7wGUcEEEEdeRnB7g1c8O3c+o3mpXt0/mXE7rJI2MZJzRRXfV/3dfI4aX8f7zYYfIfrV7wtEr6/qLHqqRKPpyaKK58H/FR1Vv4bOvuPl6VraKSZo8+tFFe1D4jyp/CbGsKH0e6B6eWa8Z8NAGS7z2mP8qKK4cd/ER04H+HI627/AHWh2pXjJz/Os5ZGK80UV589ztpfCYXjE58OOe/nR/zriLvW9RvtPhsLm6llggdpF3yMxJbHXJ5xjj0yfWiiu3C/AcuK+M//2Q==", 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", "info": {"video_id": "75153", "label": "putting cd next to bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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NSzQDoxABy59AP8B3riNF0zVL5Z49Ptt8mpSeQM8bcEOc+g6ZPtXoOuxNeiOGOTarIIMjoFABP5ll/IVPoWiCHwjpuQ0clwJLl3U4IVs46exX8q9ipFztzHkRko3sRnQ9H0HTI4JorZ7W2UfaHmPlmRu7bjz17enSqEOj6V4kkW50+5hsoYQ6SL+8IZSOHQt/ERuGM+h9axtVtXsJpG1C2S4kkl8pZ7+Z5I40IJyqnpwPc+ldMYIB4csrHTVuS1zdQKVnyBypGVzyFyp/DFS4xlokNOS1bNXV9Ns9P0+wgtNqqoYMgPI6HJ/P9KxjHjpmuk8URtDPboigwhPlfJyzYAPHTHA9+vtWDgnvXgYvSsz3MI/3Mf66kIjyetWY4Ts6VGM7qvWkb3D7FO0DlmxnArmScnZHS5KKuyp5JwQRUNtAYWmkY8k4UfTnP8q6WOwsJZvIF1mUDJAkGfyrH1C0e2umRHLgcg44YH1/+t+vSu3DU3RqKc9jlr1PbU3CG4zULFZ2t1tgvn3ADhdvC5HJPtXDeLLcStZ6ZbneWlJ39mJO3PtkjHvtz3r0FJUFs7RZV2iMQJ+8pJAHPt/hXPaZpH9peLtO3ZMSSM23H3UjHyj6cpXvO7h5Hhq3N5lfw74blvr06zqtuBaWaCC1jcZDuoC5x3UY78En2rRvrjQrK5Fte21nNdyEZ8t2DlCRk4T7pAyefTpUniLTLiS0aS2e5VTIWaKGZk/d7j0I/HjFYmhwafLrMkM1mtr5AdFS0LmZiMEtI3pn19KjljFctrhzOT5r2Oo8PeE7CwuFubm9iuSiu8eAV2gnO5geQxyv0xXmeh+In0t/s13uktM8Ecsn09R7V69okTXniLxBdEExJiGLPBfKhgPyxk+prxOSzLk4HNceIhH4Xsd2Fcrto9KtZoL23WaCUSRN0ZTXOajrcy6j9nsmQCNsMzDdvPp7CuYtLvUdGMrWjlVkUqynkfXHqPWo9OmcTrJKCVzya444aKbe6O728m0rWPS9ImunsInvAvmt82VGMjPpV67tmniXYeWIA/Gs3RNdsrGMi5keRJNqg43bB3+gBHb1ro9Rt0g2tC37tz930PqK5qlKz5kbqrqolSyEM7zW7svlpH5gdug28ZrLltlt4ftzsFiVmaFcYY7QSXPoB/nrVmDbFct5iswYEAkDGOuDjtnp+R7Zj1pWvEhiR9qsggJB4C4yePclfyFfRUZqavB6M+fqwcHaW6OD0bTtTvPtQ0+2MkupP9mUZxt5DHPoMYyT6GvQ10PSdA0qO2ljtXt7ZQbl5jsMrdzuPI56D0xipdA0VYfCWnnDpJctLcu6nDBDnH/jpWuV1W0ksLmV7+2S5keXy457+V3ijU5+ZVPA4B9fapjGMfeavclyb0WljWh0vS/EsiT6dcQWMcG5W/1hV1I+V1LdGGWGM84B9a1deTS9Cs9KtInWJZFchc/7vJ/A/pVQwQJ4Vt7XTY7otcz26FZQQDnIGwHkLkflWf8AF60aFtHRBlAknz5PJAQHj04HPvXPiKSlBra504ebVRPcvx7XAKNkHuK57xDqLROLSGRkY8synBFcvp2v6jpZwrGSP+45qo9/c3t69xJy5OSK8+nhnGV5bHpSr3SSO+8N+e0Ujz3TyknAV2ycetdNHGWUiuY8HTw37LbAhJ0yTnuveu+itLEuLcXZ87HIEgz+VY1KLlK6NVXjBWZzghNu00xbqcKPpzn+VWb+xW4ktlttnnzjzApHCgjkn2pdTtngnaMMXA5BwMMD6/8A1v16U+GZDbskZKPLH5IJ+8MkL19h07V62BklBQW6PKxsW6jm9mcF4rthd3OnaVbHeNxKt2O5uo9ATn8BnvW/4e8OSXl3N4g1e2AQDybKKRc5I+UuR3AxgZ68nsKn0PSDqHjGyuJctHGksxXAwqoNqj6fOPyqx4g0m5kt4Wha6aFmzLBFO6YQkkdM8dBiuqUFzOT6HGpaJLqRXT+H4rk6dNFbreS/LLLbyMzJnOHCLxkHHy859q2/C3hKz064El1dQTTpGFDxk7Y859ecklj+Ncz4SXTpNXkkktBbGEhUjsN2VCv1lbvnB6811/h22uZoNZvQitO146woSQrlCRk45C59OeDWc4p3aVi4t7NmK88j8sxI9KiL808kY6VExHpXzR9ITRynirSc84NU4jk8VoxAbKTATkEdakWETLhkyPQ0pU4zToMlsZpRk4u6BpNWZh6to6andWsVwzxWvmrv8skHHGefUgYro/D11aTYW7nMMnkCOG3mXauzrgN0PbAH07Uye23jG4g9QR2NXLGGKa2Foyqrq2VDn5QfY+mfy+mK9rBYxzvCb1PIxuFUbSgtDi/FMv8Abeu2dtHGxeO6J8sjny1TJyPqP1rrDp2oW8cBhj82SIBzuPR85J/Qj8a1dE8KxaTfy6pqdwt3qOOML0HXH6CrSalb2z3XmSNKefLVVwA2MZOTz/Ie9djqxprmmzhjTc9IHN+ImmUWsM84eWNSDGP4OnJ9yc/hisPcRV++UqyM3JbNUzivn69X2lRz7nv0IezpqPYar4PSuj8OWkd5DcF3ClGUsM8kf/rrnBjNWrd3jkDo7Iw6MpwRU0p8kuZlVIc8bHQ2/huOG7adZmcKzMgI5yfU9+tZV5Ist8+xt6r8gYdCe+KfJeXc0ZjkuZWRuq5wD9cdarAFWwOMVdSsmuWOwqdJp80nqJNbEQvsjBdhwSTxzkcfhWPotkujTS3Pmz/aZ3dHbBYRRgLnj3LfoPSulRS6DmmRRLFdpM24hWzleo/DuPUf1FdOExrhJRm9DnxWFjOLcFqXb+8s7LQY5bOdLjKCNZFPYY+8O3IPHeuS8HaZJNfahdIGNu9zKVb+8obA5/En/gNdjdaFPqsRFlJBDBI264J53DtxWk1jZaHosdjZMqCMD52BOT+H4n869hy6s8aMei3MjTYtTgllYqkKbfMeVjxuxjJ/M/kK87/sU7tyDPPIr03WryG6gt4oDIzDLSuwxub/AA9BXLBivIwK8zFYuMp2WyPVwlCUI3e7Od/sBpDwmaZF4YCtI5jwjHn2NdUL+WOMqoTP94ryKpyXlzKChkJBOTxXOsQjr5NTKtbFNOzPHBHeRbh5kLsVP1BHf2PFdXfzrIIo0VwQNzq67SpI+6R61SsbUiRZASpzmtO98y4leeRy7tySayqVk42W5Uaa5kzMEPm/eQHHY9DWdqmkLqc9pDOzw23mqHaMnOOATn1wK2olIfGallt967SxHoR2pUMTOls9Ar0IVN1qWPDd3aSlFuZ/IYQeXBbzKVXy85wG6HjGB+Fcz4sl/trV7SzjRtyXQAjPXy1QliR/wH/Oa66whhltxauiBw+4B/u59j2Ge3b6Yq9o3hSPTdSk1bVrhLq/A+UKv3RnOPc8CvfjVVRKUdj5+VN05NS3Mr+zr6CG3McQlkQB2DHkPkH9MEVzvxEt7iZdLiuJQ8kavmNf4c7SSfqc/gK9ETUYbee6M0jS9fLRV4DY6knrznjp9a4rUYFlkR5QWJJ61yYnFQSUEdmEw8ubnZ54ukNJjCZq5Z+GWebIiOcc12MH2SA7mg3EdBnFMm1Kbd+72RqeyL/WuJ110PS5DDsNCw7vCZIpo/mDRnDL712HhjQ76WM3d83mAOzJIAAS3+0Kx4FaRgx65znvW3FLcmAwm4kMZ6rng1Drxt7yG4X2Ir9w963lnei/KGHQ+tVXtyiExRqHPRucjnPrjtViVNrYqWNS6DmsI15xnzxdmaSpQlBQkrowdEs49I81la5E100guJF+fZGMADHuWJ/L0rrtZ1SyttLhe0lWaGQojSj+FQejDscZ47ZqlbRLBeJOVLANnI6r2z7+4/qK0Lrw0NbRf9MjgsS2Z0A+aTNe5hsT7WnputzwsTh/Z1PJ7HK+B9IuBps10qkLIXkiJ/iJJCn8l/8AHveuqsY76ximM8gtYE/iXknPUj3OPzNbN4LTTbO3tbNvJihYBcLnP0/ADrWRrdzFfTRLbh1iRMfOckt3JPqaK+JjSg11FRw7qyT6HGteWp/5eIv++xUT3loP+XmLP++KsxeG4Qfmncg/7Iok0yG1id87hGCSSB2rwVKB71pEEN7ag/6+Lj/bFacGoWW3m6iH/AxW3ofh5Liwt7uaWSNnjDmNVXAyM4ORmuo07TYY2C5Y89wD/SuhYaTOd10tDg1vrN1IFzEfo4qOLUbRZMfaYv8AvqvaLfRbaa26lc+gGfzxXnPiJ5PDmr+VFH5qs4AMjHkUquGdNXkFLEe0fLEoC8tWUH7RH/31ViKaEMH86MdwdwrpNP124muIIWjRFkJBbOcYBPp7Vel1t45Xi8pGCnGc4rLljHW5Tc5e7Y4q3uBZyMV1AzKSSsbSptX8ep/GoPOgX71zDnuTIK7ObV5WTgBSDnIC5/8AQa4pNe1TUPGV3ph1i5tIcyGJURWyypuC9OBwTk1vzSxDs5GHL7BX5SjqU8GYiJ4jnPRwaoGeHvLGP+BCqTXGoeLAh1C+aT7OMoHQHG7rjgelOPhyKMhjIr5HTyx1rCcYwlZs6ISlKN7Fj7Rb5/10f/fQqxHc26kZnjA93FVNN0qO51JrNY412R72kMYOMnAGK6+w8MW6Miu0bkYBJgUZq40XNXQpVeR2Zi/arbj/AEiL/vsUyW5t1OftEX/fYr0zTfC+nSlVaC3JPrbof6VB4o8JWtpp5u4kjOz/AJZrAqj+VVLCSiuZkLFRcuXqcNa3lsyY+0Q/99iraSQscLLExPYOKfomuQbpYxpkIKNtyFXn/wAdrq7a+gksFvGsbYEuV2+UueDjrisVCPc2lKS0scrJ+8gVYb4QMrbgyFW/Agnn6U2e6aaCON5g205Z2KjcfoDx3rqpNStZCP8AQIMDs0SMP5VzfizVWs9FkltIYIZPNQKyW8QIBPIztreNaTj7Lm0OZ0rS9py6lHfFgjzov++xXPm8tj/y8Rf99ir+qanJBo0Wo2GqXEu64+zhp7SJBNhMs8fy52qSFO71HuBWi8Lw87rl/m6/IKzq01StzM1o1HUvZFc3lpj/AI+Ys+m8UyK5tC5Pnxf99irctlFp1u7gBwgJJKiur8O6KLq0t7qWRomeMMY1UYGRnnIpU4+0dolzk4K7MK0u7PAzcwj/AIGKtNdWjKQLmL8HFeqaboNuiA+YzexUVpHR7cpt6D12jP510fUps5njIpnhQvrRZcG6iz/vitBbq1YAi5h/77Fb3ia6Ph3UxDHbrMrMADI3PWtSw1qaW4hhMMaLISCeuMAn09q5vZpOx0+0ly8yRzEMsIZX86IdwdwptvOLOZ2/tEzIxLLEzptX/gX3j9K7WXWjFI8XkRkKcZHH9KpzaoxTiJFIPUImfp92rp1nSuoysY1KTqNOUfxORM8Octcw57kyD/GszVbu1j8om5h5z0cGrsPiC4vPGk+mXWp3FpavNsjaNoUWPoTuLrjGM8dScCsmeO81vU7yz1K5uv8AQZWjRJVRXXJI+YKMZ4HTiiVG0faN6DhVbnyWKZv7QnJuI/8Avqonu7ViMTIR7Vr/ANg20W1xLIzDjnFP02Ez67HZD5UEbSOwPI6AAfnWcGpOyN3zJXKtpcW4K/P+hrYjubfaMSc/7p/wrutG0O3UInnXDAdy/NdfDpkCIAGkOOmWrrWDnJHJLFqJ4fdzwjDFzg/7J/wpbS6hcYDE/RG/wr1vxJpsa6bJcx7zJGCQCxxXBaN4mvpnnXZGNj4BUsP61z1KCpy5ZG9Ks6keaKKEbo52qST/ALp/wp86xukRF3JA0Z3K0ZAP/jwINdnFrVz/AGbHcuQZGYjbzgDJA/lUTa/csQ3T2DHBpRl7KV4uzJlGVVWaVjkJ7tJVQGYbUGAWfJPuTVczwHI8+PI7bq0/FXiPUrLRXltbuaKUSoA6v0GeRWDrWpeLtE0bTby61e+WW7MhkiIx5ONpUMcfeIbOO351oqbrXnczc/Y2hYtSADbis/VQP7OuR6gD86KK4o7nodT0ayiSOyQKOigD8qfbsRcYz3oor6DseO+p2Onf8ei/U15p8UFC6xYEfxMufzoorPHfwgwX8YuaPGrXcQx/AxqpcSv9tmGf4z/OiivJnsj0afxMbuJPNecapfzaX4vvL222+bHK23cMjldp4+hNFFa4T42TivgH+FlAW7HoEA/WtthlR9aKKxr/AMVlUf4aJvDMatq+pORzujX8MGuwi+WUYoor08P8COXEfGdPo7Ezx59a0dfQPod2GGcRk0UV11P4bOGP8Vep4n4cUNcXee0v9K66T91oUQUD72fzLGiivE+yz2Z/GU1clecVg+Lz/wAU85x/y2T+dFFZ0/jRVT4Gcnq/iFtZit4pNNsLcwqscb26OpVB0UAsQBzngcnmu3lG3biiiunHbo5cHszI1wf6BKP7xAP516LpcaxwIqjgAAUUU8D1LxXwo6+xdsKM8YrSoor2uh40tzyr4oqBq1gR/Ey5/OrelxqbuHjorEflRRXiVP4sj2IfwY+hTupXF9MM/wAZ/nUbMSeaKK43udSPPNT1c6Z4g1NDY2N5FLOGKXcO8BlHBBBBHXkZwe4NX/DN3PqN5qd7dP5lxM6yO2MZJzRRXfW/3f7jhpfxzZb7rCjw2it4iv2I5WNFH0yaKK5MN/ER11fgZ6XphIbjiukt2LRjJoor6Gn8J4lXch1ZQ2lXIPTyzXjPhkAveE/89j/KiivNxv8AER3YH+HL1Orv8x6HZFSRmssSMV5NFFefU3O2l8JgeL2J8Ouf+mqfzri7zXNRvtPhsLq6llggdpF3yMxJbHXJ5xjj0yfWiiuzC/AzkxPxn//Z", 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", "info": {"video_id": "75153", "label": "putting cd next to bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "75153", "label": "putting cd next to bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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iOGOTarIIMjoFABP5ll/IVPoWiCHwjpuQ0clwJLl3U4IVs46exX8q9ipFztzHkRko3sRnQ9H0HTI4JorZ7W2UfaHmPlmRu7bjz17enSqEOj6V4kkW50+5hsoYQ6SL+8IZSOHQt/ERuGM+h9axtVtXsJpG1C2S4kkl8pZ7+Z5I40IJyqnpwPc+ldMYIB4csrHTVuS1zdQKVnyBypGVzyFyp/DFS4xlokNOS1bMn4j28WhW/h46Y4ieITZVT0+4eR7g1W0PxFa6oFhc+TdnrGejf7p/pWv8WbYibS41QGEI+18nLN8oPHTHA9+vtXmEljICGTII5BFedXpxm7M9PDSlGCaPR9WvI9OszM3zMTtVc4yaydG1LVLu8jBaJ4fmZ8R4OMdK5G+1TUb028V05YRLtU45PufU1v6DdrEAHdo3XqM43Y5x+IzXOsOow11Z0xrOUjvYf3gK5+lVPKNs00rHnOFH05z/ACrX069sNchlEJZJYMLuK7T7N7g4rNvEdgc5LAkMB0PY++Pp+vSooJUa0ZSegV5OrSlGK1Jb+zS5a2FsE+0XAEgXHCgjknHauH8V24nkstLtjvLyEh88MScZHYZI/TPeu6gmX7OwiyjvF5QJOGXJCjn2/KsbSNI/tLxhpzSAtEjPIVx91Ix8o+nzJ+Ve+7uHkeHopeZD4d8OS394dc1a2AtrZBb2kbjIdlAXcR3Axxngn6VfvJtAtLsWd3BavdyEB2hkbeEPG4KvAI64Oc4qbxDpVzLaiS3e5CM5Z4oZmT92SfTt7YrG8PxadJrEqzWS232cMiR2O8y/KQSZW9DjvzkVHLGK5bXDmcnzXsdP4Z8JWdhcpPdXkNzIiFlZAVCZJO4huQxJHXpgVh2d9a3y7oZQ3qM11eiW0t1qXiK7ZScTmKIZx5hXn8Bjbk+ua8Hje5tJvMhdkYHsa4MVQUrJPY9DB1HG7seqXUq2tq8zk7VGa4+K7vL2/wBy3ksau4yobgCsu+8S395YpaSgAA5Zh1anaPe/ZLqJ50ymcn3Fc0KHJFuW51+25pWWx6fACVUZ3Ecbh3pby0eWNVX7zEKPxq7pNraNYR3MtyFgIyhDY4PTJq3eWURsftFtcF1xkDduBHsa5vYSvdG31iN7GbaJDO00DsuxE8wO3QbeM1lS262cH29mCoocwAcNgKcufYZ6e4HerkBWKdhIrEMCASBjHXBx2z0/I9sxa2jX6xxRybUdRASOgVQGI/EsPyFfRUZqavB6M+fqwcJWnujg9E0nVL+CeDT4N0mpS+VzwEC/Md3oB6+1ehSaPomg6dHBNDbNZ2q4leZvLZ2/vbuuc9h9BU+i6IIPCWlr88cs0cly7qcEBjkD8iPyrjtTtHsZn/tG0jmmllaMXF/LJKqJjPyA9MgD1PNTGMVq1e4nJt2Wljbh0bTPEcgvbO5itLeNWjljJkO4HoyM3GSu4Yzx1rota0210+xsILXaqqGBQdR0PP1zWdLbxPpOl2GnpdYuLyMMLnOR8nUZ6L8rfhitjxNHJDdRKqgwEFkck5Y9+OgHT36+1ceMilRbX9anXg3++X9dDnTHjpmgR5PWpsE96QZ3V4Z7dySOE7OlJ5JwQRVu0je4fYp2gcs2M4FakdhYSzeQLrMoGSBIM/lWsKM56ozlXjB2ZzVtAYWmkY8k4UfTnP8AKrWoWKztbrbBfPuAHC7eFyOSfan6haPbXTIjlwOQccMD6/8A1v16VKkqC2dosq7RGIE/eUkgDn2/wr28FK1NQW6PHxqbqcz2Z594stxK1nplud5aUnf2Yk7c+2SMe+3Petjw74blvr06zqtuBaWaCC1jcZDuoC5x3UY78En2qxpmkf2l4u07dkxJIzbcfdSMfKPpylXfEWmXElo0ls9yqmQs0UMzJ+73HoR+PGK6pQvK76HIpWVl1I7640KyuRbXttZzXchGfLdg5QkZOE+6QMnn06VpeHPCdhYXUdzc30VyUDPHgFNoJzuYHkMcr9MVy2hwafLrMkM1mtr5AdFS0LmZiMEtI3pn19K7vQ4mvPEmv3RUmJCsMWeC+QGA/LGT6monFPVKxSbWjZjPPI/LMSPSoi/NPJGOlRMR6V8yfSk0cp4q0nPODVOI5PFaMQGykwE5BHWpFhEy4ZMj0NKVOM06DJbGaUZOLugaTVmYeraOmp3VrFcM8Vr5q7/LJBxxnn1IGK6Pw9dWk2Fu5zDJ5Ajht5l2rs64DdD2wB9O1Mntt4xuIPUEdjVyxhimthaMqq6tlQ5+UH2Ppn8vpivawWMc7wm9TyMbhVG0oLQ4vxTL/beu2dtHGxeO6J8sjny1TJyPqP1rrDp2oW8cBhj82SIBzuPR85J/Qj8a1dE8KxaTfy6pqdwt3qOOML0HXH6CrSalb2z3XmSNKefLVVwA2MZOTz/Ie9djqxprmmzhjTc9IHF+NLOW7+wQXE4eWFWBRR9zOOT7k5/ACuVGiNtwU59a669UhkY8k5zmoEuGjORjjsRXjzxSlJto9ujR5IKJy0vhkyoAY+Scg1K3h6JGUSny3zj8a6K41K4LZVlQdQFUAVVCyXcu6Q7jS9uaqJc0GZbdbmOe0ETRgFriLLLL6A/3T7dPpSHczEleSc4rStRJFYyW4lby5CCy+uOlVZIyrVz1qqlZIulBRbZXa2KIxjjUuw4Jzx07dO1Z2i2aaPNLOslx9ouXkWVwCwiiAUdPctnj0HpXQRoWTrRBEsN2k5DEBsnHUe/v7j+orqwmMcJKM3ocmLwsZxbgtTQ1TUrKz0OKSymWdWVIxKOwBH3h2PB4rlfBelySNe3iA+RJPI0bE/fAYhcnv0ausufDsutw4t7mG3tGbdc8ZL+gxWxLbWWjaVDY2DLFHDtAYrnPT8+Aa9hz6vY8dR6Lcx9Ph1G1ExkKW0SjcZT03EAE/kD+OK8cXTSzH5TnPevatcu4r1YIrfzNqqS7P1Zj3rj0trdOTHmvNr4uM52WyPVwtBwjd7s4pdAMo5iJrSHhwQxR+ZGcHviusa8igiC28CK3dm5/SqbXU1yQJHzjoMYrndfsdShYitNE1Bbm1tbKZvKdg4hl5jPHBB7da7C8sl0rSxESyyMCAjfeLHr+VYlj5sRzFI0ef7pq7P5sxMssjO56sxyaiddJXS1H7PmeuxREIlGGQHHY9DWZqWkpqN1ZxXRkjtFlBcRsQcYGefUgYrZjHz4zU0lv5i43HrkEVnQxM6Wz0HXoQqrValrw9eWsy4vZmimaEJFBMhC7OTgN3PIAH+Fcr4id9c8R2UMUZMsNw7eWRyEVVPP/AAIfrXZWEUctstqVRHViV3/dB9R6DPbt9MVf0Twzb6LdTaje3C3mpMMbgOnoPzxX0EaqqJSjsfPypunJxluZUmnahb+R9mQSvEAcsf4+5/z61W8RO4a3gkuDJJGCCo6IOP1PJ/KujGpQwLdgu8rHIhwAAp6ZPqfeuPvU2MhPOc15+OxUXH2cdTuweHanzy0KO4ilV8HpTjimjGa8k9U6Pw5aR3kNwXcKUZSwzyR/+urFv4bjhu2nWZnCszICOcn1PfrXPW7vHIHR2Rh0ZTgir8l5dzRmOS5lZG6rnAP1x1rpjXioJNaowdFuTae4y8kWW+fY29V+QMOhPfFQTWxEL7IwXYcEk8c5HH4UoBVsDjFXEUug5rONecZ86dmayowcFBq6Oa0WyXRppbnzZ/tM7ujtgsIowFzx7lv0HpXX395Z2Wgxy2c6XGUEayKewx94duQeO9Uooliu0mbcQrZyvUfh3HqP6itG60KfVYiLKSCGCRt1wTzuHbivcw2J9rT81ueJisP7Op5M47wdpkk19qF0gY273MpVv7yhsDn8Sf8AgNdZpkWp280rFUgQDzWlY8bsAZP5n8hWu1jZaHosdjZMqCMD52BOT+H4n86o61eQ3cFvFAZGIy0rsMbm/wAPaqrYiNGDvuTSoSqyXY4try1P/LxF/wB9ionvLQf8vMWf98VZi8Nwg/NO5B/2RRJpkNrE753CMEkkDtXzylA9+0iCG9tQf9fFx/titODULLbzdRD/AIGK29D8PJcWFvdzSyRs8Ycxqq4GRnByM11GnabDGwXLHnuAf6V0LDSZzuulocGt9ZupAuYj9HFRxajaLJj7TF/31XtFvottNbdSufQDP54rznxE8nhzV/Kij81WcAGRjyKVXDOmryCliPaPliUBeWrKD9oj/wC+qsRTQhg/nRjuDuFdJp+u3E1xBC0aIshILZzjAJ9Par0utvHK8XlIwU4znFZcsY63KbnL3bHFW9wLORiuoGZSSVjaVNq/j1P41B50C/euYc9yZBXZzavKycAKQc5AXP8A6DXFJr2qah4yu9MOsXNpDmQxKiK2WVNwXpwOCcmt+aWIdnIw5fYK/KUNUurZfKP2iHBz/wAtBWabu173MQ/4GKbBPf8Ai0f8TG+lk+zgFAVU43de3sKuf8I9BCVk85nPTBQVzzUYSszphKUop2KEl1aH/l4iI/3xVy0urNWGbiIf8DFWtLthc6yLFUCqsRkZwo45wB0969G0fw7CoRGuJGwPvFVyf0rWnRlUV4kVKvs3ZnDpd2ewf6VD/wB9iq93dWq4b7TEAf8AbFe1xaLbIg74/wBkVl+I9Iii06S6jDFowTtHAP5Vc8HOKuzKGMi5cqPKLW+tGGBdRf8AfYq7HNA52pPEx9A4rT0fxHLLJMi2kS7GxkHr+ldNDq7tpyXbRRbi5Xbj0JHXHtXPyRte50SnNO1ji5jHJFGI9QEDI24NGyk+4weDRLeJJFGjXSMEHLvIuWPrxwK7B9a3kH7OnHYgEH8xXM+K9eu7LRZJbV/Kl81ArKiDAJOR92tVVlKKpc2hg6XLL2nLr6mcZ7fBH2mDP/XQf41zb39pyPtEX/fQrX1TXLyDRYtQsdcvpQ1wbfdPBGgnwmWePjO1T8p3eo9wKkXhu3HLzzHd16VNSmqXxPc0pVHUvZGe19aHpcRk/Wi3uLYuSJAfpmtCWxisLd2QkhASSa6fwzpQurG1up5ZUkdA+yNsKM/z4opR9o7RLnJwV2Ydpc2+Bl8f8BP+FXDPA6EByf8AgJ/wr1bS9Ht0QMJJs+hatQ6dCUK7pMH/AGq6PqM2crxsU9jwX7XAkuN5/wC+T/hWkk0RUHcfxRv8K3fFV7P4e1VYbZAyOwA8wknr9a09P1u8luYYmwqPncQT0AJrl9nFOx1OpJxUkjmoWUMH3Y7g4NR28qWJcJeSyK2SqPINqfTjJ/E12kuu3EcskWFIViM5IqpNrd0yD944IzyH5NVCq6aajKxlOk6jTlFHHmaFes8f1LVn6lPBmIiaM5z/ABCr0Pia/u/Gs2mXWt31pbPNsjaOeNFi6EljIMYxnjqTgVz2prqev6pc2upXty/2CZkRLpVLrk45xwD8ozjinKhaHO3oKFVufJYkM8PeWMf8CFM+0W+f9dH/AN9Cq58ORRkMZFfI6eWOtS6bpUdzqTWaxxrsj3tIYwcZOAMVEFGTsjZuSV2W47m3UjM8YHu4q19qtuP9Ii/77FbVh4Yt0ZFdo3IwCTAozXX6b4X06UqrQW5J9bdD/StlhJy2MniYx3PM5bm3U5+0Rf8AfYq5a3lsyY+0Q/8AfYrufFHhK1tNPN3EkZ2f8s1gVR/KuU0TXIN0sY0yEFG25Crz/wCO1lOjyO0jSFX2keaKGJJCxwssTE9g4qST95Aqw3wgZW3BkKt+BBPP0rqra+gksFvGsbYEuV2+UueDjrimyalayEf6BBgdmiRh/KnCXspc0ZWZE4uorONzlZ7ppoI43mDbTlnYqNx+gPHeq++Lp50X/fYq94s1VrPRpJbWKCGTzUAZLeIEAnkZ21g60+v6JpGm31zO6z3ZffGbZB5IAUqCdv3iGzjt+da8kq958xlz+xtDlNCQAbcVn6qB/Z1yPUAfnRRXBHc9HqejWUSR2SBR0UAflT7diLjGe9FFfQdjx31Ox07/AI9F+przT4oKF1iwI/iZc/nRRWeO/hBgv4xc0eNWu4hj+BjVS4lf7bMM/wAZ/nRRXkz2R6NP4mN3EnmvONUv5tL8X3l7bbfNjlbbuGRyu08fQmiitcJ8bJxXwFrwaoC3o9AgH610Dcow96KKwxP8Vl0P4aHeFo1bXdRc9R5aj6cmvS9MJVuKKK9XBfCjixfxM6KBi0YJqvq6h9Iugenlmiiuyr8DOCHxr1PGfDIBlvM/89f6V1d1+60O32cZOf50UV4X2D25fxDNWRmXmsDxgc+HXOB/rU/nRRWdP+Ii6nwM5LV/ELazFBFJpthbmFVSN7dHUqg6KAWIA5zwOTzXbSjCriiiunHbxObBbMy9a406f3AFd9o6LHawqowAigflRRRgepWK+FHZWLsAozxWoOlFFe30PGnueV/FBQNX04j+J1z+Yq7o6Br6If7DdKKK8Sp/FkevD+BH0M2eV/tkvP8AGf501nO6iiuNnWjz3U9XbTPEGpobGxvIpZgxS7h3gMo4IIII68jOD3BqxoN3PqN5qV7dP5lxOyyO2MZJzRRXfW/3f7v0OGn/ABzVYZUfWpvDMatq+pORzujX8MGiisML8Z1VfgZ2EXyyjFdPo7Ezx59aKK9mnueTU2NHX0D6HdhhnEZNeJ+HFDXF3ntL/SiiuDG/xEdeC/hS9TrpP3WhRBQPvZ/Msapq5K84oorhq7nZT2MHxfz4ef8A67J/OuLvNb1G+0+DT7q6llggdpF3yMxJbHXJ5xjj0yfWiiuvC/AcmJ+M/9k=", "info": {"video_id": "75153", "label": "putting cd next to bag", "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": "7568f38305899ecf9961cb70ca8a39907c8673c80d6093dfc73a8fb61543efca"} +{"episode": 77262, "episode_seed": 3063584088, "split": "train", "timestamp": "2025-10-13T03:40:29.913392", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3063584088, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 two wheeler next to car'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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D6bzdCQl9x2Ken3ajlg4Sa6bfeXGU4yipdd/Wx1hX5cVi+IIWltbWIRJIXu412P0Oc8Gtw9KwPEUaM9pJtnkeOdD5auQgyGxnHQ5HFYx1Z0S0RZ8QWUxC6cy7ZZnAYE/8swcsR+H86gtLIQW7Wu4N5LkDjHythh/M/lVjxFd2Wp6Ppl288dtrFurRxySgjGVOS2R03DH4471y2l6zM2pGaeQ3FwYVjkWJNkbkHhlByeM459a0UW9iLrqb8lmCazdSj+zWkkxjDkDCqR95j0H510zIj2ltcJvCzx79rjDIQxUg49CDXNeK5xZ2Vu4I4mBYYzxg849PepW9mD2uji28KavcObi4Rp2bljAyMfwBOcVn3GjtblUiimFyTjy5oNhA7keuKvPq50+Yb7uVQ3ICsScVvQX15fWayC5SaBuhfBBrpujnsx3gaG98S6lcRaOfstoig3N/MmfIHbaOm89vTrXpltc2M9uItNdntrQm3UsSSdvfJ65znPfOa8gXxvBpOjL4X8NQPLEAV+0DIMszdZMDlj6DpgAV6pp1s+ieFrJJ1kSVLdBiX7wP3V3fp+FYTk2jeCsdT4S0BdF01pZgG1C8bzrmTqcnkKPYDj863Z4knt5IZOUkUqw9iMGuCfWFeOKYXf2kH5fKWRtwb6A1rQ6tPHYj7UzEEnALZO3sDjrWjjbqZp3PIfGPgbXtFuLqbT4kvYLli2+BxvX3KnkHHpmtHwJ4Q8Kjw26+KtOdtQuWYO0u4GEZ+ULg/Ke+feu+vdUspo33wRMzcA9+a406e/8AbrXaz4gYbWi9R1/mamc3YuMEeSeKtBh0LxLf6fa3IntoZP3T5+YqQCM++CKyUhkPCoT9K+oYdR02FFAs7bcABuMKlj9SRk1Omv2ednl26Z6bkABPpwKOZBys+YobO6ZgBbyknsEJrZtNJ1Vkwun3bc9om/wr6I/4SS0t3jZDbs2058ohtp9CaP8AhMYmY5fH0pqREoXPO/h14Uvrya6tdQs57e0kliklEqFfMRNx2jPXJKg+1e6KqooVQAAMAAdK45vEa3U8caXPlqQQXJxgnGKoNeSvcm3iZJJuv2hGIKHtz1/Cmo31uK9tEdpqttaX2nyWl4m+KYbSoOD9R7ivGPEnwmsridpbO91GG3z92SJW59jxXo91qktsoZj8xHLAdaxLjXZLktCPMAzySMA/41N7ItRuZ+g+KryFotGspmP2REiVJFX5kAABHp6Gsl/gtp11qFxeX+teWssrP5NpbhQoJJxlifX0rUiiihuDOkaiQnJYDmrT3U7DmQ4rNTsaOFyCz+FPgizALQ3t2wOCXlJ/RQK27XSfCOgM6waLZJIpxmSMMw4Hds1iFmO4+Y/IxwxFU3wq4Hqe9PnFyHcr4ps4k2RBUUdFRcCoJfGMKruPm4IIAEf8X1z0rixIAOBVeVs007ktWOjm8bXEV8ssttHLaBUUhmO5Bn5mC9Cfx7U7TvDxl1TVZ5L8Qm2uiweNdxbeiPwD/vda5jb5hwOSRUcHiC/0a+8y7na5innQXU8uA+PLYIo9srn/AICKcgUr79Cn8T/EN5o2qW0QeeVLm33N5j/K4VsbOB2znJ9cdKh8CWV94ijuNUmmGkaKvyTXC/6yXHJWMnp7sOnQc9ON8aeJV8T+IrZr0SxadbhgiRLlyCckD3OBz2rUg1jX9du7Tw5BZJp+nyqkUVqw2YiJ6b26Z56YJyaacoqwnZu569cXDXujtJpMLqxj8q2jOQVwdoHPTFdT4Y8M2nhvTVhiAe5cZuLgj5pG+vp6CueuJ10lLdBKodSFD5yOByc1d/t66tJiJLoSn7yJ8rCQfgM0qcXJNjm7NItePbWW68KXIi3Hy/nYKewB/lkGvndtVXTbEuMNdScMM5wf8K+mH1XzUABSPIzhjn8DxXmfjDwJpGoyvfPbpE7ZZ2s32547qRj8hWkZWM5Q5jyC80DxCdHGu3GmXYsJTn7SyfKQeh9QPfpWJ5hFfR2ieM/OtvsLQx3NqP8AR3ikHIXpjjqCK8X1rwVrltqFx5Og6ktsJG8vdbscLk45APapUrlONjnop8Guz+H12ZPGUUe44azlGC2eQVPH5Vx0theWx2zW00bejoV/nXReCLQ/2s16pZbi3GIyO24EHj6CiSbTQo6STPbwodTnqO9Z0P2bQrJo7a0H2dnyVjXlAepx3GfyqWzaWWKN505bgHpz9PpVswhuMn8DyDXK4uOjOlNS1QJhlBB7ZANc5e+JrjTNYeG4hjFhDdRXBmySw2rnG3+LP6Vaa7OnzbZoZIEkchPOYcsOwIOOeo9a4rxNqECyXDrdLLNNE8zRbw20BSFx9f6ZqoJinYu/FvXllsrIJej7S9wZHjVs/LsIBP0OMVB4O0OSTTjq/iTV5bK0dPktoDtnnT1Yj7qnt3PtXFatZC3u1uzq9m8ycqh+ds/7oBHHvWn4WhuvEHiaK0n1oTQFhLJ9oZwkm3DEFfb+lbaxW5l8R6dq+q+XogvLOExgxokERX/Vjoox7elW/DXwta8C6n4juZmllG4WyNgjP99vX2HSpZpoLa6tg0aygShkVunB4P54rstO8UWtyxhljeBkO0seUB9z2/GiCbjdCm0nYYngjwrbRs39hWBAGWaWIOePUtk14/4h8R6Xvnh0/RrC1iWU+XHFAoZx0DE++Ogx6e9fQDhZEZD0IwRXzZ4q06Xw/wCKLiKeNgScI7Dhl7Mpq4K5nNtI5jwzY32ualbyW+nyRWlv8hksYwrjnPDE/eJ/izxXuGtv/wASN98jb8oTvbJ4Izz3NRabDbWFtDb2sKxxRjaqqoAA/wA968/8ZeJU1m6m020kxbMHiUj/AJaPjg59M8D8657uctDpsoo6RbuKxElxO8UMaDLOflVQO5/z1qK3+IuhajMLKLU4t5O1d6sgY+xIxXnPxB1J3g0zTUc+W0fnSjP3j0UH9a4lFSUlGAB6ZArRXaI2Z9HlU3+ZtG7puxzijv1xXEfD/X5dQ0Wazu5DJcWLKoZjyyH7ufpgj8BXWGfnrWL0ZqtUXdwx1pA4Bz0I7iqfn570Gb3pDHysqlsCoN4pjS5Lc96YHqkybExZXyrosi4zsboSOn/6qfPr1loFn9qvLhYYhwC3Vj6AdSaxr2a4h1rSzG7C3kMiTKOh+XK5/EGvNvHWoSX3imaAnMNmBFGueM4yx/P+QrSLZnJanpsHxR0LU7kW73UsJJwrTxbVP484/HFdIXBCsORnrXzbGEmG0jaegOK9R+Heuy3Ok3GmXEhaSyIMZY8+Weg/Agj6EUpp2HB6noXmCmmaqRkdj8oJpdshHzEL9TWRqWTLVRpQRnI554pHkgQHfcoP+BVVW8ttq/MzHAztBqkSy2H4rh/FfiuW1umsLBwsiD97LjO3/ZHv6mumvdVitrOabYVWJC5Ld8DOK8hgkubi9E+0ySs/mMWTcC2c8jofpVxM5HR+HvEmoQatBHPcvNFK4U+Yc4J6EVqavrOm7mMUxns7a+hV/wCLKLvDfUckCsG2gfVfEdp9liSF7q5yqRD5U55x6Ac/hWho3gu6F/dadqm1UkcKBFIG3FDuGCPUZpya3EkU7rXDqZlttC01LVcAFlj3TSZIH3v4Rz2/Ou38G/D+/wBOvotR1OS2lkUhvJkDP5ffIIONw9+BXQ6dpllpUMa2VssXlDAZF6g9cn/Grup60uiaZJeyjJUbY4z/ABMeg9v/AK1ZyqOWiNYwUdWL4inieWzhVlJG8lGP3un5jg1Bp15FZFZHZEHAJJCj6f8A1q88stSl1nxHDPcSFpYpfNJPoVZfwAJH51xfinV5NY126aR3a2gkMUMeflVQcZ+pIzVxTSsRJp6n0Rc6iZmDxEjiqZuriVSsxXp0XOK8X8GeKbnRNRgs7idn0y4YJhznymPRh6DPUV7AXAYgmlJtMcUmP0+ODTrozwRhXb7xHeuhj8SPGOdwrnN4z1pWYEUlJobR1sfiCK7BhlCSZH3JCPm9uans9E0u7v4bhtOjtyEJIVAu/kdcdcf1riflyDgZHqM1BHtS4AUtkg4+Y8VXtLE8lzp/E/iC0g8Q6XoljAHcOZZSuACMEBQfxyaSW7ghdwyzqwHI8hzj2yBj8q5u/tSPEWj6jgbQF3V2tyj+SkmGI+7k1E3dlRVkc7e3+nXcXlTSAqQQyyRNgg9jkdK8h1LwjHbeIXXTbqJ9OnVhH82Wi3AjaR7dj3Fe5S5KHk4+tUJ7eGcFZVB79OQexHoalStsU433PK7T4e2yhBPeyMHxvCqBnBBwPT612mieHtP0V2ksfMRCMSR7twb0J75+lPu7Zra5Csf3Z5VgDn865vxJ4oeyUWVk7JIwBmfd8yjsufXHej3p6DtGKubevXXn6ggikKokWCVXJByc8flV221W9u5QWeJXZQrHaSW+vPvXnGgTy3F+ZjIfKMBVgT1YOeT+dSr8QdPtLwxxw3EkanHnLjB9wO4rphJxVjnmlLU9uttalgtoraedyUUJvHXj0zWf4ksV8R6UbWZI7qFfmTB2yxH1U/07+lclba5DqtmlxbTrKh4DL6+h9D7VYi1m4gYja3A4bPBp8yFZh4g1L7Fo0iQyRI848pXdsfezk59gD+dePX8jBflYqwwwI9a9m8W+Fr3Vo4ms7hW8ncfKlOCTgADPTtXluu6Pq2lwiLULCWCFpCVkKghjjH3h/jWdO1i53uc9rernWLi1ndSsyR+W/oTnOR+dZkmY1B/iPUdx9amnt8MCvc8VFcTF5WaQfvMAEep9T71drEm/4W1n+ytfUnHk3SCOQk4x3B/P+demxa1ZTdOT/syA14l5Tud3bGKVYJFOVJHuDiolG5cZ20PdkvrQ/wAMg/DNSi9su7MPqprwyK61CD/V3U6/SQ1bj1/WIjxfSn/ewan2bHzo9iF1akf63B+nvTvtFsOkvNeSp4t1hDzLG3+8la3hfVL7xD4hNhd6rLaK8UjxiKPdudULBR6DjqfT3o5WHMjU17xOtl4ihh274IFxNjqC2CMe68fma4fXp47nX7y4hkV0mberA+oFQxSzXz3E0zl5HIZifU1A8UkUqtHnfnK465rRKxDdyOTMYXBBzyef881o6Zq8ukaxDeROwXA81VP317is+4mDzO+wIzdVHAB78dqkjtTKA56YAFAjs5fiO5JEdvOy9t0uP5VVk8fXb/cso/qzk1gQ2QbPy9DjNXF09AhJIBGMe/6UuRFc7LT+NNWf7qwR/RM1A3iXW5v+XplH+yoFItgFcM67lz09alS2UAdKfKhczKcup6lNEyTXcro/DKTwaksm3IFWVYnBPznjA+o5/Crf2JHyKq3mnfZ4GkVmU5HFFhHoHw1si17PqirmOKP7NFu9Tyx/L+desfYbQQeUIIwmCMKoGPoR0NeRQQLonhuG90bWNRMUlz5H76JY1uCEBZ4h1Cg/Kd3PI+g9ontHtxEryLukXgA8571jPc1hsY91pZ3iWElsDJ3DJXj2615t42v1lvja4JWJdwYNgbiepH+7gdeK9jMYVTubnHSuX8SeDLPX0aQE2123WaNQd3GBuHf9KUGovUcrtWR4V/aE+jatHcmNgy8Oh4yp5/lg1gMfNmk28h3Yj1Peuq8T+G9R0W7eG/hYrn5LhRlJB6g9voa5hf3QmVlOxuAfRhyK303Rj5MaG3wyR+gyK9t0XUvt+j2VzkM0luhYg5+bHP614aCELHIJK84rpfDPi0aJafZZBJs3lgy4IGcZGPwqZq6Lg7M9eFwM9akE2a5vTvFVjqCjbJDIe4U7WH4GteO6tJP+WhjPowxWJoy4Zvei1kD36juc4/DFcxYzC98Yyabd6rdW1tJLsjkhmjRY+5LF+MYzwOScCtLwnFeSeINTtbqW4P2SXy1W5A8xeW644zxzjinLRXYk7uyO+uLdH062lwu+Bsr+HT9cV1T2n2nSkdisW9Vch/4Seev41lw2Vs9pGLqRUic5wTgkDk/h/wDqq7dP/apAkDR2aEbYuhkI7t6D2qrK2otW9CK60aJbAxwtuuMg737+3sKxL+zt7QxQRzkzt94d/XPtXUrzk9Sa5DxJpk1tqCXEasUuDkbeSH9P61i7m1OKbs2QXdq0lsyN8pPAYHpXiGt297HqM9tcj/SFdmK5GOeeD6YGa94eKXy1MmA2AWA6ZrkvGHhePXLB5oRi9hUmFhxu/wBg+x/Q1rB8r1Mpq60PHbLVTa2GpW4bazRs0fryMGsANtUY/KrN/A8cjBlZXUkMpGCD3Bqt5f7sOSMEZHPoa2sZG74Z1ltH1VNzH7JcEJKOw9G/D+VeplicD3rw1n3wsBnINenapp+v6D4c0W+vbu6S4vFfzYWTAgwEKBjj7xDZx2+oNTJDTPcEAdSSB0JqOeCKWLY8ashHKkZB/CiisWbI53VPBXh3U2KT6XAjEZ8yEeWwP1FeI+JtCs9J164s4PMeOOUqpkIJxgHriiitKbM6iRmyKqcKO2akt41MKnHJJz+dFFamRaFrG1g8hBysgAHbkVVhgje4RWXILYP5UUUDI2jQZ46VXs9TuND1cahZ7PPiLBd65HzKVPH0Y0UUCN7wJoNrrf24XMky+UYwvlsBnO7Ocg+ldXqHw/0mCxW4Se83hQeXXH/oNFFSxnBXenQQXBALNh9uWxn+VIwCoABRRVCLumorxyZH3RuH14p1wNuTk8YxzRRSAbJIxQdMjoaIhiQLk4oooA14okBBA7Vp3unWqeF470x75iUb5jx1PGPwooqKj2KQt14ibXfsUU2mafB5axojW6OpVB/AAWIA5z06816reXc0900jt82cDHYDpiiis6mx1YbdmtaO09qkkhy2SM+tSfxMPTpRRUkS+Jle4t4biKSOeJJIyOUdQQfqDXhnxM8Nabot3avYRNCl2CzxBsqpH93uPzooqqb1JqbHnsMalyDkinvEmSMUUV0GJEw2EMpIPYg1q6f4k1S0kSNbgyIeNso3UUVMloVE3YfEElhd3W/T9PvI53V2juoN4DKOCMEEdTkZwe4NdD4X1m/ubjV7+W4ZrmeRHkccZLbs9OlFFSldD6np/gdW1PQLzWL2WSa88xoUZjxGqYICjt1rrYR+6Q+oooqHuaQ2L9ty5+lLeRrJZyhhnClh7EUUUhSOYlAKHPpVCUDZRRRPcI7HlHxU0izht4NSij2XEsnlyEdHGM5I9fevLGYhPLz8qnI/HFFFbQ2M5bkQ4STHb/Gupj8SarqmiWmn3t5NPBbSPInmSMxJbHUk8428emT60UU2Sj//2Q==", 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", 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", "info": {"video_id": "53432", "label": "showing two wheeler next to car", "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": "53432", "label": "showing two wheeler next to car", "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": "310338679d303a4a3f4e0feb071e7c5336b960c3cbf0506f0eb51ae02e461ff7"} +{"episode": 77263, "episode_seed": 4266937101, "split": "train", "timestamp": "2025-10-13T03:40:30.223487", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4266937101, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning key upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "110054", "label": "turning key upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "110054", "label": "turning key upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "110054", "label": "turning key upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c42f2f299978057a0aae62dfbdc5b0e7658c93b1795d224dd90b6cb3ae1a9c71"} +{"episode": 77264, "episode_seed": 1179426694, "split": "train", "timestamp": "2025-10-13T03:40:30.737583", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1179426694, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting ribbon on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205336", "label": "putting ribbon on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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b0B6r/n3reCaWpzVpRZ3AdV3An/a5Oars28h8EMwI25yB9fWsm+8QaZY2iXstzFIJseUqYZnwTyB2/HpWxEQ8QZMbWBIHPOemPrVMwUk9EU5H34AGW28jpxn9KjMhClYlGwcZz7/57VfkhDYxtH0P86z23rcbA42htpOOvcdPx/KkUfLEKvK20de9ddpWmw29sDIoaUjJJ7H2rP0TTtq+c547YHJNbOyM3cKAsyEHcCfapijeb6I9b8F5HhWFFGQHkBYnAGWNa2555MhgqoSMg5+g/L0rI8GxofC0UXyhWmcEdMjPSta2Iw+BkhhyVwDkZ4NanO9yO7ik3jylUjnmRsDPbHsD1rNnZtibnUbTgqDxkdM/571tTSrs6MoPygYycf8A16x7ndJHIpVvlxjJxkjn8v50ARwxKijl0+fpuIBJ9u9aKXHBVj82O7YOR2z0NUFiEaq8iAPjPODz/jUkKoVjRwHC4x5gJIxnnJpMaNSG63bQ5UqM5x2/zkVJcbmjICIVP94ZGMH/AD+NUYFjYGUKrAqCCy4OPX/63tSyOy4IldduSF5AII4/n0NSM89+I26NLFJN2dzhdx6r8v59K4sTeWQ5DYz6V2HxViluzo7QSBGi87kNkN90fnxXDiWaSLyZeJFIz789aCuXS6PUPhhkjU3ePG0Ifmxz96u/jD/af3jFmAyeK4L4dsEi1E5IJaMZBwR15rt/NQ3O8Kd+CM8nr6flVLYze5pbUkjGcNxxkZwO9Zt7GJFlizs81Sg6Z5Bx+NWQ4G4MTkjJI9PX6VVx5kpcqCUBGc89v/rUDPK/DnhzVm1C5tkU28SMUluMkMwPZT7+o9a9GtbWPT7YW1tGsYiAAJHDnHU96thkRGUIiuW78ZJ6D3qF2dPMY5HqQwobMqVFU1oRsZNw+RMscHDHGevB/Ony3KrGTPnIH8PPHp9ac5KB5JDlcZC56D0qFnDHiQbiGLADcAvofXmpNiCWAPmSJiNuRwOua8VtwVMYPrzXsk6uI5VyB8mcxscnk9favG/MJ5VTnpknFAhkC4A3d+QBXReEY1i8Wacy/dEwPJyehrnSjLCW3gMo4AFdB4PjL+JNKkZ2YmVW9uhoK6Hthk2AM0bYPAz/AJ/CnlZTb5kIz/dAzk88c96gm2CRZGfqwHrgAgD+dXFdQSpGGOQPSqJMi7jF7bzW8sMhEkZGGHfH9OB+BrzS+8Q6rfarawaZcTh4IgsqRuFDSZyxJPGAPXpzXqd1InmKcg5OFC56/wD6uteeweCZW8Q3m+bytNMnmbV6vnJx/OmjDERm7KBZt/7Y8T6gk012kFhayKyLbA7SwPGM/e/3j+FdoJkQMh5C8YHP0/lVaOBYIxbRrtjiULGFGCvqfSmyLKQuZWJPBYqOR34qWawhy+bLbkKFJK9PT/P0rx74sTFG01ExhzKd69D909PXn+VerSTPEjYTzSAWAAx+XtXlnxWje+udFhhTEjGYYznH3M8+nWpeqNYfEeawlmbagyxOK7Dwz4Ym1jU4rSeb7Or5wcZbgZ6VFY6RbWER3MzzEcN0x9BXX+A0T+3LGTaCxVsnrng0KJcpvoa158OdG+xR2oaZZQcu4kyzHtkdK6VLNLOwjtoizLEojVSc4AGOT3FXLoL5kbgNJufkrznnHXH6fWoZJOSMA56sOwq9DLmb3MMzTxyqskiYZQPlB69f1/wrza71K6urr+zmJWKCVwoVfmYljXpl0WdwyIxYkLhjgfl6D+tVbLQbZdZnv/JXzWAO5m5HuAeh96DGtTc1ZMXwt4WhhhW7vIhLMThUPzBD7j9a7dLlEIaOSPy+xB/zis23K7wQuAE28DgDr/PvVwbJAI8MpI3H5QAOepHrSZdOnGCtEuJMJYgFKkgAtnB9+31rOvIpfOEhBYg/MAMZGT19f8asycHgYAIzs7A8dfX2qokgg/dKwYkFVRyQTgZ/DrmkWeAaTqilfs1xCY5kGFUdGrViLG4iLRqoAbHPJ/zms67hWaO5kVR5keGRh2wM4q0LpN1s+4AOhb88UvI2lZrmR6z4Pdv+EeiChs+bJzj9a10lJkYy7VGc5zxgfWsHwTKs3hpFVhgTvlh25Bq27tHe2+2EOGOMg/dP/wCrnNUYPc05pcW5+YbC23IOPxqgQghByST94Kc8elSERSW+JkdOSxP0/wARVeJ18vOAqjIIA6AdCKYCK28hXKkD5S+7ac9BhfSpIin7oBiFL7Spcnn0qqWXc7AhGYgksM4YY7enSlhcLEF+XIIAz03Z4PH+eKQzT37yu3aoU7mDE454FSrKxh3ycbzuYEDAx9ay4pZISzMVYv8AdP3iAOx/WuLbVNVvfG95pz61dWiKZPJWIBvmCk7RxwODz+FTuBJ8R2YS6ZGhVR+9ZtgGOdp4/PrXCtGEmikLHG7a24+vT9RUs+qX2oGOS+upJyBlS56ZxUNwxZI1AGWcYB+hp9BxdmenfDplNvqGQNwZCD+Brq7udoHDO4T5sZK5wfSvNvAmpXGm3NwkiGS0YDzWXnyz0Vjnt29s16PfKVz5i71ZuV9AO9WtiJ6MupI8qSiOYMSuBk5OTTELrvSSTPOGAA+X0pN/QhF5AOePWmq4VywYnOM554oBMdIjLKMbdpUghueeoGP61AjtIZMnllCglcHOPvHPvSyOwnCLnGfmfPGB9e9VvNbe2cqOhPHTsc+3WkO5IbpWuEjLA5AJz0bAxx+NMMkYzsJZnIyV+Vcj+uKY4Z45CxiBB+8OvHvXN+L7+fT/AA/9ospGilMqMsq9e4PP0P5VI7m5dTuxkjgAaTaSSvHXp+NeLWuoW90pYOF2nkNwRXU6lqN1Dokd/Ya/qMwe4MGbhFRZyFyzx452g/Kd3qPpXG3cMUCC4iQCRWywH8Qxk0bFwSbszQlkRg21GcBSM9BXSeEvk8Q6aME4deB16VzDOBau4OcoTn8K3/ClwE8S6czMoHmgdQO1Aj2ZppAigDrzkcH61ZRskbSCW7Z6fWsu7yF3DlueCcc+me2abYy7ooXMDIAuRgf5NWQmXiTJKWBIQfN0HGKhM5Adclgw3fJySfYflUASOK42R/M23OWPp0H5HrRMV82MhiGQ7iB1P4+3FIYsiEM/Ib5eAVPP4/0oJEatJyXKg7cH8BVZMxy4bjC4HzZGMnNV3maOWKPY4jTHzY5wOmfzpMC0JEkIBzuHzOfu4OOAM9K85+JMtzaz6XcW2JFQSB0ZRnnaeP8A61Tf2vPc+ObzTLjVry0t3m8pHSWNRGOvJcYxjPHXOBWBqV9f3F9eWd/PdS/Zrjy0W6xvX5uQccZwBnHFKxUXZkdvefbI1kgiGOh3noa6fwUSus2AHJ2t933U1yMWLfUp1+6ssfmD2I6/0ro/BN3H/b+nZYZwQR6fKaSKmktj0+4MnloD0PY/09KrSSI7KEkQsTzjtnv9elSXoyuQV3nP3umfTPvWbbtK8MLSQYCgnAOMe+KsyIfMhlvDudTzyC2c88GpEkMZDDgHPLjI9QSR2GMVC4jS4ARSu7lyM5GeeDUxdSFDjODuDY4DY4P5ZoA0bcx+agwm/leGPDD+lXbedY7dTwcZycEcg471kRMolDb8A5A4+7nHQ9+asOxlkG2VI8EsVPTHfI7/AFpMZpIHRxGCGRcsxAxyOeTUc0w2hmcbeCQTnr7965fxlql/a+G3urW4e3cSIAynBBPUfTr+lctrMvifStK0y7utVvhJcby0LLgQ4ClQTjqQ2cdvwNKwM5m2ctGzHGWYk1HZqPtrwdY4NyoD6Zoooe5rH4Wen+Azv0y6UgfLKCDjnoOK3bkeVeIqk4IBI9STRRVGD3CXIeXnO0jGfcVCoBfBAxuZaKKYFSNS4kkLMGxtXH8Iz2/KizXzFbJPG4EDvjAFFFJgWWVIbMMiKpXbjHbJryzXb6bS/HGoXtuV86Kdtu8ZHzLtOfwJoopDMNeiDtjFLcErcRAdAx/lRRTF1O78IRo3h7X3IG4whc+20n+dd7Koa2U8gugLHPOeKKKaFLYSQeTbKVJJeckk844PT8qsRBTCZNqhiu4kDGTtoooJRheINQuNP0ia6gcCREXbuGR94Vdstt3pcEsyI7zRKZMrweT2oopDHOMxuOwUf1H9K5TxuzHw4YiSVBgf6kk0UUijh9Z19tWt4VfTrG3aFUSN7dXUqg/hALEAc54HXmqLfPOqMAV2t/hRRQUtyJGJ0rB7DH64rd0VEh1i0KIoPnJzjPeiikjSe7ParlB9mkccMqZB9DUcbMbdPmP+s2/hzRRWhzodIowT+H6VBe/LPaxjpMxDHuMDPH5UUUmUiq7kvM3A8tyAAMDp/wDXNOMQ/eJubYcjbngAdqKKkZ5PrOsNpniHUk+w2V3HLOGZLqHeAygEEYII6nIzg9wazzeTX2oy3Vw++ad/NkbGMsaKKB9SXUBttGnBIkiOFPseCK1/DrlNQ00gDmRcjHB5oopdTR/Aj1y8iXypW5DBSwIPQ1lwr5tucsRtlC8Hrmiiq6mJUfHmImBjOP0pQomESn5QyZbb3Axx9OaKKYFhlAl3DPYY7cVdjAEpOAWWP7x5JxxyaKKkZzPjo7/Cd4TxsvUUAezf/XrzufWdQvbODT7m6llgidnXfIzHLYzkk84xx6ZPrRRQB//Z", 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b0B6r/n3reCaWpzVpRZ3AdV3An/a5Oars28h8EMwI25yB9fWsm+8QaZY2iXstzFIJseUqYZnwTyB2/HpWxEQ8QZMbWBIHPOemPrVMwUk9EU5H34AGW28jpxn9KjMhClYlGwcZz7/57VfkhDYxtH0P86z23rcbA42htpOOvcdPx/KkUfLEKvK20de9ddpWmw29sDIoaUjJJ7H2rP0TTtq+c547YHJNbOyM3cKAsyEHcCfapijeb6I9b8F5HhWFFGQHkBYnAGWNa2555MhgqoSMg5+g/L0rI8GxofC0UXyhWmcEdMjPSta2Iw+BkhhyVwDkZ4NanO9yO7ik3jylUjnmRsDPbHsD1rNnZtibnUbTgqDxkdM/571tTSrs6MoPygYycf8A16x7ndJHIpVvlxjJxkjn8v50ARwxKijl0+fpuIBJ9u9aKXHBVj82O7YOR2z0NUFiEaq8iAPjPODz/jUkKoVjRwHC4x5gJIxnnJpMaNSG63bQ5UqM5x2/zkVJcbmjICIVP94ZGMH/AD+NUYFjYGUKrAqCCy4OPX/63tSyOy4IldduSF5AII4/n0NSM89+I26NLFJN2dzhdx6r8v59K4sTeWQ5DYz6V2HxViluzo7QSBGi87kNkN90fnxXDiWaSLyZeJFIz789aCuXS6PUPhhkjU3ePG0Ifmxz96u/jD/af3jFmAyeK4L4dsEi1E5IJaMZBwR15rt/NQ3O8Kd+CM8nr6flVLYze5pbUkjGcNxxkZwO9Zt7GJFlizs81Sg6Z5Bx+NWQ4G4MTkjJI9PX6VVx5kpcqCUBGc89v/rUDPK/DnhzVm1C5tkU28SMUluMkMwPZT7+o9a9GtbWPT7YW1tGsYiAAJHDnHU96thkRGUIiuW78ZJ6D3qF2dPMY5HqQwobMqVFU1oRsZNw+RMscHDHGevB/Ony3KrGTPnIH8PPHp9ac5KB5JDlcZC56D0qFnDHiQbiGLADcAvofXmpNiCWAPmSJiNuRwOua8VtwVMYPrzXsk6uI5VyB8mcxscnk9favG/MJ5VTnpknFAhkC4A3d+QBXReEY1i8Wacy/dEwPJyehrnSjLCW3gMo4AFdB4PjL+JNKkZ2YmVW9uhoK6Hthk2AM0bYPAz/AJ/CnlZTb5kIz/dAzk88c96gm2CRZGfqwHrgAgD+dXFdQSpGGOQPSqJMi7jF7bzW8sMhEkZGGHfH9OB+BrzS+8Q6rfarawaZcTh4IgsqRuFDSZyxJPGAPXpzXqd1InmKcg5OFC56/wD6uteeweCZW8Q3m+bytNMnmbV6vnJx/OmjDERm7KBZt/7Y8T6gk012kFhayKyLbA7SwPGM/e/3j+FdoJkQMh5C8YHP0/lVaOBYIxbRrtjiULGFGCvqfSmyLKQuZWJPBYqOR34qWawhy+bLbkKFJK9PT/P0rx74sTFG01ExhzKd69D909PXn+VerSTPEjYTzSAWAAx+XtXlnxWje+udFhhTEjGYYznH3M8+nWpeqNYfEeawlmbagyxOK7Dwz4Ym1jU4rSeb7Or5wcZbgZ6VFY6RbWER3MzzEcN0x9BXX+A0T+3LGTaCxVsnrng0KJcpvoa158OdG+xR2oaZZQcu4kyzHtkdK6VLNLOwjtoizLEojVSc4AGOT3FXLoL5kbgNJufkrznnHXH6fWoZJOSMA56sOwq9DLmb3MMzTxyqskiYZQPlB69f1/wrza71K6urr+zmJWKCVwoVfmYljXpl0WdwyIxYkLhjgfl6D+tVbLQbZdZnv/JXzWAO5m5HuAeh96DGtTc1ZMXwt4WhhhW7vIhLMThUPzBD7j9a7dLlEIaOSPy+xB/zis23K7wQuAE28DgDr/PvVwbJAI8MpI3H5QAOepHrSZdOnGCtEuJMJYgFKkgAtnB9+31rOvIpfOEhBYg/MAMZGT19f8asycHgYAIzs7A8dfX2qokgg/dKwYkFVRyQTgZ/DrmkWeAaTqilfs1xCY5kGFUdGrViLG4iLRqoAbHPJ/zms67hWaO5kVR5keGRh2wM4q0LpN1s+4AOhb88UvI2lZrmR6z4Pdv+EeiChs+bJzj9a10lJkYy7VGc5zxgfWsHwTKs3hpFVhgTvlh25Bq27tHe2+2EOGOMg/dP/wCrnNUYPc05pcW5+YbC23IOPxqgQghByST94Kc8elSERSW+JkdOSxP0/wARVeJ18vOAqjIIA6AdCKYCK28hXKkD5S+7ac9BhfSpIin7oBiFL7Spcnn0qqWXc7AhGYgksM4YY7enSlhcLEF+XIIAz03Z4PH+eKQzT37yu3aoU7mDE454FSrKxh3ycbzuYEDAx9ay4pZISzMVYv8AdP3iAOx/WuLbVNVvfG95pz61dWiKZPJWIBvmCk7RxwODz+FTuBJ8R2YS6ZGhVR+9ZtgGOdp4/PrXCtGEmikLHG7a24+vT9RUs+qX2oGOS+upJyBlS56ZxUNwxZI1AGWcYB+hp9BxdmenfDplNvqGQNwZCD+Brq7udoHDO4T5sZK5wfSvNvAmpXGm3NwkiGS0YDzWXnyz0Vjnt29s16PfKVz5i71ZuV9AO9WtiJ6MupI8qSiOYMSuBk5OTTELrvSSTPOGAA+X0pN/QhF5AOePWmq4VywYnOM554oBMdIjLKMbdpUghueeoGP61AjtIZMnllCglcHOPvHPvSyOwnCLnGfmfPGB9e9VvNbe2cqOhPHTsc+3WkO5IbpWuEjLA5AJz0bAxx+NMMkYzsJZnIyV+Vcj+uKY4Z45CxiBB+8OvHvXN+L7+fT/AA/9ospGilMqMsq9e4PP0P5VI7m5dTuxkjgAaTaSSvHXp+NeLWuoW90pYOF2nkNwRXU6lqN1Dokd/Ya/qMwe4MGbhFRZyFyzx452g/Kd3qPpXG3cMUCC4iQCRWywH8Qxk0bFwSbszQlkRg21GcBSM9BXSeEvk8Q6aME4deB16VzDOBau4OcoTn8K3/ClwE8S6czMoHmgdQO1Aj2ZppAigDrzkcH61ZRskbSCW7Z6fWsu7yF3DlueCcc+me2abYy7ooXMDIAuRgf5NWQmXiTJKWBIQfN0HGKhM5Adclgw3fJySfYflUASOK42R/M23OWPp0H5HrRMV82MhiGQ7iB1P4+3FIYsiEM/Ib5eAVPP4/0oJEatJyXKg7cH8BVZMxy4bjC4HzZGMnNV3maOWKPY4jTHzY5wOmfzpMC0JEkIBzuHzOfu4OOAM9K85+JMtzaz6XcW2JFQSB0ZRnnaeP8A61Tf2vPc+ObzTLjVry0t3m8pHSWNRGOvJcYxjPHXOBWBqV9f3F9eWd/PdS/Zrjy0W6xvX5uQccZwBnHFKxUXZkdvefbI1kgiGOh3noa6fwUSus2AHJ2t933U1yMWLfUp1+6ssfmD2I6/0ro/BN3H/b+nZYZwQR6fKaSKmktj0+4MnloD0PY/09KrSSI7KEkQsTzjtnv9elSXoyuQV3nP3umfTPvWbbtK8MLSQYCgnAOMe+KsyIfMhlvDudTzyC2c88GpEkMZDDgHPLjI9QSR2GMVC4jS4ARSu7lyM5GeeDUxdSFDjODuDY4DY4P5ZoA0bcx+agwm/leGPDD+lXbedY7dTwcZycEcg471kRMolDb8A5A4+7nHQ9+asOxlkG2VI8EsVPTHfI7/AFpMZpIHRxGCGRcsxAxyOeTUc0w2hmcbeCQTnr7965fxlql/a+G3urW4e3cSIAynBBPUfTr+lctrMvifStK0y7utVvhJcby0LLgQ4ClQTjqQ2cdvwNKwM5m2ctGzHGWYk1HZqPtrwdY4NyoD6Zoooe5rH4Wen+Azv0y6UgfLKCDjnoOK3bkeVeIqk4IBI9STRRVGD3CXIeXnO0jGfcVCoBfBAxuZaKKYFSNS4kkLMGxtXH8Iz2/KizXzFbJPG4EDvjAFFFJgWWVIbMMiKpXbjHbJryzXb6bS/HGoXtuV86Kdtu8ZHzLtOfwJoopDMNeiDtjFLcErcRAdAx/lRRTF1O78IRo3h7X3IG4whc+20n+dd7Koa2U8gugLHPOeKKKaFLYSQeTbKVJJeckk844PT8qsRBTCZNqhiu4kDGTtoooJRheINQuNP0ia6gcCREXbuGR94Vdstt3pcEsyI7zRKZMrweT2oopDHOMxuOwUf1H9K5TxuzHw4YiSVBgf6kk0UUijh9Z19tWt4VfTrG3aFUSN7dXUqg/hALEAc54HXmqLfPOqMAV2t/hRRQUtyJGJ0rB7DH64rd0VEh1i0KIoPnJzjPeiikjSe7ParlB9mkccMqZB9DUcbMbdPmP+s2/hzRRWhzodIowT+H6VBe/LPaxjpMxDHuMDPH5UUUmUiq7kvM3A8tyAAMDp/wDXNOMQ/eJubYcjbngAdqKKkZ5PrOsNpniHUk+w2V3HLOGZLqHeAygEEYII6nIzg9wazzeTX2oy3Vw++ad/NkbGMsaKKB9SXUBttGnBIkiOFPseCK1/DrlNQ00gDmRcjHB5oopdTR/Aj1y8iXypW5DBSwIPQ1lwr5tucsRtlC8Hrmiiq6mJUfHmImBjOP0pQomESn5QyZbb3Axx9OaKKYFhlAl3DPYY7cVdjAEpOAWWP7x5JxxyaKKkZzPjo7/Cd4TxsvUUAezf/XrzufWdQvbODT7m6llgidnXfIzHLYzkk84xx6ZPrRRQB//Z", 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", "info": {"video_id": "205336", "label": "putting ribbon on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "205336", "label": "putting ribbon on a surface", "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": "cd9356144f84e27b5fc81bd41fd0bc867ba1478b86b136b5c3cdde18e7ce6c3f"} +{"episode": 77265, "episode_seed": 2404942941, "split": "train", "timestamp": "2025-10-13T03:40:31.833118", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2404942941, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or failing to wipe paint 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "147995", "label": "pretending or failing to wipe paint off of glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "147995", "label": "pretending or failing to wipe paint off of glass", "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": "2a32beb6aa80c02220695f103853f91358f6efd6da7263258b1ce981de8449c5"} +{"episode": 77266, "episode_seed": 284043819, "split": "train", "timestamp": "2025-10-13T03:40:32.791802", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 284043819, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting lighter upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "170738", "label": "putting lighter upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "170738", "label": "putting lighter upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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rFzAowqsCB6AgH+tVV6mrOZo9xntpNQxG03lxDl2zjiuWvZ4lupNzEW0Z2oCeTj/Guj1LUodI02aeT5pCNqD3rzG6vnuZd7n6CtZzUR0YORq3d+9zgr8sQ6KKgjOJ0P8AtA1UimDpjp6VPG/IHcVwTk27s9CEUlY3D1461LC5B5yKgU5qTBHPpWrdxJF5WHrzThKT9BVaOQEc1KsiRr50mMDoD3I7/SpcktWPluVvE8sVp4Uu2kIFxclIY19FLAk/kteZhs5HvWp4j1xtVvdqsTDGx2n+8e5rFRsuxpqTa1OOrbm0PRfhwnmPfn08v/2avSI4iMYrz74VAOdT9vK/9mr1COIKNx6CummrxOWcrMJJDDa4z87Dj2rzXxVepPqPkRSF1hXBOeNx610HjLXzptuIIm/0mccf7C+tedPNuO8tknrUVpfZOnDQ+0aunt+7ce4q4Cc8Vmae+d+DxxWmgBrKMvdOtrUtxSZGDU3mYxis9ZBG+M1cV921QMk8YpXKsWoQZX25GOpJ6AetcD41uoJvEkyWx/c28ccKk98Dk/mTXR67riaRp5SNgZX4X/aPr9BXm0szSF3dizMcknuaUZ822xhXSWhZQ5YfWvWl1C30KDZEVa8I+Zhz5XsPVv5V5BG3zCu4023lvJhnPHf0rsw9TlUl3PPq01OSb6GrAbnULjfJySeB1Cius0vS0gXOBk8k1V0rTxGF2rXTw2+yHkYNDbky07Fy22xwZNYPibXrPSrLcX/fMS4RTy3bFbO/7NbyO+COig9zXjmuTvqurS3DNlM4THTaOMj69amc+RGlGn7SRmzaxqV9dvPI4DyHJwKlNslyqm6AkYcjPanfZxGBtHSrEJ4OR0Fcc6rZ6caUUjctX220SngBRxTPEdxDZeFr0yn/AEm4RYY1/uhiCSfwFOikSKBZpMAKOAehx3+lcD4g1ttVvcKxMKE7f9o9zTU9bIxqpKOpnhskiuy8DQW7m9ubp9kEOzdj7zE5wqj1OK4ZG+djW1o8xSOYBtoONx9ua6aEuWomefVh7SPKdtquuy6hKIocRW6DaFU8KvoPX3PesifUERGhtm5/icf0rHuL/cpjjOE7n1qGCfDYAqq1a+x0UaKSLxfcM96v2cn+j49CayicHlhg1esWLRsFHGetckH7x1yXulzzmB4p7RG5hfzGO3aeKVIQBk8mn79qMvtWjkSlcg0WCKy81YFCq2Mnua6C1WOZv3xxCCN5/oPesexAYuBwOufSs3xLrotbcWVu2JGHY/dB6n6mslPRLqVNJXb2Od1y9S+12/u0GI5Z2Kj0XOB+gFVEPNVC3y/jU6NzW1zz2dLrmszaretIWIiU4jXPQetZm44zTevepAM1nOV2dlONtCSNzwQKuxscg1SQVbi5PPWsZHSjfibKqfarKsCKoRSBIFPtU9vJvz2A5J9KtyRHKyygGS54Qdff2rkPF3iMgtYW74Yj94R/CP7orQ8Ta8NNs9kZHnuMRr6erGvMjOzMzSsSxJJJ6k0U4+0fM9jOrUUfdW5oxzbsZ4PXFTRuOTWMly5wueAeD3q94dthrfiJtNn1Ga0VkkMflpuLOqFgvsOCcn0966ORt6HnuR678IzubVR/1y/9mr0+aRY4zk4RRuY1418CbyWZdbeWRnOICM9s767rxvqxsdGaCNsTXJ28dQveuiHuw1MGuadked+IdXfVdbuLkcoW2p7KOlUoAzH5ulMVOc1PFkNxXDUld3PXpRsrF+1lMJOADmrkd449KoxAZ/pUw6fSsOZnSki4jGScMR1qxe38Wl2UkszgYHzH09hUUGIIvNfhiMjP8I9a858Ta82p3nlwMfs0TfL/ALR9f8KcE5vlRnVmqauyO/1ebUr5p5M4PCr/AHRUYkBA5rKa4KkMpw2c1Fc3UqWzSIxVt3auvk0sjzZy1OijbkV7To2nLCqDbgYrxHVLO0ttAt9U0zVr+ZXuvsubmFY1uCEDO8QHO1ThTu9R7gfRenw4jTjtWsINGMpGhZQKqqcVqhQVAqvAuBwKi1e/j0zTZZ5DgIhY/QdvxOB+NbJWMk7s4zxr4hZ7oaVasQqj96w9+35VyMy8rjsKj82S6upbqY5llcux9zUzHLKTXn1p8zPaoU1CKQKhOAO9WFtl3KzcRr973PpSQDBGeABkn0rH8T68NOtdkRHnyDEa/wB0d2P+etYdbLc1ckld7FDxb4iLMbC3fHGJCvQD+6K5eOUnG7g9azfOYsxkJJJzk9/ekWdyQoY7Q2R7V1wpqMbI86rU53c2EfGTV6B22MoPBxmsjw0lpqnidNM1O/uLWGZtiSxyxRrGe5YycYxngck4FXLNJ7bVdUspjcA20xjCXAAkUAkfMBxnpnHFU4uKuRTacrGio45NOEuOFHPrTVBIqWOMA1i3c7ok0KtJyxrYsCFVhWXEccVpWXBb6VCepo9jURsCiRDIpVR8x4FQ7sEGnXN3HaW0kkjhVUZZj2HpTnOyEkVdU1OLRtObB3SHoB1dv8K88kvJrm6eaRizudzf/WpusapLql6ZySEXiNfQf41nmZgVKkhhzmtaVOyu92claqp6LoaqyBsc1YVq5+4uJYrUujlW3dRW5rmgav4e0HSb+8muFnvjJ5sJjIEAAQoGOPvMrZx26dQa05Gczka6ffNWU70UVzs9CBJ2qWL71FFZyN4mivKA/Sr6/LEoH8QBP1oorKexcTyrWrua71SWSVstvKjHYA4AFZ245NFFd8PhPJnuyMMVmJHYZxUFrq1zo2srqNrs8+Itt3rkfMpU8fRjRRWsdzCR638BuE1wegtx/wCh1q+N7iSbxC0bnKxqAo9KKKqp/DHR/inOjpT4z84oorgketAuQn94RV63RTMcjIAJxRRWLNVuZHi+6mh0kKjY859jnuRjNebljyc96KK6MN8Bw4n4xsh+Q+wqtdORZheoyGoorpRxs0dV8VyeIEtYZtJ0y1NuqRxSWqSKUjXogBcqF5ycDk819X2Sjyl47CiiuiO5hI1I/u1wXxDuplht4A3ySykuPXaBj+dFFKp8LLw/8RHFxHC1YIBANFFebM9uJYfhVUdCATXlOtXMtzqU0krkt5hUewBwBRRSofEzHFbIztxBPNMyVl3DqBkUUV1nnyI7bX30ia5RtO06/imcO0d7B5gDJnBBBBHU5GcHuDW1o1/c6rfX1/eSGS5uXEsr4xljk9B0+lFFXU+AKP8AER0MYwOKmPWiiuM9FDkPzYrTszzRRU9S3saCHCk9xjFcx4wkcQ20QchJCxYDvjGP50UUo/xUTV/hHDZ6/WlblcE8YoortPOkVb12FvtB4BGKluPEmranp1vpd7ezT21tI8qeZIzEs+M5JPONvHpk+tFFaR2Mnuf/2Q==", 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", 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", "info": {"video_id": "170738", "label": "putting lighter upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d1d5e74773da3d753531d549081398aee7642ca77e4aae78e1966ca9dada910d"} +{"episode": 77267, "episode_seed": 1720750150, "split": "train", "timestamp": "2025-10-13T03:40:36.225035", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1720750150, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling the chair from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "156552", "label": "pulling the chair from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "156552", "label": "pulling the chair from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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6S3EmZGH3gfu45x7isoux51fDxknKO51izblBGajklzkCsyPUluHyrY5HBqw0Vzdq0FmoedlJUH2GT+lapnDOjKLSfU2ZrjOvxQqQUWNYODxgrg/zqfaZlC55dCuf95Y1/rXL6K8iy2ZlXa4OWHp1NdBFMVZTk8Af+yn/ANlrRGsPev6kd1qL2mo2UcXW4n86X/aUnaq/QKK878YIbjXo9LTjzJmLEdl7n8s103iC++yav523P2aOLjOM7VBrjbK+k1fxNd30wyxQ8gcAkjgfgKT7AuZKVT+Xb8jSh8XzeFtcVrdFltRGEmgPG4dsHsR2rq7vxXpmv21tcWMj4AJkjmG14s4xkdMHB5HpXjer3LXF7KQc7pTj6VfSA2wYyWztGUVEPQMoyD+oNTPWLR66wsKdGPdJHqMcilTsIDHqR3qW3uCzbSTyD1rmNH1yO6tYi7GM8KWwSpPTr61audXtbVJJZpBgdFz96sFdHJVw8aiv1Ops9ThtblZH3GTafKAHV8cVd0qUfvVJ6eWf/Hsf1NcvqkVpba1aSx3Du32bLZPy7zwcfTB/OtrR5Wk80g7vu5x/vV0R3scqpOKizeiCMF3cgEEj1A2E/wDoFcVq2tJbeGb6WaZTcT3IdI88k4yTj8a6oSGO3l6giJyOP9hq841TQLg/YtTmkHlTynEfH3E6H8T2qmXaPNeb0SfzG6PZGytC83/HzN80h/u+i/h/OjWb42enu6th2+Vfr/8AqqfzcmuV8V3uZkgB4jXJ+p/+tSMcHTeJxac/V/Ipad4gv9C1D7Xp1y0U3APdXHow6EV6XovxUsZ44k1u0+ySsobzrdS0f4r1H614mJd84XPX/CusttKguopJHcylYiscEcgRg4AADZ7dTx6U02fR1qdOprI2fDsIfxTawICodijN6AjIH5gV08Phu8uNXd0mW3s2Ys+3JZs44x0Bzmubs7lbfWLWQSKDHKhODk8MM4xXsosIbqMvb3UfzDDFG5B78iopxT0Z5VRyjrEy9Lht9JiNrAZHQsWLswJJ/wABj9D6Vi+ObmT7NbTKHBf5I2PQtnofQdT+FdbFoixYLTAKB6/5/wA/ryHja9gvNNicBUitruNRk/Ufh1rSS00Ig7vU4u+1K7s5tsgWVVGSEH3h6g96kh1GK4QSxtlSATjsK5m6W7hupoN5kihDbWds+WB0xjkk+nsKy5ILyyWS4W98qaUBkjXDZOTww/hOMfnUxM6mHhLyO9e9XOCRXCa/OZtXuSTwGwBSxahfRKpuJWOM7xLFjntjHOKpXsu+5M0vG8biQKTZ1ZdSVGo23uipb2xub1IweQGcn2VSf6Vo2Luby2jU4DuoYdiM85/DNGkfuruaeRSqmPYpI6g9cfgKTTzsvUcAt5SO4A74U4/XFM7oVeac4rZWOiKebczpEUCpFHxtCgbixI9qdDbi3eVYVPPAZmIBbB7ZG45PriodMM099fLHEWYrCGBYLt+XOP8A9VXY0nGoeYn3AuMHovOeB6+/tWc/iOWppI6vUvDkmraVp8Vu+SyBt8nygA9SR36dPeug0Lw7p/hob7WN3nkXa7M3UZzwO2SQPxrQ8JRR3/h63xJ80Y2qZD8xIJBrUfRJnkZi5O49j0+n6/nn0raCVrnHNyvboOtrjzyY1BG5TznoPX9R+deQa1rLadr09rdjyosqsZY8575+vX8a9gdV0W2aab53fCjHHPp9MkmvEviBZQXHiiSWUu2+JSEQZ3Edc+gxnkc0NahyqcbMsvfLtwGBA7jvUUt+BYzyKcFUOM+uK4eKz3l7yBSLdiQoEjZj9wByaspd3JgdFdihG07+d30PrUNmSwseZNd0Zk7bs8nNNsFPmSSY+QELn360E5DIATIRkKBnIq1Bti0lI8ESFzI2ffj+QprY96dZc8ba3NOyjiubaW8uY9/ktkHcRuCjJz69VFbT2fzBmHmzbhjtgDk/SsGSRYND+zqf3mEDj0Lnd/Lj8K6S6t5pLYq/llpcYKMeT6E/h0qZ7I5q711GXLpaWUkzFlJwkZiXAGOvzdRyT1z+FQSWqIXuTHsjUEA7GOGxwuevr9a1WVXhiW4BlO5cMeVAB7L0J579MVUk3rd7okRgJMIJD2Pdh6nufepsc9yeLVlfULV7y4uBaHaZcNuw5XGSxGcetbumX01jrTG2nLMV2DaSdwLKc5+nB+tc75UlvCy3Eil/MVdu0EIR1GCeQfpngVq+C4ol8SSRLI4xGxEZTaACM5PqSTniiz6CbUt0dD4eJ1CVbxcG2UupbP8AEOCK6xbK3k4wy57g/wCfWsprEWOnNaxxLGMhQq8D5mGT+OSact3hZjGzAbC4GfaVv8PyrotZHNCKjojlfE4Q65fwtynC9eo2im+NFtNKneW28oN9kXcEIJDDICn0xnpXYeIdB/tX7JLDGvmJcIZSAAWiz83Pt1ryTxreSf2jeQOoUhgCAc5Gc5rN7mcKMnNxezaOXRxJcoeeDk1u2/8Ape+2kYmKJi2S2cqeRj2/xrm7ZseYe6gV1mkwSDTIiYw2cyMzN91W4UY7+v8AwKk9j38Q/wB2yS1hxGqFNiA7iDliFGTkLngcj1P5VXl2aj5nlEzMshVd+TkY4AHbH61oWCyx+a0ruYncksOXI9j2HbFMeNYoY/swYMzOX2kgryc4bPJb19u1ZpHnXOuvdMvprGxSxlJmk2v5hHyBW5JYHORz710uh6dHokIiE81xI4AZ5MZOOBwPc1N4Ztft/hqwlRAHSCMAA9sEY/SrE9hdGRsDBPHORjsPyBY/XFbwStcwnJ3sXHlF5ZT28LAySQsEyMDkcH/x4fnXm+v6jLFBZWc8ik2yFNi4Ow5wRkdema9H0+3a33zXGI8qByeFGcnn8h/wGvHvimyr4it3g3RIYNwZGIJ+ZuCPfjk+lKRLpqaaY6K6Vxuz8veuD1O6a6u5pSfvMTVyLU7tUyCGRgfv8MPy7VjMQ+856c0jpyuk6Up83yGWw3XYHtXQGW8lSVrNDIjf6xQgYqxGM+oz2NYVkinzZi3KkKo9R1J/lXS6cRa6LNcOMtJlwP8Adyq/+Pbqa3PS51yM3Z2WPdshRVxv81eo+pqa8v5rTULo21w8QaXfvjYrjfz269c+1Z16xuPORELHhAgOMMcYz/hTtWufLvEcP+/8teQmeRwTn1GKzR5bDUPEeuuoRNSvAmcH96R+BNa094998ObiSeRmlXb5jHkkhwCa5b7OkpEis5Hpk/mfetzTcf8ACLatbNwFG4D8Qf5iqT6Es524aa4uUvVeLeWOSmc9OvPPbP4090hlCmZiTGd4kBAy3ckevT2pqRyKQFUBT256VHOhF6BJs+bkY5+X0x68d6YFqSJLp1Z4D8gxufks3uR24rD1VUQuokV3BwccYGPT+tdDC6W08W9QIWUtIFOTjt9OlYWoGGRpZTkuVA3MMHA6Ae1JlQvcsRvbpb2y72dpI13Y4AYfU+hHPvTdJIGpT5IULC3UZx8wFVbWYT20cIWIPEoUswxgZ7kcml8O2Cav4lm0ubUJbWOWKUJ5abi5UFwvoB8uST6e9VYqjU5L3Oh08YvtXyxUCRFDA9OP8Ku+azea6gbEYBmxhuMc8/kK5/wk93qc19JI5csUlcP75/M1v3am0QAuZJmYu+/nrjA/ACs5bjnJSd0aVzcyW+h6dKly0EiXEyCRHOVB2sM4quvjbxJbW4WHU55G6AyKGzz9KjV86NIjKn7u53YwRjcuP/Zaz5YVcY4wOeBQmQalj4z1u/1iG21G6M0LSbSAoxn8B61D44uP+J/uZAFSFBvxuyDzgj8KxoJES8iYHY0Uinb+NaPjcg6oJNxysMZX0J6Vd9COpmwzh2ZIQkSv8rMVIP1H+e1Mvmjs/KmkRl2Mvy4yq/h16/zqC3miW1ZBJtbAABGckkAkn096fqF2GSMNGo8pFG8nn1z7mkxpNmVYvGlzcvJEzERZXGcL8wPP8hVi6f7S0EaqE8xwpUHOCTiq1tcOl7I8KuUcBWwDjGc84o1KZrSOGeN2MyuXLYA78AU0tDSE7Vbs1tZGfs0carmSVn4PBwAB/M10TPl1MW5fMc7nxkLxnHTrXL61ZWieHbHVNP1e/uFW5NorXUIRbg7d7yRD721WIU7vUe4HWtaR2yq8su90QhQPlGSMbsZ4A/rRLSw6lRTasNUkO24rvXIIU53H0X/PrVZcNLuQylscptwAc8D36UkcsnDbwMcLkDOK0lVSOqg47Dt7flUEGXcmVy7vyZHYnH3iO5x9a6DwVbRxeI1lV2MzQurK3YDABP8AKsycRwsEACq3G4Doa0/CoFtq91c7jtjtmIx07HOKLgehWfivw7q8ht47tI7iI+WVk+QkjjgHr+FaB0u1cZBQqRjg44wR/ImvnHzYhduGkym7Cs/OBk8+mferlprupWhnW11C5WMthCJCu0Dvj3rRS0M2lc991O+awhRFClpTsBz90YrwLxLOt/r2p7fvLOV3FuCBxit3wvrup6jrEiXt/PcQJD5irIc7TkD/ABrlxMl9dNJNtUO7HBQkkluv05pscZOLujOsLV5rgW7/ACGaQAk9lHU/gMn8K6y1ukuEM6u8SAkpHt5wOBxnngAD/drB8Lw2V/4xayvLyezt5GZI5YpY0WPPUsZOMbd3HUnitPSoLt9e1qzaW5V7SUQKbgASIAzfe25APJJxx6VLWlzrnWU4WZpK0jRRttCrIpCbCBycHBP6mo7ooxKGVVYDjaCdx9Af60TkJMIYAHQKFBZcngdfapYMSoA6pgHapB7D0qDnN+fxDqukaZob6dcsgMEhlDkFThupFWrT4u6ikX+l6fHKR/Ejlcn8c9qwtW2tpenZAPlxyAL6/P0rnJgJ13RuTk44PT1ppsTR6FN8VV1Vo7B9Okg+0MEDbwcEn6Vz3jd3n16CM7WjFsjFO7fMeK5GQ+TqFpLvYOJEBB7AMDXReNJx/b1uFf5/KQlcY4Ge/vmrTuiXoc3fSR20jK2WeWMqA4wDyOmPoM1l2fl+dK80XmLxGFzjryfyAq/e3iSTNI0axqxPvj2xVSwmfy5oVBCuxYMRlQcY+meKSV2O7iiWRFiUxxYCZwqLyM/XrnmtW9kltEEIRfKidEj9woG4kfUZ/wCBVkai6wvD5DFSrKxbbg8c5/StPxLoesaDo2janez3ImvPNaSJ0OIAAhQMcfeZTnB6Yx1Bqkjf2qVHlfU7C6c28ETLyzbcsTzlup4+tc5cMTdIxxkDyxx0Gc/nzRRWRkSRSMIE/wB/Z+Ga0IVAtdSQZ2taOT+tFFC3B7GLbTMkyxjBUZAzzwKr3ozPIT/DwB7UUUySqjss4VSQD8p+lWrjTrcSgMGf5SRuOcYANFFNAthYbaNo9uNoV8Dbgfwk/wBK5uy1K40jXzqFts8+Hds3rkfMpU8fQmiirW4ujNfwrcy21rdGFthJjUkd8bq34WY53EtyRzzRRWc/iLh8I5mMelSlepmiGfrvpJQIbcIg4JAP49aKKkT3Mu/QANjIxwOelXfFUrPeW5bBxbof50UVS2E9zEb/AFY5PNSWpE0ah0QnBO4rk0UUEsvtGiTKVUAZTIHfLEGuc1l91snyqoBAwO/NFFWNblrWPFUmvLb28uk6Za/Z40jiktY5FKRqOEALlQvOTgcnmuo2n7RGGkdvlzljnoKKKVTYIbkgG8ktydoH61egOE83Hz/dz7UUVmaMrXHIy3zMxJLHqasaAxWLVMEjdZOfp2oooQji3Ykvz90cVXjkZJWxyNucGiiqM5bnWeEycajJn5xbsAfTrWFvKW4lXiQwg7up6Hjn6UUVfQRk6frjaVqMts2naffW9xKjNHeweYAy52kEEEdTkZwe4Naeh6te6jf6peXU5ee8YTTPgDc2SfwHPQUUUP4TZbs38loGzyTgk9zU8I3ExnO1z82DRRWSBkmpOTDYxk/KVlOPowrAlGyRCCc5z1oopokqXzsLlG75Azj3rU8dSMPEAbPItov60UVXQmRm2ypLKm6NOuDx14qbaqLKNoKgMdpJxwyj+tFFUtiehja27GTGSPmUDB6DFNn8SatqmmW2m3t7NPb28rOnmSMxJfb1JJzjbx6ZPrRRTgVU2R//2Q==", 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6S3EmZGH3gfu45x7isoux51fDxknKO51izblBGajklzkCsyPUluHyrY5HBqw0Vzdq0FmoedlJUH2GT+lapnDOjKLSfU2ZrjOvxQqQUWNYODxgrg/zqfaZlC55dCuf95Y1/rXL6K8iy2ZlXa4OWHp1NdBFMVZTk8Af+yn/ANlrRGsPev6kd1qL2mo2UcXW4n86X/aUnaq/QKK878YIbjXo9LTjzJmLEdl7n8s103iC++yav523P2aOLjOM7VBrjbK+k1fxNd30wyxQ8gcAkjgfgKT7AuZKVT+Xb8jSh8XzeFtcVrdFltRGEmgPG4dsHsR2rq7vxXpmv21tcWMj4AJkjmG14s4xkdMHB5HpXjer3LXF7KQc7pTj6VfSA2wYyWztGUVEPQMoyD+oNTPWLR66wsKdGPdJHqMcilTsIDHqR3qW3uCzbSTyD1rmNH1yO6tYi7GM8KWwSpPTr61audXtbVJJZpBgdFz96sFdHJVw8aiv1Ops9ThtblZH3GTafKAHV8cVd0qUfvVJ6eWf/Hsf1NcvqkVpba1aSx3Du32bLZPy7zwcfTB/OtrR5Wk80g7vu5x/vV0R3scqpOKizeiCMF3cgEEj1A2E/wDoFcVq2tJbeGb6WaZTcT3IdI88k4yTj8a6oSGO3l6giJyOP9hq841TQLg/YtTmkHlTynEfH3E6H8T2qmXaPNeb0SfzG6PZGytC83/HzN80h/u+i/h/OjWb42enu6th2+Vfr/8AqqfzcmuV8V3uZkgB4jXJ+p/+tSMcHTeJxac/V/Ipad4gv9C1D7Xp1y0U3APdXHow6EV6XovxUsZ44k1u0+ySsobzrdS0f4r1H614mJd84XPX/CusttKguopJHcylYiscEcgRg4AADZ7dTx6U02fR1qdOprI2fDsIfxTawICodijN6AjIH5gV08Phu8uNXd0mW3s2Ys+3JZs44x0Bzmubs7lbfWLWQSKDHKhODk8MM4xXsosIbqMvb3UfzDDFG5B78iopxT0Z5VRyjrEy9Lht9JiNrAZHQsWLswJJ/wABj9D6Vi+ObmT7NbTKHBf5I2PQtnofQdT+FdbFoixYLTAKB6/5/wA/ryHja9gvNNicBUitruNRk/Ufh1rSS00Ig7vU4u+1K7s5tsgWVVGSEH3h6g96kh1GK4QSxtlSATjsK5m6W7hupoN5kihDbWds+WB0xjkk+nsKy5ILyyWS4W98qaUBkjXDZOTww/hOMfnUxM6mHhLyO9e9XOCRXCa/OZtXuSTwGwBSxahfRKpuJWOM7xLFjntjHOKpXsu+5M0vG8biQKTZ1ZdSVGo23uipb2xub1IweQGcn2VSf6Vo2Luby2jU4DuoYdiM85/DNGkfuruaeRSqmPYpI6g9cfgKTTzsvUcAt5SO4A74U4/XFM7oVeac4rZWOiKebczpEUCpFHxtCgbixI9qdDbi3eVYVPPAZmIBbB7ZG45PriodMM099fLHEWYrCGBYLt+XOP8A9VXY0nGoeYn3AuMHovOeB6+/tWc/iOWppI6vUvDkmraVp8Vu+SyBt8nygA9SR36dPeug0Lw7p/hob7WN3nkXa7M3UZzwO2SQPxrQ8JRR3/h63xJ80Y2qZD8xIJBrUfRJnkZi5O49j0+n6/nn0raCVrnHNyvboOtrjzyY1BG5TznoPX9R+deQa1rLadr09rdjyosqsZY8575+vX8a9gdV0W2aab53fCjHHPp9MkmvEviBZQXHiiSWUu2+JSEQZ3Edc+gxnkc0NahyqcbMsvfLtwGBA7jvUUt+BYzyKcFUOM+uK4eKz3l7yBSLdiQoEjZj9wByaspd3JgdFdihG07+d30PrUNmSwseZNd0Zk7bs8nNNsFPmSSY+QELn360E5DIATIRkKBnIq1Bti0lI8ESFzI2ffj+QprY96dZc8ba3NOyjiubaW8uY9/ktkHcRuCjJz69VFbT2fzBmHmzbhjtgDk/SsGSRYND+zqf3mEDj0Lnd/Lj8K6S6t5pLYq/llpcYKMeT6E/h0qZ7I5q711GXLpaWUkzFlJwkZiXAGOvzdRyT1z+FQSWqIXuTHsjUEA7GOGxwuevr9a1WVXhiW4BlO5cMeVAB7L0J579MVUk3rd7okRgJMIJD2Pdh6nufepsc9yeLVlfULV7y4uBaHaZcNuw5XGSxGcetbumX01jrTG2nLMV2DaSdwLKc5+nB+tc75UlvCy3Eil/MVdu0EIR1GCeQfpngVq+C4ol8SSRLI4xGxEZTaACM5PqSTniiz6CbUt0dD4eJ1CVbxcG2UupbP8AEOCK6xbK3k4wy57g/wCfWsprEWOnNaxxLGMhQq8D5mGT+OSact3hZjGzAbC4GfaVv8PyrotZHNCKjojlfE4Q65fwtynC9eo2im+NFtNKneW28oN9kXcEIJDDICn0xnpXYeIdB/tX7JLDGvmJcIZSAAWiz83Pt1ryTxreSf2jeQOoUhgCAc5Gc5rN7mcKMnNxezaOXRxJcoeeDk1u2/8Ape+2kYmKJi2S2cqeRj2/xrm7ZseYe6gV1mkwSDTIiYw2cyMzN91W4UY7+v8AwKk9j38Q/wB2yS1hxGqFNiA7iDliFGTkLngcj1P5VXl2aj5nlEzMshVd+TkY4AHbH61oWCyx+a0ruYncksOXI9j2HbFMeNYoY/swYMzOX2kgryc4bPJb19u1ZpHnXOuvdMvprGxSxlJmk2v5hHyBW5JYHORz710uh6dHokIiE81xI4AZ5MZOOBwPc1N4Ztft/hqwlRAHSCMAA9sEY/SrE9hdGRsDBPHORjsPyBY/XFbwStcwnJ3sXHlF5ZT28LAySQsEyMDkcH/x4fnXm+v6jLFBZWc8ik2yFNi4Ow5wRkdema9H0+3a33zXGI8qByeFGcnn8h/wGvHvimyr4it3g3RIYNwZGIJ+ZuCPfjk+lKRLpqaaY6K6Vxuz8veuD1O6a6u5pSfvMTVyLU7tUyCGRgfv8MPy7VjMQ+856c0jpyuk6Up83yGWw3XYHtXQGW8lSVrNDIjf6xQgYqxGM+oz2NYVkinzZi3KkKo9R1J/lXS6cRa6LNcOMtJlwP8Adyq/+Pbqa3PS51yM3Z2WPdshRVxv81eo+pqa8v5rTULo21w8QaXfvjYrjfz269c+1Z16xuPORELHhAgOMMcYz/hTtWufLvEcP+/8teQmeRwTn1GKzR5bDUPEeuuoRNSvAmcH96R+BNa094998ObiSeRmlXb5jHkkhwCa5b7OkpEis5Hpk/mfetzTcf8ACLatbNwFG4D8Qf5iqT6Es524aa4uUvVeLeWOSmc9OvPPbP4090hlCmZiTGd4kBAy3ckevT2pqRyKQFUBT256VHOhF6BJs+bkY5+X0x68d6YFqSJLp1Z4D8gxufks3uR24rD1VUQuokV3BwccYGPT+tdDC6W08W9QIWUtIFOTjt9OlYWoGGRpZTkuVA3MMHA6Ae1JlQvcsRvbpb2y72dpI13Y4AYfU+hHPvTdJIGpT5IULC3UZx8wFVbWYT20cIWIPEoUswxgZ7kcml8O2Cav4lm0ubUJbWOWKUJ5abi5UFwvoB8uST6e9VYqjU5L3Oh08YvtXyxUCRFDA9OP8Ku+azea6gbEYBmxhuMc8/kK5/wk93qc19JI5csUlcP75/M1v3am0QAuZJmYu+/nrjA/ACs5bjnJSd0aVzcyW+h6dKly0EiXEyCRHOVB2sM4quvjbxJbW4WHU55G6AyKGzz9KjV86NIjKn7u53YwRjcuP/Zaz5YVcY4wOeBQmQalj4z1u/1iG21G6M0LSbSAoxn8B61D44uP+J/uZAFSFBvxuyDzgj8KxoJES8iYHY0Uinb+NaPjcg6oJNxysMZX0J6Vd9COpmwzh2ZIQkSv8rMVIP1H+e1Mvmjs/KmkRl2Mvy4yq/h16/zqC3miW1ZBJtbAABGckkAkn096fqF2GSMNGo8pFG8nn1z7mkxpNmVYvGlzcvJEzERZXGcL8wPP8hVi6f7S0EaqE8xwpUHOCTiq1tcOl7I8KuUcBWwDjGc84o1KZrSOGeN2MyuXLYA78AU0tDSE7Vbs1tZGfs0carmSVn4PBwAB/M10TPl1MW5fMc7nxkLxnHTrXL61ZWieHbHVNP1e/uFW5NorXUIRbg7d7yRD721WIU7vUe4HWtaR2yq8su90QhQPlGSMbsZ4A/rRLSw6lRTasNUkO24rvXIIU53H0X/PrVZcNLuQylscptwAc8D36UkcsnDbwMcLkDOK0lVSOqg47Dt7flUEGXcmVy7vyZHYnH3iO5x9a6DwVbRxeI1lV2MzQurK3YDABP8AKsycRwsEACq3G4Doa0/CoFtq91c7jtjtmIx07HOKLgehWfivw7q8ht47tI7iI+WVk+QkjjgHr+FaB0u1cZBQqRjg44wR/ImvnHzYhduGkym7Cs/OBk8+mferlprupWhnW11C5WMthCJCu0Dvj3rRS0M2lc991O+awhRFClpTsBz90YrwLxLOt/r2p7fvLOV3FuCBxit3wvrup6jrEiXt/PcQJD5irIc7TkD/ABrlxMl9dNJNtUO7HBQkkluv05pscZOLujOsLV5rgW7/ACGaQAk9lHU/gMn8K6y1ukuEM6u8SAkpHt5wOBxnngAD/drB8Lw2V/4xayvLyezt5GZI5YpY0WPPUsZOMbd3HUnitPSoLt9e1qzaW5V7SUQKbgASIAzfe25APJJxx6VLWlzrnWU4WZpK0jRRttCrIpCbCBycHBP6mo7ooxKGVVYDjaCdx9Af60TkJMIYAHQKFBZcngdfapYMSoA6pgHapB7D0qDnN+fxDqukaZob6dcsgMEhlDkFThupFWrT4u6ikX+l6fHKR/Ejlcn8c9qwtW2tpenZAPlxyAL6/P0rnJgJ13RuTk44PT1ppsTR6FN8VV1Vo7B9Okg+0MEDbwcEn6Vz3jd3n16CM7WjFsjFO7fMeK5GQ+TqFpLvYOJEBB7AMDXReNJx/b1uFf5/KQlcY4Ge/vmrTuiXoc3fSR20jK2WeWMqA4wDyOmPoM1l2fl+dK80XmLxGFzjryfyAq/e3iSTNI0axqxPvj2xVSwmfy5oVBCuxYMRlQcY+meKSV2O7iiWRFiUxxYCZwqLyM/XrnmtW9kltEEIRfKidEj9woG4kfUZ/wCBVkai6wvD5DFSrKxbbg8c5/StPxLoesaDo2janez3ImvPNaSJ0OIAAhQMcfeZTnB6Yx1Bqkjf2qVHlfU7C6c28ETLyzbcsTzlup4+tc5cMTdIxxkDyxx0Gc/nzRRWRkSRSMIE/wB/Z+Ga0IVAtdSQZ2taOT+tFFC3B7GLbTMkyxjBUZAzzwKr3ozPIT/DwB7UUUySqjss4VSQD8p+lWrjTrcSgMGf5SRuOcYANFFNAthYbaNo9uNoV8Dbgfwk/wBK5uy1K40jXzqFts8+Hds3rkfMpU8fQmiirW4ujNfwrcy21rdGFthJjUkd8bq34WY53EtyRzzRRWc/iLh8I5mMelSlepmiGfrvpJQIbcIg4JAP49aKKkT3Mu/QANjIxwOelXfFUrPeW5bBxbof50UVS2E9zEb/AFY5PNSWpE0ah0QnBO4rk0UUEsvtGiTKVUAZTIHfLEGuc1l91snyqoBAwO/NFFWNblrWPFUmvLb28uk6Za/Z40jiktY5FKRqOEALlQvOTgcnmuo2n7RGGkdvlzljnoKKKVTYIbkgG8ktydoH61egOE83Hz/dz7UUVmaMrXHIy3zMxJLHqasaAxWLVMEjdZOfp2oooQji3Ykvz90cVXjkZJWxyNucGiiqM5bnWeEycajJn5xbsAfTrWFvKW4lXiQwg7up6Hjn6UUVfQRk6frjaVqMts2naffW9xKjNHeweYAy52kEEEdTkZwe4Naeh6te6jf6peXU5ee8YTTPgDc2SfwHPQUUUP4TZbs38loGzyTgk9zU8I3ExnO1z82DRRWSBkmpOTDYxk/KVlOPowrAlGyRCCc5z1oopokqXzsLlG75Azj3rU8dSMPEAbPItov60UVXQmRm2ypLKm6NOuDx14qbaqLKNoKgMdpJxwyj+tFFUtiehja27GTGSPmUDB6DFNn8SatqmmW2m3t7NPb28rOnmSMxJfb1JJzjbx6ZPrRRTgVU2R//2Q==", 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", "info": {"video_id": "156552", "label": "pulling the chair from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "156552", "label": "pulling the chair from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bc22e18c4e13f9733261b3bebc5442a38e2be81dd6d3bf2151a060c228e613ee"} +{"episode": 77268, "episode_seed": 2683232097, "split": "train", "timestamp": "2025-10-13T03:40:38.521853", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2683232097, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of box, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46312", "label": "lifting up one end of box, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46312", "label": "lifting up one end of box, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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H+elcDcS+XG7k8KCa3qSaZzUFe5yOvXU19qxkuAhdY8IRnAw4AP8AOsTUHY3l1k5Pntk+tXtflZb6B+h8lCQPrnFZNxObh5ZmADSSFyB2zXn1HeTPusuVsPB+RZtLqO3t9wwtwsgdG25IwDj9cVtztFd6PJFviiUskis+cKCORx9AK5TNXDqTiwFunGV2uSAcrnIHt1qDrqw5rNb3On+Hcwi8STxBgyvAwyO+CDXqQPNeM+C7gweJbdwGYFXU7Rk8qa9ZhvIZGADgMf4W+U/ka9PCv92fI59H/ar90jRDADk8VyfifWSIzbwnbuOMjqfpW3fXJihIUHLdB61inToonF3P882Dyf4fpTrpyXKtDx6VovmZw+q3x0XTzIU/fN91T29z71R8KalNqbXz3XzFdmM9s56VV8X3JutQKdhTvCS+WLz32f1rip0qcH7q1O9znJe8aeshvJfZLJsCElS2Qe3f6mseciS3WRTnMgXP0QcVqak5eK79FRR/U/zrnVkIIGTtBzjNFXc93J1+7k/P9CSOTyplcfwtkVfsromV26EEOMH0P/1/0rLJ5JpEuxA+8SKpwRWSuevUlHl1Lup7FvZAFkWQuS25gc554xXqGmzibTbR8/ehQ/8Ajorxo3cAP3x+Fem6BcyvotmyMjoYgFyCOPr/APWrswl03dHgZxKEqUEndo6VGqxGRmsuO8wAHhkHqVG8D8qs29zDI2ElVj6Z5/Ku29z5p6GvEKWU/qKSA5FOcZfHpUSJvY5S4XfqgbHypCefckf0FQXaBomX1FLDL5l1dNnIVlQfgMn+dLINwNefc9A5S70/BJArLmsf9muvuIwaz5bf261cZGbOX/s7cfu1q6XoqNMpKjr6Vow2mW6VuWFoEYHFdVJanPVlpoLotkkeo6kjAHLxjH+z5Y/xNeVXEQtr+5t1OVilZVI9ASK9Skuhpfi+2eZttrqEIh3noJUJK5+oJFeda5bG016+jIwVuH/nn+tRidkjXC6NvyRHauyMCDivTfh/qEU+qQic4lhV0jbPZhjH6CvLoj8ta/hFZL7xYLM6pPZZSQxNEm4syoWC+gHBOT6e9cVOLc9DurSj7OzPZPFzbTbHP97+leSeJ38xBKen2h1B+gA/oa6HRtbvtetme+u5J2jC43npnr/Krtvp0DWiNIiScs4LLnqScj866ZR5mcuGq+xkpdjzqzsru9IS3t5JD644rqNN8DXE5DXs4iT+4nWt+FRC4EahV9hita2kOOa6aWFgtXqa183rz0i7LyKNl4b0vTgPLtw7/wB5+a1NyqAqgADoBSO2TUTuEjZ/7oJ/KumyR5cpym7t3OK8T6hYx6095c5CWsflLsXLu/JwPTk4z9a4d9Y1G9uWkSdraNj8sULEKP8AGu/m0xb74f3s0g3T3KG73d+DlR+X8zXm6AKikV5c6aT55bv8D0aVS65VsjodJvdXtNRt5vtiSKxAIuIhKuPcN/8Arr23w14luNUsmt7yzitLkSExyRsZFmAxuxu5HUHBJ4J9DXh2n3G6IDriurvNcvdO8MwtYsRL9shkjlU8p1BH45x9DWdO3N2ZdePunsu5iSWK5A4xXmmqSlbORR1chB+Jx/WpdS1O8g0iK/sfEGpSgzm3zOios2FyzR99oPynPqPoIbmxuLiS3VQMCUMcn0BP88V1VU9DioaXOL8V3Pl6oi7Cf3Qx+Zrn2vHIwqgfjXe+IfCd5fPBNFMkbqCjHBPBrOtvh6TgzXjn1CIB/OpjhubWx6sM1nSgqalscebmVv48fQVE0jHq5P416TD4C02PBkEsh/2n/wAKvweFdKgI2WUJPqy5/nW0cLYwqZtOXVv5nJ+ALCWfxAl1tYRQIzFscEkYA/U/lXrYVXUKwBHuM1nWNqluu2NAi+ijArTjArVRUVZHBVrOq+ZkDWieaSjyRnttbI/I5FZGs3ckO5S6MAMDI2mtqd9km48DFed+MLy5nlK2+QoPJHesKrsgpK8tTk9TlMt7Kx/vVoeGm2i6567f61S8OWdjqvidNM1a8uLaKZtizRzRRrGe5YycYxngck4Hetnw1pZj1fXLKYXCfZJxGEnAEigMw+bGRnA5wcelc8KUtzrdRbFe9d30y9ljPzMXI+gOP6VyElzLx+9JyM8GvXbXw5aiyjVlZ1Kdz1B//XWWnhDTYWwLSM+m7LfzrojQvuVHFumrRbPMDIzHG4n8akjtbmb/AFdvK30U16vFoltB9yCNfogFSG0ReiitlRS6mMsZJ9DzK28O6pcuFFsUBONznAFerafAtpZwWyfdiQIPwFQJAFbOKvxAYFPlUdjGVaU9y3CO4q4I0mGJEVx/tDNU4221chakzNl6KFYwPLZ0HoG4/WpVPzHLZPuO1YXia8nstBaa2meKUSoN69cE81i6wniPRNI069udRvFmu9/mRFcCEDaVBOPvENnHb86hgx1j/qpm7tO5P54/pVntRRXAzuKsoGahdRjpRRVQIkTWsa7ulbMKKFGBRRXdSOOZS8RWFvf+Hr2KdMhYjIpHVWUZBFePxzy3NuZZ5GkkLYLuck/jRRWOJOrC/CyxH0qC21S40bWxqFps8+Itt3rkfMpU8fRjRRXLR+M6avwHV+DHZbC9IP3Y1x+Aau5tlH2WNccBAP0oorpicctxoiUNwKuRAAcUUV3Q2OWQjk7j7UjqGidSMggg/lRRTlsJHN6TPJcfDuRnIylpLGCPRdyj9AK8uTpiiiuCvsjuobv1LlpIyOQDxXRJM/8AZDoTlVmjYA+uaKK5F/ER2VP4bNvVNfbV0gjk06xgMKqkbwK6lUH8IBYgDnPTrzXYx83tuP8AZc/oP8aKK9FnmQ6l6ZAygEVGkSAdKKK3gZz3EZFweKhUDNFFWyCeMYNWY+lFFZPcpEV2oaPBFcrrFvH5Z+XqOaKK5auzNqXxHmZ1s6JqF7CNN06+hlkDmO9g8wKyZwQQQR1ORnB7g10fg7UbrUptf1G7l8y6uCssjkYyxD9h0+lFFOnsjR7s9EiGI1HYAConUbjxRRXUjORC3SqjHJP1NFFUzNjTU0XUUUVAFoVbg7UUVBRQ8X/8i4//AF2j/ma4q51vUb+yg0+6upZYIHeRQ8jMSWA65PONvHpk+tFFSI//2Q==", 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", 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H+elcDcS+XG7k8KCa3qSaZzUFe5yOvXU19qxkuAhdY8IRnAw4AP8AOsTUHY3l1k5Pntk+tXtflZb6B+h8lCQPrnFZNxObh5ZmADSSFyB2zXn1HeTPusuVsPB+RZtLqO3t9wwtwsgdG25IwDj9cVtztFd6PJFviiUskis+cKCORx9AK5TNXDqTiwFunGV2uSAcrnIHt1qDrqw5rNb3On+Hcwi8STxBgyvAwyO+CDXqQPNeM+C7gweJbdwGYFXU7Rk8qa9ZhvIZGADgMf4W+U/ka9PCv92fI59H/ar90jRDADk8VyfifWSIzbwnbuOMjqfpW3fXJihIUHLdB61inToonF3P882Dyf4fpTrpyXKtDx6VovmZw+q3x0XTzIU/fN91T29z71R8KalNqbXz3XzFdmM9s56VV8X3JutQKdhTvCS+WLz32f1rip0qcH7q1O9znJe8aeshvJfZLJsCElS2Qe3f6mseciS3WRTnMgXP0QcVqak5eK79FRR/U/zrnVkIIGTtBzjNFXc93J1+7k/P9CSOTyplcfwtkVfsromV26EEOMH0P/1/0rLJ5JpEuxA+8SKpwRWSuevUlHl1Lup7FvZAFkWQuS25gc554xXqGmzibTbR8/ehQ/8Ajorxo3cAP3x+Fem6BcyvotmyMjoYgFyCOPr/APWrswl03dHgZxKEqUEndo6VGqxGRmsuO8wAHhkHqVG8D8qs29zDI2ElVj6Z5/Ku29z5p6GvEKWU/qKSA5FOcZfHpUSJvY5S4XfqgbHypCefckf0FQXaBomX1FLDL5l1dNnIVlQfgMn+dLINwNefc9A5S70/BJArLmsf9muvuIwaz5bf261cZGbOX/s7cfu1q6XoqNMpKjr6Vow2mW6VuWFoEYHFdVJanPVlpoLotkkeo6kjAHLxjH+z5Y/xNeVXEQtr+5t1OVilZVI9ASK9Skuhpfi+2eZttrqEIh3noJUJK5+oJFeda5bG016+jIwVuH/nn+tRidkjXC6NvyRHauyMCDivTfh/qEU+qQic4lhV0jbPZhjH6CvLoj8ta/hFZL7xYLM6pPZZSQxNEm4syoWC+gHBOT6e9cVOLc9DurSj7OzPZPFzbTbHP97+leSeJ38xBKen2h1B+gA/oa6HRtbvtetme+u5J2jC43npnr/Krtvp0DWiNIiScs4LLnqScj866ZR5mcuGq+xkpdjzqzsru9IS3t5JD644rqNN8DXE5DXs4iT+4nWt+FRC4EahV9hita2kOOa6aWFgtXqa183rz0i7LyKNl4b0vTgPLtw7/wB5+a1NyqAqgADoBSO2TUTuEjZ/7oJ/KumyR5cpym7t3OK8T6hYx6095c5CWsflLsXLu/JwPTk4z9a4d9Y1G9uWkSdraNj8sULEKP8AGu/m0xb74f3s0g3T3KG73d+DlR+X8zXm6AKikV5c6aT55bv8D0aVS65VsjodJvdXtNRt5vtiSKxAIuIhKuPcN/8Arr23w14luNUsmt7yzitLkSExyRsZFmAxuxu5HUHBJ4J9DXh2n3G6IDriurvNcvdO8MwtYsRL9shkjlU8p1BH45x9DWdO3N2ZdePunsu5iSWK5A4xXmmqSlbORR1chB+Jx/WpdS1O8g0iK/sfEGpSgzm3zOios2FyzR99oPynPqPoIbmxuLiS3VQMCUMcn0BP88V1VU9DioaXOL8V3Pl6oi7Cf3Qx+Zrn2vHIwqgfjXe+IfCd5fPBNFMkbqCjHBPBrOtvh6TgzXjn1CIB/OpjhubWx6sM1nSgqalscebmVv48fQVE0jHq5P416TD4C02PBkEsh/2n/wAKvweFdKgI2WUJPqy5/nW0cLYwqZtOXVv5nJ+ALCWfxAl1tYRQIzFscEkYA/U/lXrYVXUKwBHuM1nWNqluu2NAi+ijArTjArVRUVZHBVrOq+ZkDWieaSjyRnttbI/I5FZGs3ckO5S6MAMDI2mtqd9km48DFed+MLy5nlK2+QoPJHesKrsgpK8tTk9TlMt7Kx/vVoeGm2i6567f61S8OWdjqvidNM1a8uLaKZtizRzRRrGe5YycYxngck4Hetnw1pZj1fXLKYXCfZJxGEnAEigMw+bGRnA5wcelc8KUtzrdRbFe9d30y9ljPzMXI+gOP6VyElzLx+9JyM8GvXbXw5aiyjVlZ1Kdz1B//XWWnhDTYWwLSM+m7LfzrojQvuVHFumrRbPMDIzHG4n8akjtbmb/AFdvK30U16vFoltB9yCNfogFSG0ReiitlRS6mMsZJ9DzK28O6pcuFFsUBONznAFerafAtpZwWyfdiQIPwFQJAFbOKvxAYFPlUdjGVaU9y3CO4q4I0mGJEVx/tDNU4221chakzNl6KFYwPLZ0HoG4/WpVPzHLZPuO1YXia8nstBaa2meKUSoN69cE81i6wniPRNI069udRvFmu9/mRFcCEDaVBOPvENnHb86hgx1j/qpm7tO5P54/pVntRRXAzuKsoGahdRjpRRVQIkTWsa7ulbMKKFGBRRXdSOOZS8RWFvf+Hr2KdMhYjIpHVWUZBFePxzy3NuZZ5GkkLYLuck/jRRWOJOrC/CyxH0qC21S40bWxqFps8+Itt3rkfMpU8fRjRRXLR+M6avwHV+DHZbC9IP3Y1x+Aau5tlH2WNccBAP0oorpicctxoiUNwKuRAAcUUV3Q2OWQjk7j7UjqGidSMggg/lRRTlsJHN6TPJcfDuRnIylpLGCPRdyj9AK8uTpiiiuCvsjuobv1LlpIyOQDxXRJM/8AZDoTlVmjYA+uaKK5F/ER2VP4bNvVNfbV0gjk06xgMKqkbwK6lUH8IBYgDnPTrzXYx83tuP8AZc/oP8aKK9FnmQ6l6ZAygEVGkSAdKKK3gZz3EZFweKhUDNFFWyCeMYNWY+lFFZPcpEV2oaPBFcrrFvH5Z+XqOaKK5auzNqXxHmZ1s6JqF7CNN06+hlkDmO9g8wKyZwQQQR1ORnB7g10fg7UbrUptf1G7l8y6uCssjkYyxD9h0+lFFOnsjR7s9EiGI1HYAConUbjxRRXUjORC3SqjHJP1NFFUzNjTU0XUUUVAFoVbg7UUVBRQ8X/8i4//AF2j/ma4q51vUb+yg0+6upZYIHeRQ8jMSWA65PONvHpk+tFFSI//2Q==", "info": {"video_id": "46312", "label": "lifting up one end of box, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fe46c6993c91f43c9bfdf7c861ff02d99febbf8819dbc557780b9e52b2bc2d63"} +{"episode": 77269, "episode_seed": 78340832, "split": "train", "timestamp": "2025-10-13T03:40:40.209069", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 78340832, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving cookie tin and hand towel roll so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "201408", "label": "moving cookie tin and hand towel roll so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "201408", "label": "moving cookie tin and hand towel roll so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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QQezH69TWZfwj7JuP32b5P6msKTtJnZU3MKKSaMBI/mGeAe1fT3wtneXwXppkOXEe0/gTXzHHDKJoo0I3ybhz2wTX0d8I5t/hOFSeUkdf1rqpv3znxGtK56Bd8oR6ivE7fyjdRjf+9SVlKbSMYYjr07V7bc/cNfP9ldKvjXWLRpGAiuCcdslzWeMjdphgn7kj1zw44LxupyOxFXdTbNw5z1qhoGEChRgDtVjVYlmlQvnMbb1wcc/5NdM/hOCn8RwF0hW7mRGjADkAbxkfhVCXerumMsQAAOaNTtoZNRuWbySTIfvAZqo1vH5RjHlbT/COleG7XPb6HDahuXxrdKwwfP59vlFP1wGSBEHc1XuV8vxhcBAMLN07fdq9qCF50Udia7Vo16Izn8J2HwTn2DUIP+mit+mK94hkxBx6V88/CmVYfE99Eh/dvGCvvg17/bnMQHtXoU3eJ5tXSZ478Y38q+06QjIYOpPp0NcLpDp/ayTM5ET25jZiM4YNkDAr0H40Q5tNPl/uzMM/Vf8A61eRmf7LGZNxGBkYrgqp8zSPUoJOmmzvY3SIx/vVEXIDHIFdboixXNiqNtkjZj05B5rkIJYZbWMmVt20E5HtXW+GlC20ZDlhuYfrU4T+IY47+EdveP8A8SuFOyjAArg/FCEwRSc5UkfnXb3LZslHoK4PxGkpskWd0LeeWU4wAOcfjiunF/AceE+M4bxXvbQZXwdokjGfxq18M7nyb1QePMyP1rM8UwoukSy/Ju3pkjr1pPB87W0ts54AlwfXkmuei7RT8zvqK8Wj6X0mTKrTPF1t9s8Mahb4yZLdwPrg1W0aXMaVt3qCazZT0ZcGu6qrxPPpO0j4xgRreSOYlvOUncD0x0xWjHOtwssROxpEZeOmSKj1WH7Lq15bnjy53TH0Y1Ai4bg9Oa4pNvU9aMEdlpzI9ha5kxMsYVk2nggY69O1aNpcQlFV7mJW7hjjFcx4cuka7nieVgqoDgcjOa6ExxyP8s+Mc8g1zTjZ6l6dDe0YxteuUljkxGfuNnHNej+D9RiktL1oZACqsmT2YV5poAUXUu1w3yc/nXdaRBHaWNwIl2+axZvrXo4VWpnj4x/vTndVidr6WQ8xmMgjsa8YvwR4ruARj996f7Ne1awXNtOFPOxsV4hcAr4kmxgkSdzx92s6nxv0N8L8J3LQJeXzKzHaAMgepFa3hyKWz8UalZsQsQKmNcdVxwRWdpCjaZXHLksa0orplv47zyPnjHlbweWXOQD9K5KNRRqa7HbWpSnS5Y7norXEcSwRMTvmyEAGegya8Z+JErJ4nBDbVMA/ma9JtvFcXmLb3CrGu3O49RxXlXxOlD+JI9pJUwKwz6ZNdDqKq9EZYehKhK8zmnKXIUSyZA6DOK2bLWbqGOOCO4XYihRuUE4+tcuvWrFscTCpnTuj0Yzi94nYLr1/wPNiK+8Yr1z4aXEl1oTzSlSxnYZUYHAFeEqMgEV634C1u10TwZHJdFv3t3KF2j0xk1nh0ozuzmxsU6dorW569H92vNfiJEuo6lLZSKHjFquQR0J3/wD1q73TdRgvrATwyh09e4+teceIbkXGt3k/UO6gf7qrgfrmtsa06d0cmBi41LM8t8PJ/o09qzcJtOSfc5rP1eT5fNXhVOEFXtOhaDUtUgGR+8AA9snFZ3iH91FsHRCfxNTT1kbV7KTsc7bXDLcbmY5DFvz619EfCGeNtGnjjYFUn7e4Br5tUkP717t8DX2abfxZORMrfmv/ANautRSmmccm5UWux7RcsBESSAAMkmvnS6snXx9qWoW8gEL3THcDkOpINez+OL8W3huWFWxJdEQrjrz1/QGvLNZtFt9DS4BKFZ1DEdgRxUYqfvxgi8FG1OU2emaKJ/tMTKyfZ/LO9SPm3ZGMe3WtK/8AvH6VQ0A5s4mJydgyfWrl26yLvRgykcEVrJ+6cEF7x4l4g1a4g1y/jTytqykDIOf51iSeILlBkwwt+Jp3igbfEuornP781zs3JrzowVz6FKPKtCeVjLqkl9kBmbcVB6cYre1HCoGXl5eBjsMc1yXPqa6u4BCeeTnbgLmtWrNGFZRSVkTfDm6MHjuGDPyPG4+pxmvpOzbMQ+lfKng+4MHj/TTnH74qT9QRX1Lp7ZgU+1d9LY8qu9Tzj40of+EdglHGy5Xn6givC22zAB3zivf/AIyQ+Z4JnbH+rljb/wAex/WvnUdcVhUj7zPQwtRKmk1c6C01O6RY4YpQQo2gFQTivVPCdw8WgpPOCzpvZgg5P0FcPoegoLRJPLHnbC5Y/TOK7XwHO9zYHeMMkh+hrKhZzbQY9p00rHfSsHslYdCuRmvPPH9w1rpUUiBSfOAw3416HMf9GNeZfE0t/YsOOnnDP5GtcQro4cJb2iPONQ1KS/tXtnjRASDuBParvh7KJJHu+6VbJ+tc43XrWtoW4i4UE/NtH86xcbR0PUmo2dkfSXhq5E9lDIDkMoNdaxzbH6V5x4DufM0i2BOSg2n8DivQkf8A0c/Su3eB4/wzsfKvj+A2vjvVYU4AmLfmM1zolbPL4P4V23xaiFt48uJcY8+JH/TH9K8+zk5Ncqjc9eM0op7sv2kps5jLDJtcjBzzkVqxavdgZEqE/wC6K50Vct/mG3vUTh1NoSi9LHpXga5mvJLppWUlduNoxxXqNqcWhHtXlnw9gaFLrf1YqQK9PtJo5bMtGwYDKkj1HBroo6QPFxmtZ2Oc1mcp5sexsGJm39uO1eGysZNQku8gFmztB6dq9x11sWF0f+mbfyrwPn1NZSXvs68Ily6o9f0622xgMMYFVdQu5JbyKzsyF3Ny/ZR3NS3OpQWylGJCY5OcZriL3XriLUo5rNtrJz8wzkH1FcdCCck5bHZVcmmobnrWj+FrK3cXkrTXEwHBlbIH0A4rzH4lNG3isqjAssS7wOx//Viprj4o699m+z262sBIx5qxksPcZOB+VcZJNJcTvNNI0krnczsclie5Nd8uX7Jx0KdSMr1HqItWbbAlBNVsc5qaFsMKzlsehT0NdGwBXqHg3TLTxP4DvNJWRUvIJmliY/wMehP+yeQa8qibcMVf0vWb/QtQW70+4aGZe46MPQjuK5qb5Zajr03UhZbne6Tquq6Xfy6bcmS2miG10z1/xHoatrK8jSPIdzMxNcvf+MJPEGo2t3Naxw3UaFJHiJxIucjg9Mc/nU+lSy614mlsH1We0jZZDEI03bmVCwX2HB5Pp71nVo88uWD0MY1ORXqLUW5hRNQurgABtqj69cVxXiI7plj/AOBN9e1bunXs1xDeTXMzPtVGy3brWHOMtJdz/wARyF9PStKKcN+hFRqcrowYrbbLuf8AKvYfgrMBPqsY7eW38xXkzMTudurc133wm1NNMutXmk5PkIUX+827gfrXZGXvczJq0+WlyRWrPQPF9/8AbvEEdqGzHaJggdN7cn9MVlXZW6tpbF0zFNHtZh1Qg5DD6GltbeWaeWabmWVi7t7mpLua305WdiN23HNcFSbqVHJG9KEaVNQZ03h+/gtbSKKeVWwApI6GtmeOGK1AtwPK7Y5rzA6pdXcY+w2M8oJ4dIyQfxrsNKfU1sUF8giiSP7h+9mumEqz+LY5KlLDxXuvX1PGfFhx4o1If9Nj/SuflOQa3/FLq/ibUfQzEj8hXOXZKISDzngiogrux23tBMjPDAe9dfqm2GF0z8sYOfc1na3oul2vhy31XTNRvZg119lzcwCNbghNzvEM52qcKd394e4EuuszuLdON2GY+grScWmrnM6iqbGJojNF4m0+4PVbpGb2+YV9XaW+YgM18pGRYLuBU/gkVmPfg19Q6RMCic9VFdVGV2cWJhazKPjyFLjw3eRyIHQoMgj3FfOcOlKfEItRny1Ic59OuK+kPGThdCuQx6gfzrxzT7Hfqc11jlwFHtiscTLkk2dOD96FvM6Gw8u1iR26Iefcd6teDoP7OuLu0zuiExeJv7yHkGq32V3jxjipoZPscnySBQvrXFRquDbtc6q9BVo8t7Hd3Cz7kZdpgKnd657V5x8TeNFj/wCu6/yNdFpXidfOeC4kBRQTk/hXNfEqSObRImiOVacFfyNdLqua1VjkjhvY1I2dzyZxzmtvw4AI7qUkZTaAPc5qPwpp+l6x4ki03Vrqa2hnbYsyTRxrGe5YycYxnjqTgd6tWdqdM1DW7SRJ4xazbNlwAJFCsw+bBIzj0JFVOL5LmrqpvlPT/hzd5tJYs/NHKf15r1aGQtB+FeEfDG4kGoagJDjzAsgXPTt/LFe22Uu6AfSuulrA82srVDx74zaI11fWl9EfnWIoV9QDn+teOYwa+iviTErw2pPbdz+VfPdzGY7mVCMEOR+tc97SaO+mr00yMV2Xh7SFltYy6DfIevcc1y2nWxu76KHHDNz9K9S06FYbcY428iufETsrHTSQngyZjqV9bsuCjcY9jivSIUSK3IRQoOWOPU9a8/0SJbXxVeumPJugs8ZHTn7w/A5ru7m4+z2qPsLKzBOO2a66fwJnj4hN1Wjm/EkmzSbxvSJ/5V4TXsvjyaSHw9cNG5UkhSR3B6ivOvEXg6/8OeHtH1G885Z74yebC0ZAtwAhQMf7zK2cdunUHE8t5NnTh6ihGzL+pzPMqh8Hkn8hXM53b3PLHJzRRXNDY9GnuU2OXNOWiiuhmS3JF705OtFFQzdFqNiOhqVWLKc9qKKwkaofaSMl5Fg9WxWjbancaRrj3tqV86J227xkfMpU8fRjRRVR3OLE7orRuwAQMQpGD74qlfuxEak8E5NFFEdwp7op3HAAFeleC9MtYLBZUQ+ZIgZmJ5NFFTWf7s6ftnYuxjiBXg4zXC+J55DbXBLHg4HtkUUVlS3RlPqd94UAFhAB/cX+VdNdcKfpRRXsVPhPn4fGfPvi/jxTqGP+euf0Fc9cHMBzzgiiivPh0PoX/D+Roa/4sk8QW9vDNpGmWpt0WOKS1SRSka5wgBcqBzk4GSefWmtK74dmJJ65oorWr0OOlsZyEsHc8t1zXv2haxdNf28B2bAqDpz90UUU4tqRpiEnFejLvj6aRdPRA3yvIA30rlrGCMQoQtFFYY74ysD/AAixfytDbHy+OK5fTY21bV3t7iWQR4z8jYNFFKgk5JMVZtRbR2Gn+FNNtf3uJpWIwfNfI/Kub+JJKabGi8IsiYA7daKK6qySSsceHnKVRXdzzvT9dbR3uIzpunX8UzK5jvYPMCsucEEEEdTkZwe4NA1O81TUby9u5jJcXUnmzN03McnoOMe1FFEvgNl/FZ1/w8mf/hKdmfla3ckfTGK930py0Qz6UUVrQ+E5cT8Zx/xDYkwKemDXg2roF1ByO5Ofzoornl/EZ30P4SNTwpCjXckhHzAACu6AxFj2oorjr/GdcNiay/dXEe36j2rtNNuHngeOTBUe1FFRGclomKrCL1aOM+Io2+HrgDs6/wA68rv/ABLq+qaTbaXe3s09tbSvKgkkZiWbA5JPONvHpk+tFFenHqeVBH//2Q==", "info": {"video_id": "201408", "label": "moving cookie tin and hand towel roll so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "201408", "label": "moving cookie tin and hand towel roll so they pass each other", "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": "cb437f860d40f75788f4f87872c02e7617d44c88f5d44a75709b9eb4c1b18ada"} +{"episode": 77270, "episode_seed": 604801881, "split": "train", "timestamp": "2025-10-13T03:40:41.968394", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 604801881, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open vessel 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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mbq8apaSsQfun+VfFCO4d2jQYAOeO1fZvii6ENjIM/wAJ/lXx7IzPcXOwjayHPPBx6VrhVrL5fqZ1noita7fMGRwD+dfXvgIRWfwx0FpCFiWFJGJ6AFic/rXyHBgvwDX1z4MAn+EekDr/AKCo/Liup7W8zHqY958SvBfgvTpNOs7qe8fzJJCtumfmdyzc8DqT0ryXxL8Vv7beRILR4YGGAJJMn9K1viXpscmirdxxKJIJRuYDkqeOfxxXlEmmXiRrLPaTRxt913jKg/SplNR2NVT6nv2h+Jj4i8DRX77DPHmObaejLxn8Rg/jXjtzapLf6pPJ92NWkUepzgD9a3PhlLLHLrGnYzHPbCYezKcfyb9Knl0xXvZLdh/rMqa5KjsztpO8ThkCqCpOCOfrUN3F5kDY6r8wq00ZjkORyjFW/OnFCGKv93GPwNSpdRzjdWOeqzZqrTAMcDIHWoZozFM8Z/hOKsWESzT7HbaCP8iumO5wsmjGA0Y7NnNfT/wasGg+GzyADzbu4kOcY9EH8q+YYMrIT1+tfV/wvlMfwm0ydBlgsj4PciRv8K0voT1NnR9K0rUNOF1LaNIRJIh+0L3VipIHTHHHtXP+KI9NhyoZYQOir8vFc/4w8e+KLDCwLa2drIGVHhG5s9eS3T8q8k1DxBqt/K73d1LcMW5LMTmnzW3Hys9BBhSQvDdOS5+XDZAqDWdSvFs1i1J5HtQrPGw52nHT8a4DTr2RbpWAKkHsSK9N1CC3vvAkUzktdNLsTzHwm3uSPaoak9VsaKcFaLWpk+F7hLvTPLic+Sk4ePd12uN2D7g5rq9ZjC6OTyOK5LwbprWk7QKoYPIJeCSAMYFdj4tR49K2lv4elcdRo6YJo8W1GcG6cA9DWLqMhMYFaF2P9Jb61k6k+EwaUEm0FV2RRBwc16N8GNb/ALJ8f2xkk2wTo0D56fNjH6gV5wegxxit7Rz5aNIhKzJFuVweQcg5r0qavKzPOm7I+q/FtuIFW4PCs2CfTNeca/ottq0alm8udRgSDv7Gu98O+JtO8YeCBLeOgk2eVOp6h8YP5159NNc6ejpIPtUSEj5T+8UA9cd6zafU3pyTVjAt/C8tvLvluYgncoOSK34vLjh8mNcRKMHPeqEOr6fdl/K3/IMsXGAv1piXTX+5bb5geBj+ZqZTdrGkYJO6Of8AHuoJDohjDgyzvt2+gx/h/OvK63fFd+bvV5IVk8yOBigYHgnuawqhKxnOV2FFFFMkt2M3kMzgZboPxBqaBgufWqcJxmpRndgVa2Ez64+Gd2l/8J9OCsGaGJ4HA7FWIx+WK5PxXYG906SJVJljO9fw/wDrVH+z/qivo2oaJM/zeYZ41PocBv6Vv68n2PWZbaT5SRvT/aFVJWHSlc8WspbW0vQt9C7wjghDg1d32d3qaizhZIi2ct2Fbus+F4ru5a4tXETMfmQj5c/0pum6Ctg4aeRXK8hVGBUxa3ZcoSehtCES2yx+gwM15J49YtqKn+FmO36DivVru5W3tXnGAUG1M9ya8d8aXiXGt+RE+6K3QID6nqT+dY35ptly92HKegfs76abjxbf35zttrbYPTLH/wCtX0pvIU5PFeJ/s5Woi0DV7sj5pLhUB9gv+Jr2d2xESayk/eYktDhvGt5ttXAPY18pTyATSLF8se5sAen+RX0f4+vdkUi+xr5r6ngd6eFb5pfIVZaRJI3CkV9UfCLVU1P4Uwwg5azMlu355H6NXymq73CjqTxXu37P+sC1urzRpzhbsGSMHoWXAP6GvQirp+WpyydmvM7NbS2f7ZLdpDKkLACKXoTnPTv0qldrZaxPJJHCjRqFJXGRg1X+IdlJZ6lJbNcS29tegFJY+zDt+NebWPifVPBesrDfObqxbALY52+vv9K5aiu9djtpy93Tc9A03wXZ6Tq17fwEgTQbIkBwFB5bj8Bj8awdQsjBqBl6ndurr59XtnjtpbZ9yyruTByNpGRj2rA1QiXleSe3vWElZGsWea6hZLHqt0i8qWZsY6ZOaoTwt5YOPufLz1xXdX2mENvKjc+M+9c/Pp5WV9w4IrNaF81zitUh2uko6NwfqKj09445vMkGQrA4/Otu6sxIksDfUH0Nc9GCjOCORwRXTSlc5KsbMuRMCxPbsK+qPhDMLn4VWsY6xNNGR6fOT/I18oAkZx6V9Cfs96qZ9K1fSZXORIJ4wT2Iw38hXQlcwbsT+MrH7XpcyAZeJt6j6df0ry2ytYHu1gmlWFScF2HAr3DXYRDqUsDKM9QD3Bry3xB4YmS7eezXzIWOdo6rUvexvurmfd6dZ2l6sVvcJNkgAr3rp7pXGk29sOUXqPc1haRoVz5qtNE0aqc7n649q6m4EccKscGOIbmz3A/+vilUlywshU4XndljwsF/t64QcKhVB+CgH9c1ueNQDZsB/drmfCc+fEn2c4MpQTSYP97kV1PjMbbR8+lcU1ZanTCV5Hgl+MXLfWuf1R8yBa6LUT/pj49a5a/bdcGqpbk1noSSQs1wcg7SRzWlaoEEnzMQE45quwBk3fp6VLFJhZBjqteitGee9Ua2g+Krrw3dymEMbWU4dc8A44Ye9bup+LI7mzMkcu5pUPOeVNcDIQ9qQQcnnrxVEK6g5JXFQ5PYuOhr3GrSsW2uQD1Ga6S28b2ul+C5LG0hJ1SdirTdlX19zXAnr1zSVlsaXFJJJJOSeppKKKBBRRW74R0S08Q64NPu7x7YNDK8ZSPeXdULBfYcdfagDIgDfMwGQvJNSwkG5j575zRZxMwlOfl24P41NbwqhbdhvStIrYls7jwd4l/4RrV9O1NWG2OVklA/iRsA/wCP4V7r4zuNP1vTLO4tZz5ylZBJH1VSK+YnYJYqoAGSe30rd0Txvc2FsmlXsmYQfkkB5VT2NaTs9zOGh3l5rX9nkLeKHQ/dmi5DfUdQabNq0HkRyA4Mn3FPU153revm4kGxsqMjIPB54NZdhrAi1S2muWLQo4LjPUZ5rmlHsdamega7eSrpEt9IdlvAPkzxvY+n8vwryKWVppnkc5Zzkmuw8d+L4Nfnis9NjaLTrcfLngyH1x2FcZQo8pM5czPqb4D2oi+HUb45lnkcn8cf0r0e8cRwNXDfBDb/AMK0sdv958/Xca1PiLf3OneF5J7Od4ZxNGodDzgk5Fc9ndlXPOfiBc7g6qOeleCBWCF89DjFeveLQX0FNSt9Zv7jdcG3zcxqizkJuZ48c7VOFO71HuB5RHDm3Z2bhuOO2K2wtNpyuRXmrIhgYCYE9PWun0PXZNFurHUbcsJLaYtx3HGR+Vc/AojBHrVmR9toqA9WNd0LpM5J2bPpDxN4g07xZ4ZtXjjEuQsjEkAD1Ga8m15EWHypD9ptSfkJ4kj/AMRXLaT4ludMjNjNKzWjNuwP4fWptZ1pZmCxNuRScMO4rGolbQ3pto6nQdTk0/SI4LgEW8ZJikLDIUn7pHXg9K6qC6SSMS5EinkEGvExfyO2AxzkY9q9F1zxP4f03T7KOxkea7Oxn8nhUBHOfU57VyypuWqOmNW2jOwSKO8uo3Izg8CsTWLPZdzRgfcO01e8I67ZalD5izI8i5PofxHatiPTGuYZ7i4TPnSFlx2HaseW+g3PW55Vc2jBi57HmsTxBa28H2aWFMPLu8wjvjH+NdraWNtd+NJtH1G+uba2kl8tJY5Yo1j7ksZOMYzwOScCuO12C4tdXuLCQThbeWSLZcAB1wcDdjjPTOOPStKMZcyZNWScTDXmdQOhPT2r0X4fa+vhnXrPUc7YTOY5x22MMH8uDXnsEBD/ALzIK9MVqLtSwIOTls9fau+npc5J6n1J46torvS7bVbOVPPUrtJPDo3Y+1efyanEjmG5/wBHn7q56+4PcVynhv4gu2lppV+x86MBInkPDJ/iKz/Eeuq4WAsDtY5B7H2rKcVY3pzO5kuYjH5gkBUdweKytZ1DdZCCDO1B5k7enoP61wVt4knlntbVpQturgEAcAZ6+9b3j/WbDTNNXRdMuFmuJgDcyIc4HXGfU1jyt+hrzpIs/CjUn1Dx3ck5PmKNvsor1Dxrk2b/AEryL4G4/wCE9Yd/sr4/MV7V4ismuY2DDisqut0FN21PnrUlYXDnHeuVujmdq9D8ZWRtEZkBQ7gMisHxR4LvfDmg6RqV6JRcX7SebC0ZAtwAhQMf7zK2cdunXOHR7jrvoZZHA5PSomY7X91ooruOIicfLjtiqzZPBPFFFQykRUUUVmWFFFFABV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQAad8zSA9DirLAIAB64oorWOyMpbizMfJgHq3NU9Q/1oPtRRRLYcSpk+tJRRWRoFFFFAH1N8A5Xk+H6Ix+VJpAPzrb+KKqvhByB/y8RfzNFFYPc06HinibxA2sWsUUmnWMBhRUjeBXUqgz8oBYgDnPTrzXn+BjGBjpiiiuqh1Oet0IsmkkdtkQzxuoordma3K1yxcqTjNQ9utFFYS+Jm0dhM0UUVBRa0/ULrTLxLq0lMcqHII6H2I7ivqHQJDeaJHJKBuaJW+X1IBoorGp8SKWx5hrurf2X4g1RDp9hexSzhzHeQ7wGUcEEEEdTkZwe4NcXqd/c6jfXF5dSGSe5kMkrEY3MfbtRRVUN0Kp8LM1FGzd3NSysTaL7uBRRXWtjAp6iNkqMpIP1qs91NIPnct9aKKyluax2I/Mf+8aQksckkn3ooqRne/BqV4viRY7Djekin6Yr6S1FFeMkiiisKm5rDY8S+JqhYPl4+cdK821TxNq+p6XbaVe3009tbSvKgkkZiWYL1JPONvHpk+tFFFDYdXof//Z", 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", 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", "info": {"video_id": "205094", "label": "pretending to open vessel without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205094", "label": "pretending to open vessel without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205094", "label": "pretending to open vessel without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "205094", "label": "pretending to open vessel without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3be91412d5b860df1712cfbd22557833079e74cabaf5e743e36beb1aa1a6c04a"} +{"episode": 77271, "episode_seed": 3403125087, "split": "train", "timestamp": "2025-10-13T03:40:43.404380", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3403125087, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leaf away from box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63469", "label": "moving leaf away from box", "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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USSRZJIgr/dO6IjmtS8nudZMRnWNCzu4KsSBkAkdOOmfxr08BUSo2b6v8xYynJ1XZD7tYntIngcM3IKg8g1zdzDJNDcRLkkYcc8cZz+ldXpmjRIc3LyY6kA9qm1XQLWXSXFkhMqtuBBwcV6sIxqWaZ5lWo6Ok0ebw3TW824DDKpQgnGQc8Vn3b7GXs3DAjHWr2p3lwiPEdkLBtrKigfhzzWE7lupzisqlorlOmnd+9ax6vYXA1fSLe53JvMY5dd2COvuKxdXuG/s+QDqQF/Oq3gfUN1rcWbH/AFZ8xc+h4NN1ycLDHHn7xya8au2oKHa/6HpRXxVF1S/UoWOc4/Srt5cYQqFYgenSqdm6NKmQQ3f3qhqk6fNulkz2VRx+NYR0VjiauxfthfWdOQE4jbOM9zXetLpsWr6yl4jtcNIskBQEj5oR1x23Y/GvMbPc2oQSEdHFdpql1JB4nm2sqrLb28pz3wpBGcjFaUG44hW6r9Tvr017BJmhcmR7ySWxBERbKYyNuRnHNaI0e+1K38yV1DkDkkE4/GsmHWsE7HgEhI7g5OPTd6YrqNMmtp7cSzXCMij5gjDIH68cV7dKUr2a0PIrQSjeMtfQ43xHpf8AZTrBOQ1uV3blXJDH/PWuSvJ4oJAkCOMdWdgc/hivUfFF7ZNpUkc6B5CMRndzyODmvHrh2Z+TnHA+lbYi0ErdTHCSlNPm6AJ2juFmQ4ZWDLj1r1WK7W6t7e5Q/LIgf8+v65ryInnmu38K35n0g25OWt3OOezcj+tePiU7cy9D2MNb4WdZBMBknjmqd3rz2F/HGhYKy5cr1Az1psTlyR0C/qa57UCZdado5hG6YVC3QkdRXIm07mmJ/hs1NTvPMd5QU+bHzJ0PfNZFzdm30G5bPzzTJGDnt1NLeysbdGMagkkkA4ArGvJjPbwxAghWLnHTPT+lEnedzlwcL1D0zZbTXitPdrblrCJ0DfxkF1wPfgUsc8lreE2w81AflbHUVj390baXSJd6qHtHQlhn7sgP9avW+vw5Ch4lJOT8pOeK78vqP2EdCcXTj7V3Zfn0S8vSrrDsDc8nGK47UY4kupfMYwyAndGo3E+/416Ta6jZyW4lS6Ejk4+U4Ct6EVwXje/tJbtfsyrHKuQ5B659q9W0XByaPMU5qrydDk7q5DqVQHhsgnqf1ro/Bl8Hs7qxkOdh81R7Hhv6VxruOcEfnV/w/dyWWt28/lyGInZJhSflPBrzMT70G+q1PVw/uzR6JGd0gxwBU6vuOR+dV445SpZVPNSbGQAFSMDqRXmq56RT8QXXlab5YPMjYrJMip4MQuCUTU0LAehXBpuvXAklSMHhapT3kX/CKXOngM9zLOJUVVzgLjJPp1pNPmjbugn/AA2bnh2/WbT7QS5QlAFYfwkcY/Suj1O3kvhDE6/Kq5Yr6+v5VwvhA3Bs1WWMsisRIjDDAZ4IFd9LfxRBYsgyY7tg/iK607qzPnakXGbOZ1DwnCxR0uChZgCHbiuNvkS2keKHIjY5IODz9a7LUtQFxfqVffBGCCoGAzEYzn27ViDSbNyWk86Un+9Jj+QqoYnD0otdWd9HBYiVm9jlWPXNafhy/Fhr1tKWHls2yT/dPBrooNKsE6WMB93Bf+ZNacCJEpCJHGvQhEC/yFYTx0KnuRT1O2GDnB8zexqLNarAIJ2yEYhCp7dc1FMbVrVxE7D6jI/Os65t/tFxboh2oAc449MCukso47KIbtp457itFHnV2a2jFWOHvVWHOBjmsh2y5NdD4mkgEp8lEVW6hRgVzZOQTXPKKi7GkI8qN25fZ4TsJjnEd6oOM9ChHaki1pLZAqm42IoUAAjGPq1ZqFrpBBKGaGIIUUMQNxGSfr0qZbKA9YAf95if61WHxEKMXGWutzGrhalWXNF2R1OieItOidfOMhDHGRg4J9a6K+10JA8yD7iZwv8AEuOorz2G3ii+5FGn0UVbErgAGQ46DmuuGbQhtE5KuTyq/FI5jV7l9S1CS4UM7Ocnapqmum38vMdlcMPaM12iynIHmH/vqp0O8Z3Z/HNctXNXKTfKdMMtUElzHO+H7HVNN1SO6ks5FgwVkyRnafbNP1dg94qk/Kq4FdMhCEGuT1LdJK0i9Qazc5VPekrFSpKEHBMlsRhzh1IVCcn8v60/UtQSCzMaeXubjKrVSzk228zsAPurnPv/APWrLv7g3MzMPur8q+5pRfQ4qNPnmkSWrZmhP+0K2LqR9XuI755UT90I0Xy84QE4zzyawon8sx57cmta3bZbxLjogH6UpScJKcdz11SjVXLLYd9hDYzcuCOhRAK0LJ2spRLHJIZAMbmI5HvxWe00gbakW7jOc4p6vckf6tV+ppPFV/5hfU6P8ppXcq6jCsVxGCisSoDEY9uO3tVZNL0/PNnGf94sf60kYlI+ZgD7CrMSHPLtWFTE1nvJlrDUo7RQ6Oxs1IK2VsD6+UD/ADrSto0WJwkaLnsqBf5VVd/L2g8FulTWshYuM8HFXSU2uaTM6iitkW8AdOBXO6jZyLqEsmFeNzuwTit8HBJFY2uRuvlzrgxkbXz2PY1tc48TFumxkv2eOzQzRq22Pcdxz71hF1cswQKOuAOlXdTk82YWq9ON/wDuqBWeD8rHuxojdq5OCpWXO+p1BjW9VGnZz5OUiAYgKMDP5mk/s+0JG6Ldjpucn+tJbsWtoyOjAt+ZokWdm+SXauPQVxKrVj7sZWR6ToU5e81dl2IiBSIgFDDBx3HvQ6pLKZJI43c9WZASfxqh5MpHM7fhxUyxjjcST9amdSo95v8AEaowW0UXYwF+6qr9FAqbzHA++2PTNV4UAOAOabJOBIyZ5H9elTQpyqTvLZCnZLQ6myAGBjiq93q0VrK6ttOwbiPUVJbSDGM81xvi6Ywak2ON8O4e+c5/WvbZyxV2dFdpod+m6VFVj/GhwRXH6pok2n3/AJqt5tq6BUlXvyTg+hrC/tCZwka7snAFdzpBm+wLHdsGVsfK3NS48yNfh1M3TNMvJbiGWGGTYpyxXjjvT76+uJL6XYzPGSflwPl/GvRdOu7S1sgQinIKnNeYXuoRQ3s0UUbMFkYDsOtY1acqcUlrcxWHhVre0lsPXzy33FC/r/npVhEbPLn8OKyjqcpHyxov1yaga+uX4MxHsvFcrpTZ6DkjqbdCc4ye5zTftA8x488q22szQbllvHVnY7k7nPeoLK3k1Hxjdac+qT2sbeYYvLTcWZULBfYcHk+nvW9Chy+pzVKiW5ufahEV3EZPGanbUcx7PMyTwBXCWN/c3as09w7kAFd3bNT/AGueOdSc8GulS5VYyST1LWozM0zbs8etUy+EPqa2725ttQsFYoFuF/iHf61jtGMde9ZSWprY07L/AI9g2MZOPyAH9KmkDsuEbac9aoxXMkVusYRTtzg5/Go3vrjHAQfhmuSVOTlc6oTiopF8QyZ+aZj+NSRwqrZyx+pzWKbu5YnMpH0AFI0kjj5pHP1Y0/ZSe7Bzj0OgUwxnLMi/Uir0bK9o06MpQZAIPeuNBXPSr8l7Lb+HZvIkKMJVGV9DVQw65rsynU0N2OfzUB6EjP8AjTZdNtHXct3tz/eFY+pxpZ6DDqOm6zfyqbk22biJY1nITczxAc7VOFO71HuBm6BDPrd7vuWZbKDlsE/MewzXYoW3OdSjMu3el3UdlciCB5o/MH72NSy4x1z+NZ01n5KRx9wMn613Nzr3l2ptIlVFxtCKMDbXG3smZTUOKi9AhBRu0UXjP1GMVqfaYF/iJ9gprPRtzEGpm5rOUVLc3pycSydRiTpHIfwxQNTYj5YcfVqpMOtM3bcVPsol+0ZeOpXBPARR9CaWPULnepMxxkcACqDsOKRXxTVOPYmU2dlfI1wsUidjyKfbnyVZMnBNYWhXSal4lXTr7U7q1t5WCpJFNHGsfAJLF+MYzx1JwKs6e91Fq2qWlw9wTbTeWq3AAdcEj5scZ4GccVq6bSuczqJvlN8namB171Fc4ktpoyOChFR+dmQc896czBldR34qGD2MmSxEP2meQ7pZD+Q9KymiHQetbl/ICHx0zWIzfvaEXBWSSLsd9NHAiBFO1QoJJ7Ux9SuRnCxj8CaiJ4qOTBFZ+yhfY2UmSf2jdH/lqoz6LUTXt0etw/4cVXLYamu/OapU4roJyZr6RdyJqMZaR2ByPmYmtme23XTyA5Vh0rhrq7ltoVlhkZHDjDDqK6DXLDXdB0PS768vLpZr0yeZCUwIMBSgY4+8Q2cdvrmtY07rQwnUSdjuIWIbrXN+Oo1KWMv8e50z7cH+dFFbkx3K2iadbfLIU3Njqav3crrKNpwASMUUUIXUsTXUqWUm1sfLmuNkJMuT1JzRRWdTc6I7CKeTURPJoorIov6U5F8uD/Cao3OpXGleJ57622edFI23eMj5lKnj6MaKK0p7nNW2KFkSgIB6YFacf7yP5ueaKKJ7iXwIkBIGAeKTPzCiioZuibtTJOlFFItFc/eNA+6aKKAI6dcMRpE47eYh/nRRVR3MqmzF1nxI+uQ28UumafbmFFjje2R1KIOiAFyAOc8Dk81115BFYWAhtkWOMLuwB1PqaKK3luYUjnoXaRZWbqG2j6Vm3LEyNRRWD3OggiJ31Zz0oopFIRuhqF+D+FFFIoR+lMBIoopkyEtdbbS57mNrCwvYpXVjHeQbwGUHBBBBHU5GcHuDW3oN9calealf3chkuZ2Ekj4xljnt2+lFFbS+A5F8ZrxE+cTntU7nbHkeo/nRRWD2NHsULwnaw9zWPkmY0UUI0WxYPSoj1NFFItFaX7xNQOTxRRTQmUdRJFp1/iFT3HiDVNR0y3027vJpre3d5U8yRmJZsZySecbePTJ9aKK3hsctTc//2Q==", 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", 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", "info": {"video_id": "63469", "label": "moving leaf away from box", "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": "a1e2398997b605b63b04a2e2f6e220608f147a1318863d577835676138c803d6"} +{"episode": 77272, "episode_seed": 3887476010, "split": "train", "timestamp": "2025-10-13T03:40:44.636088", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3887476010, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put towel on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "120987", "label": "pretending to put towel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "120987", "label": "pretending to put towel 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "120987", "label": "pretending to put towel 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": "e043d4a709aab51c2e3951e70caef8a6eb1ad71e1f08555a21ea88d7c0f8d4cd"} +{"episode": 77273, "episode_seed": 224398871, "split": "train", "timestamp": "2025-10-13T03:40:46.811278", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 224398871, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 piece of wood onto a slanted surface but it doesn't glide down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "193737", "label": "putting a piece of wood onto a slanted surface but it doesn't glide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "193737", "label": "putting a piece of wood onto a slanted surface but it doesn't glide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ef62e5c84b741183342dd2bf1ec3b816d14d98583ae002188b0e2f1cad23f4d0"} +{"episode": 77274, "episode_seed": 2565692300, "split": "train", "timestamp": "2025-10-13T03:40:48.368727", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2565692300, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a nail upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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81eLYDFrcvy8OAaiL94uJzD9RViJ8KAABUDjDCpYioIzXRLYmPxMtKu9uWP4VdhChcEt7c1BB5Zxz+laUEcbfdxx7VyVJWOiKNHS5IxOqJuBbIpwKB2UkZBIwRU+mQxLe28hIKiQZHtmtHWLCKDWbuNVAVXJH0PNckrOk5dmNO1S3kT+G5fLvAvBBNez6GfMiT6V4npUXl3cZUnk17N4dk/cp9KvCTvdCrI7C3jAFWCtRW3K1Oelel0PNm9SjdD9230NfINoSsmeM5NfYF3/q2+hr4+hYqxIA6muStqjtw2xu2kU11KERS7EE4Ht1q0lvt4MYz7iqum30ttMJIjtfsRXWPf2eo2okliEN6Mcr92T6+hrz3BSVk7M6G3F36GXAduP3QOB6VcWYdTDz7Vct7R/LDmJsEfhUv2dMjAI/CvMrqUH7yOiEk1oVgySDGGXHY017bzBngjH41o+Sm1QRyTSta/eIGT7GuT2qT0NDm7m1kQkjPFUZLZZT0BrorqKRByCRWRMu1s9K7aVVtDZl3NlbhOQQa5LxFCsT25RiQwbr+FdhcAuvXI61yPiT79vkf3v6V6+Bb9ors5cSv3bMuF8KABg9zWpZuCw+Y59qyoioIzWhbsmQckV6FVHIldG7E4ERUknd71GoiQlSGBB60lsyyOoBH4iuhu9IQWEdyv0auRxcot9iovlaRipJGSRn8xT2h3DAwwNWIrVe4B71KtsCAVzXI6iT0OpIyZrZlB2g1RkjLDDdRXRzRsF4GfqKybhckkDmtaVW42jIe0Tkniqv2UFwFbOTWjcE+tV7WPddRr6sK7oydr3MJow0qdc4qJBVhAOM4xXZJnFRRPaxSGRSACBW9arJj5gMfWqFpEmMnAzWtFCBgo36151edzsgrItQrIkyMFzg5rqvDUhaWRCuCSDXN20pBAPPauh8Oy7tTC4wMVzUZtVUgqLS56xokQUJx2rsIl/dVy2kL+7T6V1kA/c16UFqcUnoc3ryboHHtXzp47tzFfJIB1JWvpDW1+R+K8C1LTF8QeNLvSbzUJreIGVoQke/LqhYL7Dg8n096iMW5mnPyq55jL98cU+JQWxioidxB9qliGWxnFdD0RUHzSuXlUoowOTWrp6swYEng9ay44yxGWPHNbNlBtQfvOvNcNdrlOiK1NaKNwQQcEe1a91vubrzWAO5FJz64xVC2j3ADfkjvWgscu2PB6Lgj15rzJVbQlEtx95MLaOSGaNuQAa9U8NT7okzXmsYJ5cV3PhicBFGelGCq/vLMVZaHp9o2UFWDVCwk3IKxvH+oXem+F3ubG4eCYTRqHTrgnkV9BHVHlVFZm5d/wCrb6Gvj61f5zu9TXsmq67qkWjpe2niLUpA0xg/fIqLNhcs0eOcA8HPqPpXjdoN3XHPWuWvHlWp24N3ubNqyHALCrwKlsbuAM1Ts0XgFQK1re1DMMrkE149WSi7nc1dHXaFqbQ6etpNtlgK/cbt9D2qa4sYivmwPlRyQThhWZawKnJi6e9akQSVNpyCa5amP5oOFRX7eQlSUZXjoJHbFo1G7OefWmPCYz14NXVt1Qko2AexNPePCfMua8Zzsze5jXJfb0yAM1iXLBudvHtXS3Ma4Jx2rDvQB93GR1FdmHkijBnSKSLI4bODXG+KV2SWw6j5v6V1elQW2o+LG0zUb+5tbeWTYkkcsUax9yWL8Yxngck4Fcd4nintdYns5vtA+zzyRhLjAdcHHzAcZ6ZxxX0+CoSjKM76f8A8/EVoyThbUy4lyw4q8qlEyOv1qjEMtjOKvxxFscnjmu+oZxXumnpwcswJPHeu40+f7ZZtaSHDMuB9a4uxg2oDv6810Nn8pXbJyOhrzp1/ZzutjR01KJJHbSJIyOAdvB4708QOgByQOuKtzCSeYTA4cj5wP4j609VJHzivNqzSk+V6G0L21KLkhDu5+tY90Eyw2810ckK7Tisi7iX5iQM+9VRmrlM5uZI2cg8HFN06L/T4s/36TUgypuUlSDjitTWPCup+GNH0bUrp50uL5pDLCYyPs+AhQMf7zK2cdunUHHtU4OULo5atRRdmcOlXLZQ5waKK7Kmxy0DXt1AwMVqwDpjI4zxRRXl1juRrWUatGCQCetbWkKFvo2AwciiiuGD/AHy9RT+FnrujfcSurg/1VFFe9Hc86Rj6wo2NXzn4p1GfRvGN9f2mzz4ZX271yPmQqePoxooqIfGypfCeb4wQKs26hn5ooraexrRNa0UZAPNdHZxKVBI6UUV5GKOyJaVQnI9avxyN5dFFedULLMUrmEEnOfWup8PMQ4xRRSw2lZE1PhPTdKYlF5rJ+Jn/ACJz/wDXeL+dFFfT0jyqu55Rq2ttqkEUclhZwmJAiPCrAqoz8oBYgDnPTrXntggKt1oorHF/CdOC6m/ZjoOxra05iWOe1FFfPYjZnpo6GzkZxhsEfSrOAHXAxkdqKK8afxDLDKCEBJOcd6kJIbAJxiiisJAirNIxzkA/hWTdor53AdaKK6KG5qjgrzWTo+q38X9n2F7DLKGMd5B5gDKOCCCCOpyM4PcGuV12/udT1B768k8y4uHaSR8Yyxx27fSiivuML/Dh6foeNV+ORVt1DOAa1rZRnFFFOsbwOiso1ZRkdKthAuSKKK8ap8Rsi7FI20+wqeKV/IyTnPrRRXJJFE5UFDxWTexqRgjpRRSov3ijldYULbEgnO4VWufEuralp9rpd5ezT21tK8qCSRmJZsZySecbePTJ9aKK+kw38M8/EfGf/9k=", "info": {"video_id": "93844", "label": "putting a nail upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "93844", "label": "putting a nail upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Ajgg1826zGYNSuIum1zX1N4ngzbPgdq+avFsBi1uX5eHANRF+8XE5h+oqxE+FAAAqBxhhUsRUEZrolsTH4mWlXe3LH8KuwhQuCW9uagg8s45/StKCONvu449q5KkrHRFGjpckYnVE3AtkU4FA7KSMgkYIqfTIYlvbeQkFRIMj2zWjrFhFBrN3GqgKrkj6HmuSVnScuzGnapbyJ/Dcvl3gXggmvZ9DPmRJ9K8T0qLy7uMqTya9m8OyfuU+lXhJ3uhVkdhbxgCrBWorblanPSvS6HmzepRux+7f/dP8q+GlIEpJGeTxX3Nd/wCrb/dP8q+GRjzD9TSh1NodC7DId3PH4VtWpGFIY1hwsnFatq6KOtc9XTY6OW5oTFJCJCGOOKFkiA4J+lami2cd4xRsYIqK40/7PctEQMqT3rmqK0VPoaU5a8pWAWQfKw/KmPalsttx7ir4tUyoAwSM8U8QFV71y+0tsdFjAmikVuelU5LYP2reulI4ZeDWXKCue3FddKo2KSMuW1QdGxUllEYyTnIY0kwLHnnFWrdcQI2OrHr+FdMpPlMbe8bFo7CMKDx7VrJaSeVHK8R2OMqT3rFtpWXAwK6/Rta8uMW11EJrUjBQ9V9wexrzpRjze9oXLmS0KUSBG4jH0xV+KTauPJGKueTDNdlbPdJEen94fUVaFsqgB0IIHGa4MRTnHVrQ0pzTKccy942X6VIY1b7rcn1FW4oFDcjj6VILdXU4AHPrXnSqK5uY1xZMFyAAfasuWArlH6e9dRPbOB8oIrHuo2OQy810UarYzHNjGQS65B9DWbc2UGWCsVNbMpwAN1ZVwCCT1zXo0pSvuS0edpU65xUSCrCAcZxivpJM8Wiie1ikMikAECt61WTHzAY+tULSJMZOBmtaKEDBRv1rzq87nZBWRahWRJkYLnBzXVeGpC0siFcEkGubtpSCAee1dD4dl3amFxgYrmozaqpBUWlz1jRIgoTjtXYRL+6rltIX92n0rrIB+5r0oLU4pPQ5vXk3QOPavnTx3bmK+SQDqStfSGtr8j8V4FqWmL4g8aXek3moTW8QMrQhI9+XVCwX2HB5Pp71EYtzNOflVzzGX744p8SgtjFRE7iD7VLEMtjOK6HoioPmlcvKpRRgcmtXT1ZgwJPB61lxxliMseOa2bKDag/edea4a7XKdEVqa0Ubggg4I9q17rfc3XmsAdyKTn1xiqFtHuAG/JHetBY5dseD0XBHrzXmSq2hKJbj7yYW0ckM0bcgA16p4an3RJmvNYwTy4rufDE4CKM9KMFV/eWYqy0PT7RsoKsGqFhJuQVjeP8AULvTfC73NjcPBMJo1Dp1wTyK+gjqjyqiszcu/wDVt9DXwx1dvqa+itV13VItGS9tPEWpSBpjBmZFRZsLlmjxzgHg59R9K+dB1P1ojG1zSm7ly3jzzirUe8PweAaqwIcZDVftrfdIuWI71hUdr3O2x1Gjzvayhs8EcitjVIDN5d3Ecq4w31rn7NApBMlb9s5+zPCSGjcdPQ9jXnOuknTns/zKlT1UolcWzkKcAEc5FKFdOCTxzVmJJUGCdw9akaJTjI5rzXM6EZF4VIyVHFYd2E5OMcV091CMEdc1gX8YGdoGPau3DzQMxJo1O0qatEGO0ttvdmz+lT+GrDTtV8TR6Zqt5PbQTNtSaOWONYz1JYycYxngck4HeoLqGWy1S60+QXCC1uJIxHcACRcHHzAZGeBnBIr1ZQajc5FUTqcpoWzrgfMBWvEyLHkNWRbJypIBrat4VkC4A+leTXaR1o09Dme2v0mil2uq5JFdpLNb6qFeULHNjBdRwx9/euSsLUAbjHyT61u24WPAKEdz3rk+vSp3huuxLop67MeloYp9hbHGfvcGpXtTjdkZNSrbRyZbJz25qdIm6ZDduK8etUTm3HRG60VmZpyoOKyrtiGwyjJ9RXRTRqc8YrIukUZJGMCqozVy0c5MY94Djg96yrmJQzFWz7Vb8QvJDYmSNyjBwAy+hql4i8P6voGh6Vf3c9wJ70yebCUwIMBSgY4+8Q2cdvrmvoMLQlUjzxZz1a0ab5WebpVy2UOcGiivoamx5dA17dQMDFasA6YyOM8UUV5dY7ka1lGrRgkAnrW1pChb6NgMHIoorhg/3y9RT+FnrujfcSurg/1VFFe9Hc86Rj6wo2NXzn4p1GfRvGN9f2mzz4ZX271yPmQqePoxooqIfGypfCeb4wQKs26hn5ooraexrRNa0UZAPNdHZxKVBI6UUV5GKOyJaVQnI9avxyN5dFFedULLMUrmEEnOfWup8PMQ4xRRSw2lZE1PhPTdKYlF5rJ+Jn/InP8A9d4v50UV9PSPKq7nlGr622qQRRyWFnCYkCI8KsCqgH5QCxAHOenWvFE6/jRRWjHR3NG2QbQa3LBQWBPtRRXn4jY9KJtrCgRRip4iUYgUUV5EjQtiR/OQA4FWVYsxDYOKKK5ZD6kVyi4Jx2rnr2Jc8DH0oorpwz1GzBg11tGubqM6dp19FK6uY72DzArLnBBBBHU5GcHuDTPt1zq2oT397KZLm4kMsj4xlj14HQe1FFfQy/hI8+H8Y3rZAGH0rZhYgIRjJ9qKK8KueijobR2QJjuK2FAZMkDODRRXh1tyyS3GR1I47VLGMKzDOaKK5pB1EkkYJ1z9aoXLbgQQKKKdPc0RyHimNRpTsBg+avSuT1DxDqmoabBpt3eTTW9vI8qCSRmJZ8ZySecbePTJ9aKK+syxv2LODF/Gj//Z", 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"info": {"video_id": "93844", "label": "putting a nail upright on the table, so it falls on its side", "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": "25218227c521773ddcd0df1b82049925e25edd26559b988974059db03d651725"} +{"episode": 77275, "episode_seed": 1316311454, "split": "train", "timestamp": "2025-10-13T03:40:49.558941", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1316311454, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from polish 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "204911", "label": "moving away from polish brush with your camera", "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": "7bb977318fbf14afdad2a5f123ef10eec589d4af6cc38aa768a484cda2413c95"} +{"episode": 77276, "episode_seed": 726877342, "split": "train", "timestamp": "2025-10-13T03:40:50.477953", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 726877342, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "139716", "label": "putting bottle", "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": "139716", "label": "putting bottle", "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": "606639ca1bb9b73d9c83d0f4aa70413f3acd9e5afc4130e0fa5a715106ca023e"} +{"episode": 77277, "episode_seed": 3153621290, "split": "train", "timestamp": "2025-10-13T03:40:51.260144", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3153621290, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter behind a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "28013", "label": "putting a lighter behind a box", "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": "28013", "label": "putting a lighter behind a box", "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": "c2113b782ab5aab77d1b658663c008d0879c44453289e9d243879efef23df14e"} +{"episode": 77278, "episode_seed": 662256234, "split": "train", "timestamp": "2025-10-13T03:40:53.604534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 662256234, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving bangle and watch away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "12087", "label": "moving bangle and watch away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "12087", "label": "moving bangle and watch away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "12087", "label": "moving bangle and watch away from each other", "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": "0c644854284eb533c304f37f126b0d2988df765f1b4cdee78d632d5882c53a56"} +{"episode": 77279, "episode_seed": 3776655343, "split": "train", "timestamp": "2025-10-13T03:40:55.450034", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3776655343, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting a 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "88284", "label": "twisting a pillow", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "88284", "label": "twisting a pillow", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "88284", "label": "twisting a pillow", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "88284", "label": "twisting a pillow", "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": "de49ece9e15957d570d988473ad7461c42c98e22278d16c10bec50b5a54118b1"} +{"episode": 77280, "episode_seed": 1976380392, "split": "train", "timestamp": "2025-10-13T03:40:57.571768", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1976380392, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a coin 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "125050", "label": "moving a coin across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "125050", "label": "moving a coin across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "125050", "label": "moving a coin across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c631e9ad556ffcda77fb98e2e9f3f90ea81f95acb357a82ccf10346fdc742ca5"} +{"episode": 77281, "episode_seed": 1231575730, "split": "train", "timestamp": "2025-10-13T03:41:00.032125", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1231575730, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176328", "label": "spinning ball that quickly stops spinning", "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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I749Pem2muWt9d7o3HK4IPUV3k0MW52MSZkG1vl5YehPcVwniDwhAAbzSE8i8Q7hGp+V8dQB2P86+s5FY8hVncDKsM7FSME9q07PUFjcFZMEV5zcXGsWjeZcwSxhunmRkCmJrk4wWH4g0vZGirI9kt7pL8FZQGUYzxVgW00X/AB7t5kePuOen0Ncj4B1M6it+sik7AmOemc/4V3CvLFDIyk5YYIHvxWkVZWZzVXzSuVbe7VbrE4K5GRk8EY71rR7WjEiY2tnHOSPXNV54ofIIKgEgBSBkg1WgtJlCvAdzkkhVPAA9v1qrGZqYyMsDjHHFTafcCyu2Rj8r8j69xUdpeRSR+W4CSNx8w4J9jTp4NyMHAK9cDgqfb3rGvSVWHKa0ans5XNS+1KMWzNvAwM8muLy87yXLjiU7gD1x2/Tn8auyaeZFBnmmmTr5bEY/HA5/GmzjqO/U4Fc1DCuFR1J77G1bEKUOSJlzoF3EH2rHuYv9MUjHCmtyfnPPTqKyJkBuwSM7VruOQzJlG739q9GW1hmCsAUl/vr1NefTEq2cd+mK9JjUswIG0ZyAPU0IGQTw3ltJg/vWQgldpGfr/nvVuDUIjhJ98YC4XOCQwGMZx0qW3chZC3B3Egj06f0pq2wnuXkMRyQSMHIz2P6fyp2EXYcTgMhBXsQKlljaN2V9oIOCaggsbi2uQttIr5iErAnOB6H3q15wBAuYjG2dueqn6Ht+NAym8R3gZ+X69aa6cEH8M1dMS7ye2MVBKmFOOv8AKgRmSj7wHH6VnzbjuOOvatG4DAcD8az7hvlJ68UAY4Q/ZhuJY5702zO1n2jGMHirA5t1wATtqKzA3SEjgY6d6QF8wwXCRLsHmEksSB0x/jVeS1ksox5MrMjHOMdD9KsBgLlTtI2fKWx079PyqeGI3O+RiVAbaM+x64/CmMbFfSPcYvAAzHJb0PvWs0UZiV0OSc5wevpUJgWWFohFuLsG8w/wjnNWTZpE5a1dolP8Lcgj3FFrBcqyRgKQykHOMU1kGAMYwfSpDdrws6lGB+92qU7XXIbIPcdKAJNIcKzD/aNdbL5baWAGGfSuHs5xBdSJ0yQRn3//AFVsPeHycFq+Qr4h4bFVFJbnvQpe1pQcWc74mwUzjuK4ucEcHmup164DBV3DLNwK5q5BDnBOPevYymbnRcn3ODGx5ZJHRNvjhYjgjAGeuTxSEsmyMvtLSAbsduuP5UHiSFQDjJLe/p/OrixK/Ybk5WvWRxFhIlDEKg5GMkVeiQt5ryMsrzHc5IGeP5VXtlBwCwC7sEnk49a0gIxMxjfdEpwG7sPWqEc7dadd2rYsHjEbciOXd8nsCO3t+tQWoFm7PesWnf5TIRhQPRR2rp5Fy5wMA9BnP4Zqld2MUpwee/Fc6w9KM+eMdTeVepKPI3oZ1wMjIAZfX+VZNygDjpk1bntZIHdoGO3sh6D1rPlvI3kAk/dt7nj861MjPuQHIDAbd3IPOaw9R0LTLoEtboj/AN+P5T+lbV4QsqehPy46dDWRpsDax4pk02fUp7WMrKYvLTdudULBfQDgnJ9PehBc0PA+kR6ZNf8AlzMySeXgNgEY3d/xrsXDMY0D43ZPHYDpXFfD65muvtxmkZziIgN2+9XbQnNzITgLwOeg9f50yWPgO67VGLDYmcAdT2NaMQZP9WfLIyAQPUYNQJGrYkC8/wAWO9aVsIgSZpdqhCRgZyewqkSM+zx/Z1hKo6JkZHfmqExlt2YRgvF/dY8j6GtmMBVIbB3D5R0wagaLeSrfmaGCMpbiKZtg4cD7rDBqpcLkn5eO3NW7vTo2LPlgwHBHXPrmsqSae3x9oJkXH3hUMZTmGC5yR/Os18/aGY9MDHNaLuswco+71x2rmtcuZYLSV4pCjhkHB6df8KBE9xkP1yO+a9IG1YmYNyFOMdzXles28EGhQanp+r38ym6+zZuYljW4ITc7xAc7VJCnd6j3A9TcExxr0BIb8BzTsMHiMVsVVd2/arDPU1sRDeo29BgYHaqkcsZdUZhk8EH1NXoU6qRnjAxVIRat4VX7qbSx6g0+5tt6eWSNrdjUykTMMRbAFAAU+3J/Pmny8jLnkce34U2BgT201tuaBmH+yRwaha9XAS6RkcjI9G966CXbjHGR1PrWXeRozDcB6ipAzLkfugwHXoayrs4BJHUYGe9Wr2CW2UtA/wAv932rJub8NHsmjKOQcEcZ4oAjZiYgSe3IpLEMXk5XkKRmue0u5W/8WHS9Q1O6s4ZH2K8csUax4xksZOMYB6ck4FXdD+1Lf65b3Mk5e0lESJchQ68sPmA4zwM4yKAOhtSJY/NOPmbdg/XirdnAbdfLJyM559+azxK0MZCDGD09RWpaOZbeOUjDEZyB15xmgZpwW7/ZzMAVQNsznnP/AOqrIVTb5IG7+6f51DHE2VLZ+Ybhk9e1XFXI4OT3z3qhFF7QSJwvTrkZrLksZrUO8EmDnhT0P1rd3MFxgfWqc7Ax9qkZz13cSKwlZSJ06AdGHp7GoG8SW/k8yqMcEHqD6EVrXMKSod6g8dTXL3tr9mLypsJBwAQCf1rz8Xl9PEtSlozsw2MnRXLuiu101/cGdsiNeEzx+NQzKDyfXgfhWfrF3cQafJcRSFXLqCV6j6VHr+ka1oWh6XqF3c3Kz3pk82Fkx5AAUoGOPvENnHb6g100KEaUFCOyMKtWVSblI7i7QRXThe2APwplu7LfAAnG4jGaKK2RBuQDLH6gfpWnAoJUdM45+pooqhMilGwgrxioX5wCTRRUsZl3H3ifc1h6hBHPMiuOrYyODRRUjOYGZZmQkgBuMHpXOjVrnSvED39vsM8TuF3rkcqVPH0Y0UULcTOr+GCDzr9ewEePw3V2KDLY7EMf50UVZJY0gli+T/d/rW1AAUUnvj9aKKYi4EBUjtkfjzVORirkA9TRRSYIrz/cbvwax5gGQ7hnvRRUspHK3yiG8Plkp9Pof8K57Wpne03Mcl9ufwoopCK2ueJn12K2il0rTrZoFSOKS2R1KIvRAC5UDnJwOTzXtUuG8pcAARdvwoorQREo3XMGT951U/TOK6O2RTKCeQD0Pfn/AOvRRQI0kULnHqafIo28855oopgUpB8pA4xjp9ayrmRhOF4IxnmiikMpXXOVwMVyuoEvfyRt0SPg9+BRRUsDhbvW20zVb5G0/T76KWYMY7yDeAyjggggjqcjOD3BrX8J6ldajqeo3d1L5lxcypJI+MZJDHt29qKKYHZ2/wDrCK07VQgAUBQOgHbrRRTWwzWh/wBUD3qeLvRRQxDJVGwt3DY/Ss+UhzJGyqQSuCeo57UUUgRRuUEbSKM4WXaM+lc9riKbYsRyrEj8qKKTGcl4sTybZkUtjchyTzyAf61gXmv6nqOl2+m3l5PNb28jyp5krMSz4zkk8428emT60UU1sD3P/9k=", 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", "info": {"video_id": "176328", "label": "spinning ball that quickly stops spinning", "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": "6f364b3ae88d1c278a2442875e81c0a4c9196e2c884ff3b26f662b17cb013a6c"} +{"episode": 77282, "episode_seed": 3957052381, "split": "train", "timestamp": "2025-10-13T03:41:02.148614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3957052381, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting soy milk into fridge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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n866zTeLdF9BiuQsh50ynPoPyrrrHha7KS0ueZW3sfPEmhm/1R5pGZYcKSR9Olb9tEgQW1mgSJerCobeNpvkziMHLD1rViTpDCMep9K2pq6TZzzk72JLeEjEMXXua3Le3S1hycD1Ymm2dssEfPBxkk1h63qTXk/8AZ9q2F/5auP4R/ia0ctLsUVfQzNYuDql3I7nFnASowch2H8xS6JdExGGeLEEpPyHqPQ0JbpdP5SjFpbgFsfxHsPxq5p1uZ7tjjgMelczqNu50ciSsQXUIgulT5ueVdTwwqwYbN7SSSYAzcbF6bjW3daXmHeEDqBkjGSPcVz1/AYo2kHQDNb8ymtTFxsZdpq7w6pctKNyyEKO3T0/wrcuIHuLEXEckLIw5Xfhh9Qa5RIjP8xGTkbvfPetW7llt9OVF37psJEGUgtnjjPWtYQUnvYynzJXSujT0iBpLA3BzsZyin1x1/nVDWYd8Tpj7ykV399oo0fw7otptAdUcv7sdua4/WYsLn0rCtG0mXTlocZa6bb6fhtnmznpn+H8K1LezYyCaY5Ynhamt7ZYsu3zOa17W0OBJIuX/AIa0WwmyiXW0ltxPkCUkEjsPWu50O6it9KKeajgk4K964LXgHmVOGKDkL2rb0p8aRGUJwR3ppK9xu9r9DtdNlUxkjua43xO/n6/CnoSa0bHUGgjNc/NdC+8RF/7oqKr900p6s7LwxZ7btWI4NaHjHSi9k0qqTgZBqXw2nzofSutvdPF9YNGRnIrOnDmiFSfLI8TtZ2BwTWDrtlJdQrFGxU+Z0AJzntXRanZSaZqs1u6lQG4z3FVr6N45zs+8RxmsYU3CbN6s+ZJmPpulW2kgNt826bpnnb9PStq3tGVvPmOX7L6UWtssHzud8jevrW5YWZYiWUfN2HpXalb1ONtvcbaWZ4lkGWP3VrO1W7hW+htdyuZFfcQeRgenYVp6zqaabakKczNwAOpPoK5JLVlm8yY7ruc84/hHoKUpqKLjC5p2ywyWj7VBZeDitfwfboNUJVcVxizz6fdF43IPfHeu68GX4vLnc0MSNnlkTaT9aiFO2qE2r2O8vn2WxrIsvmYt71c1eXEAGeoqtaAJAW9BWjEjj/HM58soG9q5SB2hRFVWYkj5V7mtTxVc/aNVWIcgHJqTRUGZMgdv61jbmkkKtDmouJt6JZz3OnSR3JxKW3xjPTjpVyLPKOMOvBFJauUZWU4IrRvbf7RCL2AAOv3xXfGPu6dDjguRKJjyx9xXPT/8hWAf739K6lgrxFh75B7VzF2MavD/AMD/AKVyVY2O+lK7NyEkNWgDlRWbEeatmUKPU9hXLc7EcnqUB0/VXQDEUnzx+w7j8DU9vP0qfXYJL22ZoEMktuDK5X+Fe9Ylpc5Uc1jUh9o6KU+h11ldmGRWB6V3emzR3EAkjbIPb0ry+3uMgc10Ojaq9lODndG3DLVUaltGZ16XMrrc4eyVjK0acE9/SuksrVYVHHzH1/nWDpsirqCt1BBHHOavaxqq2FuUDDzX4IX/ANBFdUHpY86S1F1rW2TFnZfNK/GfT3rIWNoQtpDmS5mPzHuSagjYWcD3lyR57jP09qs2Ra2jeeUf6XMOAesan+prOUuZ26I2guVX6l9ljt4VtIm3KnLuP437n6dhWp4cjBidyOSaxEPyE10WhDZZ59TWV7yuaPSJvxYyABWJ4o8PvLYSS23yo/XHRD/gf0rbgOWFblsiSRlHUMjDBB6EV00FdnNVlY8P0y3c3/kuAhyVdWONteiaToyanPa3JcXcUDqIHfncRySPbPH4VZvPAtlcaikskXmRA/KckYH91sdRWUtxfReNLzSYNZuLOCIukCwqCAVTIUDsODzXfFRjscspyel9DrvHJEf9njHyjzM47fdrz7WY1eEkcjqD61oeHNTvPEP2pdUvJbhlVPJMh+7nOcfWqeswyW++MjIHb0/+tXPXW7LpPoZenWYb99IcjsKsalqEem2zE8SkcA/w1DFepZ6eJXIyM7R6n1NYkLtqdybu5OYUOVB/iPrWXOlG7NlFt2RWZpWVZLlT++YnHOQO3411NoPL02NQT16mq2kS/avOcpiLdtQkcNir9wAkWB61VN31CemgwvsgLegrntIkMmryv74rauW22bnP8JrE8NRl7ktjJL1Nb4Sqb1PZ/DkYCK3rXZQH5a5XQ1226UeNtQu9N8KPc2Vw8E4mjUOh5wTyK1oL3TCs7yF8b6DHqFibqIATx9CBXmuqR7J0bFaWqa3qY0ZLq18RalKrzeR++RUWbC5Zk4ztB4OfUfSqGqMWUBhhhz9aVeK3Kpyb0ZLp9kWIlmP4elX7/UYtMtizYD4+VfQe9Vxfx21ikzf3flB/iP8AgK5sTNq921zOSbdDkZ/iP+FQ5pK7KjFt2RIrPM51G84P/LJD2961tNtPJtnv7gf6RcKVgUj7inq39BWTCw1C88yQEWcBxj++3oP61sm6a4kMjnk8ADsOwrncn8T3Z0pfZRyt9agXDFvMKg4ynUfhXU+Dg0BLZOAeuMVVgtdRhv5JrVrZ7eUYkimXdn8P8K27KBrcM2wIDztBOB+ddNMxqT92xuahcecY19TUtxILbTHc+lYcVwZrtFPY0eL9RFnpHlq3zMKuRnE4SWb7Vqc0vYHArX0uVY5thPLjI/D/APXXJ+HvJ1DxQNOv9QubWGZ9qyxSxxrGepLGTjGM8DknApZ7i90vWX857graXDw7LjAdRnHzAcZ4GccVEIO9xzmrcp6dCwrY0+48p8NyjDDD2rnbC4WeFJEOVYAitWF8V1wlY5pRJdWtPsEpkTmCQZB/z6fyrjbog6rCfZ//AGWu9edJ9Pe3kPI5Q+lcFf27W2qxD+FkZlHpyKyxKSV0a4du9maivg8dakgSfULtrW1wGUDzZT92MVnrJmQD3qxBPcGSXT7EgPO2+Z88KoGMk+lcFNJy1O+baWhqytE0T6JpLfu2H+mXbdSvfJ9K83kH2O/mttxIjkKgnjIB4NeiF4bW2Fna5MfWSU9ZW9fp7VwPihBFrJkXpIgJ+vT/AArSs1LQVC8XcvWtxmtW3n6c1wF7fzQWReGRkfcPmU81r6xp+u+H9D0q+u7y6Sa9MnmQlMCDAUoGOPvENnHb6g1zRoSeqOideMHZmrOi213DJENrN8x+vSsNJXudXlMp3eVjYOwJ70UVvH4WcPVFhmM2o2/mYIWTgduAcVKJGd9zHJJyaKKw+yjfqXUJ8k/Sun0jixX6miilDcU9jctfvVv23CUUV20DkrFxScV474jvZtO8cajeQbfNjuG27hkcrtP6E0UV2ROZk3g4lBcbf9kflmt/WsSRK7AFivWiis6m0i4bo8v1OR3uIoGJ8tmwR61oJ/qgg4UZ4FFFcNX4EdtLdmhAxjgiVOFVRgDtV92LWqk9c0UVdF++yanwIrXv/HhJ/umqXhJR5q8d6KKursRA9p0oAQx49Ko/ET/kTJP+viL+Zoorel8KMavxHmeoa22qpDHJYWcJiVURoFYFVH8IBYgDv0610evwRqsxC9FDD2NFFFf4QpfEcNq9xKz28Bc7GIQ49KtMxSBYk+VAp4FFFcVb4UddLdk9v8lrBGvCKgwBVyAncKKKxn8TNYfCa2nn96w7YFac3ERoorvo/Aclb4jLsift2c96xPGs8kk6qzfLkDFFFVLYmJw0estpWoXcR0+wvYpZA5jvIN4DKOCCCCOpyM4PcGrt5eT6i73N0/mTXW+WViMZY4P4UUVpTIqdTqPBc8kul7XbIRsD6V2MRooqokyCZmCHBrndbJ/tSyOesTqR+RoorGv8JpS+IjU/OT6GrNixhsSE4M0ztIe7Y4FFFccOp2y6FpCdpNcv4qRTbJJ/EJSoPsR/9aiihbjicTqBP2EnP8S0k/iLVdR023027vJpre3keVPMkZiWfGcknnG3j0yfWiitqfwsit8SP//Z", "info": {"video_id": "34698", "label": "putting soy milk into fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "34698", "label": "putting soy milk into fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "34698", "label": "putting soy milk into fridge", "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": "fa98441f47a92a7fdc2f9c489e61b2b40d7e20251b9ee92535fec0fbbdf2dbc0"} +{"episode": 77283, "episode_seed": 1214195012, "split": "train", "timestamp": "2025-10-13T03:41:03.241246", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1214195012, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting small orange on a flat surface without letting it roll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "124161", "label": "putting small orange on a flat surface without letting it roll", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "124161", "label": "putting small orange on a flat surface without letting it roll", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "124161", "label": "putting small orange on a flat surface without letting it roll", "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": "e979147e41bcaeaab4921964c72650d21e1b9207514fba4a39fd3ebc6503941e"} +{"episode": 77284, "episode_seed": 1513241016, "split": "train", "timestamp": "2025-10-13T03:41:04.174691", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1513241016, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning oil tin upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "68106", "label": "turning oil tin upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "68106", "label": "turning oil tin upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "68106", "label": "turning oil tin upside 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": "b4179fdce14941ac8e144de68d1afd507cd2f50507b49ac165050913308956d4"} +{"episode": 77285, "episode_seed": 155094108, "split": "train", "timestamp": "2025-10-13T03:41:05.189737", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 155094108, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing powder can from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167247", "label": "pushing powder can from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167247", "label": "pushing powder can 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "167247", "label": "pushing powder can 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": "62fcfb0ad866e5f22498a84b2dd8427adcb314fc574ca59b26c4450859d81a36"} +{"episode": 77286, "episode_seed": 1935724705, "split": "train", "timestamp": "2025-10-13T03:41:06.215705", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1935724705, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that glass is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106389", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106389", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106389", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "106389", "label": "showing that glass is empty", "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": "34e9dbad1da2ae53c53f4d11032e0aca882a9531800ec3c735c56aae49af1ede"} +{"episode": 77287, "episode_seed": 782318978, "split": "train", "timestamp": "2025-10-13T03:41:06.775333", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 782318978, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting wallet onto box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "147220", "label": "putting wallet onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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6a1pdrJbvuUDrXkmp2KJqBij6E03EXMc986PuQ10mlWmqXEIlgti49M4J+lXrTw1BIqMZVPerurahc6JaRwRFo+QVdeKbuhxauRLpV1dLmS3eNgfusMGrPi248/X5v9gBPyFaWoXCx6DBqen63qE6Pc/Zt1xEsa3BChmeIddqkhTu9R7gdJf+GrS+YvNEjljnLCplqNtJ3PLc0oI9a72XwPYEjbAAD6MR/WoD4Dtz93zR9JDU8gKaOAvp7mJYzbJuyfm4zVoNkAnjNdg3gFO004P+9mqVx4KliBKXMv0IBo5RqaOQ1C5S1VCYRJuOOaWTT7a4TIXYx6FeCK1rvw1fxdGDgeq0lhoOp3RkCBQU6hgadn0DmT3Lmn65qem2kVtbXsixRrtVcAgfmK04/GesrwZon/3oh/Ssp/D2sRnHko30JpsGj6u9wkX2TljjO7gUcrDmR6Z4Nnur7Tbm9upAftE5KRgYVMAAkfU1qX3ylPxrk9KZrXxJ/YEurXlpaRt5UbxyxoqHgszFxjHU46kkCrWl3N9JqWqWt5NcyG2l8tFucb15Yc44zwM44q7WRi9Xc888QzifXryVcYaQ/wCH9Kzldk5Vip9QcV12o+DpJp2limZCxJORkVlyeEdQQ4WZG+qEVlys1U0Z8WrahAP3V7cL9JDUo8a6rbzrB9vdnI4DoGH8qc/hvVFzhYm/EisvUdHvLXbPPajI4DBs0+Urn7BqurXWqS+ZdSBmAxwuKxZEVmwSM+hqR2kB5U1VcZmD8gimkKTTOy0XX1sdOitgmFUYytdWmqwzwrht49jXkyylTwSKv291KhDRSFWHoahxNY1Vax6It3GsxGCPrV6OdkZJ4WwynINecz69efZ9rEq4I+cDBrqtR0nWfD/h7S7++urmOa98wyQFMCDAQoGOPvFWzjt06g0KDKdVbHpSjPWm/wAVFFanCiQCpYxzRRTGSxckfWrsXSiiqiM1bMc10MgB09Ce1FFWQc/dgZP0rxrW7+bTPGt9eW+3zY5m27hkcrtPH0JoookJFnwWNovAO2wf+hV1TH5se1FFZPcoF4qYfeoopFEqDqak6896KKaAwNfYiBsV5DqTH7dI2ec0UU5bAhkV1MpAEhFdA07X3h6SK5CyKHQ8j3oooQMy9f8AFUmrTwWjaVptqLdUiiktkkVkjXogBcqBzk4HJ5r2vAKL9KKKT3CWwzAqRQBzRRSESqoNOMSPjK9qKKYyncWUDMMp1qbRLC2W/I8sYKc0UVUdwZuzababj+6HFUzp9skissYBB4ooqzM821vVjpvibVozY2V3HJcbil1DvAZRwQQQR15GcHuDVzwvdz395qV5cvvnndZJGxjJOaKKzkV0OicCo9qkjgUUVI0PWKNs5QflWT4hsoJNNk3RiiigEeRXsSLKwA6Gs1x81FFIojwM13WiaJYXmj2800ILsnJ/EiiimgF1fQNPh0W5kjjYOm0qd3SuYm8T6vqWm2umXl9NPb20jyp5kjMSz4zkk8428emT60UUwjuf/9k=", "info": {"video_id": "147220", "label": "putting wallet onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "147220", "label": "putting wallet onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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XrTw1BIqMZVPerurahc6JaRwRFo+QVdeKbuhxauRLpV1dLmS3eNgfusMGuy8azBNA8o4y8i4/DmsjULhY9Ag1PT9b1CdHufs264iWNbghNzPEOu1SQp3eo9wOh8QaR/a9tFGSw25OR61MrsJNXR5bnmpY7u4hP7ueVP8AdcityXwZdpkpc59mj/8Ar1Tk8Lakg4aJh9CKjlK50QjxLqtojP8A2jcBVGTlt386JPGWqXtmUN0Hjfg5jANNl8O6ptKtBG4IwcNWBNBLaExeSU2npT5R84yc7yST9am0adLHUkuQqsVBxVGUllKkEZqKM+WmMmnbQXNrc9P07xHFPIwZtpHQGrc95E4LYPXqK8vhnION361qW2q3lqMK++PuDyKhxN1VTO/t7lJAFBwamv7x4fDd9CSdh2qo9N2c/wAq5Hwte2+seKIrDUb+5s4p22pLFNFGsZ6ksZOMYzwOScDvXXaFaSXN9rOnXbTt9lnCbLkDeuCw+YDjOBzjimoNamdSomjgc0ZHrXokvgvT5GJ+zpk+gxVRvAtowyqMv0c/40+QzUziA3vVSyuLmR5VuUCgH5TjH/6674+AYj0eZfpIaryeA9q5W4mH1IP9KOUfOjlDhutZ9tLBfPKj2yrsPfv/APXrqLnwjdxZ8udj/vLWRJouoQSY2g5PUCmo2ByTE0uNtKv/ALXZzPFJtIXB6Z64ro4/FutR/wDL5u9njU/0ql/wjGrooIWNvzqBtF1iP/l2B+jUcrDmidJY+IdX1jULOxMsaGSdCJY48MuDkn06Zr01wDkjpXk2mafqGnaXcau++2nidIoSp5+bIY/lx+Nb2sjxJouj6beXWpXiy3ZfzIiuBDjaVBOPvENnH/16qKsjObuzp1GetN/ioooIRIBUsY5oopjJYuSPrV2LpRRVRGatmOa6GQA6ehPaiirIOfuwMn6V41rd/NpnjW+vLfb5sczbdwyOV2nj6E0UUSEiz4LG0XgHbYP/AEKuqY/Nj2oorJ7lAvFTD71FFIolQdTUnXnvRRTQGBr7EQNivIdSY/bpGzzmiinLYEMiuplIAkIroGna+8PSRXIWRQ6Hke9FFCBmXr/iqTVp4LRtK021FuqRRSWySKyRr0QAuVA5ycDk817KPuj/AD2ooqXuEuhEQMnigIvHyiiigQ428RXBQV5p4ws4YrxmRcE0UUMaOLmQKTiqxHFFFIZqeHrWG61eOGZAyMrZH0Ga7RvDemDkQkH2OKKKaEzndU1CLwxrNzbwaXp15bzFZDFfQeYFZM4KkEEdTkZwe4Ndb8NdQutXvNbv72Uy3NxJHLI+MZY7uw6fSiimx9DvWUcUKBnpRRSJJVFSBRjp2oopgRyWsTpyvas6XT7Zhkx0UUDOps7C2bTomaIE7RzUcum2uP8AVCiitSGc34ygjg8KyLGu0faIz+tcBd61qF9YQ2FzdSywQO0ih5GYktjrk84xx6ZPrRRUsEf/2Q==", 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"info": {"video_id": "147220", "label": "putting wallet onto box", "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": "c033477eb9cceda09ec24967502a32e107e7013caee50800178f62e8c83a4cf8"} +{"episode": 77288, "episode_seed": 2632060825, "split": "train", "timestamp": "2025-10-13T03:41:09.629005", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2632060825, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 4 apples onto a 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106939", "label": "putting 4 apples onto a plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106939", "label": "putting 4 apples onto a plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "106939", "label": "putting 4 apples onto a plate", "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": "de645668c17c47aa0383ba012cd47d79879d8f5e545dbf72f0afba4a469bbf07"} +{"episode": 77289, "episode_seed": 2462975394, "split": "train", "timestamp": "2025-10-13T03:41:10.249852", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2462975394, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'black marker 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203231", "label": "black marker falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203231", "label": "black marker falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "203231", "label": "black marker falling like a rock", "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": "4bd06d3f41a68ae69b4f34ac703fba487e9d844bfe7c8b5df202da4c7d893662"} +{"episode": 77290, "episode_seed": 4134400362, "split": "train", "timestamp": "2025-10-13T03:41:12.195869", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4134400362, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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Y/Nz/AJ96k/tt9Ys4bhsBmT51H8LDhh+dZV05xu/z1/8Ar10uXNqYKPLoMmlLBsEjtXP62hk0hT/zzYMf1B/nWyTuVx6sRULwJNbeU4yrpgj8KmSua05crTPPBbhrgLkjJ617f8LRbWujXcHmBZ3mB255IC15E8J0298q6Hyqflfsw9a9F8G+fDpsd24aOWeYyqOhVcYX9Bn8aiHNz69DpruPJp1PTZpQBwaz7hfMTBqG21H7XENwAkxk4GAfw7U53JHWum9zz2rGDqpLQsjdlI/nXGaBHlrxPVa7bVgDk+q1x2gcX1wo7rXnV/4p10v4ZwMd88iKrOW2qFXPYAcCp4tOlmljLDG85qnodsbq9VW+4vLV14KjUIIwAMhzj8MV1OOpPPpoVbfQokk8xvmbtntUFvo5bVmDqfJxk9voK2xKsSb3OF9frxSxXcZc5V0Ax8zLgcHHWnyjhVlG5Jp9vpujkytIFlPy7pGyQD1x6V0fnrJBFPG2VYFv1xXnk+qaP9uM8xZ2ViNvbrXQ6Hr66wlykcYjig2iMd8E8/yqkrIyd2zthqapDbwyEbjlU98c1FBqEd2HaJshHKH6jrWJfzFbO3uQeYrlD+DHaf51S8NSyK1zHICC0rSKD6ZI/pQpdCbaHV3DZgP0riPEZJVOOnf8K7F3zFjNch4j/wCPdT7/ANKwxXwoujuyG8iSW306RhnYjf0pxPHsRUbvmz08k8bWB/SkUkCSMnlen0q6XwImp8RAeb8j/ZJ/SrFs++3jY9uP0qrE4kv5GHbj8hUckjx6UGjzlJNxI7Afz+laISNTgsM+q/qK5Txa7W+qImCMxDj8TWrFIywtJFI24oCEZywPze/TB9K53xJqD6lqmXjCGFBHwc575/Wny9y+aUdYknhy7ZddsveTH6V7Fb36W9pEsjEeZIqLj+8R/wDWrwyxn+y3ltOOqODXpdhfHU/DDzpnfDIsn02nP8s1PwvQublKN5M7ZH3HrWVqjkbiBnC1Ztpg6BgeCM1Wvju/Kqqu9NnPD4kcjohxrEw9VP8AOq6XTSSM2SSTzUultt1+Qeu4VHFCI1yAK8+Gx3dTe0G5MctzG3RlWTH04P8AStW5OVf6VzGnT7dR56GIr+oroEm86zWQ94+a66esTlqq0hkb53e74FSYwi/UfrmqMT/vbZf70h/pSvfsQ4jh3leoDgEYPGPXPP5VoiESyaPa6kUNzFvA6EEqR+IrotPt4bOGO3t41jhjYKqj25P86ydOuYJPMRn2lHyN3BGex9K2Y/3axg8HlqaXUbk9izZSmO6CZ45rTEmaw4223QPsK0IZD3NNMl6lLVnxuPoteX6iWW7AX1Neoajgg/SvMtVwLt+2Ca4qy/enVQ+Ev6DdFI7iFjwsgf8A76H+IrRufusO4I/nXM6bMY57j/aRR+POK3ml8yxWU9XiU10QfumNXSTI4ZMrGO7MTU4XCr+A/MVRt3/0m1B6bWJ/WmRXlxMhKPGCpXIZOCc+vUdx9RV2EjYtrWGYo0kaODyN6gj9a27c9G7FiR9AMVy9v4g0+xRor6XySJSq7lJx+Q6e9btpqVleRA2l1FMqqRlGzzTsDfQ0bGQx3W0HjBFaiPu71iRNtvCPU/0q/by8DmhMllbVXI3EDOF/rXI6GcaxKvqp/nXXX53D8K4/S22+IJB65rixH8U6KPwHN6HaC1tlJHzueTVqFy2vxp12RMD+JqaOIi3K+nIqrZHdrTyDuoxXWYlm6cNa7GLAbuq9R1x+tRWkkhjjVwACQrDI6Z4/lj8vSluJvIukIjaQbmyoGeMdalgu7aR0UQ7X4IOwdD0OaoL6HF6iqnVbrP8Az1b+dbnhrVodJgdWVWaZ8Z7gCqmsxwu7FExP5p59RmqFraJKrvI+MHilLY0hvsesGNb3w9IDzvj3jHYjkfqK503U5u4rhZXV1jCADGMCtLTtXistBiMweRlXb5aDLHtWKrfOuOB6VyV5tWszSjBNtNHT6ZqE10siy4yvTFZviT/j0X6/0p2jSbXl57ioIrMa/wCJpdKutSmtoishiCR7yzqhYL7Dg8n096uzqU4mV1CoyK3i+1abaICd2Dtx68UjuoDSbgfkOSPbrVDwneXEmq6ejSuyASHbjI+4f61kaUzzXl3++LmSNhjOBnI7VrCPKrET1dzZ04khpD1YFvzohjNzGIVYKQrPnJHt2qS2URqwHQJis3P77ImeORV+THTknOfbpWqJ6l6GzeHyh5ZwhyGEmQBj069hXL6kixX8jNuy/wAxBGMc11FpdTPII2YNGchSy/MeDzXN6szSyJOwXBTHy+x/nTejKWtyhhV+gY16H4PCz6LqVujHDR4BHupFecbi5I9Tmu68A3cdql8s7hVAB5PbnNZzXUuMrxsX9N1O6tIo41kLoMAb+orpZX3x7ie1ccHUHKnK7+D7Zra1i6lh0YvA5RwVGR/KuehKU4STZVeKjJWMW0bb4jYepanIzOMDk0/VNPsrTT7fWdM1W+lZ7trXdcwrGtwQm53ixztUkKd3qPcDRs7W3bXbG2SSMoyyghTuY5jPJx6Grp4ZuLbexLrpSUUtWVNGtnu9UkAH3Ytqj1JIP9K2w3lWO3pgMP1NcnqUscFqHhnV280PmNgcEA9fzraS6kn0y3kc/M8KsfqRVwVkTUd2TxtiayJP8RNR/P8AbZBDEwjlXA6MA34dsj9TUd43lW8L5xtVq0Em069WN8IrFO/ynP1FaRJTscr4qje4s7fZC3n3EoGwD5ifStTw250++tbKS9mZn3ALvLeawU5+ka8j/aNWdRsRNGkUcrR7VxkE8jvz1rR0rRrVNRi1Axx+eibFKhhgbcY5OOntVX0sO6Sv1N3zszxEdSKrPrE1nqM1u6BlEmFPfB9abCQNVZc5RAMfU1S1wbNX3f3wrZ/T+lc1abik13KpRUnZm9cyb0yfSvNtY3G+dV9WrpdOuRqHix9MvtTurW2kfYkkUsaLH3JYvxjGeOpOBXNx2cs3jafTrlrkGKWePbOBvXCtgtjjPAzjiipT5pqQ6U7KyIdDSN7ibz5UjaVlSLecAlctj61qyt5WnLGeojxXIapcWzRp9mlEhjZmOMjDdP6V0E0jtZRbzyYkz9SBWkVZEzd3cmWQR3NsSSP3LdPxppjkS7nLvHD5nJyGUA4znn3A4zVe/Lq0HljL7AFHqd1ayaqGANxBJGT8mAM/N1xjr3rSOwtjm9dtjdNZqzrHHjfLKei59B3J7DvWr4fkjh1z7BFBh44HPI4iUY+UerEn5j68U/UDZvcqJiAyqrIRkY/Gt/SWtZHZreQySbSW+ctxxR5BfTQvwyh79Np5xms17+6sdRnhV9yCYgBuwJqxYuBqU5zwG2j6CqGtYTVXYEYba3HbiuWvJxSa7mlFJtpnQTOWjyfSuQs22+JCPdq19bu5YNF8yCRkcMo3L1xWJregav4ds9I1W6nuFub5pfNjMePIwEKBjj7zBs47fUGirTcpXRNKajGzMjxXdTWdrp/2eQxmXezEd8EYqt4euZbpmeUgsHwCBjjrRRXQtjN7l3UMh9wJBAPTvxRaKC245LCVDk+5ooqlsNbGdq6iO3llUYdZTg/jXN7iWxk4zRRTE2dlbsXt2VuQVXP5VKOCoHSiivLrbnoQ2NDSyfPl+grMvtUuNG1+TULXZ58Ttt3rkfMhU8fRjRRXXS/ho46n8RkvguTy7iRAiktAw3kfMAOw+v8ASua8OSMusrj+JHB/75JooraHUh9Dq14Lf7tY0xP2yNdx27ScZ4yM0UVSEtzSjURm12jqWJPr8tY1/Ev9lB8c+WP50UUS2HHc59fvVv6F9yU+woorKv8AAzWhua+T5Va+rn/iSH/eWiiufC7MvFboxta8Uvr01tBLpOm2xt1WOKS2SRSkag4QAuVA5ycDk811vhZI2uZ7nyoxKLVQGAxjOc/jwKKK6GzBHlKXDm9CHBUycjHXmvSZQPscGBjKL/IUUU38QL4RupMUhiI7H+tMSQ3EMLuqZk3SMAMAkZx+HFFFaREiDUn2iH5F4tyV9selaXhWV5NQXcxI3FdpOQBtz3ooph0NWGRjql17SkD6CqGsXEkt78x+5gD+dFFceI+H5m1D4vkZMutNpmp38bWFhexSyBzHeQ7wGUcEEEEdTkZwe4NL4d1K4vvE2pXd0VlubqN5JJSPmz1IGOAOnHsKKK2qGMDzYSsJN3B5zg9K9CnO6K1JGNwUnH0FFFXLccdmR3qb54F3MpxkFeo5otiZDyT8oIXnpy3P1460UVUdhDL8k3gUsdpiTIzx9wt/MfzrY8JnF4+AMguN3cjAPNFFNh0DTriQo8pPzElj9az5ZnmVpZGy7HJNFFefiXrE6sOtGaWsk/2Eef40rl7vxFquoxW2l3d5NNbW0ryoJJGYlnxnJJ5xt49Mn1oorqlucsT/2Q==", 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", 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", "info": {"video_id": "144488", "label": "closing jar", "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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ad5LO5+ULI2RG/Yj0BPGPerNxMXzwOeMV6HtOZaHJ7PkepHdXjzAmRixHcmsu4lkMiKWO0cY9h0p0rkZHsKjlG6ZSPeosWmcJ4jty9/cZzy+8fQ1Boentc3cSu+IywH4ZroPEdmwRLxFyF+WQD09f8+tUNMKCa3ggyZp51jUenOSfyzXPJNOyO+Ek4XPozakMSRqflRAqgdMAcVSmbeTWTp2oiGP7PIMxl22t3X/61Xnlz0IwfSu1M81ooXWYdzDowNeeeKlzdwN6f416NdjdC+fSvPvE4+eI/WuPGbI3w+7PMo755EVWcttUKuewA4FTxadLNLGWGN5zVPQ7Y3V6qt9xeWrrwVGoQRgAZDnH4YrVx1K59NCrb6FEknmN8zds9qgt9HLaswdT5OMnt9BW2JViTe5wvr9eKWK7jLnKugGPmZcDg460+UcKso3JNPt9N0cmVpAsp+XdI2SAeuPSuj89ZIIp42yrAt+uK88n1TR/txnmLOysRt7da6HQ9fXWEuUjjEcUG0Rjvgnn+VUlZGTu2dsNTVIbeGQjccqnvjmooNQjuw7RNkI5Q/UdaxL+YrZ29yDzFcofwY7T/OqXhqWRWuY5AQWlaRQfTJH9KFLoTbQ6u4bMB+lcR4jJKpx07/hXYu+YsZrkPEf/AB7qff8ApWGK+FF0d2Q3kSS2+nSMM7Eb+lOJ49iKjd82enknjawP6UikgSRk8r0+lXS+BE1PiIDzfkf7JP6VYtn328bHtx+lVYnEl/Iw7cfkKjkkePSg0ecpJuJHYD+f0rRCRqcFhn1X9RXKeLXa31REwRmIcfia1YpGWFpIpG3FAQjOWB+b36YPpXO+JNQfUtUy8YQwoI+DnPfP60+XuXzSjrEk8OXbLrtl7yY/SvYre/S3tIlkYjzJFRcf3iP/AK1eGWM/2W8tpx1Rwa9LsL46n4YedM74ZFk+m05/lmp+F6FzcpRvJnbI+49aytUcjcQM4WrNtMHQMDwRmq18d35VVV3ps54fEjkdEONXmHqprMhneExz5x5Th/yNaGltt16Qeu6sm4YCGT/dJrgp7Hd1Z3DS71b/AGTWfK2LpR2zn9Kjs7kyTGM94jn6gj/GkuH/ANMHshP6V2nF1LERDqH7c/zFPVA8mw9if0NZv2tobK2wQN4bJIzjkYP4dce1S/bZbWQSzlWAlHzKuCCRyCPT3p2KR0NjBFCEEUaKXYbiqgZA55q9I2I0buCT+ZrEsvEuizzlI76FZAdgRiVy3TjPWtVnWSDKsGGF5Bz3o2Fe5s28xNvECeQMU+4b9wfpWdBLmOM54NW2kzFiqT0Jkji/EpJVBjp/hVfV7gppunDPDKc/hirfiX/j3U+/9KoXqCbT9NJ5wrf0rzV8bO1bIqpK5jJHBX5gfcc12YuBPAHB6qG/OuLY7EIrd0u63QW0eesOD+ABFdNLsZVlsy1OcTAepA/nTgdx3DoM/wAqhuG/0mIfSoYroRWSO3RmK5zjHHWtzBFt4xITGQCCSMGpNL0KwsZ/tUNuBOflVixO3PXAPSqS3xWUPNEYsMrZLAr6EZ7GuitvLZw0bBgp3Eehp2Ku0rFqRsIGBxhya0ractbJnrzWQ7ZgYD+6T+tWbeQ+WuDxk0bMh6l+5b9w30rg/Ep3BB6V20r7oufSuL8SgeQp9658X8KNqHxM4bQ7QWtspI+dzyatQuW1+NOuyJgfxNTRxEW5X05FVbI7taeQd1GK2ILN04a12MWA3dV6jrj9aitJJDHGrgAEhWGR0zx/LH5elLcTeRdIRG0g3NlQM8Y61LBd20jooh2vwQdg6Hoc1QX0OL1FVOq3Wf8Anq3863PDWrQ6TA6sqs0z4z3AFVNZjhd2KJifzTz6jNULW0SVXeR8YPFKWxpDfY9YMa3vh6QHnfHvGOxHI/UVzpupzdxXCyurrGEAGMYFaWnavFZaDEZg8jKu3y0GWPasVW+dccD0rkrzatZmlGCbaaOn0zUJrpZFlxlemKzfEn/Hov1/pTtGk2vLz3FQRWY1/wATS6VdalNbRFZDEEj3lnVCwX2HB5Pp71dnUpxMrqFRkVvF9q020QE7sHbj14pHdQGk3A/Icke3WqHhO8uJNV09GldkAkO3GR9w/wBayNKZ5ry7/fFzJGwxnAzkdq1hHlViJ6u5s6cSQ0h6sC350Qxm5jEKsFIVnzkj27VJbKI1YDoExWbn99kTPHIq/JjpyTnPt0rVE9S9DZvD5Q8s4Q5DCTIAx6dewrl9SRYr+Rm3Zf5iCMY5rqLS6meQRswaM5Cll+Y8Hmub1ZmlkSdguCmPl9j/ADpvRlLW5Qwq/QMa9D8HhZ9F1K3Rjho8Aj3UivONxckepzXdeAbuO1S+WdwqgA8ntzms5rqXGV42L+m6ndWkUcayF0GAN/UV0sr749xPauODqDlTld/B9s1taxdSw6MXgco4KjI/lXPQlKcJJsqvFRkrGLaNt8RsPUtWVcJJIoQf8tSFH41tapp9lZ2FtrOmarfSs12bXdcwrGtwQm53ixztU4U7vUd8gVXS1stF0u6nmKNKHKhlOWKucH8iKcaTihqpd36GzAsJaO4glSRCrK208qRgEH0Py1WkffeSEHpEf5GsHw7K63d2ik7RHuPOcksK14SWlnPomP0rcwFIefSURMfKoJYoTtOcg5H407JIJMqMBGSVUkkEcA/liotKvJ7fzVEDSRPtXcOzYxj9a05LyC4tpWAI2Id+5fz+tX0Hexx1hax2UU95cEiQH5hHy0anPA9Hb9ACa9B0m4DaHayeUsKyQKyovRRzgfyrF01tNR2XzdiMQ23ey8/Sugv8Lp0IXIDBVU+x/wDrCk9rg3skSXzSx6RDPC5VklBBHoQak0vUZruOQSkZXgYpLsiTQ5VyBtAYZ9iKztElCyTDPcVz8zVZLpYtpOk31E8Sn/Q1+v8ASsqWQ/2XYc9m/pVyJbbV/Fh0nVNQuba1ll2JJHNFGsXqWMnGMZ4HJOB3qlbW7W95fWd00i/YZmjjjvSqsuGI+YA4zgDoSKIYeU6lk9wlXjCF2tincs4hLAdRwa6Oys2tYbJyOPL27vcLg1mtBB/YWlyPcRqZBKMsdu/Eh5GfY1R0a+kOs3cIZjGyvKQemdw/xq4x5W0FSTaR0Msm69QegqnkPpG0KWkBYpgjIP0PUHpT4CXuyT2X/GmabeW0U0lvcgEMnGVyBya1W5ktB37yaNY5YjsdcMWXjK/zyCPyNchp1rM+rXV6GlWJZSEAkKCRvQkfwgck+nHeu68m02iSDb908KxwM+1Z1tpCTSTxyuskcyBcODwuc4GCO/X1qr2KVm9TodBvludIjlFy9wrBv3zjG8hjkgdl9Park91LBpfnxYJSQZB6EHiqi2kOmaIkFuoRYVIQAnuT6+5q067tBmQckJuP4c1lUdk7BHWWpPY6o17E2V27eKxfEp/0Rfr/AErPmvJrTSp5LeVo5PMQbl64qLxbpetaR4d0u9vrq5828L+ZCyYEGApQE4+8Q2cdvzrFp1aSZd1Co0c54ruprO10/wCzyGMy72YjvgjFVvD1zLdMzykFg+AQMcdaKK6FsZPcu6hkPuBIIB6d+KLRQW3HJYSocn3NFFUthrYztXUR28sqjDrKcH8a5vcS2MnGaKKYmzsrdi9uytyCq5/KpRwVA6UUV5dbc9CGxoaWT58v0FZl9qlxo2vyaha7PPidtu9cj5kKnj6MaKK66X8NHHU/iMl8FyeXcSIEUloGG8j5gB2H1/pXNeHJGXWVx/Ejg/8AfJNFFbQ6kPodWvBb/drGmJ+2RruO3aTjPGRmiiqQluaUaiM2u0dSxJ9flrGv4l/soPjnyx/OiiiWw47nPr96t/QvuSn2FFFZV/gZrQ3NfJ8qtfVz/wASQ/7y0UVz4XZl4rdGNrXil9emtoJdJ022NuqxxSWySKUjUHCAFyoHOTgZJ5o8czmXTNBYIkYMDYRBgL93gUUV0r4kYfZZS8HyFpLtCBjYDnHPWt22/wBXOe53fyooqnuHRFKMtDGHR2y27jPA+U8j8qvyDy7G5Ck4ERA/BgM0UVothGen+uhZsufMAO4khsMV5/AV0+pSsLHSYwflIY/lwP50UVEthlfULmXZFDuwjckDvijSCftEv4UUVxRf+0HRJfuDL1PXG0nUb5G07T76KWVXMd7B5gDKOCCCCOpyM4PcGqtpfz6rNfXl8yzXF2GlldlH3ic5Hp+FFFdLZzdC98SCLay0WKFFRERgqgdBhazfBTmU3RcAtjG7vjI4ooofwr1GviZ0lr/rpD7/ANKo28zfa2gKqyMSxyM9BkUUVcdxFqE8SPgb3idi2OeuPy4rISdkliEf7sME+6SOpIPeiitOo1udnO7Dw7anuZdpPqMn/CnzXEkOlybDjIx+fFFFYVdmOO6OZvWP9l3HP/LVKzdY17UtQ0iDTrq7mmt7eRpVEkjMSzYznJ5xt49Mn1oorOl/BRVX+Kz/2Q==", 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", "info": {"video_id": "144488", "label": "closing jar", "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": "214c534652480f0dd24499019228069139eb4f91ab7abae5392421977fc1dde9"} +{"episode": 77291, "episode_seed": 3394431765, "split": "train", "timestamp": "2025-10-13T03:41:14.048520", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3394431765, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming shoe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "214387", "label": "turning the camera left while filming shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "214387", "label": "turning the camera left while filming shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "214387", "label": "turning the camera left while filming shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "214387", "label": "turning the camera left while filming shoe", "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": "c30ab9c034e975d027335698e8906f4fce106cce33f0abe0f09c39b1e22fcda4"} +{"episode": 77292, "episode_seed": 2236708362, "split": "train", "timestamp": "2025-10-13T03:41:15.056241", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2236708362, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that plate is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "1611", "label": "showing that plate is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "1611", "label": "showing that plate is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dcb1b355f13f219425e62be753b5fd11cc8ab0a13767201092bdbd65ca8339ab"} +{"episode": 77293, "episode_seed": 2383036429, "split": "train", "timestamp": "2025-10-13T03:41:16.305806", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2383036429, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding cloth next to fridge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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rtPUfpWlp0DmyhcYwXIrHnG2eYf7RrrNPtWPha1uV7St+ma8nFPlXzPRwes/kYetov+iyBcEx7W9yD/gaya3PEDAxWQxg7CT+g/pWPLC0SxsSCJF3DH1x/Sro/AjPEfxWXNWbdLbH0toh/wCO03TplhmklbhVTH603UTl7f8A694/5VXXesTMD8pIB/nXRK/M7GVKbg1JdDq/7dxaeYsYHkgK/OSc9Dj3rs/hfqUMcOsTyXA2Dy2Z3OMfe615GfNmEkuCRn52HA5NXdLeUJNCJGWNypdQeGIzjP5mtqeIdPfVGc6anK60O41zXLdNf1K805zMbwpuJXCqVGOPWsa3SSSUzSsWdjkk96iBhgUbuTQdSiQH5lAxxj1rlqVHJnXTpqBtx6LPq0CT2uoLHNA3ELcK3pk9s9jXEa5bSWetXcMsTxMsh+VxggHmtaHVpMO5gk2E7dwBwD/jWlqtvPrfg9tQkDSzWJU+YV58snBGe/JB9ua51UcZWetzepBVKd10OGoooroOA1NebdqEbetvD/6AKg0yNJ7+GGR9iSNgtnGOKdqzbrmI/wDTCL/0EVDYYN/ACRguBzWknabYU481kzp00dCNguBIV5HPBrVtreO3UgEBSQB2ArnI9WeyupQsQIjbymLcDr/+umXupbrjypW4GGDL0ORXTSrpPVCxFGMXaEro9Qgu7zTcz2b7kJzJC3IP4Vy95IHvGkAwH5x6VraPd3UiSxXrD7ShVmVUChcjoOf51m6yuy83cYPNazgo8tRGEndNGFq677Rx/smuRrsr7DQke1ccRhiPQ1ljfiTDD7NCU+SQSbPlC7VC8d/emUVxHQWrs5itT/0yx+pqqOtWJubW2Psw/WoB1qpbiR3Nt5FnYttASJIyTj+dYfiK5juIrUxSK6jcflPTpVqC7+26fdQAbZBGRye2etZElqBIFMyiNV3bh2r0sTVcocsPhZzUaai7y3H6Wi+ZJjOBtratbc3k/ljIjUbnI7D0rOtEEUsqhgyqF+bAB712lrpEmneG4ruYYlvD5mMchf4f05/GvNjC8nfodzny01YbZ6fClq5RI44gpxnuf61zGpau+mvLZ2AWMSgCVgvUDoo/XJ963ZHYwhS3HXFcbrX/AB+g/wCzW9bCq3tZu/l0SMKWIkv3cdDqvAutQafrUE99KVWVSPMI4U54z7dK53xfaraeLdTiQDYZzIuOmG+Yfzplvbt5Fu4bg8U3XGeZ7WdySxhEbEnunH8ttedDSo7bHoVot0lJmTV/VW3TQH/p3i/9BFVZIQkEMgJ/eA8emDipb5tzQH/pgg/SupfCzh6kmlFftw3MFBRuT644q5Bq0yCNZZSkMuSwXt7nv1H1xWVEm5JGzjaPzqbT7CS/uREnCjl2/uiqjCTaSW+xp7Zqm430Jl1DzHIlwCeBIATgfTvXTWsE+pXsNlb8yzMFX29T+A5rimXa3416joGjGO1N2JQLzPG1s7PbjvT5J1JW7EwkoJst6/YRaZNFawf6uONQD68dfxOTWHd8xmtPU7u4uyftQxNGApOMZHrWVOcx13YV25kcFda3OIvRtvJR711dkZH8CqyEBUm2k/if8a5fUxi+f3ArZ0u4c+Ery3B+QXCsfxA/wrx8YtfRnr4F++vQq+IpEkay2DBEPzD33Gsma4aaOFCqgRJtBHfknn860tdh2GxkPWS2DH/vpqy5dm/93nbgdfXHNOjpBWIxH8WQssrSlC2PlUKPoKtWVo97GkEQy7yY+gx1PtUV5y0P/XFP5Vr+FDi8mP8Asj+ddlBc1TlfU5akuWHMi3qtpDpugCCPvKu5v7xGeaxtMIMkh+n9a0Nb1GG+0+NIidwlyVIx2NUtKt3uLgW8QIklKoPqSarFtOXLDbQeGTWstzrtN8KvqGlPq94GFoDiJM48zBwSfbP51WudAto4kdIRG5BxgnHsfw6137arb/8ACPf2b5awtbxCNU9QPSuMmmaWR2c5OaxeHc5xhey6mvt+S87XZh65qUsFvbWkCosKccjlm7k+5rsvB4gv/CusaYZFMjxuhQHkZB5/PH51wWujLxH/AG6fpt5c6VqiXkLEOhDH/aGeQfUGsMZSVOf7vRnTg5yqxfPsc8QQSD1FSSRBIYXGfnBP5HFWNWRU1e7CDEZlZk/3Scj9CKplmIUEkheAD2q09Dkas7Fm/bdLEf8Apin/AKDUdvGXcspwUG6mSrIrL5mclQRn0xxUtuwEcyDJZwAoHfnpWsEpT97z/IltxV0Rh5ZWKAsxds465b/GluLeS2maKQAOpwR6Gup0jSFtFW4mANw5IC9kH+Nc/qzhtUucf89DWtTD+zpqU92RGpzSstjr7TWL5pWkDAlwA27oSP4vrRdXktyT5zKWUD7vauMXULtRgXDgfWkGoXSliJ3BY5PPWsnWm9GbtU+XbU6a5YGI1ycwxM49zUx1C7IwZ3I+tV2YsxJOSautWVRIxpwcRKKKK5zQldwbaJc8qW4/Kox1pKKdwOgKS2EFsgbM0hw7N046Jn/PNF3aSrAt1NEiAndJtfO709qyTqN2VCmdio5AODitzwrZ/wDCS62NOvtUuLdWikkj2LvLuqlgvoBxnJ9K6PaxtYz5Xe4/QbU3V+qyxGRARNOBx8uemffpXpHiPU7bUtMje3IUK2DH0K8dMV5BDr+q22fJvpUyADtOKYda1JmLG8lyevNQ5x6FatJM7EtmOuT1r/j5U+xqv/at/wD8/Un51XlnlnOZXLH3rWpiIyp8ljOFJxlc3beKQ6fbyDG3Ofyqtq4AtLbn5wzA/kKoLf3S2624ncRLnCZ4GaiknllULI5YAkgHtn/9VedGm1LmZ6E68ZU+RIRpXeNI2YlUztHpk5NEgk+QyA8qNufSmE5pzOz43EnAwPYVscpZskaYtAgzI7Ltz046119naRafaCKMZJQs7f3jzzXERTSQSCSJyrjoRVo6tfkYN1JjGOvauyhiY046rUxqU3J76FQku/1NevaGDFbSx7YkRZMKEwDxxzzXFa5oGj2fhm31bStQvJg1z9lzcwCNbkhNzPEM52qcKdw/iHuBjRa/qsDu8V9MjP8AeIPWsqNZU5NsuUbqyPS9a5hDcZ5FYDtmM/SuUl8Q6vMu2S/mYehNQf2rfEY+0yY+tbLExU3KxlKi2h+rLi6z6itXQE8/Q9UiGMqY2P05Fc9LNJM26Ryx9TUlve3NokqQTPGso2uFP3h71w4he1vynZh5qlJN9Da8Rxk6bo0+ODbmM/UMT/JhXPVYmvrq4t47eWd3ijOUQnhar1NOLjGzCrNTm5IsXf8Ayw/65LWh4dnEd+Y+8o2j69ayGZmxuJOBgewp0UskL743Kt0yK3hPlmpGMo80bGjNZxq0aGXg5LDpjHetrw4EttUSaJTIioCDK2BGScZ+uM1X8JWun+IPEcNhrd7cQRz/ALtZ0mjjWPnJLF+MYzx1JwO9Z+pNd6LrOoWEb3UAinaMpOAJBsYgBgMjI9jiqU4J3sFmeoajbpcLvHDrzn1rmHbEriuWPibWmBB1Gc5/2qqnVb8nJupM/WtpYiLmpJEOm2rGrrIyUPo4NEqyJN8y9UHWsWW8uJv9ZKzfWnyajdysGe4diABkmuTFP20+ZHXhKioxtIm1hQt1GR3jH6Ej+lUXcyNuIGcAcewpZZpJiDI5YqMDPYUyoirJIzm1KTaLF5y0J/6ZL/KpdJ/5CkH+9/SqbMzY3HOBgfSlSRonDoxVh0IrWMrTUiGrqx2d3qcdlJbo6kh8nI7dK5K5cS3s7gZDOxH40kt3cXDKZJWcrwM9q6PxF4KvvDXh7R9SvBMtxfGTzYTGR9nwEKBj/eZWzjt065xrXruq/IinBQVjlaKKK5zQKKKKACiiigAooooAKvaRqtzompxahabPPiDBd67h8ylTx9CaKKAKNFFFABRRRQAUUUUAFFFFABSg4IOM0UUAdB4g8WyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61z1FFABRRRQAUUUUAFFFFABRRRQBraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3BqnqWoXWralc6heymW5uJDJI+MZYnJ4HQe1FFAFWiiigAooooAKKKKACiiigABwcitfUPE+sapo9tpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFAH//Z", "info": {"video_id": "101687", "label": "holding cloth next to fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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/4GsmtzxAwMVkMYOwk/oP6VjywtEsbEgiRdwx9cf0q6PwIzxH8VlzVm3S2x9LaIf+O03TplhmklbhVTH603UTl7f/AK94/wCVV13rEzA/KSAf510SvzOxlSm4NSXQ6v8At3Fp5ixgeSAr85Jz0OPeuz+G1yLjw/4rRZ2Yy24BIGW5WTtXkZ82YSS4JGfnYcDk1teHtcvtKtb61s38sXRQSOOuBu4H51tTrOKtLYzlBTleOh0nh7XF0nw5BExcT5fEa8EgnI+gqrdXt5q84e5JCKflQdB7+5qhblUBdhk+/emnWEDFBkMPQVzyrSa5VsdMKMYvme5uWtqLki1N2bXeOJAM8+lYPinSLvT7e0e4xKMsiXEfKOvBHPY8ng81JDNqN9PmytjIoBJzx0681taDFPrwvNKk3bJ4z+7JBCvjhvwODXJKo4O+/kdSj7SDiedVJFJsI64zTZI2ikaN1KupKsD2IptdJwJ2Ll9BLZ3m18K5CyAqezAMP0NdF4QvrOzgvHu5kRzIm3d1PDZ/pWLrjZvYm9baH/0AU3SFtpL0R3W7yirH5eue1dEJclXmXRkcrqR5Vuz0XT/F1hDqVyl2olgaNEiMZBOAD+XWsm/tftwtUhihdEhVCZF6HJOM9+oqK3s7Up5qKRt4OO/1qz/aFnZny2kyyoMBefTrXpRrOompM5Z0vZy2szqoLu803M9m+5CcyQtyD+FcveSB7xpAMB+cela2j3d1IksV6w+0oVZlVAoXI6Dn+dZusrsvN3GDzXPOCjy1EaSd00YWrrvtHH+ya5GuyvsNCR7VxxGGI9DWWN+JMMPs0JT5JBJs+ULtULx396ZRXEdBauzmK1P/AEyx+pqqOtWJubW2Psw/WoB1qpbiR3Nt5FnYttASJIyTj+dYfiK5juIrUxSK6jcflPTpVqC7+26fdQAbZBGRye2etZElqBIFMyiNV3bh2r0sTVcocsPhZzUaai7y3HaYFEkhU8fL1rsNN8KvqGlPq94GFoDiJM48zBwSfbP51y9navLeC0hYO0hVVOADzXrzarb/APCPf2b5awtbxCNU9QPSvOjT1bfQ7XO0UkcBc6BbRxI6QiNyDjBOPY/h1rP1zUpYLe2tIFRYU45HLN3J9zW5NM0sjs5yc1zGujLxH/bqo4VexdSer/Il4qXOoQ0SO98HiC/8K6xphkUyPG6FAeRkHn88fnXkhBBIPUV0Om3lzpWqJeQsQ6EMf9oZ5B9QaytWRU1e7CDEZlZk/wB0nI/QiuOjdNrodeKjtLqV5IgkMLjPzgn8jipb9t0sR/6Yp/6DVYsxCgkkLwAe1OlWRWXzM5KgjPpjium+hxD7eMu5ZTgoN1NDyysUBZi7Zx1y3+NSW7ARzIMlnACgd+eldNpGkLaKtxMAbhyQF7IP8a6aWH9py8vz+8znV5E7nLz28ltO0UgAdTgj0NdjaQT6lew2VvzLMwVfb1P4DmuW1WQNqtyR/wA9DXoug6MY7U3YlAvM8bWzs9uO9Yypc1Rxj0NoVOWN2W9fsItMmitYP9XHGoB9eOv4nJrDu+YzWnqd3cXZP2oYmjAUnGMj1rKnOY67sK7cyOCutbnEXo23ko966uyMj+BVZCAqTbSfxP8AjXL6mMXz+4FbOl3DnwleW4PyC4Vj+IH+FePjFr6M9fAv316FXxFIkjWWwYIh+Ye+41kzXDTRwoVUCJNoI78k8/nWlrsOw2Mh6yWwY/8AfTVly7N/7vO3A6+uOadHSCsRiP4shZZWlKFsfKoUfQVasrR72NIIhl3kx9Bjqfaorzlof+uKfyrX8KHF5Mf9kfzrsoLmqcr6nLUlyw5kW9VtIdN0AQR95V3N/eIzzWPpQDySn0xV/W9RhvtPjSIncJclSMdjVPSgF8w4I4XOfxp4uUXK0NkVhU18W5sWtubyfyxkRqNzkdh6V0Nnp8KWrlEjjiCnGe5/rTrXSJNO8NxXcwxLeHzMY5C/w/pz+NU5HYwhS3HXFFKg5xcE7X39BVa3LNS7GFqWrvpry2dgFjEoAlYL1A6KP1yfetXwLrUGn61BPfSlVlUjzCOFOeM+3SuV1r/j9B/2alt7dvIt3DcHiuLE0YU/dR24WpOo7sf4vtVtPFupxIBsM5kXHTDfMP51iVra4zzPazuSWMIjYk904/ltrOkhCQQyAn94Dx6YOKqm24pswqx5ZtFrVW3TQH/p3i/9BFJpRX7cNzBQUbk+uOKjvm3NAf8Apgg/Sook3JI2cbR+dbNOUnYinLkafY1YNWmQRrLKUhlyWC9vc9+o+uKrLqPmOwlwCeBIATgfTvUOn2El/ciJOFHLt/dFVmXaT9aa54x5lswnP2kve3O7tNYvmlaQMCXADbuhI/i+tF1eS3JPnMpZQPu9q4xdQu1GBcOB9aQahdKWIncFjk89aHWm9GU1T5dtTprlgYjXJzDEzj3NTHULsjBncj61XZizEk5Jq61ZVEjGnBxEooornNCV3Btolzypbj8qjHWkop3A6ApLYQWyBszSHDs3Tjomf880XdpKsC3U0SICd0m187vT2rJOo3ZUKZ2KjkA4OK3PCtn/AMJLrY06+1S4t1aKSSPYu8u6qWC+gHGcn0ro9rG1jPld7k/hpmg1NZ2iV3A3F3baELfzOM13Oo26XC7xw6859a8n/tfUAuwXUm3g4+lWD4m1pgQdRnOf9qrhXhFNWG4tnUu2JXFYOsjJQ+jg1lHVb8nJupM/Wopby4m/1krN9an269m4Eqm1PmNqVZEm+ZeqDrWdrChbqMjvGP0JH9Khk1G7lYM9w7EADJNQSzSTEGRyxUYGewrz4U3F3Z31q8ZxskI7mRtxAzgDj2FTXnLQn/pkv8qr0rMzY3HOBgfSt76HKXNJ/wCQpB/vf0rqLvU47KS3R1JD5OR26VxiSNE4dGKsOhFSy3c87K0srMVGAT2ropYj2dNxW5nKmpTUmLcMJr6ZwMh3Yj8TXrGhgxW0sQWJEWTChMA8cc8muK1zQNHs/DVtq+laheTbrr7NuuYBGtwQm55IhndtU4U7v7w9wMaLX9Vgd3ivpkZ/vEHrSo1lCTbQ5RurI9L1rmENxnkVgO2Yz9K5SXxDq8y7ZL+Zh6E1B/at8Rj7TJj61qsTFTcrGUqLaH6suLrPqK1dATz9D1SIYypjY/TkVz0s0kzbpHLH1NSW97c2iSpBM8ayja4U/eHvXDiF7W/KdmHmqUk30NrxHGTpujT44NuYz9QxP8mFc9Via+uri3jt5Z3eKM5RCeFqvU04uMbMKs1Obkixd/8ALD/rktaHh2cR35j7yjaPr1rIZmbG4k4GB7CnRSyQvvjcq3TIreE+WakYyjzRsaM1nGrRoZeDksOmMd61tDso57+NEWSW2ULLKpOPkzyPx6VH4StdP8QeI4bDW724gjn/AHazpNHGsfOSWL8YxnjqTgd6p3tzqHh7W9Rsraa7tTHM0LJLgSAKSAGAyM/Q4p80L7aDXMtT1fxHqdtqWmRvbkKFbBj6FeOmK44tmOuOOtakzFjeS5PXmmf2rf8A/P1J+da066hK7Mp03JFjWv8Aj5U+xq7bxSHT7eQY25z+VYUs8s5zK5Y+9Srf3S2624ncRLnCZ4Ga5cT+9ldHXhpqluX9XAFpbc/OGYH8hWU0rvGkbMSqZ2j0ycmlknllULI5YAkgHtn/APVUZOamEeWNhVZqc3JD5BJ8hkB5Ubc+lWLJGmLQIMyOy7c9OOtVmdnxuJOBgewpYppIJBJE5Vx0IranPllcxkro7eztItPtBFGMkoWdv7x55rh2Ysc1b/tbUG4+1SnjHXtW74i8FXvhrw5pGoXglWe/MnnQGMgW+AhQMf7zK2cdunXONsRXjUSUFZIinTcbt7nK0UUVymoUUUUAFFFFABRRRQAVe0jVbnRNTi1C02efEGC713D5lKnj6E0UUAUaKKKACiiigAooooAKKKKAClBwQcZoooA6DxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rnqKKACiiigAooooAKKKKACiiigDW0bXm0ZJozpum38UrK5jvbfzArLnBBBBHU5GcHuDVPUtQutW1K51C9lMtzcSGSR8YyxOTwOg9qKKAKtFFFABRRRQAUUUUAFFFFAADg5Fa+oeJ9Y1TR7bS72+mntreV5UEkjMSzBRySecbePTJ9aKKAP/9k=", "info": {"video_id": "101687", "label": "holding cloth next to fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "101687", "label": "holding cloth next to fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "101687", "label": "holding cloth next to fridge", "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": "432f4e013a16db4cd278148252fb6dedaf01a4719e05589b205112859e2ba5cb"} +{"episode": 77294, "episode_seed": 1004808965, "split": "train", "timestamp": "2025-10-13T03:41:19.692497", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1004808965, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "149082", "label": "turning the camera right while filming cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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i119mlREkVX3M4GMA9j/SqN7D5usXdkxdTNAkqLj+JMHp9M1Y0OWMyhNwHzBFUjo205B/75/Wqd0ro1goylaWxteDNRS91lraFjKt5ZTQ5CkcxpvB56cjmq9/dARxuiEAlAec7ioBJz7nNdV4B0U2PiqCCW0t1hZQzhMIEViVHDEnJPGAc16vL4K8J4jt5NFgYL93cGOM++ferWpm3y6M+dZoZJtRnR03rHIN+FwpycgdfcVe1i/j04R2BmMS3WPmWHfwvU+2OtfQEvgLwxKGzpUa7uSUd1/ka88+I3hO2tJraLSCY53jZtspDg84ABIJGefypN3BWtY8svbtLvww15BdGcDUGiVnTZwIgeBn3qlp3kpY3U05uZgxTl1x5WGz+f1PSuk1/SJrLwxpEMzlpJ7uTeWGCDhBgYAGOvb3qx4n0/ULER2d9JCZQHAS3kLIi8EAkgDIwDkdSetTzaja2PPL9Q91Z3JchrkknjGFGEH54NdTrEVv/aLszmPHMYV9pcBeR3BH5ema5/UMDUraAKypDAwCyjpjJ/GtG9SGTUZrgiVpFjCgk/LnAH5YP50mxWNjUNXXUru5iM6CdpFLxMd2FAA27sY3e3GMU281iwjsRp9qUlmuFKyBV+5nI69yOD+NYHiPUzNNcWUscnnROVPljHIPUHHStTQPAHiQ6pa3d5Zpa26jO2eUBtpXj5Rk9wecVrTpSnpFEOUae7MDSGa5ifT5ZD+7AkhB52kMSf611UV1JpnhK5tLyP7NcTXHnRh5NrvGTg4TGSDn1HTvWhbeAX0UTXryxXs5Q/u03rtHX5cfebOOvFZmiafc2t0r3OiajPdSH95cTKcqO+CT9Oetd9PL5bzMJYyKXunu3w/1b7Ykdq0MaTLYxPM6yAl3wMkjt1z+NdhbKBK+B3rzfwAq23iJUVSvmQMpBJPTB/pXpNv/AK5/rXPXoOhJwuKNVVbSH3k4trGec9Io2f8AIE1856P4nW2u0M5doclmVcZJIOP1Ne++J5RD4X1Rj3tnX8xj+tfM9/ohVt9tLtcdm6GurAUFVpy5loY4urKnOLixdFKQW1wlzLJDuuA8ahyoLqOD7nmqBd7uwub3dEphjYASH7xALHt168VJFeXFnlLqJgeQvOBkjAINUo1ni0iSxml2Qzg+YVAILE4zj8fauXE4WVF+R0Ua8avqWPBcrC+tpUjYmF0kwq5XknPTkdB096+sNPuftmk2lySCZYlc46ZI96+Z/AFpOzuba3WaJQRM0h25+Zghx64z+dfR3h458O2Yxjau3HpgkUSopUI1O7t+YnVvUlDsa46Vi+LbhrXwpqUq/e8kqPx4/rW0Olc742cDw1Kh6SSIv65/pWeHjzVYrzRdV2pt+R4kNVEVwu4A89G5B+taPi/VI9U8NWEcMoG67OIlIJj+QDn1ySSPyqlqOkQTglWKP2I5rGMdxZ4W6j8yIEEOORwf0r28Zg1WV+q6nnYbFOk7PY3fEd/I/ltNP5vmHykjCgeWQMADH+9zXCeIC9rqTrPGwnitGbJbhsgjit3U7iOe5spLcZk3NPOfL2ru/hUf3vesHWkN5qF1duUUzWzBYohjayjgemCT2r59wcXytWPYUk1dM1r+BlsmnKr+8iDIQR82cDn3ye9ZcLJaf2jp4lRfNt/MMmCcbDhcfgBWhrgmfw1pjW6wvhdm8PjOwBuc9eD1+lYl5a3VqbO9j2RiVjFIRkPhhnBB6jGeR61DTY7o63wxdM2m2WGZN6tGip1jKgn5sgjB6VyeiMbpptMZ3ZSu+JBztbcTwPz/ADr02zmil0O0zai2ZY18tskDAwDuAGG579s1h6j4OPh7TprqASS3rDatxbO4dCT90IP4cZ56/SunDUHVbS6GFWsqdm+oukXE2iadrUN2I4rqcK8StMqyJjndt68jtxXs/wAM7l7r4f2JkwdhdFx/dDHb+mK8Q8PQWkMwjWwv3ncHzbmWNgTx057Z/pXtvw+VYdMvIEBCpKGAPbK//WrqrYP2dPnTMI4nnlyM7GIYTisrxVdfY/CupzZxiBh+fH9a1o/uVzfj4g+ErmIniV0T/wAez/SuSjHmqxXmjWTtTb8jzDQNbgjult3KAyOiq8hyqcgYOe2OmMYNY1je3J1zxE1vcCL7VMUMhQE/fY4HbkYrKvtNubZzLbnzB1K9DUdhdWsjtHdjylZt7nYS25QcDA9elehjcDvUgvVf5HNhsZ/y7n95FeTNdR3lxHE7RRK5mEfQHJPH4ViaAPPnFpEnmbrYuFbHJL5xzxVuGWZ9Hu7fy0SS73MJHJHlk8Yz/SofDUKxa9ZtlHVrZkZWPy53FQB68c15LR6IX1ks05i3AKseWJPJBOD+OAa0NO8Q2ltp8N7ckl/s/lokaDJKnHJPb/PFZNzBctrtzDLCIkLFT5jcDaQCDjtz1pdK8H6zr895p0U9tbQ2LhmWWQnAk5G3AOeAPypQpynJRQpTjFXZn69fTXd3BqWSrFGCsvGQCQD+WPyrchtGWS21fzI4LQSrNI8zYyQOQo6sfYCuqh+G9stlZxXt8sptoyu2OMhJDkkZyc4556Z9qx9R8O3q66bgaELuGJFRBEFSJiOp2E9PavTp4CTV5nLLGRvaJ1fhHX2f4iXGpBUW0nj3HeGEeGZCCu7nIOTj3r3Scfv0NeDaZBMLdJbuxFvOvYEHocjgdPpXu7v5jQuOjAGoxOG9g009yY1/ap36FyvFvinrBt/GEUYI/cW6Y+pJNe09q8I+I9rFqXiq/ZiQUKxgj2UCjLoc1V+gYuXLT0OX8R6t/bMei+WZDNFOxkbspZlK4/AY5qrrN6s1ykaXDXBu2fczvnaxIB+nA6VnG3vdOl3L+9iByGXqv4VHcXElxeWlxbJt+zozEZGTJk89OB0qsVgvZ+9Db8gw+L9paM9zJ1wvb6jLGyxs0dtlXQ7s5yP61s3ISPTVunlRt0GVHOVOBwe3JrH1KNbm9urmVzJJNC+5Qu0Kyjg578n9K09SBm8JaeqXMAQnyQX+U4xuyPUD/CvNaZ2o6Dw1oB1DxNZ6hcBDDHI1xJnBLFRuAI9M7a9ElmLM7sxJY5JPUn1qvb3tqY7hYo2Fx1m+XAjychOOCeMnA4yKryScAkgZNe9lsLU+d9Ty8Y71Ldid5lB461E0wUknOKqSyjOfz9qieTI46V6RyWOi8LXscfiayUAje5TP1U16ZbH/AEmQe9eLaVdm01qxnbGEnRifbcM/pXsltIP7RmTPOelePmMffv5fqdmHelvMy/HlwIPCF2CceYUjH4sP8K8MuA2SUbr2Neq/F7VIrDw7ZwOwDT3Pyj1CqSf5ivD31qIsVJP4itstajS9WZY3WZcd1OVkHB9ehpseIkZQoMbclCAVP4Gq3npMuVINIrvGfkO5fQ121FGatJXRyQcou6Z2/gme2RbwR26RnCA7Btz97tXr/hidZ9DG0YCSMuP1/rXiHhGXIvGVcH5M+3WvW/A9yHsb6I4GyRW6+ox/SuDF0Yxw9o9GdlGblUcpbtHYDoK5D4g3Ii060iP/AC0lJ/If/Xrr0OUBry/4p6tFb6hY2jON6QtIVz0ycD/0E15+CX7+J2Yh/umclOMnKtg1Rkl2n5+PeqB1uEnG7P4UPdJKvynINfSKaZ40iUBYGMkaKO3QYP4UiDSLyUrf24US/LJKgIIU9enWqRlePJTLL6VFJtnG5QQ3p6Vz1sNSrayWppSxFSlpF6GtqXw6+3W9tPpeqq9tZ58t8CWIj0JHzJ0AwRWVeaLq+n6vanWLQvp0EO3zkYyRbwdynP8AD3HOM802x1a90W+W4tp3hccFl6EehHQj2NeveGLptc0yS6BiPzBWt1+VVYDnI/2s5z+HavExOElQ97dHq4fERr6PRnlOmz6tPZvFBdSA7CXAkIUc53DB/p3r00yDjDZ4qLUfBEGqJ58Z/s65Viz+WQI2P+0vb6jHFVBLtfBbpXRlVnz/AC/Uzx8bcvz/AELZlTo5NdN4JnjaW+iQn7qt+pFcRLIxOcEiug8C3Srr0sZBHm27Y/Ag16GMjehJHHQVqiZ6RF9yuP8AiPOE0a2hJx5k2fyU/wCNdbbNujz715p8WNTjt7rTrZnAZY3kxn1IH9DXjYRf7QrnfVf7hnB3BdTnG4VmTxQ3GS6gsO/Q/nSnVYnOPMH1zUE0gc5B59a+kU0zxZod5dv5DQzRKyE53chvzFWtO8LWuo3kc+l3TxXduv7uIupLDOTtzgk98dazDcEDbKMg/wAVRyBgdyNkdRiuCvgadS8o6M6qONqQXK9US2vhHxDoWoTXKoLzDlz5RKSjqSNjc9+grX+G3mC1v3uci83Kk277x2ltu4evPXvxU2h+NbqJltdR/wBMgX7plY+ZGP8AZfrj2ORXbX4ZbS0uZPL3yRcuigAjqMeo5/WuDD0J0cTFS8/yO6dSFWi5R3K7yrjmoWlGM9qrzSArjr7DvVfzQU46969xM89otPdIP4M/jXq1jOJ9N02YH78KH9BXjDORzxivUfDV4s3hjSmJGVBjPttYj+WK8/MI3jF/1sb0Gk2jre1fP/iSdbvWr+YN964kI5/2jXvN3dJZ2E91IwEcMTSMT2AGT/Kvli616Jn8zJw/zdOOea5ss0lJm2N1ikW52dT83I9qrbUZxImNw53DrUCajFP0PPpTGbncpwa9jmTPKSaZcZrOV3F3axyeYMO23DH15FT3Hg7SNat4ItO1F4ygysKt80bYHGxvvYx1U1mCbf8ALKMN61FIkkQ3Lk+lefWwNOesdDvpYypHSWp6VHG9nYJC6NG2SxjY/d/z1/GqkkmW3Gp9TuA1y+Bhc8DNZrN8pLH8BXXQjyU4x7Cqvmk2TGYBSagNwdp9ahaTcx4GOmKieVFbYTj2zW1zFjxckEgnIq0nirXtMlWWz1KQKBgCRRIP1rMkDfw9Peq8s7xKeMgdQaiajJWkriTa1TKPiXWdT8R3a3Gp3UtxKgKpkAKo9ABwK5xoyGwyn610qTW9whbIUDgg9jVW5ltoFLCNWxRGMYqyJcpN6mdbK69GOK04lLjPQisx9Ui5CoFPpUnhxP7f8RNp02pTWiPHI0XlpuLMqFgvoBweT6e9ZVa0aauy6dGdRnaeFz5f2r1O3P6109rrF5pTSS2cgQuMMCuQR7ivOfAF9NcrfmeVmwI8Z991dk0u3J61pCUalO7WjKcHB2N9/iZrdtamP7NY7gMCTaxx+Ga811u+u9X1KW/vLhpp5T8zkY+gA7Aelb0ohlb5TyOSpqvLZQ4y3AHUClDD0oO8VYipOpJWb0OU8sMScYPrVmASJjBNXbibT7dipTJHfNZ02qRL9zGPatNEYWkzSVSy7ulNKR5yTtNYz6tkcNVK41Rwpw3NPmSKVOTZt3l3axIRI46V3Xwn1pI9aFozA21/HtGem4DK/wBR+NeEXd1JcSkliR0rrdM1C50nTrS6tZWingdCjqcEYOa4sRJVISXkdtOl7FxlfW59V3NsT50YhUxMASxb73rx19K8nmlVGHHNS6hr+pxaPFf2XiLUpVabyQZkVRN8uWaPvtBwDn1H0rOdt2GLfnXJlWnP8v1OnGu/L8yWW429OtLZanPYXaXdq+yaPODjP1FUnywOOlVy/JxmvYdmrM8/XodVD8T9VsY3VtPtJecht7Lj8P8A69ebeJ9avvEOsSaleTBpGAQKgwqKOigenWta4mgf5ZPlY9/WqslnCRuYYB9Kxhh6UZc0VqKdSo1y30OWCZJI4P6VcheRcAnIq1cPYW5IKEnrnNUJNRhX7mMVpojG0maAUlc9Qe1PSIIDh8D0NZDarx8rVTudVdUODT5kkEaUm7GzcvbxyK+9Qymuz0nVWutFgs5OWtHba3+y2CB+BB/OvLvCttp+v+JorDWby4t4bhgqTJNHGsZzkljJxjAPHUnA712Xh1ZrXVNas5zcL9mm8sJcACRcFh8wHGeBnHHpXDHERqVeW2x3+wlSje51HmAt2wKrmfJOaiMoLYA4FRSOqDrjPPWu5MxaHNcMH61IusahYxf6DeSQqDuKjlc+uDVKQd1waheR0GQMGlKzWqEifxB418Q6vprafe37NbOMOkUYTePRscke1cHLCyE8HB9a6f7RDPKUICOOvoagnFsgJKhvoazhCEV7qsRKcm7vU5+KM7htyDWjCGPytzVebU4FbAiC+hFVjqg3HHStNBck5dDaEQ6NyKdmONOX4965u71OXyP3blTkcitHxP4d1bw94d0jUL2W4E9+ZPNgaMgW4AQoGP8AeZWzjt06g45q2JjTfKzalhpTVz0Kdizliearj7pOTRRXQhkBY5LZqizFrgKehOKKKDNjp5mRtq4wB0xWNf3cvlg5GfpRRSZJlW88huSM8MeR60rsRMV6rnGDRRSQ5bmffwpFOwTOAap6fqtzomrrqFps8+LcF3ruHzKVPH0Y0UVyYz4Tuw2x2Hw166kD6R/+zV29wdsZIHaiiujDfwkY1vjZzs8rxXqFTjIJNR3VzMGI3kj3oorQ5WYuopmISZOSeeawJCQCc9KKKGa0Rsbkg5qvcudnWiiplsdMF7xUiGZV+tdQw/4lA7gOOKKK5v8Al0y63xxO5m8QPrNjYpLp9jblIFCNbq6lFHRQCxAHOenWtKQnYB7UUVz5XvP5fqPGbRIIcl9pJIxnmkfofxoor1jgMDU3Lbx6dPaqP2iR4ASxyDjiiioe5myhdjzLd3YncDjNYTkgnk8UUUSN6A1HO01XunJWiis5/CdMPiLGja82j+dGdN06/ilZXMd7b+YFZc4IIII6nIzg9wa7bwnf3OqXuqX95J5lzcussrkAZY57dvpRRXm4b+ObV/gOhY4kwKp3LnzQDgj3oor1zgkOZykKgVSvZ3COBjiiighnNy3EhlR84bpkUtw7Blwcbhk0UVKB9ChfwpsSQDDMOcVlMSMYoopSOmh8IkzHys55yKsaj4m1fVNJttLvb6ae2t5XlQSSMxLMF6knnG3j0yfWiivMxnxnXS2P/9k=", 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", "info": {"video_id": "149082", "label": "turning the camera right while filming cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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exu4LUq1nMu3MbExN83JOTx9B+FfQQY+WrY5IGQad1Fa36mSetj5j1SKZ7vnOGhEgwuNox0znmrd7cWui6dFcSCFI9mwF0LBS34HtkV9AazZ2c2l3b3FpDMFhc4dAeimvDJ9MbUdPS1CRmaNNw8yPeARjBwen1oabje2iLg46rqYk9w03hu8eO6gnFtPAmIieCwc85A9KzdNnkvXm86+iEBhZV2Z3bgBx0xx3ravdIubDwnPJcW8MMs2oKGVECkAI2Ccdc56ntU19pFxo+mxQz6XHamVQiybU3Tjac8qSQOmOx5NZ82pTjZJHA6hGP7St7mFYwkrlEC9yAAW/Miuw1ma8F1cwxzKYMeXJv44K9j69sVzF/HGLuwtBhlgjdvlBB4Oenbp+Va2pl5NTknkukMaIo8lBjk9c+p4zz7U7kNE1teTtfxx2kkaTPG0K+YrFdmCT0BIOD6VqqdVkgH2aB7qRJXD+WkhC4IxwBnHJ6gdK5LTI9Ve9kurB3MNnGPtPz4DCToD6rnb9OK3tCtvEMugwynWry3iLiRBHMVdhzvO7qQzEHr24qdLaikQahq66ld3MRnQTtIpeJjuwoAG3djG724xim3msWEdiNPtSks1wpWQKv3M5HXuRwfxrA8R6mZpriyljk86Jyp8sY5B6g46VqaB4A8SHVLW7vLNLW3UZ2zygNtK8fKMnuDzitqdKU9IoTlGnuzA0hmuYn0+WQ/uwJIQedpDEn+tdVFdSaZ4SubS8j+zXE1x50YeTa7xk4OExkg59R071oW3gF9FE168sV7OUP7tN67R1+XH3mzjrxWZomn3NrdK9zomoz3Uh/eXEynKjvgk/TnrXfTy+W8zCWMil7p7t8P8AVvtiR2rQxpMtjE8zrICXfAySO3XP412FsoEr4HevN/ACrbeIlRVK+ZAykEk9MH+lek2/+uf61z16DoScLijVVW0h95OLaxnnPSKNn/IE1856P4nW2u0M5doclmVcZJIOP1Ne++J5RD4X1Rj3tnX8xj+tfM9/ohVt9tLtcdm6GurAUFVpy5loY4urKnOLixdFKQW1wlzLJDuuA8ahyoLqOD7nmqBd7uwub3dEphjYASH7xALHt168VJFeXFnlLqJgeQvOBkjAINUo1ni0iSxml2Qzg+YVAILE4zj8fauXE4WVF+R0Ua8avqL4b1u10qCWS5R8mINGsajlsnv2FZmvX013dwalkqxRgrLxkAkA/lj8q09J8H3niW3CWE8ECwZ86WckFwWIXCgHnAOa7OH4b2y2VnFe3yym2jK7Y4yEkOSRnJzjnnpn2pUcLUqapaF1MRCGjepysNoyyW2r+ZHBaCVZpHmbGSByFHVj7AV3vhHX2f4iXGpBUW0nj3HeGEeGZCCu7nIOTj3rlNR8O3q66bgaELuGJFRBEFSJiOp2E9Paum0yCYW6S3diLedewIPQ5HA6fSu+OXJqzepzyxttVse8zj9+hq1VN38xoXHRgDVztXlS2RvDdni3xT1g2/jCKMEfuLdMfUkmuJ8R6t/bMei+WZDNFOxkbspZlK4/AY5rqPiPaxal4qv2YkFCsYI9lArzw297p0u5f3sQOQy9V/CvZ+pxq0I33scKxUqdWVtjR1m9Wa5SNLhrg3bPuZ3ztYkA/TgdK5TXC9vqMsbLGzR22VdDuznI/rWtcXElxeWlxbJt+zozEZGTJk89OB0rK1KNbm9urmVzJJNC+5Qu0Kyjg578n9K8epSlCXLJHpQnGceaJsXISPTVuXlRt0GUHOVOBwfqaztDLXXm6W7uwK74kHO1t2eP1/OruogzeE9OSO5gCFvJUv8AKem7I9QP8K6TUPBx8PaZLdQeZNesoVbm2dw6k9gg/hxnnr9KvDUHVbsTVrRppX6jtIuJtE07WobsRxXU4V4laZVkTHO7b15HbivZ/hncvdfD+xMmDsLouP7oY7f0xXiHh6C0hmEa2F+87g+bcyxsCeOnPbP9K9t+HyrDpl5AgIVJQwB7ZX/61dVbB+zp86ZzxxPPLkZ2MQwnFZXiq6+x+FdTmzjEDD8+P61rR/crm/HxB8JXMRPEron/AI9n+lclGPNVivNGsnam35HmGga3BHdLbuUBkdFV5DlU5Awc9sdMYwaxrG9uTrniJre4EX2qYoZCgJ++xwO3IxWVfabc2zmW3PmDqV6Go7C6tZHaO7HlKzb3Owltyg4GB69K9DG4HepBeq/yObDYz/l3P7yK8ma6jvLiOJ2iiVzMI+gOSePwrE0AefOLSJPM3WxcK2OSXzjnircMsz6Pd2/lokl3uYSOSPLJ4xn+lQ+GoVi16zbKOrWzIysflzuKgD145ryWj0QvrJZpzFuAVY8sSeSCcH8cA1r+Hrw3UulXyAtJDtBRE4AU4ySOc8Dp79KwrmC5bXbmGWERIWKnzG4G0gEHHbnrXQeAbTVItSv7IwI9tbOrNE0mVTeDgg9+BWmGp+0rKL2ZnXqckHJdD6b0+5+2aTaXJIJliVzjpkj3q6OlZHh458O2Yxjau3HpgkVrjpSqR5ZOPZkwlza9zF8W3DWvhTUpV+95JUfjx/WvChqoiuF3AHno3IP1r23xs4HhqVD0kkRf1z/SvFtR0iCcEqxR+xHNezl1Pmou/VnBjJuNRW6F3xfqkeqeGrCOGUDddnESkEx/IBz65JJH5VW8R38j+W00/m+YfKSMKB5ZAwAMf73NYRjuLPC3UfmRAghxyOD+lJqdxHPc2UluMybmnnPl7V3fwqP73vXn4vB+xd47fkdmHxSrLllujC8QF7XUnWeNhPFaM2S3DZBHFat/Ay2TTlV/eRBkII+bOBz75PesnWkN5qF1duUUzWzBYohjayjgemCT2rS1wTP4a0xrdYXwuzeHxnYA3OevB6/SuKx1GfCyWn9o6eJUXzbfzDJgnGw4XH4AV0Xhe6ZtPscMybwY0VOsZUE/NkEYPSuSvLW6tTZ3seyMSsYpCMh8MM4IPUYzyPWvTrOaKXRLQtai3ZI18tskDC4B3ADDc9+2am3cTd9jnfDWgHUPE1nqFwEMMcjXEmcEsVG4Aj0ztr0SWYszuzEljkk9SfWq9ve2pjuFijYXHWb5cCPJyE44J4ycDjIqvJJwCSBk19BlsLU+d9Ty8Y71Ldid5lB461E0wUknOKqSyjOfz9qieTI46V6RyWOi8LXscfiayUAje5TP1U16ZbH/AEmQe9eLaVdm01qxnbGEnRifbcM/pXsltIP7RmTPOelePmMffv5fqdmHelvMy/HlwIPCF2CceYUjH4sP8K8MuA2SUbr2Neq/F7VIrDw7ZwOwDT3Pyj1CqSf5ivD31qIsVJP4itstajS9WZY3WZcd1OVkHB9ehpseIkZQoMbclCAVP4Gq3npMuVINIrvGfkO5fQ121FGatJXRyQcou6Z2PhB4Nt15MMcRAQNtXGeuOPzroXlXHNcn4SlUret904TIP41vTSArjr7DvSpQjCPLHY2cnN80iw0oxntUL3SD+DP41V80FOOveoGcjnjFa3Jsez2M4n03TZgfvwof0Fa/auS8NXizeGNKYkZUGM+21iP5Yrpru6SzsJ7qRgI4YmkYnsAMn+VfMV4csreb/M9alK+p4N4knW71q/mDfeuJCOf9o1zk7Op+bke1VLrXomfzMnD/ADdOOeaiTUYp+h59K+jhJKKR41VNu5PtRnEiY3DncOtOZrOV3F3axyeYMO23DH15FU2bncpwaBNv+WUYb1qKtKnVXvIqlWnT+FmnP4O0fWoII9O1F4ynzLCrfNG3HGx/vYx1U16cXAwAc8Yrxp0kiwy568V6qJcNgmscNhVRcrPc2q1nWSuti2ZU6OTXTeCZ42lvokJ+6rfqRXESyMTnBIroPAt0q69LGQR5tu2PwINXjI3oSQqCtUTPSIvuVx/xHnCaNbQk48ybP5Kf8a622bdHn3rzT4sanHb3WnWzOAyxvJjPqQP6GvGwi/2hXO+q/wBwzg7gupzjcKzJ4objJdQWHfofzpTqsTnHmD65qCaQOcg8+tfSKaZ4s0O8u38hoZolZCc7uQ35irWneFrXUbyOfS7p4ru3X93EXUlhnJ25wSe+OtZhuCBtlGQf4qjkDA7kbI6jFcFfA06l5R0Z1UcbUguV6oltfCPiHQtQmuVQXmHLnyiUlHUkbG579BW78L5GjtdRe7U/bSyJNuOGO3djcPXnr34o0PxrdRMtrqP+mQL90ysfMjH+y/XHsciu3vhILazuHCF5I+XRQAR1GPUc/rXBQw8qWIjGXn+R3VKkK1FyW+h3fhidZ9DG0YCSMuP1/rW4Ogrj/A9yHsb6I4GyRW6+ox/SuwQ5QGufFx5a0l5l0HeK9DkPiDciLTrSI/8ALSUn8h/9evMZxk5VsGut+KerRW+oWNozjekLSFc9MnA/9BNeanW4Scbs/hXs4BqNCJwYvWoy/JLtPz8e9VQFgYyRoo7dBg/hUT3SSr8pyDVYyvHkpll9K7JcslZrQ5E2neL1LqDSLyUrf24US/LJKgIIU9enWpNS+HX263tp9L1VXtrPPlvgSxEehI+ZOgGCKyZNs43KCG9PSksdWvdFvluLad4XHBZehHoR0I9jXmV8ug9abt+R3UsfJO01cdeaLq+n6vanWLQvp0EO3zkYyRbwdynP8Pcc4zzU2nT6vcWTxQXUgOwlgJCFBzncMH+nevVvDF02uaZJdAxH5grW6/KqsBzkf7Wc5/DtVHUfBEGqp58Z/s65BJfyyBGx/wBpe31GOK8SqnGXLJanqwSlHmiZEcb2dgkLo0bZLGNj93/PX8aqSSZbcan1O4DXL4GFzwM1ms3yksfwFfT0I8lOMex5NV80myYzAKTUBuDtPrULSbmPAx0xUTyorbCce2a2uYseLkgkE5FWk8Va9pkqy2epSBQMASKJB+tZkgb+Hp71XlneJTxkDqDUTUZK0lcSbWqZR8S6zqfiO7W41O6luJUBVMgBVHoAOBXONGQ2GU/WulSa3uELZCgcEHsaq3MttApYRq2KIxjFWRLlJvUzrZXXoxxWnEpcZ6EVmPqkXIVAp9Kk8OJ/b/iJtOm1Ka0R45Gi8tNxZlQsF9AODyfT3rKrWjTV2XTozqM67w6AhuD3+X+tbfmAt2wK4jwJezXS37TSs2BGRn33V1RlBbAHAq6c1ON0aODhoyUz5JzVdrhg/WmyOqDrjPPWoJB3XBrS5DRdXWNQsYv9BvJIVB3FRyufXBqn4g8a+IdX01tPvb9mtnGHSKMJvHo2OSPaoHkdBkDBqj9ohnlKEBHHX0NZShCTu0DlJKyZzEsLITwcH1oijO4bcg10E4tkBJUN9DWRNqcCtgRBfQir0M/eeiLEIY/K3NWREOjcisU6oNxx0qveapKID5blTngilKSjFscaUm7HSAxxry/HvXoUkqpt45xXlev2Nlb+G7fVdN1a+nV7r7Lm5hEa3BCbneIZztUkKd394e4HpLNuCsW7CssPXjVvy9DadF00r9SWW429OtLZanPYXaXdq+yaPODjP1FUnywOOlVy/Jxmul2aszPXodVD8T9VsY3VtPtJecht7Lj8P/r15t4n1q+8Q6xJqV5MGkYBAqDCoo6KB6da1riaB/lk+Vj39aqyWcJG5hgH0rGGHpRlzRWop1KjXLfQ5YJkkjg/pVyF5FwCcirVw9hbkgoSeuc1Qk1GFfuYxWmiMbSZoBSVz1B7U9IggOHwPQ1kNqvHytVO51V1Q4NPmSQRpSbsbNy9vHIr71DKa7nQ9Xe50SKyfk2rttb/AGWwQPwIP515R4VttP1/xNFYazeXFvDcMFSZJo41jOcksZOMYB46k4Heu28MrNaaprdlObhfs84iCXAAkXBYfMBxngZxxXFTxEKlbltsdzoSpQvc7a11i80ppJbOQIXGGBXII9xVt/iZrdtamP7NY7gMCTaxx+GawGl25PWqUohlb5TyOSprpqUKVR3lEyU5w+FmDrd9d6vqUt/eXDTTyn5nIx9AB2A9KyvLDEnGD611ctlDjLcAdQKyribT7dipTJHfNackYqyOeXM3qUoBImME1eVSy7ulZs2qRL9zGPaqz6tkcNTTQlGRslI85J2mql5d2sSESOOlYlxqjhThua527upLiUksSOlZ1KnKjejhpTeux7v8J9aSPWhaMwNtfx7RnpuAyv8AUfjXsNxbFjLH5KmFwCSW+968dfSvlTTNQudK0+0urWVoZ4HQq6dRg5r1nVdR8VaTpVheXGsXwkut5aMjHlD5SoJx1IbOO3514WYR/eJ90epg5Wg49mYs7FnLE81XH3ScmiiveR55AWOS2aosxa4CnoTiiigzY6eZkbauMAdMVjX93L5YORn6UUUmSZVvPIbkjPDHketK7ETFeq5xg0UUkOW5n38KRTsEzgGqen6rc6Jq66habPPi3Bd67h8ylTx9GNFFcmM+E7sNsdT8PTj+0B7R/wDs1dixxJgUUVthv4SM6vxsp3LnzQDgj3pzOUhUCiitznZSvZ3COBjiubluJDKj5w3TIooqZCW4tw7Blwcbhk1Qv4U2JIBhmHOKKKfQdP4kZTEjGKSZj5OevIoorCr8DO5bo0/EHi2TxDBbQzaRplqbdUjiktUkUpGucIAXKgcknA5PPrXq7k+UB7UUVzZd9r5Cxf2SGHJfaSSMZ5pH6H8aKK9M4TA1Ny28enT2qj9okeAEscg44ooqHuZsoXY8y3d2J3A4zWE5IJ5PFFFEjegNRztNV7pyVoorOfwnTD4ixo2vNo/nRnTdOv4pWVzHe2/mBWXOCCCCOpyM4PcGu88F39zqt9q1/eyebc3LrLK5GMsdx6DoPaiivOwn8f7zXEfAdRcHbGSB2rnZ5XivUKnGQSaKK9aR50iO6uZgxG8ke9YuopmISZOSeeaKKEZrcwJCQCc9KbG5IOaKKk7OhXuXOzrVSIZlX60UVhU+JHTT+E6lh/xKRyeHFdhDreoX+j2NldXUs0UaGUF5GYlmx1JPOMcemT60UV5uY/EgwezP/9k=", "info": {"video_id": "149082", "label": "turning the camera right while filming cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7f186d194c43562e1c8da25f9914ec66b01622f88790531db6c8dc1e28adb844"} +{"episode": 77295, "episode_seed": 832427015, "split": "train", "timestamp": "2025-10-13T03:41:20.078386", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 832427015, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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1aRcxozgddoz7U2W6WKB5AMsAdo9T6VgLrtothC0wRW2FcsxAwwww474zXP8AibxXFZWtsoEmZGLKEbDKuMA/zr5zCYitVquMl36eemp11aahDmJdbvZJk068nUlpIXyrcDkg5/Ss1dSZAREsUQPXavWszU79hpemZR0i8tvL3HtxWK2ps7CKFWeRuAqjJNd04zlK0SqcafIpSOom1FmB8yckemeKal6ZYhtIAxVbTfDNxdJ5upzPCD92KMjd+J7Vfn0PSrC1eWRZpnBG3zZTgfgMU1hJPdideEdEauiaRd6jGs0ek6ffRmTB+03ZU4+gYECvbI9S+1+DJ7LUZLe2vJLZ4ClsWZEBBUYJHPGK+e7mODS4ZJYWltZhb7/LiYlSCM4IPY1xEN9IdWt548xKJlYIrsQPm9zXdRgqas1/X3HLXnz7M98tvhd4YjtPLYK7J/G0rA59etb/AIV0DS/Dmi6naJeRbZrjzI1klGQNgGPpXkLeIb6G9BkLnJ2jLZyK5++tP7e8UyCeYsflyC+Cq4HT866amIl9p3M4QUXdHpmkJFHf6wsW0odSlC7TkHCr0/Ktx98O3ehXd0P4ZrjtKltfD9xHYWyYt1UuCz7iWPX+VWTr1mZCIlRBCvzFR9xASxz+JP5181icRWeKcYp20/4J206SdPmNDUNQlOpQ2sX+qMUhYj1A/pmuO0eBWsYJ2Z/OdAzsrsuSeScZrO0/X31bXH8i3fzF8wg7yRgnn6Z4rX8LiE+H7NyoJKnOTnnJFerCDascjaNGW+htQhnlCb2CLnux6Cn3lziDn1FTgW5xuRMDplQf50SSrg4UflV+xdr3FzHT/CfUns/BviCaK0lu3t9U3iCJgGbckY4J/E/hXqunX4uLC3uLiAWckiBmhlkG5D6HHGa+R08QeItJ1nVLPQ7y7hWSVppY7dd2do+8Rg8Ad6jb4heKJFxJr18+PujcvH/jtdMXGyTM3F7n0N8QvCz+KtVtHTU2tobeDpFgs7FweTnGPlFcPP8AC+8s7iCa21SaUpMjMkyjBG4Z6fj9K4vw1481x7S7a7vpriQMuGYZIGOgx9K1L/xxqkuh3XkXkqXCpgSbjkcgZHvk10LESjDlT09AVNN3Z33xT0qJba1nCfML+3Ctj1lH9KrRkcnrz2rzbRxrmqbL7Vtbv7iC2kWYQSuXDlTkdTXa2mtwixilEkiOwJKq4Xdkd/pnP1Arwszxco8jj+V/8jto0+ds2GmRI2k6hQTXK3OoreraXLou99+3joM9vyFV9f8AE1vYWMb+e/zzAKyjcWwOp/GszSr4XNrZjc8iKH2s465Of61rg5SnFSl1MqqUW0jffyLsBbiFJk/uyKG/nVyadBHFFBb+VHGu0Kq4GKqJMuAP5VYknjH+r3Y/2utdrheLTZncyI52h8XeHpZFZVXVrflhgffA/rXvlvf6l/wkV1byxWa6Yi5ilUsZWbCnkdMct09vevm7xxKw0iKQMQUnUg5xg81yN82raa1ut5PdI1xAtxGpuWJ2N90kA8Z64ohaKsS1fU+xdTv7O70i9t1ugrSQvGGCkYJBHevMj8KvDpjKpJOxUg7jcMDux19K8Ag1e9Go2si3NwoWVSR57kHBHqa9DPia+ivF815SCdoy3X8K6adZwT5HYnkT3PWfCXhS38O6PqlqLjzEln3x72GVGwDH05rjNJhjt9T1tEAC/wBpyAAeyJXm2pxXGv8AimSOS7l4CAosmCq4Hb8a7XRzb+HZo9PiDtCAZS8j7iznGf0FebmGJmqEnHc6aUU5KJ2LbotodGXd0yPbNZV/qMg1GCziGY2R2dgM8gf/AFxWedctDIEiKgRjBwxO1ASx3Z9ya4yy8SDVdfP2eKcyIZCo3ZGCecemcCuHA1J1YuUvysaVoKDSMTQ9Vg0m3mE1q5uTJjegzle/+e9dbpNxqOoWSyrFbICCd0rkNjPGVUE12Ph74WRw20Vxf7PNZiIo0bO1sZ75xiqXirwz9nT7KddhtFVWMiMCFPHG4rn8q9K02lpZGN4pu7uzMtJ7Xyplvb6J2Vgv+jLgDPqWpDp9vqlnd6WkrQw3EgeWc/M/lryQAOp6498VmaTpMV1FerM04hUo24EEE5zg+gx2+ldTpVio1zbEFERG0FMlMY9abvFrUvmjKFrHm03irwqkvl2/gy3kt0wqvLOVkYDucZGT+NdNqNtpJ8PQ3GjWK2LTqkjR5PQqScnJ5+6K5TVfAWpRazLb20TOjynY4X5QpPUntgdfpXaanbiGKG3i5RQEH0UAUSq2TsZwjd6nJ3Wn3VxpsyoqnOCQWwCcip4I5bbRXEqA+XFkqr+grolgKaecAFi+BWGNUs3uTAZEOTtOR8p7YziuGpUnKyOuFJatGCmtJEbRXtpHigkLlBN94EgkHI6cfrWlqtpb69bR31ujEnP8eSv+ya0zoFjKctZxj16c1fSzS2tnSKJQCS2MDk/5FY+1he9NWZTjJ6S2OI1y4nubawtmiaP7OCjc5ODgA4/CruhzRQX0cWm2jF8nfNcYG5cdzzt57AVreCPD134y169ikkREtpAMyNgqGLYUfl6V6s3gSy0+w3W1wLeKPKu7YOWBwTj+leilNwaUf03ORuKkryPPZ2ntFV7u9s7dTyQqO5x7ZwKle70e7gb7LdS3LqVLLK6DAyP4VGRWXrmiJaO5GpnUJpV+ZV3K6nJAB9zkYUH8KdpXh630K0urW4IOpuitKR8wiB6Jkd89TVuL5b3HCpFacpNqWqWtitzfXVhHe3F2HcRSf6uONeAvuaqeGdZ0HWr6aCbwpp9uyRGVZYskAggAYP1rU1XSjf6TFaxFfPRGyu4ZIIPH9ayfB/h650yO8uLpfLeYLHErEA4zkkj64pqempm466EGoW7yapcGFv3Jc+WD1Azxn3xVBNNuYdYad/KwVAzu56Cugt4Ge4DNx82ai1W6jsTulbCltq46kiuGpWm00up1wpptGJql6dP1KGTyUZ0UOGLkc88cU3RdXt5om06aAKZXLCRpSckjG3p9a1bU2uqxbikcuzghxyPzFW7fSraB96QRq2QcjHbkVg6sEuWUdS3GXc5+3tZdDvnuYINyEEEbicCrOh67aWmmG2nzC0D7QG/iBOeAPSjxdLPb20Ri+VWcbmU47Hjiut8OfC+41GFLy9iaKAnK7wMvkcDjr/L6124ecmrtXbOWrBX0djO07UJtQgMlvYzyjcwEiYCMAeuWIrRtY5pndLmW0sz/AAiSQys30Cf41q6p4L1ywtUg0u3tImbII3KrYA/h3YrhLrwrqepanb2kMzbtheeUKQsaDGSW74Oee5reMZy8txKUE9dfwNcaUyHWbXT/AN9qmpslqlzt8uNIWOZCcnI4AHfjNc9cH4fWkgtgNXuzHhWuYWCq5HVgGwcV2emWsFp4khjtJXltoVVA0hyWIUgn15rzXXvDt5Za5cwpDkPMxhVQSWUn5cfnU0qmnvdxVYrmvFHZy6PotnoIvtCa4YXKK+2dstjLDpgYxg5/CufuLe5l024RImIdMsoHU11E9qbHTLazA5jiSM49QBn9c0kNvssZmKZ5AqalZp6FwppxMPTnuLfRzG/nRqkZyueQBWadZh+zwQySXJjE29yVDEqccdfr+dbhuLcTm3JQFvlKZ/D1qq3hiykPCSr64Y1w+1g9ah0cso/CQa5aw6zaxXVo8piHEY29F9MdquaVeSCwhgjQhrVdrK/ocdPyq9aabDYW0kcUZw3zHr1AxUngpP7X1LV45o12QlETcdu0Et1/KujCz5pcq2WxjWgkrvclt7x5blUjRsHOdw4q/eCS2RJZLu1t4j13qzMfXHQV0DadplmnlxzK0i8MI1L8/hWLrmjC5sfOLSEcqqKdpPbH69O5rsd7mKskUb7+xtStVEN3Ndsjo7RuY0UjPIKqNwqh4iu9L026m17V9Mj1K61SRhaWpY+TbQJhQN2OW6DgdB71Zs/CkHhvSpYLpPM1i6CFsNnyF67cjv61L4n0FtZ8K2MUDBrizkdto5Yqc5GOvYGsuZwquLd7GlRqcVJRt/XmZnhnU/DGuX01vJ4TtbaRImlSSOVmAIxgEHHcimanbSnVpxGwaLd+7PQ4zx9KXwZ4eutMF7dXUZjMgWKIOMEjOScenAFaMULS3e8gD5h1oq1WloKnC71OcXT7uHXXndUwVHzb+egp2p332DVIHMRZ0UOD5mAevHuK29YuY7GRmlIVS21e+T7VUhjs9Xi3tHHNt45AyK4alS7bmtDpjT5V7pm6Lq1rcRSadNE6yTMSJHlBDDH3en1qOytn8P6k91HA5Qgg/P8AdGc9a3rbQrOCQSJbIrAgg8cEHIrL8X3NxZ2sbQjYHf5mXjjB4opzUp2gtH3JnHS8zrIdY8tNySeWc5BikKc+vBqnf3Mur3KyXFy8kqgqrs3Qn+I4Ayfc+lVoLZWTAcYPPWtm1iSOMggHPBJ5pe1kla5ThFu9g0vUILOM2EzqVyzq7YGWJyckVsw+IrS28yUXWZFG2OJEJBPrnoB+tYrxRMTlFz+FOREyBjaPVRVxxMkrEujFs5u60nTp7iSZbXe7OXd1ZhyTknrWtp13Z6fBJbzwmV2c7GZjxnBz+mPxqR7VgzFSCPcVDJallClQpJHIbP8AOsY1Zp6u5bhHoT3FzHLaSIGCkkBefuivN3tr+zFzZ/2cZTKcJMMnac9QenNehvYjyyoxj86pnTZF3BmG0Hgeo/pVLEOL2KUWtnb/AIJdi3bF3FN2Bk+9SEAjB2fnUUdu6LgFnz0yaoaTA+reKJdNn1GezUrIYwiByXVCwX0A4PJ9Pes6cHN2RMpcq1HWkcWmajczARZuNuQQDyM8j860n1+aOJ4obqWNGGGRZCVPvg5GfeuU064lvCTcTM5ABXPatu3tlL7mIOe2etac04O1ybRkthLUrb3EVzHIQYW3IpORu5+bnvz1q9p80DajczSkmW5GS8oJUMD+gqcrHtBO3P4U3CsT83bjFCrSTHyKxoCWCNJLtrm0DL8iQLjc+R1HHT1NcbZadaWt0JoYgvlurFRnDD1rpfIJiEm35ScAnuar+Qig/Ih+owaJ15SatoEacULJqFrNjyUWIKQp55OOP1rl/FlrLfSJPaBZGjYny8+vcV0S2sTs7Ejrxz0qG408SHcmC386Xt2mmkVyaWuYXh37VJe3U89slsrIihFUgEjPOK6Qf7y1WisAkh+ck+o4z7VBrLT2unmSLcp3Abg3IrOT9pMcm9W3ck1OzjvbR4nKEGussvE2pQRIi310oQggFwwyBjOG6VyOsW1vb6BBqenavfzBrk22biJY1uCE3O8QHO1SQp3eo9wLUNmQhUnIP51t+8ovRmScam6Og1fxBe6vgTyLnBDbEwJD2zyePYcGqaah9j0eWwBjSWYjzJVB5AHQeg61BDbRKp3rlsYzimPbRZJ2An3FDrzfUapwXQhdDJbSQrK0YK8SROVYH1BHSsma0uIjkaxqWfX7STj8xW0kUasfkXGOmKjNuN5O0YPpUe0nFWiy+SL3Q/TRbpDMmp3E0sgY7DuB5I4/CpZWj+yzhPlxjZ+feqstuDGAFIYYxuGaRrJhGw3E5Gap1rrXcShZ6Hnty4s7i9hvLedp33eW+cAMScH3HSu+sjI9pAzrhzGpbnvgVVazmJYHlV5yT29vf2q5DHIqYZs+mFqatVVEtCve2b0ROVJGNp/Ol8O2Mdvqt8eF+0hMg9yM/wCNZ2ii31PxWdN1C/u7SCV9iSJLHGIu5LGTjGM8DknA71BHDdxa3f2kk10j2szRqs2BIoBIw23jPAzjitaUZUrVOhjKSn7p6y0gTSBa27R2sYOZZpWA/DiudvdXginiFtcJMls+4OBkM3qM/Wua2yPIPMlaXthnJFaixrsBYDPTtWtXFcytHQmFKz1K9xfLeXUlw8h81+SSP5Vm6hpWmXdy1xPbxvK2MsVwScY61sMgPAP5UkiiRQMnj1rk55bp6m/KtmYdhplnaXCzRReXskVmQM2GA79a3pb60lINvEIQMIxz97HB/OofKVf4Vbj1waiFsjuzbu/AyKqNaSVpaicF0Of8ZWs15ItxaKJvLcnywTxnuPWovDRuJb27mksxaRsiKI8HBIzk81v3NgXbcmN386ZFZNHIf3hz3K8ZodZuLi0VZrZ6FtRgfwVR1bT47+xeJwmD09qZrUs9tp/mRl0O8DeD09qTXtG1nQdC0u+u7m5Wa9MnmQlMCAAKUDHH3iGzjt9QaKdKUlzRM5TUXZnJWfiu/ZkUxW+Bx9w/410dvq9xKu4rGD7A/wCNFFbVYpPYmm3Y00kLAnv/APWqRGIJ5oormZuReY5k272Az2NTTuYlUL19TyaKKmQw3NlSTnKiohOxlVcDqaKKlgW0kY+lcvNqdxpXiWa/ttnnxO23euR8ylTx9GNFFdGH+IwrbGBNqc+lNGbcRncCp3rnpirdl4mvZPlaODr2U/40UV0zinG9jKDdzZt9UnmB3LHwM8A/41oQys8ZJwOe1FFck0jqRaW5lazWEsdiyEj8qhgYkkkk4Hcmiis2NBHK8kjqTgYPSkeVo1TGDzjkUUVPQY+GZgh6daqa7KTpRBAxvU0UU6fxImfwsz9a8TPrsFvFLpWnWxgRY4ntkdSiLnCAFyoHOTgcnmt5Rtt4SCeVoorrxPQ56InmvuxuNI0jhgdx9etFFcyOgb50gcAMeaY91Mo4b8xRRQMmDs1uHY5NCyszKOxXtRRUoBzEmMHceT0qcfeA7UUUkDOcuNabSdVv0On6fexTShzHeQeYAyjggggjqcjOD3BrIvvE+pQajNfs0c1xes0kzSJnJPoBjHWiivTjrFJnE9JMt2Hia9nOGitxz/CpH9a3La/lmB3KnAzxn/GiiuaaS2OmBf3ERMfSqDTyHncc5xmiisDUkt2ZgzM7HAzgninRTO0jrnAwelFFLqA9pmRVIwecc1LbTMY88cmiip6gyr4gc/2Qw/6aLWFe6/qeoabBpt3dzTW9vI8qCSRmJZsZzk8428emT60UV24f4Dlq/Ef/2Q==", 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1aRcxozgddoz7U2W6WKB5AMsAdo9T6VgLrtothC0wRW2FcsxAwwww474zXP8AibxXFZWtsoEmZGLKEbDKuMA/zr5zCYitVquMl36eemp11aahDmJdbvZJk068nUlpIXyrcDkg5/Ss1dSZAREsUQPXavWszU79hpemZR0i8tvL3HtxWK2ps7CKFWeRuAqjJNd04zlK0SqcafIpSOom1FmB8yckemeKal6ZYhtIAxVbTfDNxdJ5upzPCD92KMjd+J7Vfn0PSrC1eWRZpnBG3zZTgfgMU1hJPdideEdEauiaRd6jGs0ek6ffRmTB+03ZU4+gYECvbI9S+1+DJ7LUZLe2vJLZ4ClsWZEBBUYJHPGK+e7mODS4ZJYWltZhb7/LiYlSCM4IPY1xEN9IdWt548xKJlYIrsQPm9zXdRgqas1/X3HLXnz7M98tvhd4YjtPLYK7J/G0rA59etb/AIV0DS/Dmi6naJeRbZrjzI1klGQNgGPpXkLeIb6G9BkLnJ2jLZyK5++tP7e8UyCeYsflyC+Cq4HT866amIl9p3M4QUXdHpmkJFHf6wsW0odSlC7TkHCr0/Ktx98O3ehXd0P4ZrjtKltfD9xHYWyYt1UuCz7iWPX+VWTr1mZCIlRBCvzFR9xASxz+JP5181icRWeKcYp20/4J206SdPmNDUNQlOpQ2sX+qMUhYj1A/pmuO0eBWsYJ2Z/OdAzsrsuSeScZrO0/X31bXH8i3fzF8wg7yRgnn6Z4rX8LiE+H7NyoJKnOTnnJFerCDascjaNGW+htQhnlCb2CLnux6Cn3lziDn1FTgW5xuRMDplQf50SSrg4UflV+xdr3FzHT/CfUns/BviCaK0lu3t9U3iCJgGbckY4J/E/hXqunX4uLC3uLiAWckiBmhlkG5D6HHGa+R08QeItJ1nVLPQ7y7hWSVppY7dd2do+8Rg8Ad6jb4heKJFxJr18+PujcvH/jtdMXGyTM3F7n0N8QvCz+KtVtHTU2tobeDpFgs7FweTnGPlFcPP8AC+8s7iCa21SaUpMjMkyjBG4Z6fj9K4vw1481x7S7a7vpriQMuGYZIGOgx9K1L/xxqkuh3XkXkqXCpgSbjkcgZHvk10LESjDlT09AVNN3Z33xT0qJba1nCfML+3Ctj1lH9KrRkcnrz2rzbRxrmqbL7Vtbv7iC2kWYQSuXDlTkdTXa2mtwixilEkiOwJKq4Xdkd/pnP1Arwszxco8jj+V/8jto0+ds2GmRI2k6hQTXK3OoreraXLou99+3joM9vyFV9f8AE1vYWMb+e/zzAKyjcWwOp/GszSr4XNrZjc8iKH2s465Of61rg5SnFSl1MqqUW0jffyLsBbiFJk/uyKG/nVyadBHFFBb+VHGu0Kq4GKqJMuAP5VYknjH+r3Y/2utdrheLTZncyI52h8XeHpZFZVXVrflhgffA/rXvlvf6l/wkV1byxWa6Yi5ilUsZWbCnkdMct09vevm7xxKw0iKQMQUnUg5xg81yN82raa1ut5PdI1xAtxGpuWJ2N90kA8Z64ohaKsS1fU+xdTv7O70i9t1ugrSQvGGCkYJBHevMj8KvDpjKpJOxUg7jcMDux19K8Ag1e9Go2si3NwoWVSR57kHBHqa9DPia+ivF815SCdoy3X8K6adZwT5HYnkT3PWfCXhS38O6PqlqLjzEln3x72GVGwDH05rjNJhjt9T1tEAC/wBpyAAeyJXm2pxXGv8AimSOS7l4CAosmCq4Hb8a7XRzb+HZo9PiDtCAZS8j7iznGf0FebmGJmqEnHc6aUU5KJ2LbotodGXd0yPbNZV/qMg1GCziGY2R2dgM8gf/AFxWedctDIEiKgRjBwxO1ASx3Z9ya4yy8SDVdfP2eKcyIZCo3ZGCecemcCuHA1J1YuUvysaVoKDSMTQ9Vg0m3mE1q5uTJjegzle/+e9dbpNxqOoWSyrFbICCd0rkNjPGVUE12Ph74WRw20Vxf7PNZiIo0bO1sZ75xiqXirwz9nT7KddhtFVWMiMCFPHG4rn8q9K02lpZGN4pu7uzMtJ7Xyplvb6J2Vgv+jLgDPqWpDp9vqlnd6WkrQw3EgeWc/M/lryQAOp6498VmaTpMV1FerM04hUo24EEE5zg+gx2+ldTpVio1zbEFERG0FMlMY9abvFrUvmjKFrHm03irwqkvl2/gy3kt0wqvLOVkYDucZGT+NdNqNtpJ8PQ3GjWK2LTqkjR5PQqScnJ5+6K5TVfAWpRazLb20TOjynY4X5QpPUntgdfpXaanbiGKG3i5RQEH0UAUSq2TsZwjd6nJ3Wn3VxpsyoqnOCQWwCcip4I5bbRXEqA+XFkqr+grolgKaecAFi+BWGNUs3uTAZEOTtOR8p7YziuGpUnKyOuFJatGCmtJEbRXtpHigkLlBN94EgkHI6cfrWlqtpb69bR31ujEnP8eSv+ya0zoFjKctZxj16c1fSzS2tnSKJQCS2MDk/5FY+1he9NWZTjJ6S2OI1y4nubawtmiaP7OCjc5ODgA4/CruhzRQX0cWm2jF8nfNcYG5cdzzt57AVreCPD134y169ikkREtpAMyNgqGLYUfl6V6s3gSy0+w3W1wLeKPKu7YOWBwTj+leilNwaUf03ORuKkryPPZ2ntFV7u9s7dTyQqO5x7ZwKle70e7gb7LdS3LqVLLK6DAyP4VGRWXrmiJaO5GpnUJpV+ZV3K6nJAB9zkYUH8KdpXh630K0urW4IOpuitKR8wiB6Jkd89TVuL5b3HCpFacpNqWqWtitzfXVhHe3F2HcRSf6uONeAvuaqeGdZ0HWr6aCbwpp9uyRGVZYskAggAYP1rU1XSjf6TFaxFfPRGyu4ZIIPH9ayfB/h650yO8uLpfLeYLHErEA4zkkj64pqempm466EGoW7yapcGFv3Jc+WD1Azxn3xVBNNuYdYad/KwVAzu56Cugt4Ge4DNx82ai1W6jsTulbCltq46kiuGpWm00up1wpptGJql6dP1KGTyUZ0UOGLkc88cU3RdXt5om06aAKZXLCRpSckjG3p9a1bU2uqxbikcuzghxyPzFW7fSraB96QRq2QcjHbkVg6sEuWUdS3GXc5+3tZdDvnuYINyEEEbicCrOh67aWmmG2nzC0D7QG/iBOeAPSjxdLPb20Ri+VWcbmU47Hjiut8OfC+41GFLy9iaKAnK7wMvkcDjr/L6124ecmrtXbOWrBX0djO07UJtQgMlvYzyjcwEiYCMAeuWIrRtY5pndLmW0sz/AAiSQys30Cf41q6p4L1ywtUg0u3tImbII3KrYA/h3YrhLrwrqepanb2kMzbtheeUKQsaDGSW74Oee5reMZy8txKUE9dfwNcaUyHWbXT/AN9qmpslqlzt8uNIWOZCcnI4AHfjNc9cH4fWkgtgNXuzHhWuYWCq5HVgGwcV2emWsFp4khjtJXltoVVA0hyWIUgn15rzXXvDt5Za5cwpDkPMxhVQSWUn5cfnU0qmnvdxVYrmvFHZy6PotnoIvtCa4YXKK+2dstjLDpgYxg5/CufuLe5l024RImIdMsoHU11E9qbHTLazA5jiSM49QBn9c0kNvssZmKZ5AqalZp6FwppxMPTnuLfRzG/nRqkZyueQBWadZh+zwQySXJjE29yVDEqccdfr+dbhuLcTm3JQFvlKZ/D1qq3hiykPCSr64Y1w+1g9ah0cso/CQa5aw6zaxXVo8piHEY29F9MdquaVeSCwhgjQhrVdrK/ocdPyq9aabDYW0kcUZw3zHr1AxUngpP7X1LV45o12QlETcdu0Et1/KujCz5pcq2WxjWgkrvclt7x5blUjRsHOdw4q/eCS2RJZLu1t4j13qzMfXHQV0DadplmnlxzK0i8MI1L8/hWLrmjC5sfOLSEcqqKdpPbH69O5rsd7mKskUb7+xtStVEN3Ndsjo7RuY0UjPIKqNwqh4iu9L026m17V9Mj1K61SRhaWpY+TbQJhQN2OW6DgdB71Zs/CkHhvSpYLpPM1i6CFsNnyF67cjv61L4n0FtZ8K2MUDBrizkdto5Yqc5GOvYGsuZwquLd7GlRqcVJRt/XmZnhnU/DGuX01vJ4TtbaRImlSSOVmAIxgEHHcimanbSnVpxGwaLd+7PQ4zx9KXwZ4eutMF7dXUZjMgWKIOMEjOScenAFaMULS3e8gD5h1oq1WloKnC71OcXT7uHXXndUwVHzb+egp2p332DVIHMRZ0UOD5mAevHuK29YuY7GRmlIVS21e+T7VUhjs9Xi3tHHNt45AyK4alS7bmtDpjT5V7pm6Lq1rcRSadNE6yTMSJHlBDDH3en1qOytn8P6k91HA5Qgg/P8AdGc9a3rbQrOCQSJbIrAgg8cEHIrL8X3NxZ2sbQjYHf5mXjjB4opzUp2gtH3JnHS8zrIdY8tNySeWc5BikKc+vBqnf3Mur3KyXFy8kqgqrs3Qn+I4Ayfc+lVoLZWTAcYPPWtm1iSOMggHPBJ5pe1kla5ThFu9g0vUILOM2EzqVyzq7YGWJyckVsw+IrS28yUXWZFG2OJEJBPrnoB+tYrxRMTlFz+FOREyBjaPVRVxxMkrEujFs5u60nTp7iSZbXe7OXd1ZhyTknrWtp13Z6fBJbzwmV2c7GZjxnBz+mPxqR7VgzFSCPcVDJallClQpJHIbP8AOsY1Zp6u5bhHoT3FzHLaSIGCkkBefuivN3tr+zFzZ/2cZTKcJMMnac9QenNehvYjyyoxj86pnTZF3BmG0Hgeo/pVLEOL2KUWtnb/AIJdi3bF3FN2Bk+9SEAjB2fnUUdu6LgFnz0yaoaTA+reKJdNn1GezUrIYwiByXVCwX0A4PJ9Pes6cHN2RMpcq1HWkcWmajczARZuNuQQDyM8j860n1+aOJ4obqWNGGGRZCVPvg5GfeuU064lvCTcTM5ABXPatu3tlL7mIOe2etac04O1ybRkthLUrb3EVzHIQYW3IpORu5+bnvz1q9p80DajczSkmW5GS8oJUMD+gqcrHtBO3P4U3CsT83bjFCrSTHyKxoCWCNJLtrm0DL8iQLjc+R1HHT1NcbZadaWt0JoYgvlurFRnDD1rpfIJiEm35ScAnuar+Qig/Ih+owaJ15SatoEacULJqFrNjyUWIKQp55OOP1rl/FlrLfSJPaBZGjYny8+vcV0S2sTs7Ejrxz0qG408SHcmC386Xt2mmkVyaWuYXh37VJe3U89slsrIihFUgEjPOK6Qf7y1WisAkh+ck+o4z7VBrLT2unmSLcp3Abg3IrOT9pMcm9W3ck1OzjvbR4nKEGussvE2pQRIi310oQggFwwyBjOG6VyOsW1vb6BBqenavfzBrk22biJY1uCE3O8QHO1SQp3eo9wLUNmQhUnIP51t+8ovRmScam6Og1fxBe6vgTyLnBDbEwJD2zyePYcGqaah9j0eWwBjSWYjzJVB5AHQeg61BDbRKp3rlsYzimPbRZJ2An3FDrzfUapwXQhdDJbSQrK0YK8SROVYH1BHSsma0uIjkaxqWfX7STj8xW0kUasfkXGOmKjNuN5O0YPpUe0nFWiy+SL3Q/TRbpDMmp3E0sgY7DuB5I4/CpZWj+yzhPlxjZ+feqstuDGAFIYYxuGaRrJhGw3E5Gap1rrXcShZ6Hnty4s7i9hvLedp33eW+cAMScH3HSu+sjI9pAzrhzGpbnvgVVazmJYHlV5yT29vf2q5DHIqYZs+mFqatVVEtCve2b0ROVJGNp/Ol8O2Mdvqt8eF+0hMg9yM/wCNZ2ii31PxWdN1C/u7SCV9iSJLHGIu5LGTjGM8DknA71BHDdxa3f2kk10j2szRqs2BIoBIw23jPAzjitaUZUrVOhjKSn7p6y0gTSBa27R2sYOZZpWA/DiudvdXginiFtcJMls+4OBkM3qM/Wua2yPIPMlaXthnJFaixrsBYDPTtWtXFcytHQmFKz1K9xfLeXUlw8h81+SSP5Vm6hpWmXdy1xPbxvK2MsVwScY61sMgPAP5UkiiRQMnj1rk55bp6m/KtmYdhplnaXCzRReXskVmQM2GA79a3pb60lINvEIQMIxz97HB/OofKVf4Vbj1waiFsjuzbu/AyKqNaSVpaicF0Of8ZWs15ItxaKJvLcnywTxnuPWovDRuJb27mksxaRsiKI8HBIzk81v3NgXbcmN386ZFZNHIf3hz3K8ZodZuLi0VZrZ6FtRgfwVR1bT47+xeJwmD09qZrUs9tp/mRl0O8DeD09qTXtG1nQdC0u+u7m5Wa9MnmQlMCAAKUDHH3iGzjt9QaKdKUlzRM5TUXZnJWfiu/ZkUxW+Bx9w/410dvq9xKu4rGD7A/wCNFFbVYpPYmm3Y00kLAnv/APWqRGIJ5oormZuReY5k272Az2NTTuYlUL19TyaKKmQw3NlSTnKiohOxlVcDqaKKlgW0kY+lcvNqdxpXiWa/ttnnxO23euR8ylTx9GNFFdGH+IwrbGBNqc+lNGbcRncCp3rnpirdl4mvZPlaODr2U/40UV0zinG9jKDdzZt9UnmB3LHwM8A/41oQys8ZJwOe1FFck0jqRaW5lazWEsdiyEj8qhgYkkkk4Hcmiis2NBHK8kjqTgYPSkeVo1TGDzjkUUVPQY+GZgh6daqa7KTpRBAxvU0UU6fxImfwsz9a8TPrsFvFLpWnWxgRY4ntkdSiLnCAFyoHOTgcnmt5Rtt4SCeVoorrxPQ56InmvuxuNI0jhgdx9etFFcyOgb50gcAMeaY91Mo4b8xRRQMmDs1uHY5NCyszKOxXtRRUoBzEmMHceT0qcfeA7UUUkDOcuNabSdVv0On6fexTShzHeQeYAyjggggjqcjOD3BrIvvE+pQajNfs0c1xes0kzSJnJPoBjHWiivTjrFJnE9JMt2Hia9nOGitxz/CpH9a3La/lmB3KnAzxn/GiiuaaS2OmBf3ERMfSqDTyHncc5xmiisDUkt2ZgzM7HAzgninRTO0jrnAwelFFLqA9pmRVIwecc1LbTMY88cmiip6gyr4gc/2Qw/6aLWFe6/qeoabBpt3dzTW9vI8qCSRmJZsZzk8428emT60UV24f4Dlq/Ef/2Q==", 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", "info": {"video_id": "132577", "label": "taking bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "132577", "label": "taking bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "132577", "label": "taking bottle", "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": "1bfabab35a25f157ea80a67d9399cd044c049e45264d22a84a5db278b0bc1799"} +{"episode": 77296, "episode_seed": 1549727938, "split": "train", "timestamp": "2025-10-13T03:41:24.111742", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1549727938, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing paper 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "197240", "label": "pretending to be tearing paper plate", "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": "197240", "label": "pretending to be tearing paper plate", "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": "579847062e33a8b0a46f5760c72bc6a6c9b8c4ebdd5ae231af66c2c0eb87413c"} +{"episode": 77297, "episode_seed": 999324288, "split": "train", "timestamp": "2025-10-13T03:41:25.478222", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 999324288, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing card onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "131558", "label": "throwing card onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "131558", "label": "throwing card onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "131558", "label": "throwing card onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "131558", "label": "throwing card onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "877dd80cb19bfaa8cbbdb4d5ee7d9f0be55d7f7b2c88b3d3f7a2444711afc497"} +{"episode": 77298, "episode_seed": 995148557, "split": "train", "timestamp": "2025-10-13T03:41:26.365467", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 995148557, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving scissors and beverage bottle away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51551", "label": "moving scissors and beverage bottle away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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P2ck1luC7yrFSD/DWbPqFsyILAjbEygOw4kbqDj0B/PNT+HtRur1rkRkQyoR5mzgPnOD/ADrODcJKpLbqdFXGU6kXRj0d7/mdVHpcxHESj8RXHePobnTY4ZFkCLcqYXUY5A5/DrXT5vyObt/++q5XxXo13qXkzG8DhGEaxsSSSx+Y/gAK6Y4iEnZHLZLVMl8L6XqV2INQuikcMcZW3i6HB6sfc11y202P+Wf51zsdm8USILhgFAA5NPENx2uX/wC+jUfW4A7Sd2zfa2lH9zP1qCW2n7BPrmskW93ji5b/AL6NNNtd4Obh8f7xpfW4CtHuXpLK5P8AcH41l3VhOSRuSh7a75AuG/76NZ1zBdZJ85v++jR9agHLHuZwllsb0xIgeUk4GcAcdakkTbqFq4ygclWPUVXSf7HKDKvmMXPU9qge8a3iYMFkidiznHzA+oP9Kz96b5kd0asKcLb3Vmd9EJP+ez/nVhYyesjn8asxajpSgfuT/wB81OutWC/dtz/3yK6eWiuhxckimIVx1b86d5KYxlunrWguuWJ6wMP+AinjVdLcZMePrHT/AHQuWRlsm1ZDuY5jYYJ9q5LX+biPbIx8sEFm6Ka7y5vNLkgby8AqCT8pHA61wet3Fm2pTiE77abD4P8ACe9RUUElymlOHM7SM+GaO7jaKQ8qQysPUdxWtBdyZVHlK56HNc/JZzQyrJbkMnt1FXRcLNCo24bv7Gud29Tq5FNO61Nxmn6CY/lVWUTFSDM1N0e8ikuPsl2cZH7tycfga2JLay3YMoHH9+uiNOk1exxShKLsZWipKJrgGZs/L/Wt9UcgZmc/jUGmvp1nPMX/AHm4LjHzYxmtddV0xB8sBP8AwCq5KS3EoyZR8gHqzH8aV4leUZ6KMDBrSGtWbAqtuen90U221PT0TEkZLZ5+TNWvZdA5ZFFYFGcM350hhPaWQf8AAq2RqGknqo/74pj32kZ6L/3yaXLR7ByyMRo3H/LZ/wA6z74OIJCZ26V07XGjv/EgP4isjWX0xbJ/LlTJH96k6dLsFmeaXCmGUsxPJ4OOtWLa5EigZyw6GmGZGdom+ZM8VC1qYX3xuCvpWNjrirKyWhdZ5M4MhAJrvIVkwP37/nXnvneaADjIr1OHUdKVB+5Of92qgoP4kZVadn7pXjVVJkkZnVAWYE9QBRbWyrAoJYHqee55NWbnU7J0j2QkIZArDaORyf6VdXXLE9YGH/ARWv7paGPLIprEmMZYfjTzHn/lo4/Gr66rpbjJjx9Y6edQ0gjoP++DRai+gcsjLZG7TSfnUbrJ/wA9n/OtYXujnrsH/ATSNLo7dJEH4mlyUX0QrSMKXzdvEzVzfiRpjZAGYkZ9K7iVNLYALMvPTD1z3iGys2tBslBIP98UnSpdEFmcTbyeR5bsM7SDs74rY8PO8txeFCY1JUgD0JPH4VhySpHKwcjcDzz1rp/CkltbrcTXSgrLt2AckAZ/LrUxS2lsXyJK0Y2Ngo5UZlc/jVC6iV54Y8H5FMhbPXJwP610I1TTQuFgYk8D5KpQ6haRyzloSxMhXO0dBx/jWiVJbC5JGQYF3d/zqaO1B/ib862V1LTn4aEj6oKsJe6SP4R/3xStSYuWRkJZgf8ALRx+NKbcjOJX/Otk32kccLj/AHTR9o0d/wCJAfxFPkovoLlkYDwsDnzWqhcROCf3hrqXGkt0mT/vqsrUIbEWsskcwyP9ul7Kl0QWZ5rflvtzlnwc8E9OtNhnBO1iCO9TXJTz5Inwyk5B+tU5bd05j+Yeo61FlsdMVyo9VSG0Hdf++qnWG0PA2/nWasCccGpVhTHf86weEn3Obm8zSFnbt0/Q0HT4j0Zh+NURCB0dh+NO2SDpM2Kl4WqtmPmfcsSWKhSFcjIIP0PWuJ1mx8pnKsSR+ldU6SbcCZvWuf1e3n3MxckEU40KqerBTad7mDa3pU+VNkDHDDpThMElJHAqlIGRtrfgaakuV2sc/WrcbM7oTujVciRQw61ctVa7jPK7lOGBrGjmZcAnK9qveGrb+1vE7WMmpTWavHIYzHHuLsqFgvoBwTk+nvRytqyIrbXOi0a1RHn84jnGOfrW2sVp6r+dcX4UuptQFw1xIz4CEZ7ZzXUJAlL6tOWrZyOT6s0hDbdRjPsaUWEJGctn61QWBDyCfzp4jYfdlYfjSeGq2smLmfcufYIx/G1N/s9MH5zVXZJxmZs00iZScTNU/Vqw+Z9yaTTlxkOePasbWNOJtiRJnHtWg8lyo4lz9apXbXLwMu5TS9jWTDnl3OFu7d4Wxn6Gmw3OF2yDJq3qAmLMrKOKxrlmSI9QwPFdEYu2pvTqNbl3zAr5AxXqMUNqAMle38VefazpGmWvhy21XTNTvZ1a6+y5uYBGtwQm53iGc7VOFO7+8PcDtY4EwOvSlOhKezIqTvsaSxWryKoKkICTz/Ef/rD9asCzt26foazEgj6evvUqw46Ow/Golhaj2ZlzPuX/AOz4scMwoNhHx85qmFkHSZsUhWUDiZqj6tW7hzPuXW05Ozmq76fjI8z9Ki33A/5bGmNNdZ/1gNS6FZD55dxsuntjiQflWVeaW8qFWwRWg9zdAn7pqrLeXAzmMGkoVkHPI52bw8zN94CtnQ7GO3SRJSMYGOfrVTRpYtU8W/2bqV/c2kEz7EkilijWLuSxk4xjPA5JwO9P01J01fVbK6+0A2sxjVLgASKAWHzBeM8DOOK2VKrJWbDmZ0iraRASZXKcjnv2/XFOjtLbYB1IHPPU1RWCPuKeIF6gn86bws7WuLm8y6bCE9Mj8aT+z4x/E1VREw+7KwoMcuOZmqPq1VdR8z7lgaehB+c0x9OA6SH8qrkTLnErUM9yo4lJ+tJ4esg5pdxJLA9pP0rL1DTpDbSAMDxV5prpR94Gqs1xcFGDKpzUqlWTDnl3OFuoJInJJ+hqOK7Kna/B9atay0yowK7SGHIq14i8I6h4d8P6PqF6ZlnvjJ5sLRkC3wEKKx/vMrZx26dc464xbWprCo0eqjT7cD7h/OlbT4NoI3D8aKK6jApzRLG2AT+NRdh70UUxDGPWqV2iujKwyCKKKTEcffRrlhjoaxz94iiiuaZ0USVGOBTbPVLnRtZXULXZ58RbbvXI+ZSp4+jGiipjubT2Or+HVrFMdQVwSEEeOf8Aeru/7Pt+m0j8aKK6Y7HLLcils44wdpb86qYwxFFFWiGNJ4pp6UUUwInqvIcqaKKQjndVRd2ccmuX1EAR5x3FFFZsuJZ13xbJ4hhtoZtI0y1NuqRxSWqSKUjXOEALlQOSTgZJ5r2GPT7cIp2HoO9FFNAxzafBgEbh+NVJohG2FJ/GiirRLGDoKax5NFFAmIeuKiZiKKKAIZGOSPaqkp4JoopAczJrR0nUb2M6dp99FLKGMd7B5gDKOCCCCOpyM4PcGt3wfNJreoavf37mW5ndJZH6ZY7s8D+VFFStyjrv7Ot88KR+NQTWccY+Ut+dFFUgZTxhiKCflNFFMQw9PwpjcCiigRC5O2qsvNFFJjOZ8RKPsu7vuHNYupeJNW1LTLfSry9nntraR5UEkjMSz4zkk8428emT60UVDKR//9k=", 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", 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", "info": {"video_id": "51551", "label": "moving scissors and beverage bottle away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "51551", "label": "moving scissors and beverage bottle away from each other", "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": "372ef00a88c6ee9c137e71668af4485547db0d3b2d6780e0057607a426a19833"} +{"episode": 77299, "episode_seed": 2302533559, "split": "train", "timestamp": "2025-10-13T03:41:27.193253", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 814, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2302533559, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling clothespin from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "76241", "label": "pulling clothespin from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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3O8uWUA4IxW4gJAryjVbuSHQoNRsdd1GZWufs2biNY1nIUMzxDrtU4U7vUe4Hq0TcL9BTirGdSXNYkBwp69KlVuear9QfTmpRyAaozLH8NLuG4/Soy2FNM3ZI7GgCcPnFJnDZqNTT89DQIeW5B6CmNweelKpzHz2pCcqR2pksYzcYB+lVr07jHz61xg1O4n8cXOl3Or3lpbNMY42iljRY+hJJcYxjPHUnFWfD93fy6lqtrfXFzJ9llCItzjenLDnHGeBnHFBVjpU4FSqaiTtT880ATA0p5qJTTycLQIa3Sq8h7VIz8GoGbJoGV5IlliZWANcne2EQ8xTGpVuoIrrumayb2Ib2BHBpFJtHnMuneUZFjLoVOQynmrVjqt5aALJL5yDueoFT+JhJaWbyRMUbeo3DrWbr2gatoGiaXf3U9ws96ZPNhKYEGApQMcfeIbOO31zQ0nuWptHtx/1K/So1OST7Ciiglj0/1Z+tMYZk/KiigRGw/r/Oq06jFFFIDEvo1IBx/nmsmRBzRRTKFhGH471y11qM+l+Kri9t9vmxSNt3jI5XaePoTRRQJnU/DRFjOpBRgYi/9mr0SIZbNFFAdCVu1O7UUUhDRyKiccGiimIpvWfdKCpzRRSQzGuY1BPFc34pAGiscf8ALRP50UU0NGLqviJtcjtoptL0+3MCrHG9ujqUReiAFyAOc8Dk817Un3R9BRRQSyRD8lOXgj6UUUCJf4fwpp4wKKKBjzwwAp/YUUUCEUnc47YBppJ55oopks8q1zVjpvijV0NlZXcclwGKXUO8BlHBBBBHXpnB7g1q+Drue/vNUvLl988zo7tjGSd1FFBR2SHpT6KKAHKeRSseDRRQIgaoz1oooGRydDVC/wCUQ96KKBo4zxiP+JQT38xK5K917UtQ0yDTru7mmt7eR5UEkjMSzYzkk8428emT60UUij//2Q==", "info": {"video_id": "76241", "label": "pulling clothespin from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "76241", "label": "pulling clothespin from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "76241", "label": "pulling clothespin from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "df19f6fa5d4972ecc27f43504d9679342e03c779cd1178a5fedaa423d27ecf37"}