diff --git "a/video_unshuffle/swap/train/batch_000683.jsonl" "b/video_unshuffle/swap/train/batch_000683.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000683.jsonl" @@ -0,0 +1,100 @@ +{"episode": 68300, "episode_seed": 2127951721, "split": "train", "timestamp": "2025-10-13T03:32:50.028575", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2127951721, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'attaching chess coin to chess board'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "204793", "label": "attaching chess coin to chess board", "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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ZME4Jx0yBXoXw51dr3wfa3V1CJbppHRpZeWbDYFecfD/UpfiI19F4jt7W6hsjG8KeXgKzbgT19BVLx74l1Xwn4j/sXQrr+z7COBJFhhjXAZsknJGeaSvsU+53WmePmvfG0Omfb5JSZ5FEa/dUqG4/SnfFLWr60tdP8iGecSyOpVATjgc4FXvE1klp4F1W7soY4LsWRkWaFAjhsAkhhznrXGfBm5v7u+1pb66nuCIomXzpS5HzNnqaNdxabG/oKvLpUJeMo7IcqwwRz71z/iTTZZRmI5x1zXazKV1mVF7oCf1qle6f5j89ua8ibtNnq09YpmF4dtJJIVMyYxwAa0das4vsZDLx3HrWzp9osMZODnuT/SsrxHKBb7fUipb1K6EFqvyisLWvGFj4U113uoJ52lgjjRYscYLMc5I/vCuit0OBXnXjfwzrniLXnl0ywe5hhYxlgyqAwVOOSK9ppdTx0dDJ4Hs/iUbfxK95c2aXMQRYNikgKSM5z361PY/ECDWtWTwb/ZckcE7Np7XHnjIUAruA29cCtvwrrWkeHPDmm6Pqep2dvf20SxywNOu5HPODg9cmuR0TwDrXh7xUnibV2tINNs7iS5ncSlmCfNyABz1FSizor7QtP+E+kvrejxyXNzKyWxW6kyu0nOeAOeKt+GUsfihYSaj4g0+FprOUwRLE7qu0gNzzzzTtbvdL+KGlPoegakhuYJEuZHlhdVCAkeg5yRVfTbm0+D2l/YdYnkvJNQlaeM2sPChQqkHJp9PMXU5nxl401vwn4in8P6TNDbabZCNII/JDFUKg4yc56mu813wrolt4U1K5sdKtILgWbypJHCoYHbu4OM1g3PgLT/iXN/wlkWpXVpBfIAIDEu5duU5OT6ZqjrnxWSzv7rwqdId9jGwedpwMj7m7G33zSeuwHa604fSRMRlHaNm91JH+Irk71vK2zDpFiKT/AHDkofwOV/EV11lGNT8I2aMRmexjG4djsHP51xscfl+dJe8xSI0FxGf4R0P4g8/hXPiNGr7PQ68O7xaW61ItKDSXM8xGN+BwPTNaerkR6DekkgGIrx154/rVHQrj7REyMPniwjY9R3/Hr+NXPEMM02hSW9uheeeRIo1Bxlicj+Va0FamkzDENOo2jD0/xdZ/EB5vC8Vpc2sd1CwM5dSVVcHpz6Ut1b2vwct1uLCOXUZdTfy2FxIECBBnIwvvWV4H8NXngfWjrfiQ29lZCFolkaYN87YwMD2BrpfFWlr8ULayPhvULSSKxkcTO5YAMwGMfLzwK0X4GZe0jw3o/wATdOtvE+sWcsVzIph8qG4YIFRiB+PWsCPUI7rxFLpUe4Jalrf5up2sf/rVvaV4o0j4Z6PbeGtYmmmv7ZDJJ9mhLIQ7FhgnHaqepeBZtHu5fFUeoiaO4uBK0PlbSiSHIOcnOMgVjXhzQZtQnyzRl67pcdlp8tzb2Xn3vmjEeWIkU8cgHgqRn3BNbvgHSpbWyMt5CsE80plaFOi9gP6/U1egthqMgk3EBR+db+k2nlPgDI9a832jceU75Rs73OgmGLAj2rxXxo5hvEmXho5QwI9eK9puiRasO2K8Y8cJlsf9NBQvjiKPwM7VF+aRfRiR9CM/1qjbrxWo42XhXs8Kkfhx/UVQt0zgDvXtHkHK6j480/wrrN/BcW1xPLK6keWBhQqBccn1zViT4eWWr3p8YTXtyjSBb/7MFXAAUMFJ59MVyPiTwX4h8S69PfafZiW2dnVHaVV6Ow7nNenw+I9Dn0seHrTVbV9SktzZxxByf3mzbjgetS/ItGBo3i+D4pXMvhm90xrS0miMzSRXGX+RlIH3fWuhtLHTvhzqVnY6fHINPvWZ72SVy8ikLhNvbrnNcr4W8KXHwwu38R+IbqD7IsJt9tsrSPvYrjjA44q74k8T2viTTZNY0qOd7WGWK2maSPbsf7wOPQ5x9amo3yvlLppOSUjqdF0fSfEunQ+INR0+GTUrnKzOpYfdO0DGeOAK4nwdqmpa9f3X251aK3uTFGqxKgUKcnoP92tPRtYn8OnfCvnQTgEwsf4v7wPY1a8K2Edm8gijKB5XlYE5O5jk1xVcQpU7dTqhQcJ36HU6ygbSyPVcV534dC23jnaBgSh48fUZ/pXpF+u/T2z6V5vp6bfiDZZOAZD+e01hSf71Gs9aTO4uY9t1GezKV/Ln/GqN6mJIvxrW1AbI45P7kik/QnB/nVG9TLxfj/SvYPKMnW3WLw/eM33THtPOMgkD+RrA0/xVafEp5/DH2K4s4Z4TI04kUsoUg4Ax34FbniW2nutCaztVVri5kWKNWOATgnr/AMBrlvBXh64+HmqPrXiaa2tLR4TbxsJC5LsQcYA9FNJjiaF/9n+DdvENJha+fU2PmG6lxsCDjG0f7VdHovhbRPiJptn4p1uwP226TayRzuEARiowM+grM8SaNH8Vlsrnw/qVv9msGeKV5Uflm2njj0q7ZeMtI+HFja+F78XV1e2MYErwRAIxY7hjJ9GpFF3S/EF1r1hBaXUEbwyaxLp9ygjOxrcK20fmAM/hVb4lJH4H8Jx3vhuKPTJpblIZZLeNQzqQxwSR6iumtNIXwr4avJS32pIJJtRDbQrEZMmzv371yFl4j0/4uzS+HNQ06a0to0+1h47gbiykDH3f9qpi3rfuDJ/hve3OtaLFdXs7TXDO253OSeBXa3lmETdisjQfD1l4WuE06wEgt+WHmPuOfrXWXMIkhrzasLzZ6FOfuo5vdsXHauS8TSnYgB5LgV196vl5HpXD+InzPAvrIKxXxJGvS5t26nAq94YBksZ5uf3t5O4+m8qP0UVXtF2gMeg5rx648feINPvRp1hdQxwKVCDyQxy2GPJ75Y17clc8laGZq7i8+J9z8wJk1YL1/wCmgH9K+ifHhEfw+17LDP2NwPqeP61Fd6JpNhpd3qC6bZrdRwvN5ogTdvCk7s4655ryr4X+Jte13x5Y22patc3FsYpXeF2GxsIcZAHrU7j2LnwNSSPxLqLOjqpswNzKQPvjvW58a9NvtUk0X7BZ3F2UEwbyImfbnbjOBxWr8abmXT/A0UlrJJAzXsakxOVJGG44rO+A11Ld6ZrfnyySsJ4sGRyxHyn1o/vB5HQ/DUtpPgCxttVBsriN5cx3P7tgu8kHB7V5N4u8D+ItT8falqmlaZJcWM10J4ZkkTa4ODkEn1zV748QH/hNLNgoIexXt6Owr1T4YSeb8NtDbusBT8mYUbahvoR+Fgx8KWCuAGiV4mA7FHZcfpWFrtgV1tQcC3uB5v8AwMcEfyNdDon7u01CAYHk6ldJx6F94/8AQ6p+IY2l0uSRBmS3/epjrx1H5ZqasOeDRpSnyTTOf062jinleIYVjtB/vAE/yyR+ArRkUvqOkRDvdGT/AL5jc/1FR2qDZGM/MVBKj+Edq534h6rdaNY2k9jMYbhQ5VwoOMsinqCOmaVG7pIVbSqyf40S+X4Tsos/6y8Hf0VjVr4ExBPDGoyswG+8wMn0Rf8AGq/wi1G/8RwarNrFwbwQyRrF5qrhSQxOMD6VkfGPU77TfEWn2lheXFrCbTe0cErICS5GSAevFaL+UjzKXxS0nU9R+IF69np15cxmCIBoYGYH5fUDFex6k9tc+FX02WeNZ5bMRiMsA2/aMDHrkCj4dNJJ4A0OSd2kle2DM7ksTknqTXzvcvn4qMxGSmt9/wDrtRvoG2p7boCq+mQScgvGGI98V1GnRheawdLiEF7fWWCPs91IgB/uk7h+hFdNaoc9K8ZxtJo9Ny5o3Jrwg27DpXjfjsfKzZ6NmvYr4/uT9K8h8eri2kPFC+NDj8DO2nUhbKUDqNp/4Euf5gVStiFIY9AcmtCU7tEhlHVYY5OPYA1mXDeRpd3N/cgkYfgpr3DyC/4ZDJ4YspDwWh83n/ay39a8K+H/APpfxN0tyeGvGkJ/BjV7SfFfiCfxfYaRHqUgs/tkdusSogGwMFx0z0FeyeOgml+AtYubNRbTJB8kkXyMpJA4I6dazWhe5W+LUM154Fa3s4ZbiZ7qLCQoXbAJOcCsH4Z6R9l8H63p/iCCSxhvZQoF0vllhsA3DPocH8Ky/gdeXl/4l1V7u7uLjZaLjzpWfBLj1PtU37QJUSaApGQyz/zSm/5Q8yXRVMr+U5WQQM0ZdSCCQcZB/Cuy0uIeYWxivO/hxGY/D1tkcS73X8HKn+X616VYx85HSvHrR5ZtHpwlzQTNC9UCyOPSvKtUnNh4ns7gHBS4jP8A48B/I16te82+M4ryTxePLu4pFH3ZFP5EGlD+Igf8Nnq9/AZLeeMdSrAfXtWTOfMED/3lz+eK6BzvAbsea59lwEj/AOebOn5Hj9MV7h5JXcb9Y0iLOP30kn/fMbf1YVzXxrc/8I7pkKZYvdk4HPRD/jVf4lard6Ra2stjcNBcBGw64yAzKD+imtL4NX9/rWnapc6pdy3bJOiRmY52/Lk4/MVDWtyl2LnwPgNv4OuXmBjMl45AcYJAVRmuP+IHhzXdW+Ieo3NhpF7cwM0QWWOIlWARRwelJ8Z9QuofGFtbQ3E0UK2anZHIyg5ZucA17P4DX/ihNB3ZLfYoiSeSeKL21DfQZrOp6fdaJeaXFf2zXtxbPbxw+cu5pChAXr1zxXmXgPw1q3gPW5td8SxwWGlpatFJK8yttZiu3gZ7iuH8PyD/AIWtZ4AyNYx0/wCmpr3n4sx+Z8M9a/2URvydaNtA8xtj4k0fxDqQm0m8S5SHhyoIAz9QK7BV3Q189/B2cwX+oREg5VWAz74/rX0NandbiuKqrVGjqi/cTOc1aEDdXnWs/Pqdun/TQV6jq8WUY15drPyazbE9PMGa5Ir94kdSfuM6G5k+z6TeTHgR28j/AJKTXlSfDvW7jX0vH+yJbiVJmBlO4RjHOAPQV6Zr7+X4Y1AA8vCYxj1Yhf61cntW06HxHeu20PasV5P3VjwP5HGPXtXsN2PMSuMk8b+HPEcE+habqscl9fxSQQgRuRuZTyTt7Vy+geBm+GN3/wAJVq2ppPbW0bRtFb27FiXwo6muD+FMTS/EPSNvVC7H6CNs17d8V2C/Dm/z1LxAf99ils7BurmVc6lonxjs5NBtZb+0Fq6XTStCoyBlcDLH1qIx2HwR00NEl5qY1ObByyJsKL9O+axPgQn/ABUGrH0tE/8AQ66L45QeboukEFQwuXxk4/gp21sF9LkVjpmj/GW3Gu3lveWUlm5tFjS4HK8Pk4X/AGqz/EnjB/hTNa+GdM077TarB5yST3BzlnbI+761p/AtwvhvVYiw+S9HfplB/hXLfHm1eTxPpU0atIHs2X5AWxh/b60W1sF9LnZ+BNZbX9Mv9ReNI3ubhZ2RSSFLRqCOfdDWzdKCjjjkHiuM+EJkj0a5t5o2RlRCAylTgPKO/wCFOnu7++8b3ulnWbm0hDSeSsahslU3BfYcHk0xXLOjq+Hkbkvg5rD8c6HP4imFtDcw2621vHLLJNnaFLv6e6ijwDqF1f8A20XM7yiPZtDH7ud2a3ZLZb7UdYV5EjSP7GpMh4IXLkdR/eHf3qILlhYqb5p3MTw5eWHwl097PXLh5Z9Qfz4xbwMcKoC85PrWhe+ENP8Ais9t4lg1G7tbYxeQkRgXd8rNk8k+tcZ8ZpUfxHpkSHKJYgg5zkFj3/CvV/hVGqfDnSNoxuR2P1LtT6XF1sc3dfEu08BMvhaHS7i8/suNLcTtOqB8KDnG0+tbkfwp8NS3n9vNFdNdySfbMG4O0OTvxgAcZrxvx6pk+IeuKMsftJGB/urX1BaIBpcCHr5KjH4U3ogR5b4I8Tz+Kb2/1G5giglaUI0cZJHyqADz616bZqCmRXiHw/hvNI1m8t7q2uIIp/njMsTICQSDjI54Ir2/TCWhGa8ytG1Zo7qcr0kyDUOI2+leTeOgGtJvZa9a1NTsavGfiRJJBpjmNirFgMisEr1EjZO1Ns9JtYwdItkPQ26Aj/gIrB1k7PDl6B1aLyxj/aIX+tYV7qN3b+H7W9sNf1GVPNFuPOjVFmwgLNGOu1ThTu9R9Bu6xhtPtoef315bR8f9dFJ/QGvd6HkdThdL8Cy6Dr8niK+1KB7fSp2uriOGNiwxltuTjnkcV1v/AAlmh/E2C48KWhv4GuYt5naFQAFYHu1HihYLHwJ4pKypJJMGdtp6b2GM8+/XiuL+Byo3jS5fglbJ8c9MstRurl+R1zaZY/BeyfVrYXOpy37LbFJZFQKBls8LWhosek/GOya91vSzF/ZsphhSO5bBDKCScAegqv8AG5ZJfDulxxo7k3ZOEUsfuH0q18D7Waz8OambiCWHfdgr5kZXcNg5GRR0uHWxm6nBbeGfG2m+GdOtUh09LNp0O5mbc7ncCSTx8ua7fS4xJGTXH/EWyvV8f6Zq9vayyWkNqI551HyJlm6n8RXY+HpFaAZPOK87FxtNM7aEvcaJtRG2A15J40GIjxzkmvYr9N8JxXkfjhP3UnHIrmj8aN/sM9Utm32Nux6mJCf++RWXcLi+dR3w/T14/pXKadq9zd+Ik0641i8tLV1jWNopY0WP5FJJLjGMZ46k1d0C6vpdW1W3vp7mQ20ojVbnG9eW644zwOnFe6eQZHjjw+/iS8eAXkVrHaQwvJJIhb7zSAAAEck4o0jVdP8AhDYjS9Sa5vJ71jdKYIFAC4C4OX9jW41vFf6hrBlmVEiuLQDIznYm7H/j/wDWvO/jJcRyeMLNFkUqljHjnplmNRu7FbK5383gvSPiitr4qluL+2S4gEaQAoCFVmHPB681RvfilL4R1E+GLLSI5odNZLRJprg5YKAMkBa7P4ZxLB8O9EXcDutw/X1JNeJeJtN1C9+IOqtFYXcoOoNgpA7AjcOcgULV2BntY+HHhjTjLrdtpg+3xbrtJHldsScsDjdjrXAeFfiLrXjHxRY6DrkOny6be7knhFv9/wCUsOpPcCvb59n9myxMRuaFlwfXbjFfPvgvwtq+j+NtG1G9sXt7aGbdK8siLsG1hk5bPeiOqYM9W1rQtJ8PWK3Wmafa2jeaiuYYlQspYZGQK6nTZQ9qh9RXLeNNa0i78N3NrDqlgbo7WjVrqNeQwP8AerW8P3Pm6dEdwPy9QciuOumpJnTS1i0XNUAMRry3Woc6xb56FjXZ/EC9ubHwy89pO8MolRd6dcE8ivLPE1pr+j2GkajeX135907742XAgxtKgnH3iGzj/wCvWMKTlPmRq6ijFxOo8UTNB4ed0wSJ7fg9CPOTisi/8T3E0NzBJY2TJcI0UnyMCyngjIbNFFekziicdba7F4W1BL3SdF06G6jVlWVjM5AIwesmOlP1T4sa/qlmbW9tdLnt2YExy229SQeDgk0UUxFvQfGeq2uDYLY2JlIVza2caEj0zivRba+1HUtJmuLvUJpXjI2Bo4yBnvjbRRWqSBGE99qxdoo9ZvoVJHEJRO3stEWmaheP+98Ua/z2W7C/yWiipaEdT4U8PppM95d/2jqN7NcRqjNez+ZgKSRjgY6muF1+/m0zxtf3lvt82Od9u4ZHK7Tx9CaKKgBPh38tzq6jorxgfkaxfFHjrWPDPi3VbXT/ALP5byRyEyxbjny1Hr04ooo6DW5zV74/1bVLlZ7y10uaZVCCSSxjdgueBlgeOTW1pPjnxNLGlvFqrWsKDCx20EUaqPYBeKKKaA7XSIdT1OQSXPiPVyTydkqL/JK7Kw8IQS4e41bWbjJyRJetg/liiiqRKK/ibw9Y6VNpmo2puBMbwQ4eZmXayMSMH/dFdfpTHy1oorzcX/FR20P4bH6hyjV4x8UAF0snH/LQUUVyx/ir1Oj/AJdv0M6/19tYsbRJNOsbcxRRpG1urqUQD7oBYgDnPTrW38QNUutG8N2t/ZsonhvImXcu4Z2t1FFFe30PK6nnU/xM8TX0LW9xc2zwvw0bWsbKee4IIrb0LV9YuGxHqstpv4P2SCGLI+ojoopJDZ6Hpfhm41NA914o8RHPUJehAfyUV0Efw20Zgr3F3q1yR/z3vnaiiqQie98C+HYtJukXT13CF2EhYlwQpIIY89RWf4SleXTbd2PzMgJ/KiiuHHbROzDdTpJuVbPNeV+O0X5xjjaaKK8/7SOuOzMZdXbT5XVrKyu0lWJil1FvAZUGCDkEdemcHuDXQeErue/vNUvLl988zJI7YxkndRRXuLY8hnF+I/G+vaD4u1ez066SGI3Ac/ulY52KOpHoBUVl4k1vWLkS3Wo/vCAu8WsG7HpkoTRRTsPod7pGl3+ohUm8T64qY4WKdEAHoAErqbX4d2MwDXGteIJ/aTUWx+QxRRQhGlbfDnw3bsGNrNOQc5nnZ8/mann8FeGnbc+jWrE8/dx/KiiqGU38E+FowzL4f0/cBkExZI/OptExGDGgCopICjoBRRXJi/hR0YbdlH4jn/ikHP8A03j/AJ14trGuaje2NvYXN1LLBbytIgeRmJLY65POMcemT60UVhR2Lqbn/9k=", "info": {"video_id": "204793", "label": "attaching chess coin to chess board", "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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ZME4Jx0yBXoXw51dr3wfa3V1CJbppHRpZeWbDYFecfD/UpfiI19F4jt7W6hsjG8KeXgKzbgT19BVLx74l1Xwn4j/sXQrr+z7COBJFhhjXAZsknJGeaSvsU+53WmePmvfG0Omfb5JSZ5FEa/dUqG4/SnfFLWr60tdP8iGecSyOpVATjgc4FXvE1klp4F1W7soY4LsWRkWaFAjhsAkhhznrXGfBm5v7u+1pb66nuCIomXzpS5HzNnqaNdxabG/oKvLpUJeMo7IcqwwRz71z/iTTZZRmI5x1zXazKV1mVF7oCf1qle6f5j89ua8ibtNnq09YpmF4dtJJIVMyYxwAa0das4vsZDLx3HrWzp9osMZODnuT/SsrxHKBb7fUipb1K6EFqvyisLWvGFj4U113uoJ52lgjjRYscYLMc5I/vCuit0OBXnXjfwzrniLXnl0ywe5hhYxlgyqAwVOOSK9ppdTx0dDJ4Hs/iUbfxK95c2aXMQRYNikgKSM5z361PY/ECDWtWTwb/ZckcE7Np7XHnjIUAruA29cCtvwrrWkeHPDmm6Pqep2dvf20SxywNOu5HPODg9cmuR0TwDrXh7xUnibV2tINNs7iS5ncSlmCfNyABz1FSizor7QtP+E+kvrejxyXNzKyWxW6kyu0nOeAOeKt+GUsfihYSaj4g0+FprOUwRLE7qu0gNzzzzTtbvdL+KGlPoegakhuYJEuZHlhdVCAkeg5yRVfTbm0+D2l/YdYnkvJNQlaeM2sPChQqkHJp9PMXU5nxl401vwn4in8P6TNDbabZCNII/JDFUKg4yc56mu813wrolt4U1K5sdKtILgWbypJHCoYHbu4OM1g3PgLT/iXN/wlkWpXVpBfIAIDEu5duU5OT6ZqjrnxWSzv7rwqdId9jGwedpwMj7m7G33zSeuwHa604fSRMRlHaNm91JH+Irk71vK2zDpFiKT/AHDkofwOV/EV11lGNT8I2aMRmexjG4djsHP51xscfl+dJe8xSI0FxGf4R0P4g8/hXPiNGr7PQ68O7xaW61ItKDSXM8xGN+BwPTNaerkR6DekkgGIrx154/rVHQrj7REyMPniwjY9R3/Hr+NXPEMM02hSW9uheeeRIo1Bxlicj+Va0FamkzDENOo2jD0/xdZ/EB5vC8Vpc2sd1CwM5dSVVcHpz6Ut1b2vwct1uLCOXUZdTfy2FxIECBBnIwvvWV4H8NXngfWjrfiQ29lZCFolkaYN87YwMD2BrpfFWlr8ULayPhvULSSKxkcTO5YAMwGMfLzwK0X4GZe0jw3o/wATdOtvE+sWcsVzIph8qG4YIFRiB+PWsCPUI7rxFLpUe4Jalrf5up2sf/rVvaV4o0j4Z6PbeGtYmmmv7ZDJJ9mhLIQ7FhgnHaqepeBZtHu5fFUeoiaO4uBK0PlbSiSHIOcnOMgVjXhzQZtQnyzRl67pcdlp8tzb2Xn3vmjEeWIkU8cgHgqRn3BNbvgHSpbWyMt5CsE80plaFOi9gP6/U1egthqMgk3EBR+db+k2nlPgDI9a832jceU75Rs73OgmGLAj2rxXxo5hvEmXho5QwI9eK9puiRasO2K8Y8cJlsf9NBQvjiKPwM7VF+aRfRiR9CM/1qjbrxWo42XhXs8Kkfhx/UVQt0zgDvXtHkHK6j480/wrrN/BcW1xPLK6keWBhQqBccn1zViT4eWWr3p8YTXtyjSBb/7MFXAAUMFJ59MVyPiTwX4h8S69PfafZiW2dnVHaVV6Ow7nNenw+I9Dn0seHrTVbV9SktzZxxByf3mzbjgetS/ItGBo3i+D4pXMvhm90xrS0miMzSRXGX+RlIH3fWuhtLHTvhzqVnY6fHINPvWZ72SVy8ikLhNvbrnNcr4W8KXHwwu38R+IbqD7IsJt9tsrSPvYrjjA44q74k8T2viTTZNY0qOd7WGWK2maSPbsf7wOPQ5x9amo3yvlLppOSUjqdF0fSfEunQ+INR0+GTUrnKzOpYfdO0DGeOAK4nwdqmpa9f3X251aK3uTFGqxKgUKcnoP92tPRtYn8OnfCvnQTgEwsf4v7wPY1a8K2Edm8gijKB5XlYE5O5jk1xVcQpU7dTqhQcJ36HU6ygbSyPVcV534dC23jnaBgSh48fUZ/pXpF+u/T2z6V5vp6bfiDZZOAZD+e01hSf71Gs9aTO4uY9t1GezKV/Ln/GqN6mJIvxrW1AbI45P7kik/QnB/nVG9TLxfj/SvYPKMnW3WLw/eM33THtPOMgkD+RrA0/xVafEp5/DH2K4s4Z4TI04kUsoUg4Ax34FbniW2nutCaztVVri5kWKNWOATgnr/AMBrlvBXh64+HmqPrXiaa2tLR4TbxsJC5LsQcYA9FNJjiaF/9n+DdvENJha+fU2PmG6lxsCDjG0f7VdHovhbRPiJptn4p1uwP226TayRzuEARiowM+grM8SaNH8Vlsrnw/qVv9msGeKV5Uflm2njj0q7ZeMtI+HFja+F78XV1e2MYErwRAIxY7hjJ9GpFF3S/EF1r1hBaXUEbwyaxLp9ygjOxrcK20fmAM/hVb4lJH4H8Jx3vhuKPTJpblIZZLeNQzqQxwSR6iumtNIXwr4avJS32pIJJtRDbQrEZMmzv371yFl4j0/4uzS+HNQ06a0to0+1h47gbiykDH3f9qpi3rfuDJ/hve3OtaLFdXs7TXDO253OSeBXa3lmETdisjQfD1l4WuE06wEgt+WHmPuOfrXWXMIkhrzasLzZ6FOfuo5vdsXHauS8TSnYgB5LgV196vl5HpXD+InzPAvrIKxXxJGvS5t26nAq94YBksZ5uf3t5O4+m8qP0UVXtF2gMeg5rx648feINPvRp1hdQxwKVCDyQxy2GPJ75Y17clc8laGZq7i8+J9z8wJk1YL1/wCmgH9K+ifHhEfw+17LDP2NwPqeP61Fd6JpNhpd3qC6bZrdRwvN5ogTdvCk7s4655ryr4X+Jte13x5Y22patc3FsYpXeF2GxsIcZAHrU7j2LnwNSSPxLqLOjqpswNzKQPvjvW58a9NvtUk0X7BZ3F2UEwbyImfbnbjOBxWr8abmXT/A0UlrJJAzXsakxOVJGG44rO+A11Ld6ZrfnyySsJ4sGRyxHyn1o/vB5HQ/DUtpPgCxttVBsriN5cx3P7tgu8kHB7V5N4u8D+ItT8falqmlaZJcWM10J4ZkkTa4ODkEn1zV748QH/hNLNgoIexXt6Owr1T4YSeb8NtDbusBT8mYUbahvoR+Fgx8KWCuAGiV4mA7FHZcfpWFrtgV1tQcC3uB5v8AwMcEfyNdDon7u01CAYHk6ldJx6F94/8AQ6p+IY2l0uSRBmS3/epjrx1H5ZqasOeDRpSnyTTOf062jinleIYVjtB/vAE/yyR+ArRkUvqOkRDvdGT/AL5jc/1FR2qDZGM/MVBKj+Edq534h6rdaNY2k9jMYbhQ5VwoOMsinqCOmaVG7pIVbSqyf40S+X4Tsos/6y8Hf0VjVr4ExBPDGoyswG+8wMn0Rf8AGq/wi1G/8RwarNrFwbwQyRrF5qrhSQxOMD6VkfGPU77TfEWn2lheXFrCbTe0cErICS5GSAevFaL+UjzKXxS0nU9R+IF69np15cxmCIBoYGYH5fUDFex6k9tc+FX02WeNZ5bMRiMsA2/aMDHrkCj4dNJJ4A0OSd2kle2DM7ksTknqTXzvcvn4qMxGSmt9/wDrtRvoG2p7boCq+mQScgvGGI98V1GnRheawdLiEF7fWWCPs91IgB/uk7h+hFdNaoc9K8ZxtJo9Ny5o3Jrwg27DpXjfjsfKzZ6NmvYr4/uT9K8h8eri2kPFC+NDj8DO2nUhbKUDqNp/4Euf5gVStiFIY9AcmtCU7tEhlHVYY5OPYA1mXDeRpd3N/cgkYfgpr3DyC/4ZDJ4YspDwWh83n/ay39a8K+H/APpfxN0tyeGvGkJ/BjV7SfFfiCfxfYaRHqUgs/tkdusSogGwMFx0z0FeyeOgml+AtYubNRbTJB8kkXyMpJA4I6dazWhe5W+LUM154Fa3s4ZbiZ7qLCQoXbAJOcCsH4Z6R9l8H63p/iCCSxhvZQoF0vllhsA3DPocH8Ky/gdeXl/4l1V7u7uLjZaLjzpWfBLj1PtU37QJUSaApGQyz/zSm/5Q8yXRVMr+U5WQQM0ZdSCCQcZB/Cuy0uIeYWxivO/hxGY/D1tkcS73X8HKn+X616VYx85HSvHrR5ZtHpwlzQTNC9UCyOPSvKtUnNh4ns7gHBS4jP8A48B/I16te82+M4ryTxePLu4pFH3ZFP5EGlD+Igf8Nnq9/AZLeeMdSrAfXtWTOfMED/3lz+eK6BzvAbsea59lwEj/AOebOn5Hj9MV7h5JXcb9Y0iLOP30kn/fMbf1YVzXxrc/8I7pkKZYvdk4HPRD/jVf4lard6Ra2stjcNBcBGw64yAzKD+imtL4NX9/rWnapc6pdy3bJOiRmY52/Lk4/MVDWtyl2LnwPgNv4OuXmBjMl45AcYJAVRmuP+IHhzXdW+Ieo3NhpF7cwM0QWWOIlWARRwelJ8Z9QuofGFtbQ3E0UK2anZHIyg5ZucA17P4DX/ihNB3ZLfYoiSeSeKL21DfQZrOp6fdaJeaXFf2zXtxbPbxw+cu5pChAXr1zxXmXgPw1q3gPW5td8SxwWGlpatFJK8yttZiu3gZ7iuH8PyD/AIWtZ4AyNYx0/wCmpr3n4sx+Z8M9a/2URvydaNtA8xtj4k0fxDqQm0m8S5SHhyoIAz9QK7BV3Q189/B2cwX+oREg5VWAz74/rX0NandbiuKqrVGjqi/cTOc1aEDdXnWs/Pqdun/TQV6jq8WUY15drPyazbE9PMGa5Ir94kdSfuM6G5k+z6TeTHgR28j/AJKTXlSfDvW7jX0vH+yJbiVJmBlO4RjHOAPQV6Zr7+X4Y1AA8vCYxj1Yhf61cntW06HxHeu20PasV5P3VjwP5HGPXtXsN2PMSuMk8b+HPEcE+habqscl9fxSQQgRuRuZTyTt7Vy+geBm+GN3/wAJVq2ppPbW0bRtFb27FiXwo6muD+FMTS/EPSNvVC7H6CNs17d8V2C/Dm/z1LxAf99ils7BurmVc6lonxjs5NBtZb+0Fq6XTStCoyBlcDLH1qIx2HwR00NEl5qY1ObByyJsKL9O+axPgQn/ABUGrH0tE/8AQ66L45QeboukEFQwuXxk4/gp21sF9LkVjpmj/GW3Gu3lveWUlm5tFjS4HK8Pk4X/AGqz/EnjB/hTNa+GdM077TarB5yST3BzlnbI+761p/AtwvhvVYiw+S9HfplB/hXLfHm1eTxPpU0atIHs2X5AWxh/b60W1sF9LnZ+BNZbX9Mv9ReNI3ubhZ2RSSFLRqCOfdDWzdKCjjjkHiuM+EJkj0a5t5o2RlRCAylTgPKO/wCFOnu7++8b3ulnWbm0hDSeSsahslU3BfYcHk0xXLOjq+Hkbkvg5rD8c6HP4imFtDcw2621vHLLJNnaFLv6e6ijwDqF1f8A20XM7yiPZtDH7ud2a3ZLZb7UdYV5EjSP7GpMh4IXLkdR/eHf3qILlhYqb5p3MTw5eWHwl097PXLh5Z9Qfz4xbwMcKoC85PrWhe+ENP8Ais9t4lg1G7tbYxeQkRgXd8rNk8k+tcZ8ZpUfxHpkSHKJYgg5zkFj3/CvV/hVGqfDnSNoxuR2P1LtT6XF1sc3dfEu08BMvhaHS7i8/suNLcTtOqB8KDnG0+tbkfwp8NS3n9vNFdNdySfbMG4O0OTvxgAcZrxvx6pk+IeuKMsftJGB/urX1BaIBpcCHr5KjH4U3ogR5b4I8Tz+Kb2/1G5giglaUI0cZJHyqADz616bZqCmRXiHw/hvNI1m8t7q2uIIp/njMsTICQSDjI54Ir2/TCWhGa8ytG1Zo7qcr0kyDUOI2+leTeOgGtJvZa9a1NTsavGfiRJJBpjmNirFgMisEr1EjZO1Ns9JtYwdItkPQ26Aj/gIrB1k7PDl6B1aLyxj/aIX+tYV7qN3b+H7W9sNf1GVPNFuPOjVFmwgLNGOu1ThTu9R9Bu6xhtPtoef315bR8f9dFJ/QGvd6HkdThdL8Cy6Dr8niK+1KB7fSp2uriOGNiwxltuTjnkcV1v/AAlmh/E2C48KWhv4GuYt5naFQAFYHu1HihYLHwJ4pKypJJMGdtp6b2GM8+/XiuL+Byo3jS5fglbJ8c9MstRurl+R1zaZY/BeyfVrYXOpy37LbFJZFQKBls8LWhosek/GOya91vSzF/ZsphhSO5bBDKCScAegqv8AG5ZJfDulxxo7k3ZOEUsfuH0q18D7Waz8OambiCWHfdgr5kZXcNg5GRR0uHWxm6nBbeGfG2m+GdOtUh09LNp0O5mbc7ncCSTx8ua7fS4xJGTXH/EWyvV8f6Zq9vayyWkNqI551HyJlm6n8RXY+HpFaAZPOK87FxtNM7aEvcaJtRG2A15J40GIjxzkmvYr9N8JxXkfjhP3UnHIrmj8aN/sM9Utm32Nux6mJCf++RWXcLi+dR3w/T14/pXKadq9zd+Ik0641i8tLV1jWNopY0WP5FJJLjGMZ46k1d0C6vpdW1W3vp7mQ20ojVbnG9eW644zwOnFe6eQZHjjw+/iS8eAXkVrHaQwvJJIhb7zSAAAEck4o0jVdP8AhDYjS9Sa5vJ71jdKYIFAC4C4OX9jW41vFf6hrBlmVEiuLQDIznYm7H/j/wDWvO/jJcRyeMLNFkUqljHjnplmNRu7FbK5383gvSPiitr4qluL+2S4gEaQAoCFVmHPB681RvfilL4R1E+GLLSI5odNZLRJprg5YKAMkBa7P4ZxLB8O9EXcDutw/X1JNeJeJtN1C9+IOqtFYXcoOoNgpA7AjcOcgULV2BntY+HHhjTjLrdtpg+3xbrtJHldsScsDjdjrXAeFfiLrXjHxRY6DrkOny6be7knhFv9/wCUsOpPcCvb59n9myxMRuaFlwfXbjFfPvgvwtq+j+NtG1G9sXt7aGbdK8siLsG1hk5bPeiOqYM9W1rQtJ8PWK3Wmafa2jeaiuYYlQspYZGQK6nTZQ9qh9RXLeNNa0i78N3NrDqlgbo7WjVrqNeQwP8AerW8P3Pm6dEdwPy9QciuOumpJnTS1i0XNUAMRry3Woc6xb56FjXZ/EC9ubHwy89pO8MolRd6dcE8ivLPE1pr+j2GkajeX135907742XAgxtKgnH3iGzj/wCvWMKTlPmRq6ijFxOo8UTNB4ed0wSJ7fg9CPOTisi/8T3E0NzBJY2TJcI0UnyMCyngjIbNFFekziicdba7F4W1BL3SdF06G6jVlWVjM5AIwesmOlP1T4sa/qlmbW9tdLnt2YExy229SQeDgk0UUxFvQfGeq2uDYLY2JlIVza2caEj0zivRba+1HUtJmuLvUJpXjI2Bo4yBnvjbRRWqSBGE99qxdoo9ZvoVJHEJRO3stEWmaheP+98Ua/z2W7C/yWiipaEdT4U8PppM95d/2jqN7NcRqjNez+ZgKSRjgY6muF1+/m0zxtf3lvt82Od9u4ZHK7Tx9CaKKgBPh38tzq6jorxgfkaxfFHjrWPDPi3VbXT/ALP5byRyEyxbjny1Hr04ooo6DW5zV74/1bVLlZ7y10uaZVCCSSxjdgueBlgeOTW1pPjnxNLGlvFqrWsKDCx20EUaqPYBeKKKaA7XSIdT1OQSXPiPVyTydkqL/JK7Kw8IQS4e41bWbjJyRJetg/liiiqRKK/ibw9Y6VNpmo2puBMbwQ4eZmXayMSMH/dFdfpTHy1oorzcX/FR20P4bH6hyjV4x8UAF0snH/LQUUVyx/ir1Oj/AJdv0M6/19tYsbRJNOsbcxRRpG1urqUQD7oBYgDnPTrW38QNUutG8N2t/ZsonhvImXcu4Z2t1FFFe30PK6nnU/xM8TX0LW9xc2zwvw0bWsbKee4IIrb0LV9YuGxHqstpv4P2SCGLI+ojoopJDZ6Hpfhm41NA914o8RHPUJehAfyUV0Efw20Zgr3F3q1yR/z3vnaiiqQie98C+HYtJukXT13CF2EhYlwQpIIY89RWf4SleXTbd2PzMgJ/KiiuHHbROzDdTpJuVbPNeV+O0X5xjjaaKK8/7SOuOzMZdXbT5XVrKyu0lWJil1FvAZUGCDkEdemcHuDXQeErue/vNUvLl988zJI7YxkndRRXuLY8hnF+I/G+vaD4u1ez066SGI3Ac/ulY52KOpHoBUVl4k1vWLkS3Wo/vCAu8WsG7HpkoTRRTsPod7pGl3+ohUm8T64qY4WKdEAHoAErqbX4d2MwDXGteIJ/aTUWx+QxRRQhGlbfDnw3bsGNrNOQc5nnZ8/mann8FeGnbc+jWrE8/dx/KiiqGU38E+FowzL4f0/cBkExZI/OptExGDGgCopICjoBRRXJi/hR0YbdlH4jn/ikHP8A03j/AJ14trGuaje2NvYXN1LLBbytIgeRmJLY65POMcemT60UVhR2Lqbn/9k=", 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", "info": {"video_id": "204793", "label": "attaching chess coin to chess board", "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": "36e7ec008c0a7cebc284109bf5a2c50b82fee167d17ba79e525cab1d178ebec5"} +{"episode": 68301, "episode_seed": 3311953411, "split": "train", "timestamp": "2025-10-13T03:32:51.891614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3311953411, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning fidget spinner so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "167996", "label": "spinning fidget spinner so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "167996", "label": "spinning fidget spinner so it continues spinning", "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": "c67174d32b29e0caf5f193d1b32f39bbdbf56fb425ae0fa48ed7077ad5771d02"} +{"episode": 68302, "episode_seed": 3766956534, "split": "train", "timestamp": "2025-10-13T03:32:53.853848", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3766956534, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile phone away from the 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "158086", "label": "moving a mobile phone away from the book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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iG+ni3eUZAq564Ax/Sr+nzeHJ7GJdXk1O3uoF8vNoUKyLkkH5uh5xWEwzIzEZyxJ/GlIz6cnFdHM9zDl0sjo5rrwrbW0zacdWubto2ij+1OgRdwwWOBzgE1zwGDRgBQcd89aULkgY7enahu5SVgPOAOpyB/hS+vuPzpG/hye/NHUgeox6UhnS+FJ5IGujE7ITtyVOM9a6tNcvkGBcN+ODXDaFqVrYeeLiQp5m3GFJ6ZrcXWNPk+7dxf8AAjj+dYTc09DWKi1qb4169AwfKYehjpz+ILiT/WwxtjjglawxdQP9yaNvo4pTKCOP50lUmuoOnB9DO8Z6jBdWllbxhxIZmkkDdsAAfXqawtHuNPhllh1RZzZ3CBGeAgPGwYMGGeO3Sna6C2oYPZcAfWs9eQBjHOfyrpU3LVmHIo6I7Wyg0VTv0qbUZcnk3RXH4YrQA54rO0WIfYIyoxxWqifOK55yuzrpRtEnQHGKrX8RNq4X06VdReKgu/u4rNM1PPZQRPIGGDurtwWC9a5PVovLu946N+OKkTxXIMCS1RucfKxFbSi5JNHNdRbTOmLEdqUTSKfllZfoxFYCeJrd/vW8y/Qg1IPEFg2P3jrn+8hqOSSDmR0H9qXESHfMZEHVZPmBrnbCd9T1a81J1x58xYY7DoBS3Gq2clvIouVBKkDg5p3htR/Zan0JFaJy5bMiMY890jft0Cq5/wBqnXab7ZvcGnoVK7VpLltsGO9ZnVY4fWWU6kdoxhFzVEjgemfSrWo86nKMjjA61Vb7vHrxxXRHY5JfExRwAPbHrXZeBryCC21KCd3VZDEflGfuljg+1cYTjaQO5xmt7w3/AMvQHT5cfrSk+VXFFXdjul/sgOz/AGuUM+QxZPXjj8Kt3t5YX/y+ZA6KMKrjgYHuK5fPHrTWbjjFTGu09gnRTVrlHx1iCwsLRAqK7M4Rewz1/nXHrwjHv1rR12Vpb1QSSI1JHtWeuNoHvn8K2lLm1M4w5FYcDyB+FMbp7U9eDk8e/SmdR71JZNYttvAf9lq7SyBa4Mh6hAK5HSYvMvSpHRc/rXa2se1AehI6VlUepvS2NOFf3YIrj/E7L9piPAc5B+ldnb8RVw3iYk6lxyNv9amHxF1PhOcKk9+ozTguAfYdcU7bkA9eKU/KucDOMcc1sc5FtBdh6e/61IudwHOAcEdKFU7B/tDoeKdGMhm65HagQAAkdx0PFDHkZ9PWnbTyTnnuTTHcbhgDkdhQBKc4XHHfpSDg9unemO/zZxjjnJ6Gm+ac9wCOw6UDJm6DBPXIphONvbB4ppk+Q5AwevNavhXSLfxFrv8AZ91eyWoeKV4zHHv3uqFgvoBxnPoKBPQypeT8p4HHpTFXHYkZ9KSLLg5yTweTUwHBY/dyDnNA9yJhggcDJI9KcNyjALAnjvxSgZdj1289O1BGXwcZznk5oAU9BknJGeeuaU/cJHoOnFOYEsR8xAOeOPyoUbmC/KST+NAHc6OAunx/QVpR4znIrAtmZYkAJGBVwSuB941zS3OyK0NuNhk8iql42BmqCzOOdxrK1m+mS2YpIQ2R0NJK7G9Fcz9XnBkA75/OsQqMkZ/M10/iHR9Mi8OW+r6fqd7cBro2ubqARrcEJueSIZztU4U7v7w9wObx97kgAZPHQCumKsjjlLmdxAvXgdQcd6YoxljwM9fapJAeV55A6mggAYzg7ckDmmTYYBl8+n6V2fh21KaSnmZ+di4HoDXK2Vs11OkQBw55z6d/0rvLVAkaoowqjAqKj0NaMdblhFAPpiqt9cLGPmPFLM+1mOelct4hvmAWJWOW6/Sskrs3k+WNzNeXzbp5OfncngUPjaR+fNVVkYFcZPbrTw524yOOv0roRx9SR2G0/Xt0FWINSubN2+zsAXxuDKDn3q54QsNL1rxFDp+r3U1vDOQqzxyxxLGe5YycYAzx1JwO9UNRsjp2tXti0c8f2ed4wtxgSLgkYfBIzgdjj0ptaAnqW/8AhI78doWz0+TH9ad/wkV1tyYYifYH/GshQC4PYcZA60q4LKDj6ZqOVDuye6ne6nM0gUMcHAHQVHjapIxx26daDnIGDjoRnjAobBXg98dKokVOFJ7dDim9VGf8aVjsiLZB7HPWoWl9R+VAGvoQzdTtg7goAH4119uWwM9a5vRYzBb+ZtAeTk+uO1bsLuWzmsZu7OqlHQ2gwWLGcZrh/ErKL9BkcD69619YvZobEtHKVYMOR1qh4s8LanomiaRquoPP9pvjIJYWjI+zgBCisf7zBs47dOucOnHW4q0klynM79giYAZI9KcR/q/THSiitDAaThwOuARk1IvMS59T+nFFFMAJ24ZQAc5/Wo2zy2T1FFFICOTA6AdTSEnI56/pRRTGL/APcVZ0jVbnRtSj1G02efEGC71yPmUqePoxoopksjVFEeMelEkh+bGBk/yooqSgPAI7EDinIx81hx93P9KKKYh4UAZ6kDv9cVZ0xRLLlxkrwKKKT2KjujpsAAYp2TRRXOztQ2QmsHWHPleozRRTjuRU+Fia/wCLZPEVvbwz6RplqbdFjiktUkUpGoOEALlQOSTgZJ59azTnBbJGVOcGiiuk4UMJHmE4HQUg5J5PXGKKKBs3/D8S7Xkx82dufauphHAoorCe500tijeMdz1w2qSM+oSZOcDAoop0txV/hIcfMvvSk7cAd8iiitTnL+k6++jidDpum38UzKxjvbfzArLnBBBBHU5GcHuDUN3qN1qt9d6jeSmS6uJTLI+MZY5zx2HsKKKZK3GY2xg9csOtEHzTEcDBGMD3oopFD9oCt7Himlcgcnp+VFFADZjhSo6AA1DAoknjVuQzDNFFA0dhCAAABwK0IuEoornZ2x2MbxBIwsWwf4hWPf8AifV9U0i20u9vpp7a2leVBJIzEswUcknnG3j0yfWiitqexy4j4j//2Q==", "info": {"video_id": "158086", "label": "moving a mobile phone away from the book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0547f6fc07298ba9ad215425d3dd0ac5b9d07469f4ab47abdeb55444841dd5be"} +{"episode": 68303, "episode_seed": 1285265651, "split": "train", "timestamp": "2025-10-13T03:32:56.760643", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1285265651, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'wiping snow off of a bench'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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ugxQ5IEjSu9Mh1+aNC6wzKc+btySo6j3qsPASO2IdViZFYBgyYYDPPQ4q9okckR+0ylSwHygOOKl1CEs/nQSG3lbnGMo5/DoaVk9SrtaHMaz4Pu9Lga4SWOeFOWK8MB64rm5P9Y31NenQ3obTZILvaS6Fdw56jvXCXWhahAd5tnkjY8SRjcp59RUTiuhSfc0PCMnl/bOcZ2f1rq47gqdwNch4eBhN0rgqcqCD+NdCsnHBpx2E9zejvRNayRuT0qvEzqu8dc4pmmIHD5OSRirkKLGpWXoT+VUIempJCczShNvOSatS+OdJhYx7mlJ4IA4P59q5PxLaT+XmJWKNySvQVy0tjcxW7TMoCDrlhSc2hqKZtaxq9rc3NxJaRi2jdh8sfU+v0/Csa4myiqQoRfl4+8QfWs1nJHWlEjOoQDJIwBWLZolYgmUiVlx0NT3Ok3tnKsdxA0bMqt83oRkV1+gaLBaPHeXsHnXAIKRtyq4/ma2/ENn/AG5biSBc3cQ+Vehde4x6jOfzqlDS5DlZnnwXaAK9OFweBmvO5rG4gP72B48HB3qV5/Gu0SUZxmrhoKWpv2uotCwyeK2odWRXOGytcUZiBmnxXhJwDV3IsdwbtJiZI25/iWrtnPsDqxIxg1zGlN8pklGUPA5raluEWLJYbzztHpVJhY0NRtLLWIBFdQ7hjKSrwy/Q/wBK5iXwPBKyta6kdpPIkj5A9sdTW3bXMqJnb8vXBqX7XOQdiKAOoJHH0qXyseqObf4eygjZqEZj3AHfGQQO/tWPrPhC90u3e4DxzwpyzIcED1INdfcX93Eo3RttY8kcgUkepmW3MLL8hGCrDIYHqDRyoLs8tl5kf6mtLQ5PL8/nGdv9a1Nd8NmJWvbLEkTyY8pFOY89PqO1ZFjE9t5gkBUnHX8ai1mVudDDclDkGtW11cBCHbkdK5kS4Xg0wXWxjzzTuKx2N3fw3do8EjbSw4Ydj615BqcT2upzwSEb1cjIPBz0Ndh9pdsAda5EWU+r6tOy5VC5Jdh05qJu5cdCKebfdbWkO37u7PUYwD71XJjSdnjkB2YKqe59Kj1W2+wXr24k3hQOfrVOGUiXABO7jArNlI1rW1uNUv4oYgDPI4XjoO1ejv8ADiYQnbf27SKcAYIBXHXPrVDwro0VhatNcp5l1MvRXGYx7e9dFZz3Vvcq63ImgP8Az0BU/iK0jFdSZN9Dz3UtMuNKuJbW5Ta4YHg5BGDgg1nkY6V6H4ssH1u4hkskWSREKtHkbiOSCPXrXFT6bc2/MtvJFg4O9SvP40mrMEY9shEzGRuMHFMmvI0YxSMOR296qX12LkxeVGYyowdveqmNw5yKbfYmxZivWikZQNwB+XPpTFknkkJBxkflTI1U8OQM9Bu5NWokCYMilxnhVQnFSUIsEx4819x6DOCaYIZY2J3Mdp5IzmtyC3ldfljacsehYIVH5VLLpqPIsMcsTlfvxs25h+tMQzSoBPAUaeVGVCxw9XjD9zEryrtDICcjI9xTNKhUahMqmXcEICGMr+TYqaVZfsoeSMRPG2QbmXdx67lP86LgRzS/KOOD0BOM+31qS11S8t382OUgE5AjBAI9COhqvcSRQruabEUvTyo8gH13D+tU9Gs/7Z8US6bc309srJJ5RCiTeyoWC+g6ZyfT1NNysFrm3rOq/wBrRW+2FI5YiwkZDw2cdu1UnkWGBW3jgZNYmiao22Y3J8/KrgHHy+tMBYn5txGTjNVzXVxWOmsNRXBdWygPNas2oQXFuZUlA47DOT9K5G1le3JaP5gRg7mwBVmJvMbfC67j1JJYfzpcwWNaSV5Dl3LqfTOPx9KsCxgurTLhCucA9cn0H/16zLdxM5Ee+Nics3l43fmK6fTA20yTD7LFH9x2lARifUCokykjmdU8OxwDHlbdq5J24/D0rmbyx8kD5cfLnFeo39vHDpkks7wq8rf6y1iaUN7kHNcprNriOJ0V3jZfvLgKPfbUrUowtP1Wa1j2FiR2BJrRi1wzTheVbIwRzXOTh0cqRwCcc1TnndIjJG5V8jGDiq5nYm1z1vTvFEsKBL1BcxHj94cH8Cf5EVmQpiVi7YHOKw9Rt7S18O2+qaZrF7KGuvsu+6hWNbkhAzPF/FtU4U7ueRz1AvX90Lgw+ShQqMHb3q4zuiXGxZlu443MTuMkdveqsF80czLjcAfl9xVQLu5II/nU0KL0kKrnoN3JouFjobO/lkt/LbAHoeMfQ1o2WWvY23Pv6Km7BP4Z6VgW7eWmJVLrn5VWMtit7TvODgpG9wzHoXCFR7Gk3oNHUIzfMRl/LHz7ATk+mOuPzqne2xcMPPkQrFubDd6urHHOYbWOW0kWPmSKeRpJFPtz2qF54p726SOSZnCkBGt/LIxx8r4yay5nc0sZAMgK7Z3lUx5UHkH15FRTXDAg84PQE4z7fWnSLJ9mDvH5bxsT/pMueP8AeX+tVrh4oRuaULFL08uPgH13D+tbJszaLMWqXUcnmpJjJONi449PSqviXUzqkVpiNEliLB2U8NnH5dKwdPkW/wDGMul6hf3ltbySbEkWaJVTHOW38YxnpyTgVWjvJ7PVNTs7wzymCVo1S4Ch0wSMNjjPTpS57uwuXqXZZVghDFxgDmsy6vlIWSFssDgjHaqY3n724g9CaVY/m459ctgChsaRaGpSkqUTAHfrVP7VKLh5F/d7/vBcgGrccIJBidTn7xzmoVh3S7UBAPJyp5/OpZSMW/UyXDMSST3JqrAfKlVuoz0rZubIsGblFz04NZjQsH2hTn3qWM7zS0t7qJDHdSrIYshd4PIrfgIiiAQM28bgxzknv+NedaRfva3UXLFQcEK3GP6129o6SB4fMtlPDx4y7j32t/SmmDRZ+0y+aBC6AlhkkZJA7cdCK2rHxHJbgJdp58Z4xI2D+BP8jXE69qDLpck1rPcearokgAMf44P9DVbXNP13QdE0y/ur2eKa9L+ZGyf6kAKUVmI+8Q2cdvzpudieW5wAJzip5FQPlECjpgEn+ZoooEODFYnIxxzj3qfT52lDMwGQe1FFAzptJtEE0U3mS7mzuBckH8K1p4oI7jzFt4RJtJ37Buzj1oopMEY/h/VLjUzcpMEUIOPLBHf61Olmtu00RmmmjbHyTtvH60UUIbIb0iwsZmtkSPapcKBgZ+lcnYa1d2mqf2rFsFzEzbcrlfmUqePoxooomKIWKiNWC+gGe5rRhRHjfeu44AByRj8qKKcdge5LGcJjtnvSy3MkVwqqF+bBJxRRVCNq0hFzIsbu6rnPyNtJ/Gux0q2ibSBHMonX0mAaiiolsVEpa1q02jQ2UVlDBHHKG3Ls4H0waytfhM9t55mlVlUHCtgE+4ooqYjZwV/8s7Y74NZd18qHjjI4ooqmBtap4pfxDDbQzaRplsYEWOJ7ZJFKRrnCAFyoHOTgZJ5rXUknFFFEBSLLoiyZRAo6YBJ/makVtsMhwDgbsEdxRRVkosadcPKrMwGQccV1eiWii7ilEs258lgXyD+FFFJ7D6nUtFbx3JnW1gEwRm8zYN2cetc/pGt3msJcLclFCDjywR3+tFFZIvoQJaCBpoWmlnibHyzsHH8qgvdun6fM1sioFUsFA4z9KKK1iZyOCXxBJbXl60un6feLNKHaO6h3gMo4IwQR1ORnB7g1GLyfUL26vrp/Mubh/MlfAG5j9KKKjqV0LkCI8T70DE4AOSNv0waVOuPQ0UVYhZrl47gIAp3YJJHPNXrGFbi5WNywTk4RiufxFFFICO/gUJGuWOBnJOSTXOToouvLxkZ70UUhjUUCWQDI2jgg+9d5pMcU9skskMbSx42ybRuGPeiipGYPivU7lW+yZUxko3I5zk1m3WsahfafBp13eTz20DvKqyyM5LPjOck5xt49Mn1oooYH/9k=", "info": {"video_id": "172757", "label": "wiping snow off of a bench", "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": "172757", "label": "wiping snow off of a bench", "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": "172757", "label": "wiping snow off of a bench", "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": "8242cbf3cd6a21223146e80146c1886baf164b20d9942cb959e72017763136de"} +{"episode": 68304, "episode_seed": 2749441143, "split": "train", "timestamp": "2025-10-13T03:32:58.517691", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2749441143, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of hair band so that it gets stretched'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "184119", "label": "pulling two ends of hair band so that it gets stretched", "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": "184119", "label": "pulling two ends of hair band so that it gets stretched", "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": "3cae08d624b7f043a884adcf7cbca2e057cfdb4c0730822ecf9e6482805d6361"} +{"episode": 68305, "episode_seed": 3086130882, "split": "train", "timestamp": "2025-10-13T03:32:59.702566", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3086130882, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 shaver onto pc harddisk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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Rlmj2AuemCD0pxsneWwKnKcuVG99tSW6mTdiOIDB/Qn+X5VJp+6ZjMVKtLJkA9lHAH8vzrBtJALgkn5VRs+7AZA/MCunsV2NGuei4+uB/+o0Rl7SevVnTVgqeiNPP71R2Ck1QvVeUXIUElJhke2wY/rVssFuUJPDLtH16/wCNE1s0kont5jBPt2ltu5WHow7/AF4NetscsZcrTMAxGSZQVYY6A8Ak8Vg+N5Vg02OCWJd5xIm4Ag4ODiurkEkepok07SyPjDbQqr7ADpXH/FVBcaTZQCQn9794A8HHb1FVZzXuuzCVVOpzSWh5tNqSmcbssB94+lSG5yu6Mgqe4PWqk2nbCsUb+YpNbcHgy/bTWuleNmVQ5hUksR/LPtXmS5Ud8nbcyTKxbPamtNJ7CpxbzSsEggkkboFjQn+VOudD1a3gNxPp88cI6uy8ChMltI62Is5EjDH90f1rb0aQMZ0zhhtOfQHPP5gViRnirFtex2V/C0hJEv7oqB1B5/SuOOrOqtHmjZHc27+ZGD0xkEeh71N5brJuhcKT1BGQazoJGjcFfmyPX76+v1FaMUqSrujbOOo7j6ivTw9ZSgl1R5UouLuQXzTm1dWWJVxzySSKLRiLAGM45bg9OuKbqVwotSCwy/ygepqXT2tpNOtyZBucNgbsZIPP8x+ddcGnsZTZ5/46lcvau7AlS3TtWDpVxPd3MhWVo0dV3Oqbjxxgeneug8cgFreEjBeVgATk9KwNIie0mkjzIMDPyqD3rLHfwEFD42dPp8yW7bVMO7OGZi25vqTWmblXTMiGPHQk5H5isWC4dbhR5hPHI8o/rVxN6ScR7C/dDwPwNeNFSex1SS6jronegQDLD73oKcriCPODtQZP071C6NHJ8yKM916H8O1SDBUqe4waTbUtTuoL90kdnbSBJQM8McA/yP4j+VaOwOhVv0PSuX0O+S9sdqEu8P7tu29R3H0NdDb3K4VZXHP3ZOzf4Gu/C1VFuEjzqsGmWQbhBwY5B2J+U/jVBMnVkMuzeeAUHQYJ71pB9vB4HvWbazRTa8gLAg5Uf7wHT9a9CLVzGTutjOLND8R7VtwG+0ZST35z/SodSz9kucKzH5vlXqcN0qfUWgXxxo00MgZZI3AYMMHr3ougoWdjkYZ8EDvk1tXV4L0/zMafxP1/yIljkkQS3swkYjPlOrLGv0A6/jVpbo4ChEkxxiI9PwNMilcQA+ZKBgcPFn+VIySXCA7RIB/eQoR9K+ZXM3ZHe0uokrRyBlGDxyp/wrhIiWbzGGP7o/rXayRSyQ7vL4H8LnJH0YVxcZqpqS3R04RL3rG1o0gYzpnDDac+gOefzArprZ/MjB6YyCPQ1w1tex2V/C0hOJf3RUDqDz+lddBI0bgr8+Rnr99fX6itqFRU5JvYzxNP3maPlusm6FwpPUMMg/4VBfNcNaurpEq455JJFWIpUlTdGwOOo7j6iq2p3Ci0ILAF/lA9TXqcy3OO72aLOmHFipQ4+ZuO3XFRa45e2g3Nn94Rx9Kn0praTTbYmQB3DYXdjJB5/mPzqvrAzbwrjGJTxkH+E1sYnMj7Q2ozxxSPDGyIWkRNx4yMD075PvVlHjtidhg3H7zszb2+pNIDsuyEaUfIM7FBGc0SySMxUSEnHQwn9a8PE39q0jshrEbNegr86FPQk5H5is+WVnlG0DLfxY6D1pZIpUk/1W0t3RuPyNQxo0crbkAz3XgH8KhqSWqNKCXtVYuK4gjz/CvJ+neuwt5AkoGeGOAf5H8R/KuNwCpU85GDW1od9He2W1CXaH923beo7j6GinJr3ux0YqF1c6coHjKt+hpQbhBwUkHYk7T+NV4LlcKsrjn7snZv8DVvdt4NexCpGcbo81px0Zm8nVFMmzeeAVHQYJ71zPjVGk1HSohgkzk/jxXSwTRTa4qlgQcqP94Dp+tYfiR4H8U6AsDbxI7MGByCFwTzXVQavf1/IwqXPFntpINbuuGwJnwP+BHivSNK3tEj3UocsP8AVupWMfQDr+NZ+u6P5d3PcoDkyOxIHua0bSR4YkIkkGFGQ8Wf5V5GO92SOuk7o6K3uyFAVEcE8+Uf6U5njk3ICD6qe34VnxSvc2y5QP7spUipcvNCG2Zxxsc8j6NXLFTtsOSicvG3FOlDNExj2+aFOwnscVDEcCp1bkVlex7CRo6Pq6Rf8S66dn8pFJl/un610KuWIcASgjiSNsNXFXNstxbyxg7DLgMwHJxQguY7wulw6QiIIqqxBz61Wj1Oeph7u6OtumYBAZJcFxgNHjP44rMjeS3iUzYdSCTtUMAT1BX04ByP6CsS8txeWckM8kshdcF3kJb8+34Vy7+F7XzthEh2ruJMhP0/rXXhcTClFo5qmDm2dZrF1Fc3NqqujBJt7AxBD0Pf8ajitvPvdqBgQxVmjYEHoetc7HokaKFDuEUYAB7eldl4e8P22iWTeTEEkm+Z/wCg/Cuj20cQnBGNTDuh7zY9ITE4UszHuTRM+e/I6VNczKGZjyOwHU1ytiZNX8Wz6bLqU9pGRIYhGu8llQsF9hwTk+nvSVRJ+zgczldnQGbzCpBzU6tXI+Fr6e8Fw08zyYCEBj0zmurVuK4MQ71Gz2MJ/CX9dQW6l025N6r7LaGP7ijqxPPH+etddaX0V5EGhKrIw3PC/Q1yu1ZE2OoZT1BHBqCW2kEl1PFKRNKgVM8BcCoTT3Lq0VI7sltnAmjx2XDiseYzSXCtFMPldmJcbeQBj6emf8KxYzP5Mcct1OyqgDKJSAx9T61ga14dtr64a7k8zAX5lVyBge1b4etGnPmepyzwkpLc6mdbY6rYX0ztFLZluHiDZBGOSOGx2q3LqUMyL5beYvmDfuIUnJ9P8B6V57b+EoLbbIBIsjLz85PXqOa1tK8F2uo38TXKtKkB3ks3v0/Su5Y+M5ciRjLAyhFzbPQbKEm3WQvMB/dfvVovhBk9ajll8qLAx7CuS8W6xPZ6Q72sjpKJEHmKcflUXhQtFbs5ZSuzpmlUEjPXkV59G3Wk1W+eDQ4dRsNc1KRWufs4aeNUWchNzPEOu1ThTu9R7gMibiubFybtc78B9r5E0oZomMYXzQp2E9jitLRtXSL/AIl107OYkVjL/dP1rPVuRUdzbLPbzRg7GlwGYDk4rkTWzO+dNSVjtlcsQ2BICOJI2w1V7tiAgMsuC4wGjxn8cVySfaY7wvHcOkIjCKqsQc+tJd24vbSSGaSVy64LvIS359vwpxkoyTbOSWFk9mbsMstrEpmIdGBJ2qGAJ6gr6cA5H9BU0mtW8gVWmGQ2dqw7cn349zXmzeFbdp9hEh2jcSZCfp/WrMegxqqqryBVGAAe3pXpvHwXQwWAm+p3ls5ubsr84beQWjYEY46kVreX5Y2lmY45J61i+F/D1voFi3lRBJZ8M/4dBV69uwgY5OOgA6mnLli/avdnLN8vule7YbjzzmqLvudSDmsWyvU1Pxi+m3+oXVpbyS7I3jnjRYu5LF+MYzx1JwKTTJblNW1S0uZLk/ZZjGEucb0wSPmxxngZxxWNablSbNcJ/FX9dDoFOOKjFzLptyb0SbLeGP7ijqxPPH+etCtUm1ZI9jqGU9QRwa4E7PU9hxujqLS+ivIt0LKsjDc8L9DVgltuAJosdlw4rhpbeRZLqeGUiaVAqdtuBVhDP5Mcct1OyqgDKJSFY+p9abt3OSWGbehtzedJcBoph8rsxLjbkgDH09P/ANVZt7eNby27xhVYOFk8+FWIT2bofauX1rQLW9uWu5PMAC/MquQMD2rPt/C1tb4kAkWQrz85PXqOa9CljYQgo22MHgZuW52l/cW9xCoQ+YpfBJIBOT6UWlg6WokZpQD/AAt3FYGl+D7PUL6NrhGlSH5ssf0/Su6uSIotoH0FaOUMQlUktEc9SDoPluUUOyLGagEyo5XPB5rJ8V38lrpbPbSOsgdRvU449qxtdstd0HRNLvru8u0nvDIZItuBBgKUDHH3iGzjt9QaUazlqtkYXuTpViOiivKZ9GhxNAoopAEoxGPrVKJiXnP/AE0x+AAooojsxFrTo1l1GBGGVLZI/WuouWIhcjriiiu/Cfw5HnY/4kc85LSSZPQ4H0rjLjUJ9I8SzX9rs86KRtu8ZHzKVPH0Y0UVjR/iM8xblvwgoX7WB0AQfzrroznFFFZ1vjPdwf8ABRYBwKM5oorI6ESqAap3ZIVR2Mig/TNFFEdxEzEsOa6bQUVNM3gfM7Ek/TiiiunBfxfkc+N/gkWrOwOAcDIH4VyPi4A6G2f+eqfzooorfxkeE9zl9a8RNrUMEUmmafbmBFjje3R1KovRACxAHOeByea2I+1FFPE7o9TL95fItJTiaKK5T0xwolGEGKKKkCtAx8yf/rpj8gKu6bGsupQIwypbJH60UVa+NfImXwM6u5YiNiPSudmJaSTJPBwPpRRXdjuh85M4m61g6Vq9/GdPsL2KWUMY7yHeAyjggggjqcjOD3Bq74evbjUr/U767kMlxcOskj4xljnt2+lFFTP+EdOD/ix/rodMhqcfdooriPbY3OTUijJoooDoUbw/Io7GRQfpmnSHOCaKKHsOO50mhIqabvA+Z2JJ+nFQas5D4BwMgfhRRXpS0w8fQ8HF/wAWXqcr4qGdFJ/6aJ/OuSv9d1K/02DTrq7mmt7eR5UEkjMSzYznJ5xt49Mn1oorDD/Ac8dj/9k=", 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", "info": {"video_id": "143153", "label": "putting shaver onto pc harddisk", "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": "143153", "label": "putting shaver onto pc harddisk", "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": "143153", "label": "putting shaver onto pc harddisk", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "143153", "label": "putting shaver onto pc harddisk", "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": "5c3426502b12636fd97f079760fd7d896da94f110a7b37f852845d92d120e355"} +{"episode": 68306, "episode_seed": 2342950283, "split": "train", "timestamp": "2025-10-13T03:33:00.967535", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2342950283, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'squeezing a hand grip'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "79256", "label": "squeezing a hand grip", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "79256", "label": "squeezing a hand grip", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "79256", "label": "squeezing a hand grip", "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": "1d2124a9f05036e41511309c990e4f9c7bc583c676c1e9170f3f1f6ef1ca53b1"} +{"episode": 68307, "episode_seed": 2119762890, "split": "train", "timestamp": "2025-10-13T03:33:03.976412", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2119762890, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cd next to knife'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "111997", "label": "holding cd next to knife", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "111997", "label": "holding cd next to knife", "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": "111997", "label": "holding cd next to knife", "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": "111997", "label": "holding cd next to knife", "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": "55e63ec58cd4decfac02fe03258f7063d183f6854327d14716bac09800610c3d"} +{"episode": 68308, "episode_seed": 1366669337, "split": "train", "timestamp": "2025-10-13T03:33:06.534824", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1366669337, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 card, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41582", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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B9ePyz+FTJaClWjLoXpdJTUNNii1KFJHWMbiOqt3KnqPwrzbXbeHT9WltLW7S5RB87FfuN/dJHDH37V6DpviSz1aLylk+z3O04jc9T6g9D/OuBl1mC9ZxqemQtMrNHJJAPLIYf44NaHLG5mW9/cWEjPbSNGzdSo5I7D36112j3+oXlt515LA0WOFX74/3scDvxXHXxtTcZtHk8kqP9cRlW9AR26V2PhvTjFZWhbAaY+bID1x2/QD862opc12Ks/csup1lpBshigU7Sw5z1ya09WkfSfC8rxMVdiq7gMhe5Pt06+9R2EZnuw5UYwFGfXsfwrQ1I7IYoOqkFmB7jpXROV4tta7HDT1mc9BqzpcSLJN5qqF2qrZJyT29a1twb7wDDHQisuRba1eS4jt40OPmYKAfzqjb67vViIhszjBPIrgXufEzv32G+IZrSMpEtqgmblplhJMcfOTwOvUVr2TQtpEa2DMbcodmchu/rzms7UJ3u9LkFnh5XXbgnbjPB/TNVrbW5tOksrG606SMOBHGySh+g70xW0Ob1VA2nvO9woltcRlZV+eQkkBc+oIOPY1zkjF+XVeBjaOeD2PvXa+I00m1vWN9b71uMurpwV24B6fUVzl9ZactpPcWN/kqoYRyLkt3wKVjRMdp2uau1zHaW0gZm4CvwoHuewr0qxtZX04NcujTjG5oxhc+2a8cRyj9CAeQM11/g5rh9bgiMzMgV3IDnbwMZ/WtKSvOK8yKz5acn5HqWjxBbFXByckYx1PStK7ikOmTfMwPkuSemDxiodPH/EqilGwBmIX09auSnzSYnAIaJwQOn3elelUUXeKPJhKXOr+X5HH6TqkhiP2hmaRpAm0c9h27Vrnf/erNcWmkwSSRwrGp5Zl6mq8OuLJEGaIgN0Oen1ryF7vxM9ffVFXxJqAULa+W+GAaaVYidkffp3PStmxNrNpkJsE22xT5U27cD6Vl61JJNpcgs1MzSAKApwQDwT+War2niIWT2lld6fcwbgscZOGz27Uw6GRFFCuoLbSlw9rK0i7jnaQeefRhVfxlaX+oXkLJpitawjPnxgM7nHfHzBfatjxFabZLue3CCWeMIuRjJ/x/xrgW1iWx1W+XT72RYPPLxddrDOSuD06nNKOlynrYzp8BtuNrAnCYwR3xg9MU21e3imMlzE06r91c4UH+tWdQ1a41KONLnDBH3hwgDHr3rOxjIZe+Cp5xVDNa61e1uFWPypCWwAuBnNTQWC7hlfwPasGITC7RoFdp1yVCLuI45rotEe/uppBcwuqqo2s6bDnuPeq2Qmb+h6LcW8N3MImuI5ApXYwDBgcgc/zrtNM+0LFGZ18uMRhfLPzNkdyelZOizvFEYc5B7U/W7u4tIo/KZ1jc4LjpwM49iazcUnzE3b0OmJAUHHX2rlrn+0rLXIbvzrR5LiUQIjRsQiHJwDn25p0OqSRPGd5dcbtrHjFTXVqNTkgvY7ue22ISrR46HvyPakpqWw7WNjVLY3mnzpExWUrlcDPPUdaxPDFyAkguAkbuxEcZ4wAeg/P9abod3qRvrgS3TXenKvySyIMufYjtWB4jlSC+SKBDvjGQQcdcnP8An0p9bi6NGr4nvNLn1RdP1NZo2hQTxyKfl5749c1zupaZBZ2cl3a3sU8YkUFCMNgnHH51ianqN1d6hHLdTh5LdWjV1HBAPX39qCXSMFgQPrxkYyPwzVMaVixo0UsurPtyoRd74744AP411NufJtC5H7x2Dcj9Kw9DSQ6XLLAQZ5pCDnkgD/E5NbAW4eGMEYI4J/Ouim7RcFuc1bV83yMTQNK+2+JVaUcRuzsCPTJrtZtIt383YzReYwLbT1xTdI0z7M0l1jh8jPrnrV03EKTBHYBjyAe9Zzhy6M29pzu6CK6trArHuO5zzn7zH1q8bmC9ieNW3KUww9q5vVrd2uI7q2PmEYDKD057URC5+0KEVkyfvEcAd6xcmpWS0LtdCQzafp/iKRiPJjhi2jCnBY85/AGtLVxba3ojvbTByhyGQ8g/5NUNc1WHT7cqChnkIADjjHTNWdIhs7bTzFYzCVC26Rs9+9MXmeWyyMLUCQ/MEBAToD2J9qzeEYkjGcnJPX6/nXR3nhq/UK9s9rdRZBVo5Nu4e4P+NY82i6jj57CUbuThgxJ9etUik0QqRuGG3Jn5io6rnnH1FejaQtrqdxFcWd3nAGyPkYHTpWHpWm2uo6av2ywEdzH8knylGJHQ5HqK6TSfDunw2+1Fc4behaQ5Q/7J6iqi431M6l2tGdzpdhHbx5PzSkferP1m6CTykuoSMbc59BUdhe3tmQnnfaYRxicfOP8AgQ6/iKz9XhW8jkR3YFznco5znNb1ZwcUoHLRpOL1Ka61BcR5eJ9rAjBwc/hWemlskknkzIInwVVgePxqn5csCFJInyh4ZVJVhnrn6dq19PEjRM+Cqk5VD1x6n0riV5O0kdtkth1rA9pHJuAkmI3HHTjsKxYNWmtNUefUdMm/fOEhOQfL+g71vTZYYDNnriuae/h/t9Zb8vClsMRB1OS2eowORV2sIi8eN5c2nSKxDASEH/vmuTw20ZBHb247frXQ+MdQtr9LT7NOkwUSbiM8dMfyrJ0bTJtXSbbcqkkZ+4y54PejzKWxDaxTXTyiC3lk2Y3FRn8a7TwTbTNq8v7uRSlu33k25JZR1NU9C0XVdM1mGcRwyQnCSBXxlT3x7V6P/q45HRQW8vjHua0pNRlzdtfuRjX96HKuuhu2mU0qNJHCrtG7vzmrBkHysFIV95H02/8A1qzNJhupLKNL0gj73A7Vq3J5jQKcYIJ9OMV3QvUXtLWujzZR5KrjfY5C+mtNQtHhMi/OML2INYEVleJE0bRlwJCQVI5pFLRzopb15+lbNpKZYlkIHJ6jv715F1U0Z7CvEgtc2VrJLPu3A72UfwjHSsax13T7rV5J9QZhtcC03KcL710FwzKDgLyMH3rnmEeq+IYY0CmC0AkcAZVz2H1/wq7WQjT8QqPsaTPv2RyBz5fXB4/wryiVgjnzP7wLpnkD3r2eULLA6SIDnjB9K8oufD2rqD5lknp8kq5PNNIE+hmGZGAbJG4A5k457ke1aeiaXa6hHLAZpI7iM7gVYEMp9j6VreHorlLaWwvrR0WM7ovMUEFSeRnp1/nWrb6dYxXImjtYo5RkBkXH54p3S0HcqWPg67WSC5t9QyYpN2x4vz6HuOK6v+yY1BYscelSWnESgDcSeMGtRNhQZznHrRuRdnKzXJs76KG3IZgTvJHT/wCvWgb1b+Nre5WPYQRkZHNRatp6tdrdWyDz92XUkfvOMfgcVWjS5afy/szpuABZsEL65/pWUnNS0Kio2NOLSLfywpMwVR0L5B9vpRqUV1PY+RaTpBKflIIONv8AP8atRBFQBXDDp15PvVS880QSS20IkkVcqhbG8+n41aSQbmX4futRt786O7W8ttbpmQom0oc/qareMrSZ5IJYoZXGGBKDOAOg/Hmo9J1WDShOt5b3X2hnJkdY84HZc9SBWvb6pJrQkXSZdskBXzBKnDA9BTW4noebSqfusHV8ZcFCM5B/+sK0fD+nQ6mtxbzXLpcriRcHgr/+uu6eDVVB8yytZyfvMBjNZM15Hb3/AJr6S0Uq5AKjtVIOYzrTw/dWN95qXQMZGCAMH2rXhup4XCzqJFB+8vWqcmu2oG6RZI88EFaYus2bOPnOfcVcako7MiUIy3O6gmjlsIBHnABJ+tcreLOutO05yGBEZB42joK0bLVrRrdQLlB7E02Wa0uMFpEcZIHPeoqtzCnHk0IrScrJsHzZbbt7mtnqm0j6jNULaG3ik8yMAE9DnpVwEyKecDpmojHlRbdzJ1m4gitJZbiKN3VCEB7n2p/h2y+w6aCwHmzku5Ax16D8Kk1LT4LuERzIG28g+hxWZJpTwplL+ZQOclqoDLutL0tpcxma1wMbA7IPwzUB0ydUL22qz+yt838qzY/EdpjAmu4P9lgJFFWo9WtJQcXlozdvMjKUWYWaL0K66m1RcW8nPRkPI/KtiC88QQbUOnWzLgHcsoAP61l21wJZkwEwT8rRXVdCguTFtVrkL2KMj/zoERJqmsIhafR93b5JQe/+FVp9bdAS+lXSc5OBmtAT3CIuWvRz3iQ8flVJr4EsjPtbJyWg2/yPWmIp/wDCQW6M2+K5jQHjcnX35qVfEWmMv/HwAewZMds0+a8AhUO9q4B4LOw/nUTSRSISbeBu2FkU5HtmkMvR6np8/EdzGWHQZxUUk9m7Al4ZM8DLqazvsdlcKWbTsY/iUDP6Gs7StD0/WfFEmmy3E1mjLIYvLjJLOqEheenQ8n096ErjJtYg0iWaOO5UI2Mo8eADk+1N0ew06z1EXNtfEfKVdGPDCqnh1YHSfzVeUMqY3DOOvr9a0zpWmklzEFxn1FJ6aBc6K0uYWkVlkQgkchq3ROMgxyADGPXNcLFoWny4EU7pnB+RyBxWrD4etfkUX8wI6Zkpxk4u6IlFPRnYG4udilJjgDjioLi5vNjZuXNYB0SVG3Q6pMTkYG4HpUUulakuVGqyYYEcrWntp23J9lC97Ep0yzdhxIuDk5Y4rRDbVCoRt6AYrnX0/WoZVWK9BA7kdqTGvw7WEsL49e9ZGp0MkZPz9QfWsF9Bh853gmkgLEswjbgmo/7S1uNWSSzjk67Sp71maxq+rw2jH7GYWDAb0PUUAO1WC706GN11Ocu7bEU8ZYnuaJdFuolL2+rTDGSFlBYdPY0usWdu+l2utWmq38+24+zZuoVjS4ITczxDrtU4U7h3HOcgO8xiCyW6HjI8iehqwFFRrsKlVnt3yOGPJP6U/wC3a1Dg/wBnxyckEof/AK9TPdfKEIu4290DYp4nkQZM7fV4P8KQF2z1XWQqg6OxTA+7Jz1+vpWgPEM6kGbRrleTgqM9OnGOtVNNvigKteWwHoLdsfzrSXUlJjLXNo3y53BHUj8if1poDMm8TQEndY3SMCOMYPT6f5zTk8VaevEkk64GRkA/hWitzMX3J5Tr3AnOMfQioHkBZ2OnhuxKyKcUCHp4j0qRz/pi8ZwSDyR71aOp6fNFvjuodpPJL45rMuYrMECXTCw7bYVYfoeDVaTTdHyGks/L7kFWXH5cd6QzV+12zZjEsJ9xIpqjYalu1S9iHyiPaAGYYJ55BHY8VhaTpGhah4tOmXd9cWttJJsiljnSMR9yWMgxjGeOpOBWPrVvLYXt1p4lul+xzTKqTkCRPm53beM/Tj0q7Ba56gt7/d3fgc1lXV2rl8nkscZFea/2hqVpGjJdyhiemc444p39vamjCMyByR3FOzDkZ20jq4PmRxt+FQp5Rc5t0I965OLxPeruVoo2CjBp3/CUSEFmtUPPXNLlY+U7W2t7KUEG3UZGeDUo0vTmzujKY5BHauQtPFcCuPOtWXI/gNaUfi+xBwRMh7gjpRYRsLpVsDlLmVWJ4wxFJ9hmQgQalIvTAJzWXH4m05nA+0soHdl71aj1WxkYOLuIsc4zxSsGpcZNZwQt5G20dCvXmqs6a40EkTCJ0dSOPQ1Bq+oMtkZLe5VTuAJRual13SNb8P6FpV/e3V0s16ZPMhKkCDAQoGP94hs47fUGmkB506A7F7BsfpTfLU3WzHy+goorQ1CFAUducqMj86sJPPHGCk8q8ngORRRQJkn9qagmCt9cg4Az5p6VMPEusQqAt/Kw9Hw386KKQmPXxbq/IaaN+2WiU/0qxZ+IruWRY5YLVxu7xY/liiik0I6SydLkMWhjXHZMjv8AWsdb+bRdda/tNomhZtu/JHzKVPH0Y0UUo7kjtCUqJcO/yhQPm+taRuZomCh8jH8XNFFRLcDTtpC4RiFySM8VppsWRAIo+R120UUgZYDiQqSiD5+wxmrEsKOASPXgHFFFNCM+VCHJEkg4zw1RTtIsCMJXB2+tFFAyNZZBAvzsSeuayNdvZn0zDEEbk7e9FFC3Ao6z4ql1yC3il0vTbYwIscb2yOpRFzhAC5UDnJwOTzXEMzROdjMv0OKKK1RUSwmq6gi7ReTY9N2asR+I9ViBC3ROfVQf6UUUWGy3B4y1mEFVmjOTnJiBNaVr411SeQJNFZyLxw0A9faiipaEbFvrElwis9ra5bPRCMc/WrrrB5yYtolJPLLuB/nRRUsRcksYEYkb+q8bzx+tNa3Jif8A0icAHgb6KKgDm59ak0XVL2I2dlqEUsoZkvoRJhlGQQRgjqcjOD3BrFvdRutV1Sa8vZfNnnLSyMQBuY89u3tRRWvQEZ4dmt5nJyc5qJmIgjf+LaBmiimtixCNsgA6NyfyqM/6vZ/DjNFFHUTJogGnUkfdJx+AqfA+0Tvgbiv86KKQEXlr9lmGP4jz9MUydFWKAgYJHNFFWhjLkGOYxqzbeuM1cvvE+sanpFvpl5fTzW9tK8qeZIzEs+0HJJ5xt49Mn1oopohn/9k=", 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", "info": {"video_id": "41582", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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GM4pPQ6mXSU1DTYotShSR1jG4jqrdyp6j8K82123h0/VpbS1u0uUQfOxX7jf3SRwx9+1eg6b4ks9Wi8pZPs9ztOI3PU+oPQ/zrgZdZgvWcanpkLTKzRySQDyyGH+ODWpxxuZlvf3FhIz20jRs3UqOSOw9+tddo9/qF5bedeSwNFjhV++P97HA78Vx18bU3GbR5PJKj/XEZVvQEduldj4b04xWVoWwGmPmyA9cdv0A/OtqKXNdirP3LLqdZaQbIYoFO0sOc9cmtPVpH0nwvK8TFXYqu4DIXuT7dOvvUdhGZ7sOVGMBRn17H8K0NSOyGKDqpBZge46V0TleLbWuxw09ZnPQas6XEiyTeaqhdqq2Sck9vWtbcG+8Awx0IrLkW2tXkuI7eNDj5mCgH86o2+u71YiIbM4wTyK4F7nxM799hviGa0jKRLaoJm5aZYSTHHzk8Dr1Fa9k0LaRGtgzG3KHZnIbv685rO1Cd7vS5BZ4eV124J24zwf0zVa21ubTpLKxutOkjDgRxskofoO9MVtCz4Vu4UnuLeWTNwFVf3gw5wWGCe+D09jUPie80ufVF0/U1mjaFBPHIp+Xnvj1zWV4jhW01Dz4VG+YkgrweB61y+p6jdXeoRy3U4eS3Vo1dRwQD19/aiOmhVru5t6lpkFnZyXdrexTxiRQUIw2CccfnWZo0UsurPtyoRd74744AP41XJdIwWBA+vGRjI/DNauhpIdLllgIM80hBzyQB/icmqho79gne1u5uW58m0LkfvHYNyP0rA0DSvtviVWlHEbs7Aj0ya2wtw8MYIwRwT+dbGkaZ9maS6xw+Rn1z1romnJ83Q56VRQ5kvQdNpFu/m7GaLzGBbaeuKtxXVtYFY9x3Oec/eY+tBuIUmCOwDHkA96ydWt3a4jurY+YRgMoPTntXLLTVG613OkNzBexPGrblKYYe1c1DNp+n+IpGI8mOGLaMKcFjzn8AaWIXP2hQismT94jgDvTtc1WHT7cqChnkIADjjHTNTGTktRtWL+rC21vRXe2mDlCCGQ8g/5Nc14xs7+/vIDHpitawL/r4wGdzjvj5gvtW/pEVpa6eY7CYSru3O2e/evO31iWy1a/Gn3si2/nl4uu1gTkrg9OpzVAkZs+A23G1gThMYI74wemKbavbxTGS5iadV+6ucKD/WrOoatcalHGlzhgj7w4QBj171nYxkMvfBU84oLNa61e1uFWPypCWwAuBnNTQWC7hlfwPasGITC7RoFdp1yVCLuI45rotEe/uppBcwuqqo2s6bDnuPeq2Qmb+h6LcW8N3MImuI5ApXYwDBgcgc/zrtNM+0LFGZ18uMRhfLPzNkdyelZOizvFEYc5B7U/W7u4tIo/KZ1jc4LjpwM49iazcUnzE3b0OmJAUHHX2rlrn+0rLXIbvzrR5LiUQIjRsQiHJwDn25p0OqSRPGd5dcbtrHjFTXVqNTkgvY7ue22ISrR46HvyPakpqWw7WNjVLY3mnzpExWUrlcDPPUda831iOSTRPtsrxw+TIyJCw5bJ4C/ln8a6vQ7vUjfXAlumu9OVfklkQZc+xHasDxHcaTDeCzvrdnUIXSRTgrk8njucj8qdk2CehxUjF+XVeBjaOeD2PvWpp2uau1zHaW0gZm4CvwoHuewpt9ZactpPcWN/kqoYRyLkt3wKyEco/QgHkDNOxR7HY2sr6cGuXRpxjc0YwufbNb2jxBbFXByckYx1PSvLfBzXD63BEZmZAruQHO3gYz+tevaeP+JVFKNgDMQvp616OFUVTcn3/Q83FyfPZdv1JruKQ6ZN8zA+S5J6YPGK5XSdUkMR+0MzSNIE2jnsO3auwlPmkxOAQ0TggdPu9K5RxaaTBJJHCsanlmXqa58VDVNGuFl7rTNI7/71c34k1AKFtfLfDANNKsROyPv07npVqHXFkiDNEQG6HPT61FrUkk2lyCzUzNIAoCnBAPBP5Zrm5k9jqSa3NSxNrNpkJsE22xT5U27cD6VxkUUK6gttLvD2srSLuOdpB559GFa9p4iFk9pZXen3MG4LHGThs9u1QeI7PD3k1uEEtxH5a5GMn/H/ABqZFR3PNJZGFqBIfmCAgJ0B7E+1ZvCMSRjOTknr9fzro7zw1fqFe2e1uosgq0cm3cPcH/GsebRdRx89hKN3JwwYk+vWtECaIVI3DDbkz8xUdVzzj6ivRtIW11O4iuLO7zgDZHyMDp0rD0rTbXUdNX7ZYCO5j+ST5SjEjocj1FdJpPh3T4bfaiucNvQtIcof9k9RVRcb6mdS7WjO50uwjt48n5pSPvVn6zdBJ5SXUJGNuc+gqOwvb2zITzvtMI4xOPnH/Ah1/EVn6vCt5HIjuwLnO5RznOa3qzg4pQOWjScXqU11qC4jy8T7WBGDg5/Cs9NLZJJPJmQRPgqrA8fjVPy5YEKSRPlDwyqSrDPXP07Vr6eJGiZ8FVJyqHrj1PpXErydpI7bJbDrWB7SOTcBJMRuOOnHYViwatNaao8+o6ZN++cJCcg+X9B3remywwGbPXFc09/D/b6y35eFLYYiDqcls9RgcirtYRc8VwzSpbtFFLIo3FigzjgYH41xkqn7rB1fGXBQjOQf/rCvSLW7k1ONzpN5E7RkFwRwQegp7waqoPmWVrOT95gMZoEnY4Xw/p0OprcW81y6XK4kXB4K/wD6607Tw/dWN95qXQMZGCAMH2rRmvI7e/8ANfSWilXIBUdqhk121A3SLJHnggrTvbYe+5chup4XCzqJFB+8vWurgmjlsIBHnABJ+tcKus2bOPnOfcV0Nlq1o1uoFyg9ia0dWTVmY+yindGdeLOutO05yGBEZB42joKtWk5WTYPmy23b3NSyzWlxgtIjjJA571LbQ28UnmRgAnoc9K53C8r3N09C/wBU2kfUZrG1m4gitJZbiKN3VCEB7n2rWBMinnA6ZqhqWnwXcIjmQNt5B9DirJI/D9kLHSyXA82cl3I469B+FeWSsEdvM6BxvTuB716JJpTwpmO/mUDnlq4u48PauoPmWSenySrk80IpMzDMjANkjcAcycc9yPatPRNLtdQjlgM0kdxGdwKsCGU+x9K1vD0VyltLYX1o6LGd0XmKCCpPIz06/wA61bfTrGK5E0drFHKMgMi4/PFF0tB3Klj4Ou1kgubfUMmKTdseL8+h7jiur/smNQWLHHpUlpxEoA3EnjBrUTYUGc5x60bkXZys1ybO+ihtyGYE7yR0/wDr1oG9W/ja3uVj2EEZGRzUWraerXa3Vsg8/dl1JH7zjH4HFVo0uWn8v7M6bgAWbBC+uf6VlJzUtCoqNjTi0i38sKTMFUdC+Qfb6UalFdT2PkWk6QSn5SCDjb/P8atRBFQBXDDp15PvVS880QSS20IkkVcqhbG8+n41aSQbmX4futRt786O7W8ttbpmQom0oc/qaxfiGnk3mn3CsVbbIBx2GP8AGruk6rBpQnW8t7r7QzkyOsecDsuepArF8Z6xbasLVLbefJDh96467SMflTW4dTncNtGQR29uO361LaxTXTyiC3lk2Y3FRn8am0bTJtXSbbcqkkZ+4y54Peui0LRdV0zWYZxHDJCcJIFfGVPfHtTtYpsueCbaZtXl/dyKUt2+8m3JLKOpr1i0ymlRpI4Vdo3d+c1hf6uOR0UFvL4x7mtLSYbqSyjS9II+9wO1ddOd4qja903+h5uIhfmqX7I0zIPlYKQr7yPpt/8ArVyV9NaahaPCZF+cYXsQa6+5PMaBTjBBPpxivMFLRzopb15+lTjXyWuaYNXQsVleJE0bRlwJCQVI5rRtc2VrJLPu3A72UfwjHSp7SUyxLIQOT1Hf3ouGZQcBeRg+9cUYpO6O1tvQ5+x13T7rV5J9QZhtcC03KcL71p+IFH2SOZ9+yOQOfL64PH+FZbCPVfEMMaBTBaASOAMq57D6/wCFdHKFlgdJEBB4IPpVWFtqcRdaXpbS5jM1rgY2B2QfhmoDpk6oXttVn9lb5v5Vmx+I7TGBNdwf7LASKKtR6taSg4vLRm7eZGUqrMVmi9CuuptUXFvJz0ZDyPyrYgvPEEG1Dp1sy4B3LKAD+tZdtcCWZMBME/K0V1XQoLkxbVa5C9ijI/8AOgREmqawiFp9H3dvklB7/wCFVp9bdAS+lXSc5OBmtAT3CIuWvRz3iQ8flVJr4EsjPtbJyWg2/wAj1piKf/CQW6M2+K5jQHjcnX35qVfEWmMv/HwAewZMds0+a8AhUO9q4B4LOw/nUTSRSISbeBu2FkU5HtmkMvR6np8/EdzGWHQZxUUk9m7Al4ZM8DLqazvsdlcKWbTsY/iUDP6Gs7StD0/WfFEmmy3E1mjLIYvLjJLOqEheenQ8n096ErjOlsZ4ba4lSJIlLKG3AgA9a2Fvf7u78DmvHiD5e+OWQMI8jJPFO/tDUrSNGS7lDE9M5xxxVWDlvqelXV2rl8nkscZFZsjq4PmRxt+FcT/b2powjMgckdxUkXie9XcrRRsFGDS5WCizrE8ouc26Ee9W7a3spQQbdRkZ4NcV/wAJRIQWa1Q89c1btPFcCuPOtWXI/gNFmFjrxpenNndGUxyCO1RLpVsDlLmVWJ4wxFY8fi+xBwRMh7gjpT4/E2nM4H2llA7svelYNTU+wzIQINSkXpgE5pzJrOCFvI22joV681Tj1WxkYOLuIsc4zxUWsag6WRkt7hQ2Ryjc0xE86a40EkTCJ0dSOPSoJdFuokL22rTAAZCygsOnsak1eOG20CDU9P1nUJ1a5Ntm4jWNbghNzvEBztU4U7vUe4B5jEFkt0PGR5E9KSsMoqNdhUqs9u+Rwx5J/Sn/AG7WocH+z45OSCUP/wBepnuvlCEXcbe6BsU8TyIMmdvq8H+FSBds9V1kKoOjsUwPuyc9fr6VoDxDOpBm0a5Xk4KjPTpxjrVTTb4oCrXlsB6C3bH860l1JSYy1zaN8udwR1I/In9aaAzJvE0BJ3WN0jAjjGD0+n+c05PFWnrxJJOuBkZAP4VorczF9yeU69wJzjH0IqB5AWdjp4bsSsinFAh6eI9Kkc/6YvGcEg8ke9WjqenzRb47qHaTyS+OazLmKzBAl0wsO22FWH6Hg1Wk03R8hpLPy+5BVlx+XHekM1ftds2YxLCfcSKa5HV5NPv9SlhvfMQRELHggjJ6kEdjxT9J0jQtQ8WnTLu+uLW2kk2RSxzpGI+5LGQYxjPHUnAqW3tksr3UdMuFuHS2uHRY7gKZE+Y53Y4z644qrWVwIdHsNOs9RFzbXxHylXRjwwrqrS5haRWWRCCRyGrnTpWmklzEFxn1FSxaFp8uBFO6ZwfkcgcVNwep3QnGQY5ABjHrmrZuLnYpSY4A44rj4fD1r8ii/mBHTMlWjokqNuh1SYnIwNwPStY1ZR0TMnTi90b9xc3mxs3LmsA6ZZuw4kXBycscVFLpWpLlRqsmGBHK1TfT9ahlVYr0EDuR2pTk5fEXGKjsdEG2qFQjb0AxTZIyfn6g+tc9jX4drCWF8evek/tLW41ZJLOOTrtKnvUFEj6DD5zvBNJAWJZhG3BNZWqwXenQxuupzl3bYgPGWJ7mm6xq+rQ2rE2hhYMBvQ84p+vaBrGmaZo2ralNcLc3QkMkDx8QY2FAx6biGzjt9QaaVwPPXQHYvYNj9Kb5am62Y+X0FFFamoQoCjtzlRkfnVhJ544wUnlXk8ByKKKBMk/tTUEwVvrkHAGfNPSph4l1iFQFv5WHo+G/nRRSEx6+LdX5DTRv2y0Sn+lWLPxFdyyLHLBauN3eLH8sUUUmhHSWTpchi0Ma47Jkd/rWOt/Nouutf2m0TQs23fkj5lKnj6MaKKUdyTKQbXVckjYepz0FVw7NbzOTk5zRRR1LiRMxEEb/AMW0DNIRtkAHRuT+VFFMZGf9Xs/hxmpogGnUkfdJx+AoooET4H2id8DcV/nUXlr9lmGP4jz9MUUUDGToqxQEDBI5plyPLmKAts64J9qKKoTNXXvF83iG2gil0nTLVrdEjiktEkUpGoOEALlQvOTgZJ5rEZmichGZenQ4oopiiWE1XUEXaLybHpuzViPxHqsQIW6Jz6qD/SiipsNluDxlrMIKrNGcnOTECa0rXxrqk8gSaKzkXjhoB6+1FFS0I2LfWJLhFZ7W1y2eiEY5+tXXWDzkxbRKSeWXcD/OiipYi5JYwIxI39V43nj9aa1uTE/+kTgA8DfRRUAc3PrUmi6pexGzstQillDMl9CJMMoyCCMEdTkZwe4NMsdQu9V1C+v7ydnuZnEjuMDLHJPA/l2oorR7CLRuZomCh8jH8XNadtIXCMQuSRniiiswNNNiyIBFHyOu2rAcSFSUQfP2GM0UUxFiWFHAJHrwDis+VCHJEkg4zw1FFMCKdpFgRhK4O31qNZZBAvzsSeuaKKBmRrl7O+m4LD7ydvesi68S6rqGnW+nXd5LNb28jSoJJGYlmxnOTzjbx6ZPrRRVx2A//9k=", "info": {"video_id": "41582", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e7fc21fa7a3e65ea366cc019462133911f3c24d832d4a48b3b3eba89375033ca"} +{"episode": 68309, "episode_seed": 930884230, "split": "train", "timestamp": "2025-10-13T03:33:08.869263", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 930884230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 lottery up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "202923", "label": "moving lottery up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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rQZreGdKXVNUgS5nWEyN+7L/56ntXqmlWMemXL2lpp/lxE8zHl347n/IrgNNtdPk1OCO/neO0ZsMU4x6ZPYe/avS2vbq0vBFLgW4wE7nsBk9wfX1/CtKaTTZnN62L6RLkZwcfw44BqCeyRgECsQxJY7uM46tnr9KuwMJow44PRgex/wA96e8Zx04q5d0ZnJXum+WHe2j3wyoQ0DqWJUdcofvL7dR29K5Hw3bfb/Gdhw6wrmQROoVowv8ADjsAenrXdeIdWTR7V44HL3suWUMc7M9/p6CsHwVCRqOp6nJlnitXZpGOSWPv+FClcu/unLeIY01fxNP5sIf7qfMueg966qCwhi0+KCNdqooAAqnpdhc3dy0iRtcSAb32jJ9Mmtm5DWSj7RG8RIJAdSM4Ga6Ka3ZDfQ0mfAJNcrr+qLkwKclgela2r3620LfNjArgbqczvJMOr8D+VcyKIncuxcnrwPpVWUSmWPy3VVDfOCMllx0Hoc4qweBjtVSb7Mb+3SXm4AZoRz6fN+hpjK5eMuc+bg9Khmjwpz5mfocVbPnkn5UJHv3qBmlKkiMFRkZDVmWc5qdqrnPzA+uKwZLdkY87h6iuvvUbaT8pHrvNZMsHBz169anQ0UjEUEHvUoqeSLDVEVx0qWi1I9U+DP8AzGv+2P8A7PXqLH5gK8t+DmQutH/rj/7PXqsSb8GtofCc9X42O2YWuN+IaG40JLFJnhaaUHenUYGa7OZhGmT2rzXxtdXVzfWCWzoEjctNu7oeMCqZBz0yRu4A/wBYBj72Dio0i8osPNZQvAOMcn9DTp7cPID82WPcZH/1qQi4izn5h/dHzD9eag06D285RgqJFx1U4P8AhTC0DpskByOB5i4J/GkE6EtnKOepU7sfhUmS/AKSJj8c0ySMZZBvA/nTdqg/LkfSmvFHuBBeF26AHH6dKcqsqAM24jvjrSsAKrF+SCK4F3keTzGY7uma9BjGX/CuB/gc+9CihXK5Byau2uq3FrCI4xxURTEgHtmomH7o+xquVBc7bRNdvGtXK27TqhUbUPJLNjP4DJrorl5hLlMFAOnXP1Fc34PhuItPSZFiMc0zebuPzBQMDaPrmujcEO24BwOQo6ipaGmItyhYc7Wx/wABz/SpSw+UgmNzzlOh+tQybJlOxdzDg44YUwxTQfc+ZCen/wBb/CmMurcyRKcruU/xJ1/KiK5UzFQwA/u9DmqpbYFDKY8HqvKmkfawZmAZR0K8mkB1VvqUcar2Yelcv471Q3d/o+WyFMq/mFojLIMh3Kns3auf8USkS2T5+6WI/SpcQT1IkRZr1YmdY1ZuSxx711duvlxpHGMRgYArhL6cRXccnO0EMcelbel6mdm63kWSLoUPb+oNQ1oXc6WRGcYUcV1nhvxFb/YxpWsTLGYhttp5D8pU8eWx7ex9OOwrkLe5iuGCxuVfH3H/AKUtzAxyNvbr2pxk4u6FJKSPV9NuZYp0gbdnOPmGWdemM+o/Xg96l8S+J4dHt/s8GJL5xhUPIT3b/DvXn+meIrqDRls1gZrmAjyrkv8AcXsMdyOgPpxUZ8ydjLK7NIxyzsckmtuZdDNxvuEks11K807l5HOWY9TW1ol5Da6LqsIZfNmKRhe5BB5/nWSqttPy4x+tNgtlFw0/R9u0EVSjZg9jqPC11Bpupyyy7tjQ7Tt9dwrpvF5Wfwbfyxqsn7nem7tyOfrjNcLFIQsqnqYT+hFdVpuqRap4YtraUhpntm8xCOCACKtx7GbdjzbxDf8AnLIu7g8VkgYQLgDAxgU6XdJcYJyF5OR/n3oIwMDgCs+hoM5ziqryf8TARB4sFCxUn5+wyParYqFgMlsDOSM45qW7ICJlPKrKeDj79QlXKEtKVPTG4N/SkkublLh0SzaRBj5wRzxVSW4vPtOPJYRvGSg2A7X25wT+dZ86KWpXuInbI83j/dFUpImzywP4VOZp5EizbhHLmORTGeOR/Q1UubnZcKDCfKZc52nIx2/SpvqVqV5ofaqTxlWrRV47gnYXyOecipND0qLXPEjabcX8tqrRytGY495Z1QsF9AOCcn096adwTsdz8GgxGsg/9Mf/AGevW4lCRmvIfgc7S/22WOeID/6HXrF7MIISc1tHRGcndmTrV8I4yoNeZ6rcGfXY1F0F2Rlmgx98HofwNdRql0ZpW5rlrlFN082xfM+7uxzj0oeiER7drEozLnknqKbu34LJ5gByDH2/CnqSHYhj0+7QY0MiOYyH7MpxUplCOyS7Wj2GRT0YYIps0cRBaRQD/eHB/MVMwjmXkBs1A8TjJik4/uPyPzpgMVTwRIWX0YZP50EcU3zGjH7yMqPVeQKqarM8WnmWByrbhhhR0Ey/CMyH6GuAX/Uzexrt9Ttre10KHVNN1e/mDXJts3EKxrcEJud4gOdqnCnd6j3A4ccPKM8MD+lUthMl+Vp4sdx3qEgNDMO6nNR7nDIc8rwKsadC11qkVvjIlkVT9P8A9VAj0LStOgtbKzl2YnS2EZbPY/MR+Zq+Cd5LKMAcN3p7YHA6DgVmS301teOskDGEsArr71nfUsuMhyCB5ieoOGX/ABp7LIq7WzKnr0aoHvbULHMZMpuK7h0HBJz+VTJOPKEm4MjYKsvOQehqlqAJIrKNrZ479ahVVcsyho26HHFSyRxykFgCw6EcEUzbLEpw3mDtng0CuPYkda5nxRybX+7lufyrU0iSHU/Frabf6hd2lvLJsSSOWKNYu5LGTjGM8DknArG1mK4jfUYLg3GbK62BbgAOoyw+bHGemccUmNblC/XfDbyf3o8H6is1WltyZYHMci9x3+vrWp/rdMVj/wAs5Mfn/wDrqiyfK4pIbNbS/EUd1mG7XyZVxhx90/4V1FlqksGFcLLCec55/A1weixRy3M8bqCGj7/WrFlFqlnKwtw0tugy8Z6D6elS46lJnp9teWcyZimBPUoeCKtx3CY4PNeTNqRklLRs8cg/hzgitvTfFLIwjvckDgSL1/EVUNBM9HW6XaMc57VMhXfkDk1zUV2lwgkilVkPIZTmr9tfFWAbmulLQyZ0dlAbu8MCdWifj8jWh4chaAKjYykEg/8AHq5K+1uawjjns7hrefdt8xOuD1qpq8niTw9p9jfTaneJLeeaJI9uBCPlKgnH3iGzj/69TzNNicVJalXtTD3ooqCxD0qBv60UVE9gOcnvrkahsEzBQ2AOPcU+KaSaESSNudoWyenc0UVlNLlRpDcbIzAAhiP9Gz1P+e1Zs1xK8ETFzlSOh68KefWiis47mkthYrl57l0YLgAnge9VE1K40bXDqFps8+Fm271yPmUqePoxooq6e5kz0b4GqF/twDt5A/8AQ69A1uRgjYPSiiuhbEPc42Q5c5rGflj9aKKJ/CCOf1C8nttScRyEKQvHarV/ezw2sc0bBW3sOBwflNFFZrZFLcuwnzYo2YAHarcccmk3sGk56HiiirRLJBWZrgxpjf760UUxFPWPEz67DBFLpWnWxgjWOJ7ZJFKRrnCAFyoHOTgcnmuVU5yfpRRTQMBzs/CtrwnGsniSLcM7UZh9QDRRQI7u6cpE7DqEJH5VUsrySfCuFxuIPHXAoorF7llPXES1sMxIACXJXtkrj+tLPdTW5s2Rz80CAg9DllBOPWiimi+hqsoG+QD5sUkDs8YZutFFWtjJnOz602l6pfRtp9hfRSyhzHeQbwGUcEEEEdTkZwe4NRfa59Vt9ZvbyTzbi4HmyPjGWOT+FFFJ7FIoWPzWF0D02qfxzVNuA30oopIbHaF/x/n/AHD/AEr0DwxEn9lzvjJeTDZ5yBRRSkBg+LtMtYt08ceyQc5XiuQgkdlOTnB60UUIC/Zahc2E++3lK56qeQfqK9DtZWltopWwGZQTiiitqZMilr7sLFCDz5grHl8QanqNjHp93dyzQW7vIm+RmJLYznJ5xt49Mn1ooqqnxCWx/9k=", "info": {"video_id": "202923", "label": "moving lottery up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "202923", "label": "moving lottery up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "28c9a7fa5fa83a6d4aeb426c2fb001f1d73b595856d4cab337d54f440d4bf517"} +{"episode": 68310, "episode_seed": 2174704007, "split": "train", "timestamp": "2025-10-13T03:33:12.085008", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2174704007, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'lifting up one end of card, 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": "204019", "label": "lifting up one end of card, then letting it drop down", "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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n1DT7dbhvmAiLKFHbjPXvXK6ppIlug1vC1vLbzEABsho93JHuMn8DUyWplKpCT0Oul0qPUNOih1KFJGWNd2OqsOpU9R+Fea65DDp+rTWlpdpcog+ZivKN/dJHDH37d69B0zxJZ6vCIUk8i6KkCJzyT6qeh+nWuBm1uC+Z11TS4WmVmjklgHlsGHr78Gt+hyxMy3v7iwkZ7aRoy3UqOSOw966zR7/ULu3M15LA0WMhVxv/AOBYOB34rj742puD9jeTySo/1xGVPoCO2MV2PhzTzHZWm7AaY+a4747foBWlGK5rsms/csup1dpAEhihXgsO/XJrT1aR9J8LzPExV2KruUZ29yfbp196jsIzNdK5C4wAM+vY/h/StHUvkghgxkEEsD3HSumbvFtrXY4qesznYNXeO5kWSbzQoG1FOSck449a2CwI5AbjoaypEtrVpLiOCND/ABMFAP51St9d3qxEI2ZxgtyPSuBPl3Z32vsN8RT2sRSJLVFlblplhJMcfOTwOvUVsWTwNo8a2DMbcoQmchu/PPOazNQne70uQWeHlZduCduM8H9CarW2tTafJZWV1p0kYcCONklD9B3pg1oS+G763S6ktZ5x9pKhV8zh22k8Z746/Q1L4surBxBpmoSXMKXALrJAeDt6hv51z/imCK31LzEjDGfJGBwSMD+tc5quo3t2baC5uhKls26JxhiMqOC3U46HNKOmg2ru5sXukxx2U97Y6ha3cSxiTYW2PjrwOhP5VhaaJZNZjWBipOcsF5KdTSM0hh3kEbs8jpk/Ng1peHoWkS7uIuZR+7UMcnHXPsDwPwqo2vdhK6R0Vi2I5ZZPvPwufarfh3So4dVkAGQWzgjpznFVbWK6eFElXbIDgn8a66ysBZRzS53MYx8x9T/9au1e8+d7I4edxbhFmXe6ZDcT3M8UrwvN94Lgj68/WpreS304KXly7AKWbqfbFDXEMcgEjqoJ+XJxWVrdvJL5dzanzCnVFOfxFcUt21udsex0YuIbpCkbhgVOccVzKNpul+I4x5ogSKMs+ZG+ZjjGfXjOaajXXnJ5cciMehKkAeuatavqlvpto7v5bzEYRHH3v/rCojJyWqG1YvassGsaLJJbTxyNGQyPGQdpFeY6kjWWoXFqssM4i4aReAT3X/er0LRYLO2sZGsp452lO+YowOD6cdq4yRfD18GMW+zkYbiByOadgTMe3vZrFy1vJsboXA6jnH867bwtd6nqRE9xJF9l6AN/rGP0HQfWuIv4Ftr14YphcIFDLIoxjPGKfaSyAr5chQ56h8GjYux7NDbxjU4VByCTgY/z6V0trCfNADHaB19/8/zrk/ByyPYaYXO55UZwWJLHJOT+orsY2IkfaUIzjrzkECvVUYqEU+qR4tScnJ+rOY8Qz3Fvq9oEkKRyRpvBbHO7FWYLn7UpZSQFYrn+99Km1eztbo2sk8KSOI+Cwzjk1iXGrxw3ghVCXxyM8AV5tRctRts9OlrFI07icW1vJLISVVST8ueK5zQ722utZkkuIpI7twTboYiBHH9fU1rxahFc78gIwHCnvWIbq9tNbuboadNMgTyoyrDG3qfxJrPR6o0LfihDELW6YsgjYjep4XI6kdxx+tc5d6dLfaTHaafdwW8c0nny20hKmXOPlz6A5475HpXSrqFt4k0K4CQsMHaVkHcelefeKhLFqkBwWt/LMIKHDHHX6f4UL4iltYparp1/YCRru2mWNQBvGGUAdOR0ArIDKk6uVRihyN/K/l/WrMuo3csDxvcSGJ1AbLHBHTp6VSYgsQNuR2U/hg1SGT3etTPDgqnPQrkUy2SdyrOSM84zVG5DPknJPUn/ABrQstMv0uIjkCPIJIfII+lX0BuxtWFndXFwqQx7iCK9A0rSLm2LrcXEao20kQghjj1Jqt4btUgs2kPJduCR6VtXETvausTL5pUlS3TPasuVBKq5aGrFcxSArvTcByC1ZOt2UF3ElxczTJHADIAj7R67umciubs7giOSNwRJGeQx5yRzn8c1s2lw2oW01tcKJYQu0luhz296hVLuxLjYt+G3f+xoFnneWV8sVllDsozwPyx/nisfV7J7PXvtEb7IGUzNgHG4DGT+AqrfaNZXepJp2nW6290mJZJUJAVfTjuffHqK2NbaQaa4jXzZEVU+bnIJAOf0oa0BPU8qmkb7KBK3zKg2iPoCOhPt/jWZwhJI25yck9e/P510l34av1CvbSWt3FwVaOTbuHuD/jWNNompdHsJRu5OGDE/rWyGmiFSNwwd6ZwxUdVzzj6ivRNJFrqdzFcWd393ASLkEDp92sTS9OtNQ01De2AjuY/kk+QoxI6Hj1FdHpPh2whg2ojnDb03SHKH/ZPUVUXFPVGdRNrRndaXp8dvECfmkIzuqhrV0EnkO9Qkfykk9MCodPvL6zxH5/2iEcYnHzL9GHX8RWfrEK3kUiOzDecllHOc5rerOLilA5aNJxfvFRNahniG+N9pB4ODkfSs9dKZJJPJmQRPgqrA8fjVMRSwRlJIZCU6MFJDDPX8u1bGnrI0RbBVTyqHrj39K4VeTtJHbtqhbWF7WOTdiSbG4gdOOwrFg1We01R59R02b986pDyD5f0Hf8OvpW/N8wwC2euBXNPfxf8ACQLLfl4UtgREHU5LZxkYHIrS1thbl7xVa3NxFA8EE8sa58xok3bM4wcDmuJkYI2JN0U2ckNGVyM9Oe2M16NbzHWNx0nV1iljUg4XIOenB9MdfepXh8SITuksLk9xIhUgelAk7HnWiWttf6gbSe6kRpF/cmNh1H8JB9ufwrYi8NXFrfxzRXqnbww2lGKn3B61oXNxcJdq13oKM6sCskIBw3saik1+JMtcWl1CR2K5HX1p37DepqW1zeWjhZNtzGP4vuv/AIH9K7AXa3Fioh3g8Fty4I44FedjxHp7YLGUDqCyGuit/EGmMqqt8i4HIIxWvt5uPKzB0Y83MihqouI9YWSYjyWyIm7Dvj2PWn20xjkI4bJA24+93x9aszX9hOMm4t5EzghiME9adbR2SyebEsYbp8rg4rncLyumdCeljRBOwgg+4zWXqc1vFbs93DE4RDs345+me9aQJfILcDjOKqX9lBcweTOiOAc8+vY1QkU/Dln9lsZLlowJLklzhduFxwMV5jGWOI1JZQTjjnnt+NehHRYoYsxX10gHJIl4A/wrzks4mX5toJG9h2GcZoKRK8uxNxBIOMAH9a1EtLmBg8lrMvcfuyc8e1XG8KXoTMMsMysOM8cV3fhiC7j0cQ3yKJYcqGDZ3DHBoByNzwvbTRQacCTgWq8nA+baDjFdMjKbkj70jMpPsBXNxC8OqQi2wERPm568dK6W2jWIs55duT/SvRhL2zsl8Ltf00+88etDk5XffUx9TvYY1txK4XcjAcehrktTtDNepd2LK2WAdQ3Uj/8AXW14rXcLMj5eJFweO4rDsZyWjQfPvJ4/rXn4iX71wZ6dBe4pISO1uPPBkVkjB3M2f0FR+IdZ+wwC2jDrLIwy20kBc8//AKq2uqFdo96x9Wv0tbOaSUIz7PkBIyT7VnGKirI0buy5pV1ps1ns0s4SI5dcYIPrXn/i9FhujEDIGDSMN3Qg4P8AL+VdvoVobDTk3DMsxMkj4weecH6VkeMtIn1N7drYwoyhg+/POcY6fjTW4k7M4CNZrlGlitJGVWILRrk844P07U6x+ypfrHdxq0cvyN5ikFT2Pt6VtaTpmoabqBEkaG3lXDeW+cEdDg/lW4UVm2sgb2YZqm0mVcxpPDVlICVWQe/mGrtlp4to0j3FwowCxrbs4w5bK546EVM+nlTuVQwI6ZpXYiS6vk0/RY/KUiSQFUOehAyTTLa+uViT9/Icjkk5yfxq6LdX00wSorK3OO4+lZ6adeRwqiSRSqhG0nIJx2NRPm+yEbdTXgS2uSXaGIufvBkGePerBSG2TaihIsEbF4HNRWUH2eH97uMr8u4H6e1TSFmIAHUdcU1tqJnGaxp0Vkyy2N3dtdzsFUJLyBnrgckDn6V1724msBa3MnnHYVdz/Fx1rnL+01KHWI7yER3ix5EMbNt2ZAz/AFp8uu6xAp3aKDjAO2Tgj1oGzKutJ0tpP3ZmtSBgKHZR+GelV20uZULWurTdOjfP/Ks2LxHZ4wJ7yDnhWAdRVlNXs5Vbbe2jN282MpVtMmzRdhTXEKqLi3k+boyEZFbFvd+IIAqHTrZ0wDuEoHP58Vl28wnlQAJjPytFc10KLcmIBWuQuPvKyP8AzoQMjTVNYiQmfSA/b5JQe/19Kr3GuSIpL6Tdpz2XOKvi4uEjUZvgc94kP9Kpve9UdyGBOS8G3+R60xFL/hILdGYPFcxqD/EnX35qVfEemOB/pAz2DJjtmnzXoEQDyWzjOAWdh/Oo2kjeMk29u3YBZFOR7ZoGXo9T06biO6jZuwzioZJrN2BLwyZ4GXU1nfY7K4BZtOAI7qBn/wAdNZ2k6Hp+s+KJNMluJrNGWQx+XGSWdUJC89Oh5Pp70JXGbsV5ZWdy0XmWUJkUEecBtcZPQjpj+taS3+6I+UiPgYBt7sMMfQ15X5UcrR5Z23JgBieOKqPCUg3AkS8HaD2p8o+W+p6dcXYjZvNWZfd4gc/iKqC6fb9+Jl6fcZfzrgEvdQtgohvJhu6gOSKsxa3rEUuxbsuR/eUH+Ypcocp2S3hWUK32TaegMx/wrSjktZok8y2tWznlZFP8wK89HiXVCrMwgcAclohxVuHxbdRxr5+n2kiHnhNpP5U7MXKdt/Z+nOxL6b8pH3kj6fkaqHS9KMmf9IjfIwRvWsGPxgiOI30p0fHIjmI/Snr4us/MBEV/GpPOJgw/I0rMLM2Tp1qpKw6nPCemPN5/I1N9j1QgJFrTcA4yoOee5rKTxPpkhBa+uFYE/wCthBxUeqaxbS2Re21C2aQMM4QKaLMLGlJZ6+qOBeQSKwOQ6+30rCOl6DcAiOd48nH3jWrqsFlaeH7fVdN1e8mV7k2264QRLcEJud4gDnapwp3DuPcCea0sLnG62APqVpO6C5e014LexhtvtSSFF2gseSBXQ2EsXkN+8G45GM1xg0fTThCQpxwQxBq/Z+H7U7pBfSjJzgyVKEztbW5kz8k3OODxUpuLsHIuHUCuWi0CMRERajKuTj/Wdec807+ybwBgmqzAA+oJ/OtlWmupj7KD6GhqUf210N2ZJNn3SDjGagtLSGzyYQdzdzzgVlvpepD94l+zMBjBXsKhW219U4u4z1A3DpWcm5O7NkklZHSfNKCAeT6Vnalp0N7EI5kGVyVbPIOMVmfadfhONsMmG+hpsmqaxgt/Z6HAG7nvzmkUObRJYwoj1O4H1bNYkdi2ovOk2oXLi2YJGxIzu6nI+oFW9Dum1fxOdJ1a6urG3uG8tXimijWL1LGTjGM8DknA71VS2k07Ub7TpEJ8iZk2XZVZRgnrjI3YxnBxQ1pcRANM1CBj5OpPs5J3xnOfpSeTrUcZCXMMvGQXGDnP0q2ZnQENazKT1MUmR/OkTeBuV7zHvg1Iwsm8QGQbfsmepUkZxW5Hd+IoECmytHAUfxDk569R+VZdtPJHcIxubsDJ4FuM/wAq3Bfna4F5dduGtlIP6dKdxMik1TWjIA2j7k7lSCcY+v0qodYv7cZuNHcP6LuAP861Hu4plBFxEBkf6yHH8jUc2oFVQG5sT6FtwFAdCqPE+0YfTbtDz/CenGOoq1H4w01m8txJFkgAuvA/WnG8kKE/6KWz90TYz9DimxzNcKfMtFYDpiRXNICF/FGln5kuiCOf9UeRVDVtRi1S1W10+RZ5Jn2soU7gByWX0xSa60MemFlsisqyBd4iQ8elRax4bvfDWk6RqkyTRXV2ZC8Ygx9nwFKhjj7zK2cf1BqlG4HnkiAhV7BsfpTfLU3O3HHHFFFamgRoNrnkFVyPzqdJ50hBSeVeTwHIoooAkGpX6suL65HGB+9NTL4l1mFQFv5WHo+G/nRRQIevi3VzkNLE/bLRKf6VZs/Ed3LIqSw2rgt1MWD+mKKKTRJ0lk6XUbM8EakEj5AR3+tY6382i661/abRNEzbd+SPmUqePoxooqVuJmJJ8jw8k7QcZPoKgWRmeVyecUUVZcSMMfs7ex60r/KkTAnLYz+dFFJB1BhtkCD7rHkfWpYfmyGGQpUiiigB0chMrSHG9UIBqQIo81APlcjI+ooopDRA6KdPjbHOev1pl3Ekc6BV4KjIooqwexqa94sk8RW8EM2kaZam2RY4pLVJFKRrnCAFyoHJJwMk8+tdMxeJQVkfgEgE5ooqKnQzH2txJIfnweO4rWt3zESUQ4PcfSiishPY0IZt6Rjy4wC3ZanhbdldqgEnpRRTExtxAqRFlLAlNxIbvVVFPmhfMkIKE4LUUUxoqtNMLrZ5z7R6mmz3s0W4qR0PUUUUhnNt4il03UbxHsNPvY5pA7R3kG8BlHBBBBHU5GcHuDXP+ItQudUvTfXcnmXE7tJI+MZY4/KiitUNbmat1cQ8RzyqPQOali1bUI8FLyUY6fNmiinYonTxDq0bblvZM++D/Sr0XjDXosAag5A7MoP9KKKTSAnbx3recM9u+AMboRTx4z1JostDZkk94c/1oopNCNPSNblvgizWlp97qsZH9a6NbeCSNnMKAqxHAxRRUNAzH1uCJdId1Ta3mqOCfU+9ZFxrup6lp1vpl3ezy29vI8qb5WYkvjOSTzjbx6ZPrRRVR2JP/9k=", "info": {"video_id": "204019", "label": "lifting up one end of card, then letting it drop down", "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": "204019", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "204019", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2ebc91cf23c24e5372dd7de01cdd4375587b4af255bfc0f8fb3ba848eeee078e"} +{"episode": 68311, "episode_seed": 3988454352, "split": "train", "timestamp": "2025-10-13T03:33:15.534396", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3988454352, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'burying beauty set in cloth'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "48188", "label": "burying beauty set in cloth", "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": "48188", "label": "burying beauty set in cloth", "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": "48188", "label": "burying beauty set in cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "48188", "label": "burying beauty set in cloth", "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": "8dc4604462e406ab35109b9ba4ad81277e62c800e8892a2dada7a76a60a549bd"} +{"episode": 68312, "episode_seed": 3817582065, "split": "train", "timestamp": "2025-10-13T03:33:17.336185", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3817582065, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'lifting gum stick up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "188536", "label": "lifting gum stick up completely, then letting it drop down", "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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rB1ex1e207UtYF2vkQE5twDvJBUEZ6Ac0LSzNHbYsRWzKNrAhh1BFW47XPUe9auq6HdaZPaeZqdoIZbZJd7Kc5JPAHcfUiq9l4p8O/wBm3Vlf3USQrL9wKDNOOoB2ncR0GM+ma9yjTcqMazejPIqJKbSJrPw7f3to13b2zSQLn5x0yDggVx+raZq894y2MkCRBBv8wc7skccegFeh6X4w1H7BNpujeHpYrN2by57r9wqqepC/eJ7/AI1Xm02W41BEiQF5FPsDxn+YP51w1ZVW6iS0WzNaCh7SKkeTXGgaruPmXqD12JVYaHNn97fSnnoBivYZPB19LksIk+rVRn8ESDl7hPfAzXmupV6s9dUaS2R5FqWhskYltt0hAw6Mclh6ineGZrmC11OO0kdZCqtgccKGJzXqJ8HxoMtOxHsBVN9FtdMuFeFMvMCsjMByB2/WnCq37rJq0UlzxPOWv5njkjlcyb8HcRXoelpLIlsyRnzJEXKDryOaqaH4TkttWkaB1nidSqIV+Yc5we3FegQ2MOi2rSkCS5Azz0HsK3WhxzvPQ0bFYYvDyeHL2dSJ/wCJDgrj5s/Ubc15zq+k2y6rcItzLdwBzt808e/A4NQ+IvEMkLGaOVgysCD6Z/8A11m2viiyZczMEPfnNdWCqOnzKLsnuY4qmnay1NiO3VYxGqKFA4GOBSva5XOM1lN4qtslLeNpD6ngVs6bNNqCYKYyOgFdnMpbHHyuO5zuqa1EwMD3EQmUlGU54I+lcl9uSOXfHdqG9VQmvSn0Kwk8ySWyhactudymSSQDWdcaPChJSJF+iDFeRVqKEnFR2PejOtVgpSqM4GZxe7VZ5JCDxsiArJlhMZYYOVOGB6ivR3tGU/KvHsKzNR8PtfHzYkdJxxnacN9azVfXUiWHdrp3Z7WunRnvUq6XGfWrirxUq5FdaPLM+40FZ7OeJDh3jZVJ6AkEDNP1FIksraORCyRlQ+0442kGtyySOdZA8yxlVJ+Y9aq6lAv2UEgY81B+Zx/WpaXtInTRb9nP0OL8WXWl6X4instPhudRvHRWhgiYyLGCuPujj1+8e9WNPt/FV5pcdnezQaTFs2uYwJLhwT0z91O3TPSq3/CXeGdH3qgJcks628GMt3JJxk1l3vxZtov+PXTg2BjM8wGfwA/rXoqs/ZxpzlexxcrbvFHXWeiW9krKnmPNIu15pnLuw7ZJ/lxWjpegWNzZb5IiziRgeeOuf6145e/FrV5ZG8toIFPaGIEj8WzXrvwzm1e88ONc6vb+QJHDW5Y/PImOWYduen0rixEoShyo68LGcJ3LE3h3Tkz/AKGv1JzWfJo9mrELaRj8K6+52jI25rHuWAJ4rzZxPWhJs5PUNPCsgjiCjnO2qosJD/BXQz/M44pqoM9K6aC/do8vGP8AfP8Aroc9dWM0FnNPsH7tGbn2FR3WmRWc8EceSGjDOzHJZiWySfeusQIUYbQflPGOvFc48xubyLeOkfb03D/Gto6VY/MiOtGfyCG0BxgCr0VoRHyBUtvGPl7oOuK0MKgZmIRO7McAfia9FHCzNltA1s3y5IGRxVa28N3V5ZxyBowpGASfTj+lS3PibQrNykmpwsw/hiO8/pmt/wAKX9rqOkh7eZZQrknByVyAefQ8niuTGRjKK8juwMnGT8zmJPBTNnfcqP8AdWqcvg22Rvmndj9MV6RPCvOcVkzxoMk4rypRSPWjJs4R/C9knDBnHoTUIuQjEZIXHWuuuihGBivPL8Zjzkgg5rODswq62Kx0i78bX9zFDdm1jtNg/fI22QNnP4jH616JqFjDPbSacWOyVFErAcnAGSfc4Fcr4V1Ka3kMKAtG4JJJwFb1rotW1CMWUvlyckZZuhJrs548uhxqMue72M3Vb3T9deLRZrY3DKVSMljuSFeWII5HQCtzS/D+laZGBY6fbwsMAlU+Y/UnmvHY/F8ul61d3Vs0TOy+Wruu7AzzioL/AOIGrXoIl1C4Kn+GNti/kuK7KFSMIanJXg5Sstj3W6u7Syj829uoLcj/AJ6yAcfjVOy8S6Pca3Zw2t9HIyvknGF5IHDHqfmPFfOsurTzPkZLHuTk16t8Lfh/Nqhg17Xd4tkcSWkBOC5ByGPtn86qeITVhU8O7pntskIZelZV1AOa155MAg8571k3PfmvPmepAyLhEAIwK5fW42kmtwrbQN2eM+ldRcgZPvXPaptUxH6/0rlXxG0/gZJpdzFYRfu1+Yjknqai1bWVNu5diBjnNZM1zgZXhR1NT+GdNTWL+O+1DIsI3+RCOJCD1+g/U10w5pOyOGbUFzMzNS0MyeD725vEK3Ny8ZVSP9WgcfqetcnYeFIbiZF805PXAzXX+Ntb/wBNvrG3lL26zEA9MgNVPQtS02xnL3t1HFg8ryT+Qrtwqjrc5cTzaNHQ6T4H060VHeMyMRn5jXRwWENsNscYUDgADGa5m5+JOj20QW3iubkrnkgRj9Tn9K5/UPi1cbgLWzt4FHH7xjI39BXa6sInEqU5Hp+l6VaXGoXUc0Qc7Q657c8j/wAeFaMuiWMY4s4fxFcL8MfEeteItcmlltjJZbGEt3sCqhwNqADrk16lcMqjOM15tdxlNtHq4bmjBRZy1xp8KnCQIPoBVCe1C9FArfuWGeBzWRcuTniuGojugyP/AIS7w5jH9u6d/wCBC07/AIS7w3t/5D2m/wDgQtfLtGa7+Znk+yR9Ov4t8O9te07/AMCFqxqniXwrquj3Wnv4msIROhTzY7pQyHqGHuCBXy1RUvU0p+4mkdBr1u9pq80EGpQXkWcpNFOrKR9apR6f5vMl9apn1lyazKKWvcd12PTvh/oXhWLWIr7XdasWjh+ZIZZlVS/bIzyBXuv/AAnPhMRgDxHpXT/n5Wvjyilylc9tkfW83jXwsRx4j0w5/wCnlf8AGsufxh4bOca9pxz/ANPK/wCNfLlbvhHRLTxDrg0+7vHtg0MrxlI95d1QsF9hx19ql00zWOIkuh7u/ivw+WH/ABO9P/8AAhaRfFXh7/oOaf8A+BC182GirguRWRzVV7STkz6Sk8W6Ais0et2G4A4AnWub1Pxho1nbrNBe20spRlVY23/NwRnHbg14jRVX95S7BFKMXHud7efEfVH3LDd+Sp4xCgX9etc9e+I7q9YmaaaUnvJIW/maw6Kr2kiVCKNO0kuNQvobYXMVuJG2+ZM4REHqSe1fQ/hK/wDBfhPRBY23iPTXkch7iU3S5lkxgnGeK+ZaKh6mkXy7H1dN408MuMDxBph/7eV/xrOn8W+G2yBrunn6XC18xUVm6aZqq0kfRU3ifQCSRrVgf+24rjJdV0udsHUbUDPeUVyeueHtHtPDNvq2l395MGuTa5uYBGtyQm53iGd21ThTuH8Q9wOUqVQihyxEpHr1vq+j2yYTUbTI/wCmorN1fxJbzqYYr2HaR8xDivM6KpU0R7RnSXVnpc8TOl7ArjnhhzUFtp+nDBlu4j9ZBWFRVcoufrY9C0W00OOdHkvrFRn7rSKK9l0vxl4etLOGFte0wBF24+0rwK+WKM0KKRXtWfWUnjfw02ceIdM/8CVqhP4x8OseNe00/wDbyv8AjXy5RQ4JjjWa6H0lP4o8PueNc08/9vC1z2u+ItHKwmHVbOQ/NnZMDjpXl3g3TNJ1nxBDp2r3E1tDOdqzpNHGsZ6ksZOMYzx1JwO9ZmsWR03Wr2xMc8X2ed4tlwAJFAYjDYJGfXBIrL2Cve5csTJq1j0GDVrLUtSitZdSt7e2J3SytIFAUdQD6npXoEfiTw1DCkUWs6ckaAKqidcAV840VtBcmxy1Fz7ndaveWN5e3bfbITvkchg4Pc4NcxfTzJN8tzHKG/iU9azKKSVti5S5t0XFjlmOXuI1/wB6QVtaFoemXl/Euo6xbwW+4eYTIBx7E1zNFUJNLofV2leJ/Bek6bFY2Ot6TBbxDaka3CjH+J96dN418MMSR4h038Lla+T6KTRSm0fT8/jDw4xONd04/wDbwtZk/irQCTjWbA/Sda+dBk8Cuo8R+Cb3w14d0fUbwSrPfGTzYTGQLcAIUDH+8ytnHbp1zjN0kzRYiS6HLUUUVqYBRRRQAUUUUAFFFFABV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQBRooooAKKKKACiiigAooooAKUHBBxmiigDoPEHi2TxFbW8M2kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWueoooAKKKKACiiigAooooAKKKKANbRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NU9S1C61bUrnUL2Uy3NxIZJHxjLE5PA6D2oooAq0UUUAFFFFABRRRQAUUUUAAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oooA/9k=", 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", 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", "info": {"video_id": "188536", "label": "lifting gum stick up completely, then letting it drop down", "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": "188536", "label": "lifting gum stick up completely, then letting it drop down", "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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Gx8wzg13k3hCzZTHOzSKeoIGDWNqWhrq9rCEdYZochMjgg/wkfhWkJ8+5z1afs9VszH8NzNdajckqcNGCT6YP/wBevTPC1vPHfQahuVI7UnBf+Ie3+e9VtA8NkWcJuAFhjQKzKMFyKs6/qaWUJt4RsjQcbe/1rSVuWzOdLmnzFnxnbWOq2r6tFfTQ3EzqAkZGH2/Ln1HT9K4m30+CB96RDf3c8sfxNZT+KBHeyQzMTGrnaCfu55NWz4o05UyHLN6AV6WGrONJQb0WyOOvT9/3Uan2fdzgZPWql5crpab5GWONztJbjnt/WorXX2vJgI4dqHuea17rTkvIojdwrJCSGKsOM5/+vTqWlB6Cw85UqqcXZnnmq6jDcPuFzFtOegY1n/2gdgQXO5VGABFn+deiXOg2SZEVpFH/ALqVmS6csRwqKP8AgNeS61tontyjUn8c2zz26thsEoEgUsQWZcDNdB4JhLNfAjkbP/Zq2ZbEzRNFJEXVuCMZqfwxorabJebtxjfZs3DBGM8frThV5nZnLWouEbo0BB7Vfs7h4LeRMZwCyD0p/kjsKXyyp3DqOlbWOQ17fUxbzC0vzHG+3dHKD8jr/NT7H8DWf4klttQgt1t5VaWNiwYdACMEe59PpVfU4Q2oDkM4gjV/UHb0P86Eg4AxU4bBxdqr3OjEYySvSWxlJpwikikRuUYscj72feri5Mw8xlSP2FaSWuVGBzUOpWTmyl8rCy7Tsb0OMg/mK9Jx00OCEkpptXOe1u7gjt2TCOD1DfNn8K40xWspYyJKp/h8tBj8q6e48Oa26k3GoxYx0jX9azJPDsyn57ydvpxXlyrQvq2z2mpSXu04x9Dmbu12szRLIYwOrLg1RORweK7JdEgXIdpHyMfM1c/qOlzWb8jdF0WQfyNKNWMnZGE6U1qz6RXToz3qVdLjPrVxV4qVciuhHnmfcaCs9nPEhw7xsqk9ASCBmn6ikSWVtHIhZIyofaccbSDW5ZJHOsgeZYyqk/MetVdSgX7KCQMeag/M4/rUtL2kTpot+zn6HF+LLrS9L8RT2Wnw3Oo3jorQwRMZFjBXH3Rx6/ePerGn2/iq80uOzvZoNJi2bXMYElw4J6Z+6nbpnpVb/hLvDOj71QEuSWdbeDGW7kk4yay734s20X/HrpwbAxmeYDP4Af1r0VWfs405yvY4uVt3ijrrPRLeyVlTzHmkXa80zl3Ydsk/y4rR0vQLG5st8kRZxIwPPHXP9a8cvfi1q8sjeW0ECntDECR+LZr134ZzaveeHGudXt/IEjhrcsfnkTHLMO3PT6VxYiUJQ5UdeFjOE7libw7pyZ/0NfqTms+TR7NWIW0jH4V19ztGRtzWPcsATxXmzietCTZxWtwpZ+XsQJnPC9+lc1rervaacxiWV5XG0KgJ68dq6jxUctbenzf0riPMMN8rB2BDZGPWlSdtGZ1U3J2Os8KeEpfDw1C5u75LsTbDGdhBG05DNnvz2rQmuodGmudULsJrqMRMOg8scH61LYaqbixSS5GxtoOzrlvU1w3j3V/LjZfN+Z/lAzXTKUW0kcsItJ850el6BoOr3MurvpMOyVz5O8EqEHAO08ZOK66O3jt4/LjjSKEHB2gKoH8q8Rb4janDaR2ttcJbxIgUCGMA4Hucmufv/FF5fMWnnuJie8khP869FV4pWOGVKUpXPfbnxDodizJNqdvuX+CNt7fkM10HhW8g1HRw8MiyKHJyOo3ANyOx5NfMeg2OreJdYh07TlPmSHlsYVF7sT6Cvp3wl4XsvCOi/Y7RmkeRhJPKx5kfAGfbpWFatzqx0UKPLLmL9zAMGsi4hQEk4rYuX3ZPIrIuRkHJrgqHowMi5CgnGOlcrp8KrIrznfjkLjArqZwCa5l5ljBxye1Y03ZsdfZHQPrG2EIOFA4xXNXSSa9qq2kRIjHzTyD+Bf8AE9BVOee4mmjtIF3XEx2qo7f/AFq6e4gsvDPhDzI5yb5p18xiOZCVPPsPQV0xTkmzjclGSj3POfFGgW83iq9KYijyu1R2Gxa0vD3gW1uvnld2XrjGKzpNQ+2alNPcOBlly7HHb/61djY+MNB0u2QNdNLJ3SGMtn8TgV6VDk5U2cGI5udpG1ZeHLGyjXybddw4zjJq3eWiS2bAD7vI9+2P1rjbv4q20O77LprMcYDTSgfoP8awH+J2rX8yW8SRZdwBFBFkvz93JyfyrWVaCRlGjNs9vTQtOeFJUtIyHUMM89Rmq0+lWkYOy1iX6LWnoLXj+HrJ9St/s140IMsGc+WfTP0xRdMORt/KvJkl0PahJvc5qSyQZIjUfTisq7tGdl2r09K6K4fA6cVQTLO3FZU/4iHiH+5f9dTGFhIf4KbdWM0FnNPsH7tGbn2FdCqDPSp0CFGG0H5TxjrxXckeTfU5O60yKzngjjyQ0YZ2Y5LMS2ST71ZhtAcYAoeY3N5FvHSPt6bh/jWnbxj5e6Drit8L/CRWL0qsiitCI+QKfLaBrZvlyQMjitLCoGZiETuzHAH4msm58TaFZuUk1OFmH8MR3n9M103S3OVJsitvDd1eWccgaMKRgEn04/pTJPBTNnfcqP8AdWun8KX9rqOkh7eZZQrknByVyAefQ8nitWeFec4rxatOKkz36VVuCPN5fBtsjfNO7H6Yqs/hexXhwzjuCa7ueNBknFZtyUIwMVyzVjpiyP8A4S7w5jH9u6d/4ELTv+Eu8N7f+Q9pv/gQtfLtGa9LmZ4vskfTr+LfDvbXtO/8CFqxqniXwrquj3Wnv4msIROhTzY7pQyHqGHuCBXy1RUvU0p+4mkdBr1u9pq80EGpQXkWcpNFOrKR9apR6f5vMl9apn1lyazKKWvcd12PTvh/oXhWLWIr7XdasWjh+ZIZZlVS/bIzyBXuv/Cc+ExGAPEeldP+fla+PKKXKVz22R9bzeNfCxHHiPTDn/p5X/Gsufxh4bOca9pxz/08r/jXy5W74R0S08Q64NPu7x7YNDK8ZSPeXdULBfYcdfapdNM1jiJLoet+JfEmi3AtxDq1lJjdnZMpx0rno7/SPMEj6laE5z/rRXlBoqVRiiZV5N3PYJvEunQQsI7+2bjosork768stTmL3V3AfTLdK4uirVNIn2jNqXTbBbkhL6Jk6/fFaFnYaRuUNdWw56u4rlaKfKJTt0Pd/BWo+H9EYyf2vpsTEbSzXCgkfnXeDx14bMeG8QaZn/r5WvkyijlRTqs+q5vGnhthx4g00/8AbytZ03i3w8wONd07/wACFr5loqZU0yo4hrofRUniXQGJ/wCJ1YfhcL/jXEXfiOxUHy72Bvo4Ncvrnh/R7Twzb6tpd/eTBrk2ubmARrckJud4hnO1ThTuH8Q9wOUqI0EuoTryn0Pb/CmqaHa2xvr7WLBbyfojTrmNPT6nqaj8Z6/pF5psMdtqlpN+9ywSYHAwa8Uorf7PKc6Vp850t88TK7W17CMgZQsOSO9YnnTynHmAfVgKq0UkrKxUnd3saEVkJCPNvYEH+/mvXPhnbeD/AA8G1G+1nT21EnEbSzL+6X2Hr714nRTGnbofW8vjfwuVIHiLTP8AwJWqE/jLw0Rxr+nH/t4WvleipcblKo0fStx4t8PMPl1vTz/28LVaLxToG9s61YD6zrXifg3TNJ1rxBDp2r3E1tDOdqzpLHGsZ6ksZOMYzx1JwO9ZmsWJ0zWr6xMU8X2ed4tlwAJFAYjDYJGfXBIqY00pcw51XODiz6GXxV4e/wCg5p//AIELSSeLdARWaPW7DcAcATrXzbRW3McypK9z27U/GGjWdus0F7bSylGVVjbf83BGcduDXHXnxH1R9yw3fkqeMQoF/XrXBUURk4x5UXNKcuZm5e+I7q9YmaaaUnvJIW/marWklxqF9DbC5itxI23zJnCIg9ST2rMoocmwUUj6a8JX/gvwnogsbbxHpryOQ9xKbpcyyYwTjPFak3jTwy4wPEGmH/t5X/GvlGis3G5qqjR9Oz+LfDbZA13Tz9LhazZfE+gFsjWrA/8AbcV869Tiuo8R+Cr3w14d0fUbwSrPfGTzYTEQLcAIUDH+8ytnHbp1zjN0Ys0WJkuhy1FFFbHOFFFFABRRRQAUUUUAFXtI1W50TU4tQtNnnxBgu9dw+ZSp4+hNFFAFGiiigAooooAKKKKACiiigApQcEHGaKKAOg8QeLZPEVtbwzaRplqbdFjiktUkUpGoOEALlQOSTgZJ59a56iigAooooAKKKKACiiigAooooA1tG15tGSaM6bpt/FKyuY7238wKy5wQQQR1ORnB7g1T1LULrVtSudQvZTLc3EhkkfGMsTk8DoPaiigCrRRRQAUUUUAFFFFABRRRQAA4ORWvqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiigD//Z", 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", 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", "info": {"video_id": "188536", "label": "lifting gum stick up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3ee46d03b4e76e6cddc2e02ecac69e49ad1fd1484adec514c12482ab18a9be73"} +{"episode": 68313, "episode_seed": 3197506220, "split": "train", "timestamp": "2025-10-13T03:33:18.987038", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3197506220, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 match box without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "180550", "label": "lifting up one end of match box without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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0CCQSQ6XYwYPVIFyfxxQ0WqiPnGGC6Ft9oFrMIucSFTtPrg969B8C+N5NPKaXqMpa1biJ252E9vpXq+o6Bb6nYm0mJ8k/dAA+Q9iPSvEfFnhO68O3n3M2zDcrAcY9R7eo7fSosae0U9Ge3x/MgcvuUj5fT8BVeSbDbTkj/dxXB/DvxslvLHpGrSfI2FguHP3fRWPp716zOiuj5AIPYiixjJcrsYyOGUjp9CAa86+KekaRqyabBqGomwuAsv2ZlUNHnKZ39/TpXpr2YDny2MfsORXlPxltIM6LHdyfeM2x1GCPuUbBHV2PItX8Japo8JuHjFxZH7l3bnfE349vocVRsLb7VPHAJY4pGYKGlbaufc9q9i8EeINO8OeHLjTLnN4k8jO4KjDKQBtIPXpXBeIPD1pNrEk2gLss5Pm8iZsGIn+EHuPSqvoXb3rGPf6VqGi332a/tngkwCAeQwPcEcEV7H8KNdt3tRokUO25YtLuU8ycc5+gp+kXfh7UPAtlpXiUxTXkEZjY4JeMAnbgjqQMc1o+AvDvhvQkv79ddh/0oeTGZmCPHFn5uDzknHPoKLXKckk0zsp/NQncYo1HV3lUGstta0qDd5uq2akdzcKx/TOKo61caNOL9Itc0uLz4zHG/nbigOMnAHXAGKwYbq0tII4v+Em0GMRxLEpitJTwO55GT60pq2xlTXM/e0O206S21GzkvbC4iuYg+zdEScn6kU6WyugSwiXHXO7nFc74Y1zRdB0O8totVbU5JJjKWjtzGAzEcYJ6V28cq3EO9f4o8gfhQloKWj0MFWKttdcN6EVI+Scqu9uxYjAq9NCjsocA56ZpqafbO4BUjI6Z70rBcrb8+mR+S0A59QP88ms6G438jG3PA7k1YaUjO44HViKZiTeaGIx9xT8o9TWT4jubm10O6ls55IZ0AbzI2wevtVxLgEFwBnOFUDOKqatYy3ekXMAO2R4zg+hxxQNHit1rGragczXl3OT6uxqk1vcsctG31cgfzNdC3gzWbsndcXbc4wPlFa+k/DJYp/Nv5d2xckFi5/wpNmqkkcJ5W0/vLiBPbfk/pXqPgm9WUXA+fbwcEEZ4HNPk8FWAdDExUZIIKgnHSugtdMg04SR26djlj1PApBKSaNKZ/lhIHb+tQKpXcvQqcinIxeBQf4Sw/qKfL/rcg/KwB/p/hQRc4f4j6jcWkeni2Yoswk3Y9tteWXMN3esS0pYnrl67X4wXb2h0dEPGZv8A2SvMBqkpwMkYOc5p3LjFWubVno00Mu4omT/tDmuv0b7TBIEtkSIjlmAyT7VwNtqbNMnmZZSRn5sZFdhB4nihjCW9lbxYxyinP5mi5qo3Wh1Ou/EDxNpDR2NteiGEJldsa5H4/jXJXnjDxFqJP2jWLyQHqFlIH5CtrxXYalc3VpcWsUIWWFTuePcQfQfpWTb+EvEV7JhbmUJ3MaBBTuZqyMhzfXB3SC4k9S5P9a1NBl+x3ZErohd02gMCeD7V1ln8NwtogvLgtO/XeS1aGk+Bba1LSS+XhSCFReTz60rj5kdtp0yzRI2clk/pTHJKhh/C+fzFR25W3lhVVCrtC4HbrVgD5JBnnGcfQ0jIE+UsuP8AaWude4l1mfztTumCZ+WBW4FbzHC+Zx8vH4dq8ht9WuVdvnzzyauI0rnpyy6PaoMk4X0OAKV/F0MMTJZwYUDqT/hXARXYlIaVmb0XPH41dTUYwoAVQi9AO5qrjUTqE8Z6kMAeTs6lduMD0resvFtrcxA3EiwsexboK86mvwAEUZZuTkUkFtcXu51UAHgdqG7jcT1aPXrSY5iuom3HAAccCuU8f+L7QaU9pFHFcNuGHYZCkelcz/ZrQvucqAg7etVbvTftwSIj5etLRCUNTDsZdNLnUA37uPn7L/EJOwHqPSvd/B91c3PhiCS8jMcmwkKxycZ4rynQvDUXmjZCud4yxHIr2LTwsBEC9CmB+VRfU0qPSxYP+sUnuCprxf4+uQvh3nDD7QD/AOQ69rwDFz2IP5ivFfj7by3B8PtGueJ8jP8AuUyIP3jxyO+mj6OanXVJyMFyfxqi1vPH96JhTOQeeDQkbXOh07VWW9iaQb1ByQe/FbmpajHqMMeIo4mQ8NnHHvXG274kUqMke1dp4c0dtXljhlVl8w4G5OBQaqStqU0jULl7qzX/AHphUixoyki8tiB3Vi38hXo0PwotWkDySQhAOycmunh8EaRa2iW6xNkjJfOD+VFzFzVzyjR5Y0WS3SXznlZf9WjYGD3JFe66OxFnArD5vKGfyrJ0/wANafZK0iIXYEFS3Qc+la8Z8qeLHAIApXM5u4rksoYDlWz+lPThiPX5lpQuFde+Mj6g1GTgBx/CevsaZBx1mzqowuZCOFz0/GrxgMhWOR9x7heFz/8AWqnby7U3AYJ4X/Gr0ZEUWWONw7+lK5BciCKvyKAicAeppzAmM7jkv6elVftEWFUbio6kCpo7mNt0ufujhe/tRcBSi+ZjqsYz/n8ajYhbdif4mx/U/wBaXI8ond94/oOv9agvGKRImfm2k/ieP60gEAGIR3x/MirBQGdxnrkfoKrAMZ0BxgFR/M1ZjdDcsA2fvf0oGQxkKnOB8y/0omf/AEeMjGRlf8/lURIEcm3LHaDz04//AFVxn2y91Hxfe6YdYubSHdIYViUNlgm4L7Dg8mmgOW+M0plfRn7FZf8A2SvLVPzV1fie6vtYFkLm4kmEe7buP3c4NZlvopkdV5JzzTNEUInCsp44rc0xZrm6jRIGddw3e4zXReH/AAWt5OGZVES9S3evTNH8NadYjfhHkPAyMYpF89ja0src2MU5jCqqAKrDp2FX/LAVV6ljn+goCBESJcBuOPT0qRctPkdF/px/WgwbIpSGuwp+6oP6D/69JbpmBseq1X3lnlcc/Ln88mrEIxAc4A3jr+FAxkqHETZ7dvqKnjKiY/Uj9AajmANtGQwHyn/Gue8X39xYaNJPZzPDMJY8OhwcEkGgRsXEgVZY/Ygfh/kV41D1z0XPT1NdLrN9cwaRFqNnr2ozBrg2+Z41RZiEyzx452qcKd3qPcDk4ZGIz0HaqWhpDU00lbdtGWY9cdqmj+Z9zHCL2HeqkOVUKPvN1/wrRih8xlRnCIOWYnvUs02Jo22cquXfvWnapNKSQpKoOM8DNVopYIsmMq79Bz0q2olkjVSxyedufwFIZIsTHajMCzHoDmtmx00yzk5wAD+lRWNhJNcKFThe/wBP/wBdbdnbSQo7Yz8vb3oJvYuaTpa28JIHO7OfwrcUYnjPsD+hqnah/IXIwN5q7ICojOeAo5/GnYzbLSYIZc9V/ka8Y+OdyQNCCjLfvyP/ABytmXW71/H15pcutXtpbG4KRGKWNFj4BJJcdOvHXOK888Yy6lqOrC1vrm5lNrLLGi3ONyDI644zwM44pijqzikSeVtxZh9KswaQ8z5YZLGt2009WZQB8o5JP866vQtDW5ufOcARr90etK5voij4Y8Efap03pherEjpXrmkaBZ6am9IxuHAJHSk0q2gtrcIhUOevHatg8lYwQT3+ppmcpNjguAi45Y5pHYNckHsDT48mYsegBP8AT/GqaSEmVh2X+fNBCLESboDg/wASio3THlHnoP51JHxDzgDzBSTAC2jO7Hyn/GiwMkUgS5z3I/TNU5nCb0z2I/L/APXWF411G507QZJ7Kd4JhNFiROuCSDXHa7P4m0fTNOvrrVb0TXRfzIyuBFgLtBOPvENnH/16Yrm5E7bySc4OB9AKv2xMokkk+ZlXjNFFQiS6i4hfBI5C5HpVG4JjuIyp680UUMEXMfu41ycbR+pFUtRldbpgD02gfqaKKAEUtIQWdsk9c0RlkbIY5z1zRRSLLMLFw4PQLj+deWajfTaX4svLy32+bHIdu8ZHKbT+hNFFVElnKyoAU77V4ra0q3jyOOpxRRSe5ovhPUNMsoLe0hEaYyvJNatzGilgFAwBg0UUiHuJZOWZSeTz/SrIkZbWZh12f0zRRTQnuUDKyPJGMYJGePagzSHgtxnNFFBZYVy6bWwQqnH5Vznj/jw+Mf30/nRRQSzhde8QNq8UEUmm2EBhQJG8CupVF6KAWIA5z0681StxmWiirNKXU0bZtoMvG4AHn3qWJRIodySd3TtRRUM0NIQRbE+UfdzmtTSVEkse7n5v5Ciil1B7Ha6aoW2kYDnZ/jV1G2bkAGCR/IUUVTMiUTPtC54B9KuBvMj+YDhePzFFFBLPIPEmqHTvGesIbOzuo5bkMUuYt4BUcEEEEdemcHuDXOX1xLf6hLd3L755n3u2MZJ60UU3sKHxFq0jXCKBgOea9O0ixt4I4gidVBJPXk0UVCNZG3cqqlsADBxx9KW1duGJycE0UVZLLIYi0lOedo/l/wDXqosrK0iDGN1FFIlDfOkYhS3G7NWFcuiq2CAp/lRRTKOW+Ixx4YyOP3sf868z1HWb+8sILG4upZYYWaRQ7sxJbHXJ5xjj0yfWiimQ9z//2Q==", 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", 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", "info": {"video_id": "180550", "label": "lifting up one end of match box without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "180550", "label": "lifting up one end of match box without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0b858a7b2e0fe21621506c9c62bb6480e8f30c790a175970552ab0d6ccd963e0"} +{"episode": 68314, "episode_seed": 3340591172, "split": "train", "timestamp": "2025-10-13T03:33:21.804811", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3340591172, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'lifting bowl with glove 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', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "11311", "label": "lifting bowl with glove on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "11311", "label": "lifting bowl with glove on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "11311", "label": "lifting bowl with glove on it", "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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"info": {"video_id": "11311", "label": "lifting bowl with glove on it", "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": "5f000d651d8854e93d714d575636766374cfa245f4164e0fe35ea62071ad3966"} +{"episode": 68315, "episode_seed": 2394841075, "split": "train", "timestamp": "2025-10-13T03:33:23.756277", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2394841075, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'attaching cap to pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "133568", "label": "attaching cap to pencil", "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": "133568", "label": "attaching cap to pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "133568", "label": "attaching cap to pencil", "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": "4bc36a0cf3f880d2fe5a7d987eaef38240944313bde57c56478a9e144ff1d209"} +{"episode": 68316, "episode_seed": 2935652374, "split": "train", "timestamp": "2025-10-13T03:33:26.462057", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2935652374, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a controller over 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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", 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", "info": {"video_id": "97695", "label": "holding a controller over a box", "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": "97695", "label": "holding a controller over a box", "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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S/KEIBYqWII98CsVPGOoSSLwic4AA6/WmCjJrQ9Hjrz7xL8MG1bW7nUNPnhhSZfMaJsjMuecY6A9frSw+PL9XdRBCdvdlP9DXWaB4mOsxuDHHE6rnaBz9fpT1SuCjJPQ8durS60+7kt50aKeI7WB6irtlr01kFeR3O08bfSvZdR0LTNajAvrVJGxgSD5XH0IrzDxn4JbQUS+tTJcWAbDbhloyem7HUe9K19ylO2x1mh+OGkQB28+IHbluCPoe9beqata3lnvSJ2kQHaRjBHdT9f5gV4tpN5JbRKpBAHrXWafrJTBVyKjmcGaqEZq50VtbLGBxVwEKOSAKjBwK5/Wb+ZW2xkgD0qmYnUwurypGGGWOAM1m3tjZtqE5ex3qUG3bGcE/UD3/AErh4NWubfVIriKTEqk7Sw3YJGOlbI8U6uP+W0X/AH5FK44vldy7qdhZNHI8VjdoyjCukDVyMrFXGPM4z1QiuhbxRq7KVMsRB6jyRWY80s7Fn25PouKq4nM6XwLqS/NZ/MAJNyhgR16jmvRE6V5Bp3nR30DQsQ5kUA4969gxjNBMnd3OH+IXhRNTtxq9tEDdW6/vQBzIg7/Ufyry5GMbZBr6LGCMEAg+teL+NfDx0LWGaJSLO4y8J7L6r+H8sUnqXB2LfhbN2Zy3Ozb+ua66NAowBXIeBzn7d/wD+tdBqV+bWE7B81GyHLVmqrCqet2FpNbQS3CZYuoLE/w5z/SuKvdbumTaJWX/AHTiteDxherbQqttblVQKCd2cAfWkJaO5ZuNL0NYygLKdxwRk/jx2rl70RQTSJHNuXsSpBNdEfGWodre2H4N/jWXe6pPqEvmSxRK3+yD/jV8zG5pjPDmprZ6vExk+8DGw7Yr161ffBG2c5HWvG0DZyCPyr1HwpJLN4fheY5bcwB9gaXW5EpXL+r6Vba3pc9hdKDHKvBxyrdmHuK8L1PS59G1GWxnXbJEcZA4PoR7GvoEGuO+IPh3+09MGpW6ZubUfOAOXj7/AJdfpmhhB2Z5hb3TxkDNeg2VoI1XivMlO1vxr1kMI0BPAxUpGk3exOgxxUpi+0I0O4rvUqSOwxXOXWvCGYqBwKTS/F0QvJftg2RiPCBELEnPf8KLmdiNfCsM08pM/CzFAMctxWfqfh82cRZGEkW7gdCK221zQNzsVumLnJwGHP8A31VG81Dw5PAUSwm3HoxH+LVSeho5o5reyzDauw7cA5+7XqHhXUmvtOgMj7pFTa+euRXmkkFq7HZDx710HhK6ex1W3t4owI5pApUcAZ70PUhyVrHqCnivOviH4WXe2u2kYycLcqB37P8A0P4V6IOKWSKOeF4ZUDxyKVdT0INBC0Z88RyFDwcV1fhjN0Zi3Ozb+uayfE+hS+H9Yktjkwt88Ln+JD/UdDWr4IOftv8AwD+tK2pu5XidfGgQVMrDsc1j6nftbxEJ1rmLnXbtUIWVk9xSuZ2O11iztHtreS4VdxdcsTjC5z/Ss64sdDjiMe+NPmODnJ+vHaq0fjFzbQodPRwiKAWlJzgdelL/AMJnOp+XT7cf8DNNOxSnZWOcvjDDNIsNwrIe+3k1NoGpJZavBIZOTlGAz0NWL7WH1GTe9tEjeqk1UUMT2FO9xc6vc9is5BJbxuDkEdamuLeG8tZba4QPDKpR1PcGsLwdJLLoIMrbsSsqn2GK6EGgz6nhfiXQ5fD+sSWjZaI/NE5/iQ9Px7Gs+KYoeDXsvjDw8Nf0YiJR9sgy8J/veq/j/OvE2DROysCrA4II5FJo3hI9aHPWsvW44YrCSUqN3QVqDrWZrVncXsKxQjgHJoZB57KxWZX9GBrYJX+8KtnwreufuD86dJ4ZvY0y3T60kJlDeo709HUmoZrKSJsEn86n07S5b64EauV9STTJaNnQoRNrNkmODMp/I5r1EnmuU0Hw7babMlxvklmXozNwPoK6lTTAlWs/XdGt9e0mWynwGPzRv3RuxrQAOK87uNU1S58cX+mDW7u0gV5BCsShuVTcF9hweTTsF7GZ4WsZ9NvtUs7pNksTIrD/AL66e1btxZpcL89Y/hrUbzU5rq4vbh55dka7nxnHPFbtyzLbOUBLEcAUmXe+p53qwVbuRY/uqcU6xYvZr04JFW5dHvZXJMDZJ9KItBv0Q7YXAzk8VKEyPIHVhQrrn71NmsLmEnfuBqFYZWYKGbJpk2NKLB716h4cj8rw9ZDuULfmSa4jSPCskwWS5unRT/Ah5/OvQbRFgtooUHyRqFXvwKYi0vWpBjHOMVGvNYPja+u9N8NPcWc7wTCaNQ6HnBJyKdhnA+OvC/8AYuofbLVP9BuGyAOkbd1+ncV1EqGSLaO4rntdvbm68PLIuuahcwSz/Z2W4RVWYhdxePvhTgc+o9xXSr90Y9KGrFJ3OV1nTvs8LTMe/Fczbvi8UH+IEV1viqUlY4B9TXJCFxMjqOVOazGaW32owPSojJKRwhqItLnlf1qrkNF1Fz2Fb3hmLf4gsuB8rlvyBrmrZLmeQJDHuYngDmu88K6Nd2l6l3dmNdqkKi8nJGOTTFY7WnrUYORUgoGZHifw/F4h0lrdtq3CfNBIf4W9D7GvO/CNtNZXWp206GOWNkVlPUEbq2ZdYvJfHV5pc2s3tpamcpGYpY0WPgHkuOmM8dSaq6TLdSa1q/22SeSaN1iJuAN+FLAbscZx6U7dRqXQ0biyjnB31wOrhFu5Ej+6pxXody5jtpH9FOK4CeznmkZvKbJOelQyhtk2+0Q+mV/Kp+nUio4NNvEQhI3wTnpRJZ3SffBH4U0SyQMufvVYiwe9ZwjlJwGOfpXTaP4YuLoLJPcvHGey9TTJsdv4Wj8vw7b/AO2zN/48f8K2l61TsIUtLOK3jzsjXaMnJq4vNAyQH8K81+Inhbaz63ZINrf8fKKOh/v/AEPeuo8a3t3pvhp7izneCYTRrvTrgk5rjdZuPE+maLYz3mqXha8DiWFlGIxhSoY46kNnH/16pIOaxvoelTpRRUFk8YqRkV0IYZoopCZzGs2sSqSFwazdHPl3y7fWiigD0O1OVWtCPnFFFUiSyvCmvHPEF7LpvjnUbuDb5sc7bdwyOV2n9CaKKtCZN4OAH2sdhsH8665RRRUS3LjsTIBu6VOqgjkUUVIzE1a0hKs23muUZAl18vY0UUCO90dy1ohPpW7F0FFFUiS4g6VzPxD/AORRk/67xfzNFFUgPN9U1xtWihjk0+ygMSqkbwK6lUHRQCxAHOenWu7jP8qKKJhAbLp9tcuHlj3MfWnR6PYcH7OtFFZljbvTrRISVhUcdhXJ6hbxxuSoxRRQxGh4Y4uDgCu9g4AoopoTLsZ6VZX7pooqxHj/AIg1Q6f4s1hDZ2d1HJc7ilzFvAKjgg5BHXpnB7irHhq6mvrvUbu4ffPM6u7YxknNFFN7CW506gMMEZGKlSKMH7i/lRRWbNCdUXH3R+VZWq2sJjJK84oopCOPlQJdALxzXd6IxNqmfSiimhM34TwKup2ooqkI5v4h/wDIpSf9fEX8zXl91rF/eWMNlcXMssMLtIu92Yktjrk84xx6ZPrRRVoTP//Z", 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", "info": {"video_id": "97695", "label": "holding a controller over a box", "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": "97695", "label": "holding a controller over a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2528d9b4927bba26d43c78fbd9252b2dd4cfbbd880927f413d32f6053019c2fc"} +{"episode": 68317, "episode_seed": 3123007475, "split": "train", "timestamp": "2025-10-13T03:33:30.053150", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3123007475, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 blue teddy 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "179569", "label": "throwing blue teddy in the air and letting it fall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "179569", "label": "throwing blue teddy in the air and letting it fall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "179569", "label": "throwing blue teddy in the air and letting it fall", "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": "3077ebe2f2501c9b976334e27925789a829856ed903269be83709c0c02476afe"} +{"episode": 68318, "episode_seed": 3910330855, "split": "train", "timestamp": "2025-10-13T03:33:30.861453", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3910330855, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "4826", "label": "showing that glass is empty", "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": "4826", "label": "showing that glass is empty", "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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"info": {"video_id": "4826", "label": "showing that glass is empty", "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": "bd167252417eae36ab02d2dd0d88c3c085dfb33c0f92efd7249f14f403a5e4af"} +{"episode": 68319, "episode_seed": 1557502943, "split": "train", "timestamp": "2025-10-13T03:33:32.558977", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1557502943, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 3 crayon onto 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "121690", "label": "putting 3 crayon onto book", "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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uupCSg+hxww/Wtyy0tbCZp9wLMgBOMHPvVK4YQynyZGyuNzFuV9iev5gitGGdntN7tuOOvH9OK9WlmFSqlTkjkWEhCXOixb31uHNu7GOTPAcbQ3up6GlsiGgkk/56TSN+G4gfoKbKIZLIrPGjxhclWGe1VbSG4trODyZdy7ATFJ7jPB7VuzQi1+NJrZUYAljtTPYkgVwOrWJ0rz8xFkkGA69j2J/xrurq4+13NupjeNotzurDoeg579TUV1ZLdwGNlBJHcZFS48w07GZ4H1eTU7W4SbJa3K5Y9+D/AIV0k1wkGXdsAY6DNctpkMPhy3ubdHDSSSb5GxjtwB7Cs+613EhSGVto4Kk5A+ncVwYpSnUSXQ3pwbVzrpbDS766F5LCjTEDEqHk1m+IdKmW5bVNPJJbmZF6/XHcetYdtrSpKpDkZ69ifr2Na8WuSbgUPBP+8P05H15rTD42th5Xeq/QzxODVenyP1KQd5IlkmQkFRl4jvUZ/vL2NM5PzRsHTgAp82P6itKc2N4/nFWtJz0nhOAx+vQ/jg1LYadHbpcfaHWR5JNysg24GMdK9aGOo1I3vZ9jyng6sGktV/X9fqbdoyxW1qhP8I61LqMwNjIoIy5VB+LAVkXM0sxVLaRYnXG0su5eOxFVJtRlSW3hvIfJPnKxkDZjbHPB7c44Ncrle7PRjGyS7HVtjBxXia2U2lajuUsYmbkr1UetexR3AeMOCCpGeK5a70c3lkswJS4ILnA9TnGP6U2m9gvYd4d1lSzW0zASBgpA/vHoR7GukvZYU0+4edQ0QUlgfQV5JcjUbXW4QQVmkkVF2DAYZGMV6L4uuktPD13GzAPJGY1HqeM1lVm1DzKgveVjzm7nCpJIuQpJ2j0HaoYW3W/HUikIEtkAajjcJKVQ8A8EVN3e5220t5E0bXN/LcSWgQSovmEDjvjA966a0kligWNnO5UAYA7gDjuOv4isqO3iguI7mB9iXMbI6D+FiM5H5Ukl+VwgnEwVsDeNsi/WurDTiqk3ft+P/BPOxntK0YU7WS0t6f8AANwSJs3MchemWyPwccj8a6LT7h10+BRxnnk571w6O0y+bGzMc4OflYe2e/411sMmyK3X0Va3xD91HJho2mzp5blRaTOONsbH9K5DxeskUOklGIMaMDj6LWneXRWxnAP31CfmQP60niOya+ghaEjdFux7g47fhXNK7Tsdi0M7w/qg88wSkK/G4dvZh7GuujZXGTyu3t7145qV3c2l4jGHynjQqRnIZT1+or1bSJXl0WyllGHkhRm/KsqlRxpN9R21MW68MzieX7I4eByDgn51HG4Dsc4H0yax4GW5v4bONGjYSYeJmLGMnII5HAyeOvU13MlwLcqXV9pzlwMhfrSn7NIVmMUUhB3K4AJz65rKlj/d5Zr+tjX7Sk/61ueXXhaa+FqsJM0bOgXdyzZJJ54FX9IuLz7IGm3I7MTtI3cDjp1/GtTXNKVdYj1m2KqwcGZPUdNw/rWWxlErxqY7gqT8qHbInPT3rro1IyxTlfdXX32t+RzYic/qkaMY6J/f1v8AN3Lu4SMXZgM/xdePZhyPxrY0SURW87Kp5I649PbrXJ+e0jt5Tkuucqflcfj3/Gug0tymlgnqzEkYxXViHaDOHDK80dba3IaJAeDimWrbvPcfxTv+hx/Ss2GfAQ5xjFWNInEmmQvnlgXP4kn+tcyPQILH53nn/vvtX/dXj+ea0NwVc+lUbWPyLeOIHIRQM+tWZGwoHqcVLGWPMWG3Qvnk9hnGfWnCeCQovmIS4yvPX6VVkvkS58gMpYAZU8HnnimyWsF1yo2NkZUjjj1H9RWWj0ZfK0i3MoijaTPyqMmsS5nhmBaFQXJ+cZwSPcdD261YuJ7i2gKTx7o2GMFvl69m7fQ/nWHLGHdhA5DqeUcYYfT2+lcFfDWfNDY1hJNWZOZwH5HK5I6/L7/3l/DIrSS6j+xEK2T0OMdTz2+tYbXDmNknQMQRjjB/OplYrFkjBkfcQfypYb+JYqcbRuad5cbbGUA5JQr+fH9av284I2f3RgfSsC6kJSNM/flUfrn+lWUuCrg5r1L6nN0NS4+Zk9s06MDiq4l8zBqQyeXGzHsM0XEecapevcX9/KWOzz3Cj2Bx/Ssy3yYmcnrzSSyE2sjE8sxP5mmlvLsj/u1yt6nqwskkQx3BYgjsa3NFujHdjex2KpJPpXNWxyiD3ya3tExIs74JccLhsH86zrJcruU6n7ux1E0sKp5iY3vjlGA3gdevBptjMyylASoB5UHGP+AnkfhxWaWbaRt57qFHP1Xo34VcsWBb5T8o4AzkD6Z5H0rkjHVHEzVSUm5I9FzTJpN97Ah5AV25+gH9agik/fufYCmeYWv2P92ID8z/APWr1lsY9TQhXyObZ/KJPK4yp/DtWoikjFYkcmBjNb8XStIGcyt/ZVu99DdvGDJG2VJ/hPqB61ynjm7aa/8AseTtWMOfc5Nd0Dl0UfWvPPG7CLxDCAc7oefzrKtq0aYf4tTnLb/VMpqmXInbk/jU6sY5mHY81UuGxcn6VmdjZpR3DCKNgXwjgnnIx9Kk1m8WZoGVVBA++MHd+P8AjVOymVZlDH5Twc07V3Rp49oA+XnA61FrVLojqdhokFt/ZMWcSCQ+ZlhggnqP0q/NHHdHyJN2xv7rbSMdMGua8NSn7KFycAngNx+I/wAK6CNs3OMdFzmto1JTk+Y5ZQUXoNlF3atDGZftVuZV6j94Mc49D0res7uO8QiNiSnBUjBX6isWZybu1UdMsx/Bf/r1saYQzSHHpW0dyHsQal4et9VKecCEDAsABz+PaugmSPyVjdQEVQAOgGBxUYOMD1OKkmBya58a7Q0CnuZssuZFiWZmj4ZSW2k+6v0P0NJCcSOBwwByNuw/ivQ/UU1rd4Q7EZDYBMaZB92Tp+IpqzrBau+RtxhdrFkB/mteX0NjK1gzhZiNwQjAx8yke46j8KzzHY3cKm6jKN1WdflI/wCBD+tac14rnEn7st0ycqfoaozQxRRsYwyuRwExlvbB4NVTnKnNSi7MbjGUeWSHWekrDcTSS3H2hJECqWGGGD+v1q44SKERJnb06+tZFtM4mPlsQuedvI59VPK/hWhK/MYPdgK9OGInV0kYqlGGw2Vb3TrdzFN9pgVTlZTh1GOx71o6XfRLFFCr7XRApRhg8D0qjfORZSgdWAX8yB/WpnWKU4kUHHQ9xW+q2EbkZqQHfOB2X+dQxmnZZH3r17g0pXtoCEvbCG7ct92T+8PX3qg0t1pp/wBJ3Sx9FdB09Oe1accm488H0NT8MpDAEEYIPesbHRCs0rS1RAt3Fc2+3zAzFMlT1wRkZH0rn76yHWAhcHIQ52g+3dfwq3qun7pHnjJifggqTtI4Hbp0+lY0eoXEUiw3SEk4Af6/zo5ujK9ldc0HcupdhnEbqY5T0Vu/0PekZt0qjPfNQi6jlmeNT8yHkGhTm6HstC3MpJrcfcNm6tl9CzfkMf1qXzORVN33X/8AuRfzP/1qz9OEuqeK5tNk1Se0jIkMXlpu3MqFgvsODyfT3rVakHV2cmdwz6U/U7gQabPIT92Nm/IGuY8F39zerdG4meTAQru7ZzWl4plP9iXKqedm0/if8KJaIIq8rHngbdEifiafdki1KjvUNu2XqW5PyCubqeinoVbY4XHoDWtoyyCFnUEjcc461leaGfjsuK0NHaRBvjzxnJXqPqO9OUebQzk7QR0Mc+9Qk6B8n6fjUsJXzkVHY4fdlhzxnjPfrTbVo7qLc+wuDyV4/TtVkJHFkovJ6k1zewkpJrYjnjbzJIcsztnvSRNme5b/AGlX8h/9eiBvlb3NZGo3MsGlTzQOyO1wcEHtnH9K70czNxHwetdRGeK8+1VI7bQ4NT07WNQmDXX2bNxEsa3BCbmeIDnapwp3eo9wO9ibKAg5GK1irGc3sWYDuuGI/hGK8s8XztNr9wR0hfYK9Qt32wySnAGckmvOPGFgLe/a4jH7uY5ODkZrOeppR0kc675YN6iqNy+ZgfapHc5A9qryNlh9KzsdlyZG70+7fLrjAAUYCnj8u1V1bAFJNJukH0xmk1qI6vwy26Dp0J6r/Wuhib9859sVyHhyRt+0E8Sbj9MGupgJYu1FL4mc9VEu/dqC+ixH9SP8K2tHbJm9sf1rkdHMN/41l06/1C5tYZWESSxSxxrH3JYycYxngck4FbXhg3MWra1Z3LXGbaYRqlwAHXBYfNjjPAzjiulGEtjrI/muEX05q0zDdVO0OZ3PpxRL9oWZnjZXVmH7t+No9jSeokWWjB+7VWZAiOdoBPUgdarJqM4uShh3DJ+Q/LIo9h0Ye4qxNdJLBII2DNggr3B9xXLVwsJax0LjJnOX8Ef7x1bZxyANyn6r3rGfaYgBtCdcctGf6qavzzSwyMvI9Q/SqxlimJOTDIR1Hf8AxrgimldnQ1ZjLdR5sZPJxld/JH0YdR9a0HI86Me+ayyssAkK4B2/KUPBP+72NXy5a4UDqBXXhtWyJrS4+7fIhTP3pV/nn+lT7sNWH4guJYLaBopCjiTOV69P/r0uu6Xreg6Jpd/d3V0s16ZPMhKYEGApQMcfeIbOO31BrvRidxHUtFFISEIBojlffszkUUVMyokkxzA2fSuXukWEb0A+8SAeQDjqKKKyka09zJ0kltRutx3HAOT161oqx+0NRRSpm+L+P7iIf8fdwe+EH6H/ABrmZtSuNJ8SzX9ts86J2271yPmUqePoxooreJxs2PAg2/bQOg8sfzrb1ZQ+mzhuc5J/WiipqDjueb2/D1LOcrRRXO9z0I7GfGT81bmgE73Haiir6mU/hOgeFShkXKSKpIdeD/8AXp8cjPaRyMfmZAT9cUUUM5yWAnywfesfVD/xIB/vqf1NFFaxIZU1rxM+uQ28Uul6dbGBVjie2R1KIvRAC5UDnJwOTzXpgJWLj0oorQzl0FubiS30ZWjIBLgH6VzXiCNZfD/nMMMT0HT/ADxRRWTNqfQ83Y/vKhb79FFSdKFFNbrRRQNm74b/ANdL9K6y3+41FFOG5z1dznG1ptK1bUUbT7C+imnDGO8g3gMg+UgggjqcjOD3BrovBl9canf6vfXchkuLh0kkfGMsd3bt9KKK2RgztLM4hmbqeaZFI63LRbiVHTPaiioe5UfhZPJFHMuJFDY6eo+lYNzk6i1oXbakWVkz84/Hv+NFFMgoxyG7eaOYBtmAGxyeKzLqJY2OM8N+dFFcOI0mmjpo7DEG+6GfWrqH/SAfY0UUsF1KxHQyvEZPlpz0XI/76FZF7r+p6hpsGnXd5NNb28jyoJJGYlmxnJJ5xt49Mn1oor0Ucx//2Q==", "info": {"video_id": "121690", "label": "putting 3 crayon onto book", "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": "5f8c23cf28cb19feb10e5478f6b0834527b8f1adf84f6860dbe73752940e7e55"} +{"episode": 68320, "episode_seed": 3028025114, "split": "train", "timestamp": "2025-10-13T03:33:36.465465", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3028025114, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a cloth clip'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "174511", "label": "throwing a cloth clip", "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": "174511", "label": "throwing a cloth clip", "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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", "info": {"video_id": "174511", "label": "throwing a cloth clip", "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": "174511", "label": "throwing a cloth clip", "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": "adc52cd2792c6271165dcf6fb1540e02a77eaac93a540cb7bdd0fec849f4a703"} +{"episode": 68321, "episode_seed": 3678814294, "split": "train", "timestamp": "2025-10-13T03:33:39.178373", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3678814294, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 crayon, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42859", "label": "lifting up one end of crayon, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "42859", "label": "lifting up one end of crayon, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "693946f5bc26545f6cd63ef1b85009db9be6f18780cd7d3f37d1bc1d2b247211"} +{"episode": 68322, "episode_seed": 2578700454, "split": "train", "timestamp": "2025-10-13T03:33:41.322981", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2578700454, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 wallet down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "127167", "label": "moving a wallet down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "127167", "label": "moving a wallet down", "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": "127167", "label": "moving a wallet down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f51639896bdf875dfe049fbacefb5c22ad17b015f3419291484c543466811c17"} +{"episode": 68323, "episode_seed": 3282393165, "split": "train", "timestamp": "2025-10-13T03:33:42.149635", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3282393165, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 foam 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "108140", "label": "pushing foam so that it falls off 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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"info": {"video_id": "108140", "label": "pushing foam so that it falls off 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": "a621e38081cf58e6d6803cbb56607c5478ba97a63793f4837bec0ee08cae6a63"} +{"episode": 68324, "episode_seed": 3419261966, "split": "train", "timestamp": "2025-10-13T03:33:45.255205", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3419261966, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 fish'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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eq2et6IzQuwa3Ikhjc7jGP4lDdxycelefXDC6Mc0gCJyC49BVxIkikBipIl3FqiYgk7Rgemamtv4vwqyB4Ug805QcVJgEUBBRYRPptveXOowQWETzXMrhI4kGS5PbHevdI3vvCN7a22vCONWiV1eNsoHOMqTjqP161w3w98R6R4Tja/bZ/aLPtkkkTcY4umEHv3PX8K1td8Y+HdaJgiu7gmaTIX7PnJJ43Mx9+vpRFLdoUm9jrb/UrO+vXtJk8ppTmGQnKyA+h7H2qhp1rZ6bYS2iEkeYxGwfeJPNZwvLS0T+ztSuIkYjdbDcNyMP6VQn1W6KQyWjxPI0m0BRkbvf26H864qkex6GGnZ38j0Kzu30vSLiZYFQwoWZGfnk/wAzXEeMp5Z9Gea4TzJJl+8f4RngV1N1JPNaW0bRqLq4AXA+Ybj161z3xKcLaRwrGUCAKRjHSt6PwnJW+O/c8nh1hrGTyXTfHnj1FXH1i3uYiqMAT2NYF+n70tziqC5LcU3Ti9UbRqNKxoAU8UlLzWxyio7RyK6khlIII7EV0S+OfEEWTDeeWzAByqD58dzXO4qzp+n3WqX0VnZwtLPK21EWltqG+h0+i+Lb66v5V1eaS83xnyg3ARhz0HrV5da1qfUTpc0MJWImSGQqyxgA9Mn+del+CvAPhrw7pcWoajJBfag4w/mfdRxztVT6e/WofFniPT54pjGUDFTGpVR8uR2/SolHm1GpKJ5jqdmJXeZ02ErvVSQuw/4duKNL164R7WKVWuEDrhsZOO4PvULW7TRFxLGyEkAOSCPXHsaXw2trbakzyykuGIG5uD6AVjaLjqjtu+ZNM9C1KUf2dcQ5YQ3CAmNeCSDkVi+P4YrTS4I49rful5PUZGTWqt1aNqemm8ybYOCcHB9s/Q1j+PLu3vLi9tktZoUiUlXboxz/AIVtQV4nFXVppHlDqROx9QDQBmpbiMpIM45ANRitFqgktRccUoBPFLXf/D7wxBPcprOrER2cPzxo4H7zH8WD1A/p7UWJv3NfwB8IZtagi1fWpWtrQkmOEfff3P8AdHt1rsvEnhbw5Z2LfY4I4nSIq0sjklwPXPXp+lU/Efi6O2uZodEdishbf5IKhyMjPpxgc9wa8r1/xdeNM6TzebMThlByB7Z/wqeVPcd30Lb2sEN28KL+5cHHc5x0+hrAvdMvtOuQUVlgkxsZxycjI/T+VXra7lu9JNzseLaQQ6t90/X3rqtWlh8QeCmukRVv7dQBggcg5zjuMdfc1koNG7qJ2OJ3PGoMrrtJIBB7jrUrEY4PBrk57u5mBjmdiAT8p7VJbalPbkLuLJ6GlKj2HGr3OlJxWDV6PUY5VyDz6VS44q6Savcmt0sGKd1oxXS+CfC7+JtcjgZWFojAzODjj0z6mtTC5c8EeANb8VXcd1Zx+RZxv811Idq5HYdz+Feh+IPh9Dpdm+29e6XYnmLtChCBjcuK6HUPE6eDbEaTbiIwxcRLtA2L1C8dcjJzXmPiX4g3N0GSVnjWTgRqcHH0/qalxvuNS1ViGOGN0ns5pSF25WQnnr1+o61zlxbalC7afLF+6yxhkcdOmSvfHP61oW+piS2S7hZwyt1Zeozzx/Sul8XNFqnhlNZsExcQ7SYxyBxgj/6/qMVnGMlfU6HKLZ5te2l9bhyq74GTOQwP1rEVyIynYkGrFzqFxdIEmbIXgADGBnOPzqrWiWmpk2Bqxac78+1VzVm0/j/CqRLLIAp3FNH604CmSLxgVf0fQdR1+/Wy0y2eeduoXoo6ZJ7CotO0641S/hs7WMvLKcADt7n2r6D0Wytvhxocclttd5o90+4KTKwyc7uowOcdKlhdHPX3whnm0Ff7W1NUvB0ESbicAAZY/T9awpWtfD2sxW5AIQKHlUYBOOCw6E+9auu/EW6upJGyFROrDhT/AJ9K5fSriXxJqpWCVJSqsz+Z91R6nHX2rOpH3bm1KVp6npVhczy6pYT2gjZ+D8zBQQe2T0rkPiFNNb6peWt1em4mkIwhGAvsK9U8MeGIobOO5vUBEagRIRgDH8RrxP4gW1wfFlzebQ1p5mIpQ2Q3finTg4wJnJTqJHEatCED7R+FYgQnvW/qUnmfMRwT0rIQDLccUouyN+W5YpRTaUVscg8ZJAAySeAK9a8AWuneFZEvNSw2pyjd5I6xp/iOM/8A1q8mgmaC4jlX70bhh+BzWrceJLuW/SRSGkZupHrRYTPQ/E3iKa+nlkZhaxlQDvfcQOMKPUg5596801DX5zcFIGbC8Fm6mukvLYnS4tVnkaS63uMSEYYAYBArz+Q7nLkYJOcUnvZFRXups9r8IaVp2peF5p7m0SS9iYPId3zbT1IHTABB+tedeJtIuIdURtPhcwkkoqEkqc5P61e8EeLF0m9tYppHUbvLZf4HQ9m+ld41tFFqxlQnypQxQ8cA1Duo3SHF2k13LnhTRdS1IWjLGDJDFGZnkGQCRyMdzXKfFW/lXxS8CkIANrKp4x0r2zS7+203wwJ4YySY957Fm6V4Tqlp/wAJR4/vLbVLyS2mkEvlNFHu3FULKnoOhyT6e9bRhywMFPnqXOKu3DSLg5wMcVCKrwStKpLMWOAeamz6VKWhtLckBro73xWzm2YqCIduxVGAMDHSubHSm26G6vYosfKzc/1oJO7cXOraRLdl/JSEopjQHLqeuW9cVwF4VkuHZBhc4Aru7MSzabPZ+YscIRpWkY8KFGT+PYVwLsXJdurcmk7t6lR0jY6LwvrcFsrWl4UMTYQpIuRIhPK+xHUGtvXdMl8P3pudMLXOn5DxMw3bQecH1x615y/XIrvvDupSajpSxTOzR26MzfoCPyIIpWsHU43WnhuL43FuoVJBkqP4T3rNq5fFTeSeXkR5+UHsPSqb8DNCGxysQcg81pitHXNB0i08NW+raXqF5MGuvsubmARrckJud4hnO1ThTu/vD3AzSapITHV3Vv4jt9Fsba00+TyYCFM7fxyEgE89iDjn2FcIDmmktNIkS5JJCgUyWrnfXN5cXtu13ZIWjQhZJ5MHaWOSQDz68+9cJqDeZfStvLnONx6mu4sJHGhS6fbR5uZduABy23nn2A5rg3YO7MBgE5xUvcqNlE6vwnfWdxbtpl+qeS7Ksh3bWCk8OvuM/jWjrVpe+Fb8wyN9ss1b5JADgqfUeuD9K88dirblOGHII7GvRtH1yTXNES3unysEZ8zPdehH1HB/Glawa3PP9WEP9ovJbACKT5gB2PcVSqzf7ReyBDmMH5fpVcmhFPQKsWv8f4VpeENP0rWfEUOnatczW0M52rNHNHGsZ7ljJxjGeOpOBVa6s207WdRsWjnj+zztEEuABIuCRhsEjPrgkVViWGacDzTARTgaESdl4e1O20LSPtVq4TUpSczMAfLAPAFadxrf9q24MCy3k4UEoMlVVQTyfTk8D1rzmWUrHs3cHtXX+FZE09AZQN5ibBJ6bh+tPYTjcwPENzcTPEJZF5XcUQYVM9sV0Hwuu44NYuYmX52iLA+oHauW1hidSl3xsjrgMpGMH6flWx8P5DF4jdlx/wAe7g5/CsmuaNmbNpPQ+o5pGm8PRjzAAUQO+eMY5r598bXVpcXhe1SREh+TbnIPPBFe63OpCHwvIxgK4twQAODxXzf4kmknkmuREEQuPkB4HFdDXunLTd53Zg30xaAyDGayVuWA7c+1W7ycNZlR1YjpWn4j8GX3hvw7o+o3vmrPfGTzYWjIFvgIUDH+8ytnHbp1zjJRR187WzM0HNKCaKKvqYi+tLp37zUF3DOASPwFFFJgjq7pnk8PyqXYCMO64PdV4riW+6KKKUtyuiIXJUhgcMCMGvUvD1xLPCrSNkxoUU+20H+ZNFFTLYa3PW9GQT+GFaTJIh/lXz/rmt3mm+Nb/U4Cn2iOaQqGXK8qUPH0Y0UVv9lHLR+NnL2vAYfSp8ncKKKz6G73JIznP0qbRj/xNrcdt39DRRVE9DU1XULhLBIEYIko+faMFhxx9K51zxRRSNCs1XtEu5rXUkETYEnysOxFFFSBHqqhdRkxwDg1Qc4GetFFCG9zc1/xbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrVXJIoopiYqk0/TsHUoMjOZKKKCXsdfPcyWOjXE0B2yFWj3egIAP6VxR44oopvca2IJDzWl4avZ7fUvJjkIjlBV17Edf6UUVLGUtUUJqMirwODVTJxRRSWw3uaGk68+jieM6bpt/FMyuY7638wKy5wQQQR1ORnB7g02XUbrVtSu7+9lMtzcyGWV8Yyx56dh7UUVa3Ex2elOU80UUEEUnM5B6cV3mnIrXgVhlVZcA9Ooooo6MaOL1W5lutUvLiZt0sszszepya1PA7EeI0APDROD+VFFLoUfRmoXUkngOYnGRBgEDtivnPxJNIbiMbjgxqcdqKK1n8BhQ+JnMTscDnpV7UPE2r6ppNtpd7fTT21tK8qCSRmJZgo5JPONvHpk+tFFYnQf/2Q==", 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", "info": {"video_id": "182700", "label": "taking fish", "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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V4ZwcjIl5GCM1zviuWO4WzEbbgobn2OK7Lxo1vfW8166COWVTtA56HGa8ymmZwsTnPl5wfauuUbtM44S91oqhSDzTlBxUmARQEFOwifTbe8udRggsInmuZXCRxIMlye2O9e6RvfeEb21tteEcatErq8bZQOcZUnHUfr1rhvh74j0jwnG1+2z+0WfbJJIm4xxdMIPfuev4Vra74x8O60TBFd3BM0mQv2fOSTxuZj79fSiKW7QpN7HW3+pWd9evaTJ5TSnMMhOVkB9D2PtVDTrWz02wltEJI8xiNg+8SeazheWlon9nalcRIxG62G4bkYf0qhPqt0UhktHieRpNoCjI3e/t0P51xVI9j0MNOzv5HoVndvpekXEywKhhQsyM/PJ/ma4jxlPLPozzXCeZJMv3j/CM8CupupJ5rS2jaNRdXAC4HzDcevWue+JThbSOFYygQBSMY6VvR+E5K3x37nk8OsNYyeS6b488eoq4+sW9zEVRgCexrAv0/elucVQXJbim6cXqjaNRpWNClxSccU/FbWOQOtdj4I8Aa34qu47qzj8izjf5rqQ7VyOw7n8Kp+CfC7+JtcjgZWFojAzODjj0z6mvcNQ8Tp4NsRpNuIjDFxEu0DYvULx1yMnNILq9jnvEHw+h0uzfbevdLsTzF2hQhAxuXFcZHDG6T2c0pC7crITz16/Udam8S/EG5ugySs8aycCNTg4+n9TWNb6mJLZLuFnDK3Vl6jPPH9KznDszanPTUz7i21KF20+WL91ljDI46dMle+Of1rLvbS+tw5Vd8DJnIYH616T4uaLVPDKazYJi4h2kxjkDjBH/ANf1GK8judQuLpAkzZC8AAYwM5x+dNJ31BtW0K6uRGU7Eg000UGtDMsWnO/8KtAZqtafx/hVoUxPcXHFKATxS13/AMPvDEE9yms6sRHZw/PGjgfvMfxYPUD+ntSsK/c1/AHwhm1qCLV9ala2tCSY4R99/c/3R7da7LxJ4W8OWdi32OCOJ0iKtLI5JcD1z16fpVPxH4ujtrmaHRHYrIW3+SCocjIz6cYHPcGvK9f8XXjTOk83mzE4ZQcge2f8KnlT3Hd9C29rBDdvCi/uXBx3OcdPoawL3TL7TrkFFZYJMbGccnIyP0/lV62u5bvSTc7Hi2kEOrfdP1966rVpYfEHgprpEVb+3UAYIHIOc47jHX3NZKDRu6idjidzxqDK67SSAQe461KxGODwa5Oe7uZgY5nYgE/Ke1SW2pT25C7iyehpSo9hxq9zpScVhY5q7HqMcy5B59Kp1dJNXuTV6WFFKjtHIrqSGUggjsRSc0uK1aMTol8c+IIsmG88tmADlUHz47mr2i+Lb66v5V1eaS83xnyg3ARhz0HrXMafp91ql9FZ2cLSzyttRFr6A8FeAfDXh3S4tQ1GSC+1Bxh/M+6jjnaqn09+tJ7coWV7s80XWtan1E6XNDCViJkhkKssYAPTJ/nVbU7MSu8zpsJXeqkhdh/w7cV6d4s8R6fPFMYygYqY1KqPlyO36V5W1u00RcSxshJADkgj1x7GsJQ5Wm0dFGaaaJtL164R7WKVWuEDrhsZOO4PvXe6lKP7OuIcsIbhATGvBJByK898Nra22pM8spLhiBubg+gFd6t1aNqemm8ybYOCcHB9s/Q1Nkp6FTu6er2Mrx/DFaaXBHHtb90vJ6jIya8ldcTsT3Ar1fx5d295cXtslrNCkSkq7dGOf8K8tuIykgzjkZrrejRx0/hZEAKdxTR+tOAoGLxgVf0fQdR1+/Wy0y2eeduoXoo6ZJ7CotO0641S/hs7WMvLKcADt7n2r6D0Wytvhxocclttd5o90+4KTKwyc7uowOcdKlhdHPX3whnm0Ff7W1NUvB0ESbicAAZY/T9awpWtfD2sxW5AIQKHlUYBOOCw6E+9auu/EW6upJGyFROrDhT/AJ9K5fSriXxJqpWCVJSqsz+Z91R6nHX2rOpH3bm1KVp6npVhczy6pYT2gjZ+D8zBQQe2T0rkPiFNNb6peWt1em4mkIwhGAvsK9U8MeGIobOO5vUBEagRIRgDH8RrxP4gW1wfFlzebQ1p5mIpQ2Q3finTg4wJnJTqJHEatCED7R+FYgQnvW/qUnmfMRwT0rIQDLccUouyN+W5PS00mlBzW5yHd2/iO30WxtrTT5PJgIUzt/HISATz2IOOfYUtzeXF7btd2SFo0IWSeTB2ljkkA8+vPvXAktNIkS5JJCgV3dhI40KXT7aPNzLtwAOW288+wHNJ7CS1Rw+oN5l9K28uc43Hqa6fwnfWdxbtpl+qeS7Ksh3bWCk8OvuM/jXKOwd2YDAJzioHYq25ThhyCOxqeXQtu56HrVpe+Fb8wyN9ss1b5JADgqfUeuD9K4LVhD/aLyWwAik+YAdj3FegaPrkmuaIlvdPlYIz5me69CPqOD+Ned3+0XsgQ5jB+X6UdbAr2uytS0E1r+FNHtvEGvf2fdXslqGhlaMxx7y7qhYL7Dg8n0poCha8bvwq0Ko2RJ35OelXM+lMlkgNdHe+K2c2zFQRDt2KowBgY6VzY6U23Q3V7FFj5Wbn+tAju3Fzq2kS3ZfyUhKKY0By6nrlvXFcBeFZLh2QYXOAK7uzEs2mz2fmLHCEaVpGPChRk/j2FcC7FyXbq3JpO7epUdI2Oi8L63BbK1peFDE2EKSLkSITyvsR1Brb13TJfD96bnTC1zp+Q8TMN20HnB9cetecv1yK77w7qUmo6UsUzs0dujM36Aj8iCKVrB1ON1p4bi+NxbqFSQZKj+E96zauXxU3knl5EeflB7D0qm/AzQhscrEHIODWpWhrmg6RaeGrfVtL1C8mDXRtc3MAjW5ITc7xDOdqnCnd/eHuBnVVhMcKcMkgAZJPAFMFSQTNBcRyr96Nww/A5oEes+ALXTvCsiXmpYbU5Ru8kdY0/wARxn/61J4m8RTX08sjMLWMqAd77iBxhR6kHPPvXnlx4ku5b9JFIaRm6ketbl5bE6XFqs8jSXW9xiQjDADAIFDskKKbkjm9Q1+c3BSBmwvBZupr0/whpWnal4XmnubRJL2Jg8h3fNtPUgdMAEH614pIdzlyMEnOK7TwR4sXSb21imkdRu8tl/gdD2b6VPVXKltoUfE2kXEOqI2nwuYSSUVCSVOcn9a9W8KaLqWpC0ZYwZIYozM8gyASORjuaptbRRasZUJ8qUMUPHANem6Xf22m+GBPDGSTHvPYs3SlGLcrPoTVqWh6nifxVv5V8UvApCADayqeMdK4G7YO4wegxxXbajHa+IviJNa+ILma2NxN5azxSxRrEBg5YycYAzx1JwO9cNf2z2OsX9i63CG3nePZcACRcEj5gOM4AzgkelaTXvBT/h2Is04HmmAinA0kB2Xh7U7bQtI+1WrhNSlJzMwB8sA8AVp3Gt/2rbgwLLeThQSgyVVVBPJ9OTwPWvOZZSsezdwe1df4VkTT0BlA3mJsEnpuH609hONzA8Q3NxM8QlkXldxRBhUz2xXQfC67jg1i5iZfnaIsD6gdq5bWGJ1KXfGyOuAykYwfp+VbHw/kMXiN2XH/AB7uDn8Kya5o2Zs2k9D6jmkabw9GPMABRA754xjmvn3xtdWlxeF7VJESH5Nucg88EV7rc6kIfC8jGAri3BAA4PFfN/iSaSeSa5EQRC4+QHgcV0Ne6ctN3ndmDfTFoDIMZrJW5YDtz7VbvJw1mVHViOlafiPwZfeG/Duj6je+as98ZPNhaMgW+AhQMf7zK2cdunXOMlFHXztbMy8k0qk0UVRiP07B1KDIzmSuvnuZLHRriaA7ZCrR7vQEAH9KKKfQPtHFHjioJDzRRSKNLw1ez2+peTHIRHKCrr2I6/0qlqihNRkVeBwaKKl7j6FTJxVjS9WudE1SPULTZ58W4LvXcPmUqePoxoopgMsj9/8ACrWTuFFFPoQ9ySM5z9Km0Y/8Ta3Hbd/Q0UVRPQ1NV1C4SwSBGCJKPn2jBYccfSudc8UUUjQrNV7RLua11JBE2BJ8rDsRRRUgR6qoXUZMcA4NUHOBnrRRQhvc3Nf8WyeIra3hm0jTLU26rHFJapIpSNQcIAXKgcknAyTz61WBzRRTJkOBNL60UUxC6d+81BdwzgEj8BXV3TPJ4flUuwEYd1we6rxRRS6MpbnEt90VC5KkMDhgRg0UVIHqXh64lnhVpGyY0KKfbaD/ADJr1vRkE/hhWkySIf5UUVVL4jDEfCjwXXPEk2n+JNY83T9Ov457gyNFewb1Vk+6VwQR15GcHuDXMzajdarqF1f3kplublzLK+MZY89B0HtRRVP4jWPwoM9Kcp5oopCIpOZyD04rvNORWvArDKqy4B6dRRRR0Y0cXqtzLdapeXEzbpZZnZm9Tk1qeB2I8RoAeGicH8qKKXQo+jNQupJPAcxOMiDAIHbFfOfiSaQ3EY3HBjU47UUVrP4DCh8TOYnY4HPSr2oeJtX1TSbbS72+mntraV5UEkjMSzBRySecbePTJ9aKKxOg/9k=", 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", 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", "info": {"video_id": "182700", "label": "taking fish", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "182700", "label": "taking fish", "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": "4372f6c31ae1162b28217fa3cbeda3a464adb557140246831f76b6d807643afa"} +{"episode": 68325, "episode_seed": 497258392, "split": "train", "timestamp": "2025-10-13T03:33:45.906078", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 497258392, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pink comb 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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", "info": {"video_id": "182292", "label": "putting a pink comb on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "182292", "label": "putting a pink comb on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "44d4bfd23e6e4d4ce8884eacdacc08fe1731ccced49e156fd5f4ae80fa5ce467"} +{"episode": 68326, "episode_seed": 3714487971, "split": "train", "timestamp": "2025-10-13T03:33:47.145707", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3714487971, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 handphone in front of trigonal clip'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "3598", "label": "putting handphone in front of trigonal clip", "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": "3598", "label": "putting handphone in front of trigonal clip", "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": "3598", "label": "putting handphone in front of trigonal clip", "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": "3598", "label": "putting handphone in front of trigonal clip", "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": "29da4bd4f90ca597da8b71f7c73690e4c5fba52c23bb6117134cc823838ea150"} +{"episode": 68327, "episode_seed": 1336154240, "split": "train", "timestamp": "2025-10-13T03:33:48.135997", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1336154240, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cent 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "125193", "label": "pushing a cent so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "125193", "label": "pushing a cent so that it slightly moves", "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": "125193", "label": "pushing a cent so that it slightly moves", "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": "125193", "label": "pushing a cent so that it slightly moves", "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": "56b3e8f0755ba3867e04d4957ada5366516605cb73b3c1f113d9d8327877e40c"} +{"episode": 68328, "episode_seed": 1497680560, "split": "train", "timestamp": "2025-10-13T03:33:50.976798", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1497680560, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from spoon 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": "740", "label": "moving away from spoon with your 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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blLXXNPmc4RLhHY+gBzXR3eoy3EckccjCB5GkO7qxJzz7e1cig3ahEf4VdRW6W2rjsOK9+7Wh1ZHSjOMpPoxQoz0zTs8iiJSV3EfSjByABWbPplohtzIbe0kZDtx1NdTd+HINM8FadfXd2/8AalyFmMJI27G6D6gEH865i6tjNayJnkrxTLzWLvVtVtld2ZY0G8H+EKMf4CnFX1bPIzLEVaVWlGH2nqXW71Bdr/ozjrgZqyVBK5pki7kZf7wxQ9UenLVHsemz+folncA8GNSe/UA1ZOcDjPvWH4NYz+D7IZyQNh59OP6VtyE+VnAIP9K+elo2fOyVm0eHFtqinxSJ7ZqB3VgvNJECDnHWuxn1Fy2zce9MViG5I60xjx1pgbLVLBMuBgRkU4Hr9KrB/epUPUZzSHcps+69Ck8E1qTwpBeSRp0GAPyFYe7OrpGehz/Kul1BAuq3IPG1/wCgppaHFzXxVv7r/NFLdjOe1SQnfbsOpFQZBaUDPykGpYGYLIAeTwKuJuzL1fI8j3P9RVlGCyyHrhuKq6oSXtg394/zFWoxiWQkZG41stjzaP8AvVX/ALd/IsmQFM9Caasjd6ikfeemKQkgdaZ3cxYjkwfanvJmNj7VUVj3OBTpHxA5H900rBzDrA77ZXx1Y81bhf8AeLnpVayjaLSbVj1YMf5VMB5ccJz1/wAadrHPhZ81Pm83+bLBI2cHvUFwwWPjrkGp9oaZwO3amXCARs7Dkgqn+NElobSPU9PkafSLZyQx8rr+FfMeQFYk/wARr6U0I+b4at8Nz5fYe1fM0nz/ACf7VcmWPWfy/U+UzHRr5k2mj/TXc9WQn9RWsAXfGeO9YkEhS9RQf4W/lWzDIqp79Sa9Rnt5HK+Gt5v9Ccrk4zgUu1VX1qETEg07zM8UrHtOSKlvD5mobmJ2QAiMe59fpW0me3esm0c/6Qx6CQgflWpCxCnP8JpPU5MHTp04S5Orb/Etae5i1fT5R1W5Tr7nH9a9rYgzOAteGPuXa+cBGDk/Q17fAwby2YD513Z98CvIzFWnFnNj17yYr/LH0IIORjtXn/xXZgNLI6ssh/8AQa9DdHIPYEHbnmvOficpePRSTniUZ/75qMA/38V/Wx4uN/gv+up52nyNGx67l/PNbYPmSFV6bjWHdEAqAe4/nWzDuZ32nb8xOa+hN8gl7s16FwNhACcUBhkCqryFmwe3elD4xzSPpOboXJGyOvSqNgihpZRj5zg++P8A9dTljtOfSq2nEjTVc9WLkfnSsc1aS9pTT7/ozXUh0+hFLjBOKijyGZeny5qQI7L/ALTdKqxtc9B8BThvC5jUnKTsprqCN0XB4A6ZrjPh4cWl/EjcLMCuT14HP867RTm129WwfpXz1ZWqSR4NdWqO3c+fnzvAwasKfl46VXDEvyeAKnUYXJ/nXakfQtjmYEHNNMm0gLTS2eB3oAVTyc1Nh3JUywqUHHHJqvv/ALvHripNw4JNFhXKloPO8SIp6CN2/wDHf/r11Gu/u9fv1HaT+grA8OxCbxJM+0kLDgfVnVa6bxVEIvE+oL/00B/QU7e6eZTnfHSX939TFtkLNdHGcqD+tLEMXIGe4qW0/wBXcN321h6bHJqvjObTZdUntEKyGLy03FmVCwX2HBOT6e9NI669eNGPNIt6un+nQqc8Nx78ipJCYZn7gkkVz2n31zeXe64meRt6Fdx6Z5raM++Rg/rWqOLCzU6tSa6tfkSq5b5iMH0pmSTyaazZwOlC4zTOy5ICB3ptw4NvIB12mo2bLHHSmSSDyJPXFBMnodDOgi0yyUf3X/nj+lQt/wAsV9CKZc3IkSFBykahVPr1JP600y5kTHqKqW5zZfdYaN/61NGFA73DDnDYzTAu8yu7fJGuB9aWzlCQkkj97K/HsDWb4huZLfTAls7JI8gdmX+7Sex1Tkox5meqeF8f8I3AvG7aeK+ahuUlsfMSfwr1N9UurHw3Bd6X4g1GSIzm3BmjVFmIXLNGOoVT8pz6j6DyyTMcfP3m/SufBU3CU7/1ufJ46optNeZXt2MmpJ7bv5GtoviNVBGD2rGtv3F5ET1O44/A1f3gtvHX+Vd57WSO2Hfr+iLe8DgU5XqrvIBJNIJeR3oPY5i7apizZiPvTNWlH88jjOMuoFZlszeQqtwA5Yfif8MVftGJnB9GB/IE1RhhFKNO0u8vzZemTKyI33VUk+56CvY9MBfSrNjwREnXvxXj6NI0sQliOMFj6HA4/U16xoJkl0a1YnO6BTz2OK8nNY+7GRnjtUmaLg4K44rzn4mgumkjJGGmzz1+7VxtUup/HNzpdxq17aWxm2RNHLGix8Dk7xjGM8dc4rjPE95qD6jJa39xdSfZ5ZERbnG9ecc44zwM44rLA0pKrGd/6sfPYuqnTlH+tzm5stPgdAR/OtwsI2kDAjmsWRfLTc3DMRj861HmDysG6g176OrItFP5fqSb/lyKVXOO2agZ8k84AoZwEHqaD3+YtmT5SM8mp4I/L0ezHqG59eRWYsozz6VfhnLWdtGRgRoAPr1P9KatqclbmliKTWyvf7i5uHmysegjNXZFaOJFU4LAAfjWUHLGRR/EuPzIH9a1XulDPx/qySoPfFCOy51vgICO81GNcEBUGcdxXcMm3dxnJJryRL+40nRrprK4kjuAIi8sZ5JLHcP1FWtWuvFOj6Tp95c6tfLLd7/MjIwIsBSoJx94hs4/+vXh4qjJ1pNHhYyajWaOMQ4kbpxQztuAoorc+ie4uSaXpz3oooAmA/QUNyPwoopCZoeDlB1m74/jt1/DzM/0rf8AHIC+LL8juVP6Ciir+yePQ/3+fp/kYdr/AKmY/wCz/WuQuNRn0jxbNfWuzzopG27xkcqVPH0Y0UUonTmH8NeozSFAvcf7Sj+ddCACg/3v6UUVojHAfb9f0GsBzUQYiMkdaKKaOtkRYgU6L5nAPNFFNkF3JwvJ6VNGS0sOf7y/zoooNFsaEMYe3gBzjyyePc1k+IvksZlBJACDn/eoooexFf4H6CXHiBtb063WXTbC3MKCONrZHXYi5woBYgDv05PNcT993duTmiipofFL5HyWI6fMqx86imfRv5VpADdmiiuk9/Jv93fr/kNf7n41HGMvRRQeo9zWtgGwD0roNPtoi+dvcfyooqkaRN2KGMqEK/KQf1Neq+G7eL/hH7P5B/qxRRXFmK/dr1ODNHamvU8v8R6j/Z3i7WI/sVncxyXO4pcxbgCo4I5BHXp0PeuU1eeS+vGvLlt88rM7sR1JoopYf4kfLVfhZz90d0yA9Nw/nWrgEnj+I0UV6J62R/DP5fqQydvrUcxPmEZ6UUU0e3LYjiJ31pxngGiikiYl23QGQHvhf/QhW7DBFJHJG6grtH6k5ooq0bIZqqCOzvUXhQ0Q/IjFZVzq19e2cNjc3MssEDtIod2Yktjrk84xx6ZPrRRXlYr+IzwMx/js/9k=", 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", "info": {"video_id": "740", "label": "moving away from spoon with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "740", "label": "moving away from spoon with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "78bc2ef1e4c45efaaa681c9237daa440da53f6fbef365d9884b43e973f0178d2"} +{"episode": 68329, "episode_seed": 4253467628, "split": "train", "timestamp": "2025-10-13T03:33:52.421072", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 4253467628, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160079", "label": "tearing paper into two pieces", "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": "160079", "label": "tearing paper into two pieces", "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": "160079", "label": "tearing paper into two pieces", "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": "ac22e52d6f8c31b40d71ff0a303b752bdaf9c4093d1d693968bab6576281353b"} +{"episode": 68330, "episode_seed": 3702326156, "split": "train", "timestamp": "2025-10-13T03:33:53.346871", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3702326156, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'opening container of milk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "86638", "label": "opening container of milk", "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": "86638", "label": "opening container of milk", "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": "86638", "label": "opening container of milk", "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": "c514d7c4ccccdc245fb4b02d381a2c5c686fe55fd619b5e3eec57da9740d5136"} +{"episode": 68331, "episode_seed": 624593144, "split": "train", "timestamp": "2025-10-13T03:33:56.436693", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 624593144, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pour water out of cup, but cup 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": "47605", "label": "pretending to pour water out of cup, but cup is empty", "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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VWypPda5vUNPFtrV7Cq/Lv3KPY80WEyz4SnEF0wf7scsUp+m7Y36P+lZPxD0s2mpSqB0bGfrx/MVo6XEVvWjH/LWGSP8AHaSP1ArQ+IUYu7CK8Vf9bbq+ffAb/GqWxPU5Lxx/yOOpcY/e9KydFGb/APCt/wCIsBh8ZXp7SbZB+IrB0Q/6cfpSYR2O+soxgEValTioNPOVBq3MuamxaMh90d9A6qORJBk9AWIZfzwRTZr+d720toWlidZskbzk/MGY/QAH86vTQFl4VHBG10ccMPT/AOvRZ21vFKzx2wjkYYZi5diPTJ7UwNNpS5yScgAc1UuD8pYfeHSpM4zVeRsn6UMFLldybQfEXk3K2d8dkvRGPRh6fWusvnH2YsvU1wmo6L9r0tb9TtMcuwH3xkfyrsI3MllEWP3kB/SosbuSeqE0+fyvC3iNshT5K/yavBpvmIHcmvdJI2Tw1rygdYM/o1eG43Txj/aFaL4Uc0viZ12mR7YoxjtW2BgVn6amY0zWq6gLjNRYZm6hdCG3kdlZ1RR8gODIxOFXPuevsKpWmqahp80ct/Dbiykbak0EZXZ7g/xAdwe3NXbpjG6ygZEckcvPTCkg/luzVbVp/MsJLFlZmdh34zghQo9yadh3Oskw8StjBI5HvVGRMHNW1kzGq9wOfzqtOaoVx2sIY9Ws7oD/AFtqjfXBI/pVi9gjuLeM8/KwcY+n/wBeo9ZUtZaNKOSY5EP4Nn+tR2t1lhDJ0xxUyRdOVjLMuXCEYKnFfSKsNq49K+dLq28u7YqcjdX0KGKKCB29KqCM6z2PK/jfKTpVmucDzenfpXjGjru1LPoK9c+MrGXT7eTsJsfpXlGgjN45+lEwgdjbKdlSSEqCfSpbZRspk4HPvWRqmYl1BfXkrQW0stuoCmSVPl3SNyAW7KF9Kv6Lc3lvfyaZfOZZYlDLK2CWU9iR1xkEGgZTzA7KEkwcN0ZgMEE/TFRabcNc6zLcgLtSPYzL0HTCj8BmrQmzauVySBVaA+VdxN3DCrDSbhk96qFh5qn3qjNhqsCweIL5R91nDj3yM1K0nk+BvES7sFzCPry1S+IIx/bcbjH7y2Rvrxiq14h/4QzXMc48k/qaaJex5m43SKvqa7TTo9qIMdq46IbruMf7Vd3pyDy0qZFF4LgV6B8M7NS19qLryuIIyexPLf0rhHUAV6b4DUReGYmAx5s0jn35A/pSQzt1cbaDKMdaz2m5ApfM4qxHKfEjT0k0621FB80cmxj7Hp/KvOtehH9qW8/H7+0Rvy4/pXq3i7E3g3UN38Gxh/30K821Kzku7TSJIwTiGRWP0b/69DEjDssRavZsQcecgI9icf1rY1WEXPhhInHMEYU/QMyGsqWGSC4V2GCjK35Gt+6KNFLAxCrI13Hz6hww/wDQqFsJ6M5fx7YPfaRp2uxjJEf2e49mHQmuG0uTy78e4r3qSytoHubG7iD6de8nPRG7/T615rr/AMN9T0y6a60kG8tQcgL99R9KckKMjU0xsgVqOua57Q524huEaGVeCsgwa6VRkA1CRdyuVxVcjY+asykdqqynFMBXkAHXk1XMgJPNRSyEgc1RlukjzlqANy9vRF4VFvn5pLlWH4A/41o6LfpdaeBuG6Jih/pXCTS3d+6KiFYk6E8U/wANJNP4om0ttXntVkWQp5SbtzqhYL7dDyfT3oYRdmehiZ5LpLHcRDeRyRMOxbb8v9a8Ukia31HyZBteOTawPYjivR/B9xfavY308k8k09q0M0IY9PvZA+oql4/8NNJcL4i02MyW8+HmRByjdzinbQlv3mM0vmNa1ZBxWJocokhQg10DLuQCpGUHiJGUOHU5BxUVtZ2y3CyC1jjlXowYkL/ug9KvFSKgI2ybqBlndgmonbNNMlRls55pgaepqW0TRj/00lA/SsiSXaSQfmHQ1qancrHpWjRcZVpXP0OB/SuM1q8ljty0UhR9wwQaZNzo5ZiZypYEq20sOhxXu39pzhBjb07ivm3WhHb6Da6np+s6hMhvDb5uYljW4OwM7xAc7VOFO71HuB78ZPkAz2FWo21JlNnn/j6S61bSNUSdt72sqyJx0SvK9BP+luPpXuOo20f9osZADDcxmKTP6V49qGiz+G/EMkMinyXOY37EVE0VBnWWnMf4USpnimWLZjFWXTOTWdi7lCWI84CMjfeR1ypp8CqsQVESNR0VFwBU0iZXFQD5CRTQXHk4Woc/MKVnpoILDFUJmpr6f6ZYtnn7KOfxqGwiOoadq+lry9xasUHqy8isv7VFqfjtdL1DU7q1tziKKSOaKNYh1JYycYxnjqTgVb8HxXcGsa0zm5Mml3SqI7gASbMuCGC8ZwB04prcl7Hm8OVvowRghuQa73S+UWo/HHhCS1vv7b0qMy2M58x1QZMZPXj0pNEkEkKEUmhp3NiRfyr0jwdID4WtwOsckin/AL6z/WvPWXcBXZ+ALtd9xp0pGHO9acUJux1Jk+cHNS+b8pxUdxbSQPgglexp9vC8rBQDimK5neJyR4QukPWeRIx/31n+lcVaXcdnBbwXGM7mVc103jrUooZ9O0pG+YN5rj8MD+tcD4pglks/MgyJYvmXHrWc7nRSS3Ne/tIbtSY8c1z+vxzPbKgzkTSSH/gQH+FYaa/fRadMBO0U26MBl6gc5q34kstd0jRNNvry9uhNeF/MiZMCEAKUBOPvENnHb86KcnF3QqkYvRnq8saSKVdQynqDVGCWS2vzbRyNsUfKSeR7Z9KKK3OVC3McF8SLq2hlP95k5/Osq70O0jQtCZovZJDj9aKKkpHN30bwEhZ5Tj1x/hWS7yu+DM/6f4UUUihRaq4O6SQ/8Cpht4YtzKgyO55oopMZVEzyuULbV9F4rBOoz6J4hkvrQJ50Ltt3jcPmUqc/gxoopAd38JGJg1QH+ERAf+PV2uBb6k1ug/cyxl2Q8gH2oorSOxnP4jE13Q7DT4xe2kXlSOfmVT8p/CqCcoKKKhjiQyVWc0UUiyB2NQl2GOaKKAKur3UrXMSFvljiwo9Kwr8b9PkduT5ir+FFFUiSHxB4pk11baCXStNtjbqkcUlqkilI16IAXKhecnA5PNfSLk4H0FFFavZEvcpXkazQMHGRWTLZW+r6eY72MSBcgHuKKKzY0cmkC2d09vGWManjccmrB6GiiszQgeq79aKKAK8hOTUKu28HNFFIDl7vxFLpus6gsmn6ffxzShmjvYPMAZB8pBBBHU5GcHuDXd/Cm+udVvfEN/eSGW5uHillfAGWO/PHYe1FFXHcmWx2w/0TUWtoh+5kTeUbkA+3tVHWtB0+C2N/bw+TM3LCPhT+FFFWzNGDE5eMEgVPY3UtpqEM0LbXVxiiioW5fQ9ts5WuLSOSQAllBPFSSnyoHdAAVUkcUUVT3IieA6pqNze6/JdTybpWm6/jjFbyIs29XGQRRRWUzpp7Hn3iSBLe7kEeQCUz/wB9VV1PW9RvdLt9PubqaWCB2kXzJGYktjrk84xx6ZPrRRSRUj//2Q==", 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VWypPda5vUNPFtrV7Cq/Lv3KPY80WEyz4SnEF0wf7scsUp+m7Y36P+lZPxD0s2mpSqB0bGfrx/MVo6XEVvWjH/LWGSP8AHaSP1ArQ+IUYu7CK8Vf9bbq+ffAb/GqWxPU5Lxx/yOOpcY/e9KydFGb/APCt/wCIsBh8ZXp7SbZB+IrB0Q/6cfpSYR2O+soxgEValTioNPOVBq3MuamxaMh90d9A6qORJBk9AWIZfzwRTZr+d720toWlidZskbzk/MGY/QAH86vTQFl4VHBG10ccMPT/AOvRZ21vFKzx2wjkYYZi5diPTJ7UwNNpS5yScgAc1UuD8pYfeHSpM4zVeRsn6UMFLldybQfEXk3K2d8dkvRGPRh6fWusvnH2YsvU1wmo6L9r0tb9TtMcuwH3xkfyrsI3MllEWP3kB/SosbuSeqE0+fyvC3iNshT5K/yavBpvmIHcmvdJI2Tw1rygdYM/o1eG43Txj/aFaL4Uc0viZ12mR7YoxjtW2BgVn6amY0zWq6gLjNRYZm6hdCG3kdlZ1RR8gODIxOFXPuevsKpWmqahp80ct/Dbiykbak0EZXZ7g/xAdwe3NXbpjG6ygZEckcvPTCkg/luzVbVp/MsJLFlZmdh34zghQo9yadh3Oskw8StjBI5HvVGRMHNW1kzGq9wOfzqtOaoVx2sIY9Ws7oD/AFtqjfXBI/pVi9gjuLeM8/KwcY+n/wBeo9ZUtZaNKOSY5EP4Nn+tR2t1lhDJ0xxUyRdOVjLMuXCEYKnFfSKsNq49K+dLq28u7YqcjdX0KGKKCB29KqCM6z2PK/jfKTpVmucDzenfpXjGjru1LPoK9c+MrGXT7eTsJsfpXlGgjN45+lEwgdjbKdlSSEqCfSpbZRspk4HPvWRqmYl1BfXkrQW0stuoCmSVPl3SNyAW7KF9Kv6Lc3lvfyaZfOZZYlDLK2CWU9iR1xkEGgZTzA7KEkwcN0ZgMEE/TFRabcNc6zLcgLtSPYzL0HTCj8BmrQmzauVySBVaA+VdxN3DCrDSbhk96qFh5qn3qjNhqsCweIL5R91nDj3yM1K0nk+BvES7sFzCPry1S+IIx/bcbjH7y2Rvrxiq14h/4QzXMc48k/qaaJex5m43SKvqa7TTo9qIMdq46IbruMf7Vd3pyDy0qZFF4LgV6B8M7NS19qLryuIIyexPLf0rhHUAV6b4DUReGYmAx5s0jn35A/pSQzt1cbaDKMdaz2m5ApfM4qxHKfEjT0k0621FB80cmxj7Hp/KvOtehH9qW8/H7+0Rvy4/pXq3i7E3g3UN38Gxh/30K821Kzku7TSJIwTiGRWP0b/69DEjDssRavZsQcecgI9icf1rY1WEXPhhInHMEYU/QMyGsqWGSC4V2GCjK35Gt+6KNFLAxCrI13Hz6hww/wDQqFsJ6M5fx7YPfaRp2uxjJEf2e49mHQmuG0uTy78e4r3qSytoHubG7iD6de8nPRG7/T615rr/AMN9T0y6a60kG8tQcgL99R9KckKMjU0xsgVqOua57Q524huEaGVeCsgwa6VRkA1CRdyuVxVcjY+asykdqqynFMBXkAHXk1XMgJPNRSyEgc1RlukjzlqANy9vRF4VFvn5pLlWH4A/41o6LfpdaeBuG6Jih/pXCTS3d+6KiFYk6E8U/wANJNP4om0ttXntVkWQp5SbtzqhYL7dDyfT3oYRdmehiZ5LpLHcRDeRyRMOxbb8v9a8Ukia31HyZBteOTawPYjivR/B9xfavY308k8k09q0M0IY9PvZA+oql4/8NNJcL4i02MyW8+HmRByjdzinbQlv3mM0vmNa1ZBxWJocokhQg10DLuQCpGUHiJGUOHU5BxUVtZ2y3CyC1jjlXowYkL/ug9KvFSKgI2ybqBlndgmonbNNMlRls55pgaepqW0TRj/00lA/SsiSXaSQfmHQ1qancrHpWjRcZVpXP0OB/SuM1q8ljty0UhR9wwQaZNzo5ZiZypYEq20sOhxXu39pzhBjb07ivm3WhHb6Da6np+s6hMhvDb5uYljW4OwM7xAc7VOFO71HuB78ZPkAz2FWo21JlNnn/j6S61bSNUSdt72sqyJx0SvK9BP+luPpXuOo20f9osZADDcxmKTP6V49qGiz+G/EMkMinyXOY37EVE0VBnWWnMf4USpnimWLZjFWXTOTWdi7lCWI84CMjfeR1ypp8CqsQVESNR0VFwBU0iZXFQD5CRTQXHk4Woc/MKVnpoILDFUJmpr6f6ZYtnn7KOfxqGwiOoadq+lry9xasUHqy8isv7VFqfjtdL1DU7q1tziKKSOaKNYh1JYycYxnjqTgVb8HxXcGsa0zm5Mml3SqI7gASbMuCGC8ZwB04prcl7Hm8OVvowRghuQa73S+UWo/HHhCS1vv7b0qMy2M58x1QZMZPXj0pNEkEkKEUmhp3NiRfyr0jwdID4WtwOsckin/AL6z/WvPWXcBXZ+ALtd9xp0pGHO9acUJux1Jk+cHNS+b8pxUdxbSQPgglexp9vC8rBQDimK5neJyR4QukPWeRIx/31n+lcVaXcdnBbwXGM7mVc103jrUooZ9O0pG+YN5rj8MD+tcD4pglks/MgyJYvmXHrWc7nRSS3Ne/tIbtSY8c1z+vxzPbKgzkTSSH/gQH+FYaa/fRadMBO0U26MBl6gc5q34kstd0jRNNvry9uhNeF/MiZMCEAKUBOPvENnHb86KcnF3QqkYvRnq8saSKVdQynqDVGCWS2vzbRyNsUfKSeR7Z9KKK3OVC3McF8SLq2hlP95k5/Osq70O0jQtCZovZJDj9aKKkpHN30bwEhZ5Tj1x/hWS7yu+DM/6f4UUUihRaq4O6SQ/8Cpht4YtzKgyO55oopMZVEzyuULbV9F4rBOoz6J4hkvrQJ50Ltt3jcPmUqc/gxoopAd38JGJg1QH+ERAf+PV2uBb6k1ug/cyxl2Q8gH2oorSOxnP4jE13Q7DT4xe2kXlSOfmVT8p/CqCcoKKKhjiQyVWc0UUiyB2NQl2GOaKKAKur3UrXMSFvljiwo9Kwr8b9PkduT5ir+FFFUiSHxB4pk11baCXStNtjbqkcUlqkilI16IAXKhecnA5PNfSLk4H0FFFavZEvcpXkazQMHGRWTLZW+r6eY72MSBcgHuKKKzY0cmkC2d09vGWManjccmrB6GiiszQgeq79aKKAK8hOTUKu28HNFFIDl7vxFLpus6gsmn6ffxzShmjvYPMAZB8pBBBHU5GcHuDXd/Cm+udVvfEN/eSGW5uHillfAGWO/PHYe1FFXHcmWx2w/0TUWtoh+5kTeUbkA+3tVHWtB0+C2N/bw+TM3LCPhT+FFFWzNGDE5eMEgVPY3UtpqEM0LbXVxiiioW5fQ9ts5WuLSOSQAllBPFSSnyoHdAAVUkcUUVT3IieA6pqNze6/JdTybpWm6/jjFbyIs29XGQRRRWUzpp7Hn3iSBLe7kEeQCUz/wB9VV1PW9RvdLt9PubqaWCB2kXzJGYktjrk84xx6ZPrRRSRUj//2Q==", 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", "info": {"video_id": "47605", "label": "pretending to pour water out of cup, but cup is empty", "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": "47605", "label": "pretending to pour water out of cup, but cup is empty", "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": "026fef73dca1704c6e059a803061dc62478a4c35f1812e7476b54739146748ef"} +{"episode": 68332, "episode_seed": 3512644653, "split": "train", "timestamp": "2025-10-13T03:33:57.382179", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3512644653, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 longnose'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "18231", "label": "throwing longnose", "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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", "info": {"video_id": "18231", "label": "throwing longnose", "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": "18231", "label": "throwing longnose", "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": "35ee9c40e37702eed8a69ff7069c8e777c4536473e9e3e35ee916de77660b68b"} +{"episode": 68333, "episode_seed": 3275961519, "split": "train", "timestamp": "2025-10-13T03:33:58.886302", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3275961519, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a wallet over 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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Nb83DOn2cqsitkbulc3q/iTX7JjC5hjbOEAyxb3raC0sYSpubuew3GvxQdMH8ay5vGDr9yNfzry7U9VnsNG867vm+2P8AKiJgDd/hXN2+qaldLt+2zmRmAUL3+graEHPYyqRjSdmeyXHjO9wQgQVnTeNdRXkSoPwrgZor2zijN39q3SttU788+mBUM8U0bguz4PZjTdOyuR7RLod6nje8JPmXIzV2Hxo2wl7gH8a4XSLiMW11C4XO5WGRn1FU71QHOMDPpXLKqlLlsbQjzq5marMbvUbm4PzGWRmz681mEEntV6ZeetU2jIPOaaZu0eo3LeapQDp1rNv4pHtmWFELPEQSwzjArXjIXrgk8Gua1vWRYFoYCDM4+X/Zz1NX1KTSWpia/rDw2n9m2rBIwFV8dz6Vz9vJJJLhSARwDjsOlM1VtscfzZZmycmrmkGSe6VIoQ0kwZNmOOnJ9hjNdlCCaPNxVRuepYW6u5rhjDEHIBJ2oMEH/wCvmkDSCQtKHWQnPPFd6nhe5tfDr3FhcSNc+VvRVVQhx/DjHp6msjVtDnisxJK4klTgsqbQeavlj03MXJ6CeH7/AMqK7hBwWjDcnHQ//XqleuZHbkY7c1X0x/J1FVJB3Iy9fUZ/pVi5VVUnjJrzKqtUudtDVGJcDk81QYAHFadyBzgjNUXQZyB+lXFmzRv+DF/06d8dAv8AWuyvvLYhGAKsQCD3rkfB4AmuTn+7/Wukv3bHynB6iqvqTbUwdd0EeeTaQIEZd7t6Y6gfWsrWdWS1tF0axjVS4AdgOQD2+tdBqWtfZbVcAGZlKgf1/KuG0+3/ALS1wpIx+aQFmA6Duf5VtSXM9egYipyq0N2dF4Z8Py3c00mwv5EojXI43Dlq7e78LpcPEDF+8XLgYyBxg/zqDwWgsNSv9OkmUyx3DSAZySDjk/lW7/bmhfb/AO0BqJ84x+V5Abg89cDvxW1SV9jgpx3ucLrWkNZ5doyuwcnHWsCyuWiuZo8/KwDCvQPE4Fxdssc2V6PjsR61wclr9lubbzBlmVwfT1FY1FzRuXTXvXJZ2LZOPzrNmU596vSyLjAQ1RlYHohrkieh0Kx6g+9eoS37WNpL5hJVeRnsa8vY4x8vevRfFOyLT3HdmXFOfQdN2vY5WSd7md5pDl3OTVbU32afJ7jFSofXp9Kp6u4a3VB/E4HTFKGs0E9IMt6BbxzpHBKCGmuoYjleiE8819DafFb2NjPeKu5dpYqo6gV5PpOkF/CjgQq93G6XSg8cgnIyPQgCu1bxVd2+gQ3llBHJLDk3MBb5hx2HU8+ld05NxsjzvZ8sjoHe3vNDW9A/1qeZuC7SfwryXxI0f2srHjY3ygAd8V2Fh4zvdV06eea1REc+XEgB7dT9Kyr/AEcXKq4MZ2ZlUZ5z1xisuV21LSTkclZSvLZx5zwNpx7cVDMuD90/nSWpKJMgkPErdRg8802VSTzKTXnTjyzaPRpawRTkBz0/Wum8EnbcXZ6cJ/WuaeLk5JrovBmI5bw/7nP51cdwnsdPdziOdXJ4BqrqUVlNuuZgo/ckBz2BovcSsyjmuU1+9k3rZ5wijLc9fatd2OD5YnLazeNf6ySWJRQFUHsK7vwZ4cjurm8cHmKRYEbPoMsfx4rh9KtlvtedHQtGGBbn+EckV6v4XSHRvEt9ppLhZJPOiJGF5ABAP+elejTlyxsjyqsXKTl5nTXGiWM08VtJgz48zhuVwMZ/HJrlfEmixWisVbJQZAzzWtc+M9Gh1QNLZS/2nHugTKkHBJAHPr9O9V/EDw6lcnyQzbMeYB/nmsU3cqS2PNoLhotQYDo6/kQaszuW5LY/GnX+nvp9xahkO4yMSWGOCDj+VRTSOeiCuOtG0rnZh1pYozDk/Nmqrd+n5Vbl8z+6BVV9wHalE2kdnqeqiwsiz/e9/WuGluHu7l7iT7zn8h6VLrWoG9vvLDZjjP5mqiOB1NdNrIwvco6mxaeJR2BNdp4GjjOtRLKjI0ViNob1ZsEiuPhi+263FHn5OA3+7kZ/nXoLefYXunanDGuEiENyNuW4612UrqKRw1Y80mz0ie4exgs4ba2lljkmCMYx9wZ6n261jeLZ4oYN7rgc/MO3HFctrvi/W7KdZtKkjntbnAUKuShwODn15PFSXN/d6hDBZ3cg4T55MYy3U49h0qYwle4NxtY422mYX7Fi26OVck8EBuP61qXQYkg9frVfXLH7HZtcxtvMjgvsU545B96jklWT5t55561y4mOqZ10bXaRXnB6YH51RdeT0/Orbxhs4YmotC0yPWvEj6bcahLaq0chjMce8s6oWC+gHB5Pp71nTjzOyNas1BXZr+FX8tro5H8P9a6FWaYsznp0ri/BszyC8aRyRhDz2610t3erbWxmYgADFaONnYyjO+pz2vuDqkoDcKoH04qr4TubdNUZZusj7c+ikHn88GqFzcPcSyzt1ck1R0+byrxXJxzW9NNJ2MasveR69cCY3TXNtH5V9GACx4EnrzXPyXFu/iu2ea3RLtxuKq4CB8HHGOD0q9beII200/aC3mYCgoOXHr7Vxd/NJJqskyoFJfKkfoeaypVpzbTVrF1KUVsenRRSwBjIm0ORndzn865TxddJFqlnwQ7AYIwAR05FX9N1+KPTkiupnOFznkgGuQ8U61FqepRNb58q3TaGYYLHOScUqU6tSbUtjKpFU1oXt7twf5VDIRtyTSeYzjIB55qnqBlitWdWIbIAxWCjrY7m7RuK78jgda6nxPqYmmSBW+7y1YWs6Xp9r4ft9V03VL2YNdfZs3MKxrcEJud4h12qcKd3qPcCvNMbidpWOSxzWs6fLa5nTqKV7FhJM85qlqs2BHjqGzUsYJbj9Kz9UOJEFKlH30Os/3bPU/COpyajpjReb5U6kshAzwfvAD0/xq1rqx2MUt4vmm4VOVjchScYGfTvXA+F7qSNN+4Iqn75bH4Vu67qkuoWrCeVFTqqoMdOv86yqSrKryp6Dgoypp2NDwhqkF1ALS/llEoYhWB3Ag88iuvkjG5oVO5HGM56579K8n0u4WxullUsWHK5H+ea0dS8Y3ws2gilCkqUMmwbvfB7VNWnUnU0ehDSjAzrO4e4vLsSSFjuzn15Iq27qq9fzrA0lz9s25wGUjP61tkJ/EwoxELTNcJK9Mhlff0FbPhhzH9rzxnaP51i6HHaan4sGm6hfXNrBM+xJY5Y41j9Sxk4xjPHUnArQ0ETWerazaT/aAbacRKlwAJFwWHzBeM9M44qo0mlzClXi5cp1aOsaNu5Y85NcLrV0J9VuGB+UHaOfQVva3qYs7PcD+8b5QK4d3ZlZieTkk1ooj5tC74W1KO01dvMQMHkBOemOQR+Rr1C4hlu12kqhRB5U68kfX8K8QsZzFeK4/vda9QsNcki0wxyRtL8uIwTjA9/XrWmJqVKdnA56CjNPmK19qwj8SWX2p4pp14kn8skrnp9cZrsIYGSDz1lR0YAExng/lXlurPLPqckxZRk5xwMD8K6TS/EMWnWSxSAOAp3c4Oe1ZVZ1eROL9SlSjd6B46ujCbFtgO4/Kx6rg/8A1/0rIyxPJ4+tZ3inXzrN3EFj8uCAMEGckk9Sf0qxC7SwRtxhlB/SipCXs4uW4YaV5yRI7KAapSSZ4zSanvgsjIjsrbgMip/EHh3VPD2g6Tf3ktws96ZPNhMZAgACFAx/vMrZx26dQamnScldG1WtGD5WYAYk5J5PJqZWI70UV1GKKUMzx6oShxuO0/SvTdzPHbzMxPmxZdT90k8ZooqqraSsZUVdyucp4rjTTpIo7VfLUybjgntXZ29rCLBbgJhym4jtkjNFFc9WUvZx17lpLnZznjFm/sMNuO4TKoPsc5/kKzbQbrSFiTkoP5UUUv8Al0vUmh/EfoSOcZrCj1W50bXDqFps8+Jm271yPmUqePoxooqqG5tifhRoeEzhLtR0zGP51d8RSMRFHn5TyRRRWr+Ixh8Jgyn9wfpWdbnEynAPPQ0UVtS6mVb4kb8WoXDb8sOMADHA7UXcIUl97lmUZyaKKySs9Dpk9iGRSYFJZsmNnPPUjpWeIFeN3JbIQtRRW0Njjr7o2YJX+zQ8/wAAqLUCWsSWJPzDiiiuP7Z3P+H8h2veKH1+3t4pdJ022MCLHFJapIpSNQcIAXKgc5OByeaavUUUVpVMcN1J9xGCO9ZWpk+ePpRRUUfjRriP4bL+j2qzuiNJIFYHIBrrdMtIobrZgyBkGfMO7tRRRidzGi2R3aRxXT7Yk4yRxjGD7Vg3eoPCcJDBnkAsmcfnRRUUtwrMr2V5Ld31uJNmFYgBVAHPWtuQ7MlQPyooqcT8S9DbB/C/Uw11+TS727RtP0++imkDmO9g8wBlzggggjqcjOD3BrY8NX1zqupalfXkpkuLh1lkfGMsc9h0+lFFbv4EYr+IyDxDKz6gEbG1UBFZMzEQsP8AZooqUb9DIjcxTBlOCpyK2INSuiy5lJLAc+lFFddRJo5KDaZ1F1plqLITBG34xncaoy2UKIFAJCk9fw/xooriptnVU2IptHs4yPkZv3Zb5mPXFRafltPgyx6Y/WiiqqtuOphhfjYzV1C2J653jkms+/8AEWq6jplvpl3eTTW9tI8qCSRmJZ8ZySecbePTJ9aKKKPwmmI+JH//2Q==", 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", 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", "info": {"video_id": "54608", "label": "holding a wallet over a book", "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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4RWuyZLSbPQhZ/a7m2QMy7mwcdxXoMEaxwJGgAVQAAO1efPeCyaGbIHlsCc+ma3D4stEiy06KR2LClFaGdVts61BUylR1IrzyfxjbspZLoYHfdxWU/jKFwdupJj/rpV8rM7W3PW/MjA5YU3zISD86/nXjtx4kcY3X5UN0y+M1Vk8Ryr/y+v8Ag9HIw0PaH8lh/rFz9awvE0IPh+/GQQbdx19jXmUXiuVePtEhAPJBJqfUPFZn0e4gWcs0iFcfWpcRpO+h51P1yS351WPJ71dmU5NVCp9aEzZnqs1+9jazeYSVXkZ7GuKkne5neaQ5dzk11firZFYyDuzLiuQQ+vT6VznU3d2ItTfZp8nuMVJoFvHOkcEoIaa6hiOV6ITzzVTV3DW6oP4nA6YrudJ0gv4UcCFXu43S6UHjkE5GR6EAV14d8sbnFiYc0j1jT4rexsZ7xV3LtLFVHUCmO9veaGt6B/rU8zcF2k/hXPt4qu7fQIbyygjklhybmAt8w47DqefSqth4zvdV06eea1REc+XEgB7dT9KqSk5XMEko6nH+JGj+1lY8bG+UADvis2yleWzjzngbTj24rrb/AEcXKq4MZ2ZlUZ5z1xiuLtSUSZBIeJW6jB55rmxMbxudOHVmhZlwfun86oSA56frVyVSTzKTVR4uTkmuSJ2tHS+CTtuLs9OE/rXSXc4jnVyeAa5jwZiOW8P+5z+dbt7iVmUc10R2MvtBqUVlNuuZgo/ckBz2BryvWbxr/WSSxKKAqg9hXU6/eyb1s84RRluevtXM6VbLfa86OhaMMC3P8I5Irow61uZ4uTlFRR3Hgzw5HdXN44PMUiwI2fQZY/jxXotxoljNPFbSYM+PM4blcDGfxya5nwukOjeJb7TSXCySedESMLyACAf89K0rnxno0OqBpbKX+0490CZUg4JIA59fp3roqSbtY4acbN3MnxJosVorFWyUGQM81wkFw0WoMB0dfyINek+IHh1K5Pkhm2Y8wD/PNcDf6e+n3FqGQ7jIxJYY4IOP5VjUi5R17F0171xs7luS2PxrOmHJ+bNXppHPRBVKXzP7oFcMT0raFQ9e3X0r0y4bzU2Acgc15o+4elenxMFAzgk8Gto7EdTJv4pHtmWFELPEQSwzjArltf1h4bT+zbVgkYCq+O59K29b1kWBaGAgzOPl/wBnPU1wOqttjj+bLM2Tk1tTV5K5FapaDsPt5JJJcKQCOAcdh0rRW6u5rhjDEHIBJ2oMEH/6+ar6QZJ7pUihDSTBk2Y46cn2GM16Inhe5tfDr3FhcSNc+VvRVVQhx/DjHp6mu5wja7PLjLWxwQaQSFpQ6yE554rpfD9/5UV3CDgtGG5OOh/+vS6toc8VmJJXEkqcFlTaDzWTpj+TqKqSDuRl6+oz/SuXExXI7F02+ZFi9cyO3Ix25rEuByea27lVVSeMmsi5A5wRmuOB6KWhmMADiuk8GL/p0746Bf61gOgzkD9K6PweAJrk5/u/1rZvQho66+8tiEYAqxAIPeuX13QR55NpAgRl3u3pjqB9a3r92x8pweorM1LWvstquADMylQP6/lTTd9DSFlF3Of1nVktbRdGsY1UuAHYDkA9vrVnwz4flu5ppNhfyJRGuRxuHLVzun2/9pa4UkY/NICzAdB3P8q9S8FoLDUr/TpJlMsdw0gGckg45P5V2U7RjbqedXlKpLmexPd+F0uHiBi/eLlwMZA4wf51zetaQ1nl2jK7Bycda7r+3NC+3/2gNRPnGPyvIDcHnrgd+KxvE4Fxdssc2V6PjsR61mn0CSPP7K5aK5mjz8rAMKszsWycfnUUlr9lubbzBlmVwfT1FLLIuMBDXJVVpHXQVo2KMynPvVZvWrMrA9ENVXOB92iJpI6vxRqfmzrAG+6ctWEkmec1XnnNxO8rHJY5ojBLcfpS5UWmRarNgR46hs16R4R1OTUdMaLzfKnUlkIGeD94Aen+NeWaocSIK3/C91JGm/cEVT98tj8K0mpKjeD1MItOs0zvtdWOxilvF803CpysbkKTjAz6d6zvCGqQXUAtL+WUShiFYHcCDzyKz9d1SXULVhPKip1VUGOnX+dY2l3C2N0sqliw5XI/zzWEHVlSfM9TSUI82iPWJIxuaFTuRxjOeue/SvJ7O4e4vLsSSFjuzn15IrR1LxjfCzaCKUKSpQybBu98HtXNaS5+2bc4DKRn9aKVGfs5ORjzKNZJG+7qq9fzqrK+/oKmIT+JhVbRrUaz4nk02XUZrVGSQxGOPcWZULBfYcHk+nvWdOm5OyO2pUUI3ZueGHMf2vPGdo/nXQo6xo27ljzk1xHgy8llW8eZyxxHgH3zW3repizs9wP7xvlArfka0MVNPUwdauhPqtwwPyg7Rz6CqXhbUo7TV28xAweQE56Y5BH5GqTuzKzE8nJJrNsZzFeK4/vda6aUbJ2MK09Ynt9xDLdrtJVCiDyp15I+v4Vy99qwj8SWX2p4pp14kn8skrnp9cZqzYa5JFphjkjaX5cRgnGB7+vWuU1Z5Z9TkmLKMnOOBgfhWFKrVlJqWyNKlONtEepQwMkHnrKjowAJjPB/KuR8dXRhNi2wHcflY9Vwf/r/AKUaX4hi06yWKQBwFO7nBz2rl/FOvnWbuILH5cEAYIM5JJ6k/pSo+1nU956GNZKEdDRyxPJ4+tROygGo4XaWCNuMMoP6VV1MvBZNIjlX3AA5rHk96x3cy5eYV5CSBmuz1LVVsLEs33sd/WuS1iwsrbw/b6ppuq304a6+y5uYVjW4ITc7xDrtU4U7vUe4EOtagb29EYbMcZ/M10qk47nOqynqiKW4e7uXuJPvOfyHpWXqbFp4lHYE1eRwOpqrDF9t1uKPPycBv93Iz/OtaS98zrfBbudh4GjjOtRLKjI0ViNob1ZsEivWZ7h7GCzhtraWWOSYIxjH3BnqfbrXm7efYXunanDGuEiENyNuW461Nrvi/W7KdZtKkjntbnAUKuShwODn15PFdM052OSMVCTudT4tnihg3uuBz8w7ccV5RbTML9ixbdHKuSeCA3H9a7K5v7vUIYLO7kHCfPJjGW6nHsOlczrlj9js2uY23mRwX2Kc8cg+9Q4Pl5WXFxu2WLoMSQev1rLnB6YH51YklWT5t55561UeMNnDE15kVbc9JbFR15PT863fCr+W10cj+H+tZXh60sNT8ULpmp3txawTNsSWOaKNYz3LGTjGM8DknAq9okEljrGtWUonQW83l7LgASKAWHzY4z6449K6fZvluczqpy5TqFZpizOenSuP19wdUlAbhVA+nFdDd3q21sZmIAAxXC3Nw9xLLO3VyTTUSnLQv+E7m3TVGWbrI+3PopB5/PBr0G4ExumubaPyr6MAFjwJPXmvIdPm8q8Vycc16ZbeII200/aC3mYCgoOXHr7VpXqzpW5VcwoxjOLuUZLi3fxXbPNbol243FVcBA+DjjHB6V1EUUsAYyJtDkZ3c5/OvMb+aSTVZJlQKS+VI/Q812Wm6/FHpyRXUznC5zyQDWdWrUjFOI1Si2yh4uuki1Sz4IdgMEYAI6cis3e7cH+VUfFOtRanqUTW+fKt02hmGCxzknFT+YzjIB55qakZcsXLcvDyu5IWQjbkmqUr57Ci/MsdqXVip3AZFXfEPhfUvD2g6TqF5JOs98ZPNhaMgQYCFAx/vMrZx26dQaVOm2rl1aqi7MpL1FTbiMEd6KKlmqMrUyfPH0q/o9qs7ojSSBWByAaKK6o/wjhqfxWdbplpFDdbMGQMgz5h3dqju0jiun2xJxkjjGMH2ooriv7x0JvlMG71B4ThIYM8gFkzj86r2V5Ld31uJNmFYgBVAHPWiiupL3Gcv216m3IdmSoH5Vzy6vdaTrzahbFPPiZtu9cj5lKnj6MaKK5sN8R3Yn4TU8Fj5rpcnACfpmneIZWfUAjY2qgIoorZ7mcNjJmYiFh/s1kRuYpgynBU5FFFb0OpjiN0bEGpXRZcyklgOfSuoutMtRZCYI2/GM7jRRWNXRqxvTd1qUZbKFECgEhSev4f41FNo9nGR8jN+7LfMx64ooqk2loctbci0/LafBlj0x+tM1dVWxPGfmHU0UVzv+L8zuj/AAvkQa94ofXYLeKXSdNtjboscUlqkilI1zhAC5UDnJwOTzWerE855PJoorrkclLYmViO9UoZnj1QlDjcdp+lFFVT3Y62yPTdzPHbzMxPmxZdT90k8ZrlPFcaadJFHar5amTccE9qKKyhKXOtS6iXIzs7e1hFgtwEw5TcR2yRmuc8Ys39hhtx3CZVB9jnP8hRRXNSbdVX7kVvhM20G60hYk5KD+VSOcZoopy+JnXS+FGRHrraRdXSHTtOvoppA5jvYPMAZM7SCCCOpyM4PcGtLQtQutUvdTv7yUyXNzKkkr4xkkkngdB7UUV1/YRxL+KyXxFIxEUeflPJFYMp/cH6UUVK6GrM63OJlOAeehrfi1C4bflhxgAY4HaiitaqTRlhtmF3CFJfe5ZlGcmoZFJgUlmyY2c89SOlFFSuhctmZ4gV43clshC1bMEr/Zoef4BRRRidkZ4T4mRagS1kSWOdwqvf+IdV1LS7fTLy9mntraR5UEkjMSz4zkk8428emT60UVnS+E0r/Ef/2Q==", "info": {"video_id": "54608", "label": "holding a wallet over a book", "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": "54608", "label": "holding a wallet over a book", "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": "54608", "label": "holding a wallet over a book", "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": "079c515dd9253c55c4c2a1c40cf8fd41c8c5b723eddd0b41e3f1b09565b94d58"} +{"episode": 68334, "episode_seed": 4002613238, "split": "train", "timestamp": "2025-10-13T03:34:00.440508", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 4002613238, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling pencil on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141091", "label": "rolling pencil on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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IHzDp6Dj+dWraaXyG84woS2R/DnuT7/U0wNCJ2uczuNik5CHHGB+ePwpjOxRecRk9P4gfb0qlcq8IVHJMb9Cr5J7jj0/xqxdLOl95c0kZCAAGPjcP6AA0DG3RJ/duyiMY+q5qmEEChSSV5OV42/X1HX8asyXDMdrAJGPujGABnqaYbje/loAzhS2FwM8e9AGNewee+4shBUnbIdpA65Ga5a/tnDk4BwvBArtJY4hCGLO7cllxnb7d8CqF5ZL5DyAKVQhSoHJPqPUVEo3KjI88uoSHK/LnHOe30rrvh4k8jX8O4sylCgJIPG4ken51l3tpmUq8ZCKOCDxya1vBcTb9SwXzuj3hGweN386zjdSsXKzjcm8R+FrnULlfKuEWKU7pF3ZYH6jgZNbmjaHDpsESRRKdi5O0ZJPbjvUplJuZVhi3OPkbG7AHfn8Oant5IXCxCUecWO8tywxxgce2a0pwjC/KtxVa06tud3toaCARRrLJ5e5jj92SR7Z/X86juFR8u4EYJLDPIU4461XjeK2mL/M4UdSwx/SnPdoI5JZCFYHaqEZyvTP1q7maKk6YiwWwP4cjqfX6Vz80kgZo2UFW5VuhPtXTOEMK+a2Cx4U4Jb29v/rVmzQI8LB3zwRgjt6flWckXFnLXp2kFtwYcDJ4H1rKluJID8rdD09q6S6s5N8ixqxx1J5A9sVjXVo7klvXsvT8qyaa1Rpo0TWWvBdqu+CDgMxwBWsbmC8RmJ28cMo6+1cVcwFCApw3YCnwanLbfI3OBjIPQ1tCr0ZhOn1R6xcFSY4LmMEBhuySu7BwD04FJe2KM32aKYMofKlMDOOSMenvUThZJky4MgxubaTubPA5649aPOnYhE2hhGcnOS+OTx270wJkJtYxEbZyAdwZzxz271YCj7YksUbtGo3SrnflAe/pVf7RLJLKYVZ3BwJeSpGOAB09s8+lPhvNmqeSGBZlBcngAYPX2/yKYIjNtaXcwlFuE82TEW6M8k/7RqWWzNlGjDYFc4XGDkD2Hes+8mmZ9scs0pdiyDOQmf8A6+TWi10gtQznkLxswcnoSKLdQuRy2rKrsyllfDRnO0gZ7djiuT1ixnlnl81N2z7kiHKEdBn0rqLqdyjkhREByCxO0Yzke/09KqQWKtYSTwtuIA3blz8vJxzQ1dDTszy7U9MQ8bTlDjp1Fc7c2ht5d0RIweMivUrnTo7yMSGVV3M2Cuc8deK5HVLV4JGPDhT1x2rFpxNE1I3/AIXTs8Oqy5VfL8oOGPGDu/PpXfwNBNbTFiVlDDDBSN2eSWwf0+lcH8OLQxz6q0aPKxWPCIgY9G6g9q7Qt9nA2yBWIYbZemeMtj9PxrSFrESvcVbDY73KRBmJLtubHf8APHT0qTfuhk+028YGNxOMAcc+3p3qESOLdWyZvOUNHGejgHDDg9BUk7yw200spIQLlVUDAIP8uRVkjXgmW3isns3kkdvMV9u4gcAfoM49qqNpq3mfLZQd5TEhwSep4981aml8/T4fMZ423GTapIbGe/1qjpxmjnkeQFRIMKpPUg5JH0otcL2Mh9Me48yNA5Kk42rkYHb86xdS059kjQJH1+ZM/fGOceldncMjSOsYxgKS5PTPUjHJPNYtzaJcXaxzEK+DnaDgjp19azcOpop9zjZ9KC/fQjHG0jnmsS40fy93DZzx6GvRdQsXhvVtW2AsflGMcemfwrOmtVSDcsiuGOcEcY9vaps0Dszz5bSRZADnHrX0DOzz+W0Y2Bx9xAc9R83qRx+deXfYxNmPCKQw59Qa9WuBJBFvaK5DxrmUM4wi9sDt+dXEhjpr9HaOeaUtu+cA/ewM4z3HT1oeO2dgwRVVV2s4bB3H0Hfj2xVO1cvMkrxgx78OEHLg9QM9cZApy+ZHdFbuCcTKojbj5RjoB1yT19PwqyS/Cbd5o1cl4sZ2qdpLZ4/L3qCaZLX7REtxOZ8g52gIVJ/U0jQyyT28gMghjAHlYJbr047euKhvB9sZozOqHO4qARxkgdeoph00NRpILyx3wwopcgqQSfl7g/gDURWMwJuLPL0UkYBGD3z1FUorgW0DheFjbYM85yMg/r0qNH+0xBiJJeAGdT905yMY6flRYEyJvKl1CMxebDKoKM55DAA8tn6U55DGvlkARlDuHXjr16VYsQhkkS68ld2c7W7Y4z3HHeqjQNFLc74tyjCpscYcZ54/WkBUvY2uLZAxjdQuAcjOPeptBtmsGvZyyxthcgnJxgnp3qG+KvIBFGY9wxgNgH3q14fSeWKRhFI8oXaMEY4yM4bqB6VNuo79DWhaGW1kEisJVfCttHHck+pqJLLy99xGke/O87z3zx68dKiMiw48uTYxUjDfMByMkAfl+dKGZYIyp81plWREkAKlQcNn2HWqQFne/wBnk+0RRlcbt23j3x25p4iuooYbE2xclvM3jDEdOMk4yAP0qvO8kNtNM7M3G5QhHBz/APXHSkmbz7GFZRIGBMmxcgjnofrQBZit0u/uyKh3FAsh5OPb3NUhavdIyJ5hK8rxxgdvzqLTGnhkdpfl80cJnrjkkfSp5rhGeRUAUfLlifzwOtDQJmZqMUipI8Hk9ctGCQJBjkj0qgUEL5ZXGPl2nkgHrzz+daE0KXV2sdxjft52qdpBOBz60y/geLUEtZHXLnIBGBj0/SpaKvY5u4sYPLIZWLKflPUY/wAax5tPDn7x+7g8dfTNdXOqw24ZJ94Y5IIOMe3t7VQ/4+VMTMqFGx6Zz05rNxKUjsb65iJaDzrkImVieThQO/584FNhFtbiOQzZwTvZRsYDgYHsQf0NTOk0dmski4RyVUNyT3x+XeqthEkF59quj5kEZ2lSM4LE+vLYHtWpkKzW8LubaSeSNCV2hvupjjB6c/nVuG6s3AkYvgopTZgMTjBDZGMCqk2qxNcM0cey3k3LEQntjp6/yzVNporZY4Ej3FgI1kZjgcjkZ+lA9DSidpZliSYsznChhwOMfe/Ko7+ERxiC3l3NG+H2jhcsd2B3wTUE1yeTMWCsfnCgE8DiktpbYmZWjjjdR8ylid7Y49uf0oBl791EJMRBzGc+ZuwxBHSqVlqBSOczSMu1gMg42jnjGOfxqa4uEjbCM0hC5GQByKqi5jupWtY1m80RGUqSNu3pu9uaLgLOGljYgIDC43qejIc8r69BWNqOnB3VlVWik54bqAOQc9Dmuh3n7EEUtlBxu53Ad8/lXLWxn1rxRLpUuqXFnD+8aGNIw3zrGSAPTODkn09aGCNPw3DHbf2gyQSvKxj287SAM5+uf61qxG2a43yxywKCN0ajIXHv39eK5rwDJeahJciaXe+IzucgbeG4+n+FdJfRmR/vt8hIVwOSeRgE9qSVgbJGlsXg8uZXMu8FmjY/dP3lAH+fypsVwIHaJoikhQ+Wx5GQeAR6YqY38dppsem26h5Q+xZlIZDjk8+v/wBeqIuo7pY5WjZmhVk2EcDJyen+eeKaAu3M9tIo+zmaNRyTvJznB6DoM0IkZgF3LOAA5CKQAxYg9u3BrPt7wzo5ULGmQhCnoB3571HLcxNuaaLzWzh9/bngjHXpQHQmjgVXuJJcuFceWj/dZff8/wBKrapIbeWNIk8pcncFIIwe1aSvAFYrJztHMY6n059PX3NUpr2KMNI4kCBfM3pjjuTTuFiO7uFZi2SwjbDDOSgPII45FZ09i26aBhGZEJK7WwGXPUH1x2rUgGy4juFEhWWMFN2PmU8hiPp/OsvxHdT2Vq0ttKySh1McqdRz/PGKTSBNlBIE8olwQz45K54zx9K7OWNpGM/2mRJlOTvO5Sw4/oMGuF1eCO30SHU9N1e/lV7o25M8KxrcELuZ4schVJCnd6j3A7x5rdLJFVHBJJadvmBHPA/HHNJAyCK8nubmOwVt0pdlXfwUOACeO2MfjVya1u3nMV1Ogdir/L2OMAlj26/jWYt/DbThI8+axxEynAXnJbjk9KZJd3M863W/fcPKQG27VZRjB9hVWJTLljd3ojR4zJvVZI1l287ck9T9KkeR2YO7xEMPMO47iefU9/8AGs69afyEaJzhm2fIcAnoeT9aJLhVVthO5cNyucY7GmCZo3VzDchrWCCSOAx4EhXknvyOpBp8TFY4wpaNFi2sE46Y6iqMNzPH5dxOrm1Ybtu/YMnnA9B1p8l9G8UZVYyerP3PJ5/z6CgYyP7RHqMlw2PmQ5YEAkHtj8ulTRB70EsrLDIjK+0gmJscEe2e1UI79pLq1tPKhlkuJdittIK5yd3HbpWjGjWweORAqMxGQMZY9x60XFbUp3ELTWbnkPCvzZUYZTjLZ656dPWrenOBbzJHbpK4K4cNt4Gc8e/ArnLOc3vjGXSNQ1O7tIGlKRyRzRxiPI5LGTjGM8dScCr3heG8OuavZ3U0yC3m2r9rKh0A3D5scDjrjj0qeozZja3Fz5k8EsJyCyJwqnHUZ5PrTjLZywCOW2MreYGZ0BJYdGHuM1HfR+aclmAUnY3AJ4I6noO9TvqSwafFp1qA2HKpOpyjBeeCe/8A9emFyKK5NvI0Tw7JWQlH68g8Aj0A4qa4uLeUAwRyxIDn5XJJzzn0HNUVulukSYwl2iQx4YZXGcnFMt7xriN3JSNchCFOMAYxz70wTRpL5KwC5nnw24qiHG7cQeo9MGqlvEImnd/nKyDYrnKlPf8APvVV7pCWZ4RK2cPv55zkEAfT9K0BLbhGKOc7RgxjAJ7jn09frQBT1Gd4J4kiXy0DfMIz8pGen9KkuLwFiQSQjbXAySmehHtUM+oxQo8kgkEar5hdGAI7k/yqSDMVws22QCWMFQSPunncR60gKU1qx82FxG0sbEja2AyA9j647VniNTCRICHkwS2Mg+mcdKn8RXtxY2bS20rxzB0KTJ1Az/gBWNruk65oOiaXfXN1crLeGQyw7MCDGwoCcfeIbOO3T1qWM6+aaQWUU4Yh2TJ5OPvEYx6VnWxa41lUd2AWMuCp5ySBRRVLYl7odO32a7WNACI0YqWGTndya0Z4IzNpisu7fGGYnqSTz/OiikwK81rCLfJTcWnZSST0XpRqTGT7OoAjUqSQnH8WMUUUFoqRMZxFvJwZ8EeoHY1bgK2U9xLAiK8kIVjj1NFFAmR3l5Otkt2JMTLgAgDkbmH9BXFXuoz6P4tub612+dE7Mu8ZGSu08fRjRRQLqaXgM7pblSAVYopXHB+V+frXR6qDB9pVGbahO0Hp90GiinDcU9hixrb6Pb3C5MgAALEnqmSfrUulSF4N7BSEgcqmMKD07UUUAJaxRz21tvQfPPtOOOMZ/nUlq6xTylIowZC2Tg8YBxiiikUtzMRmR4vmY+YwByenHapfs8U1nceaoc5c5b26D6UUUAX57yUMkICBFg2ABewU1zPiOaSTRLtHOVt50CfTJ4oooEY2teJ5NcgtoZdL063MCKkT2yOpRB/CAXKgc56cnmvT9a22aXccMaBNscgBXO0k849jiiihCkZfh22jv7yWWfJdYmCkcY4zRewpJrForZww3Nz944yc/nRRVdSehWv5pYr57VZGEEG7y0zwOn+NOmu5hE535Mpy/vg8UUUMaLVwDJbqkjs6bxhWPA+Q1Ujt0ktbnflhnaB2AyBRRR0GieKVhIswwHic7CB0wAB/OrESG5juVkkkIG5h83Q7Cc/nRRSA4B9dk06/uxJY2N8k0oZlvYfMwy9CCCCOpyM4PcGuh8HXlxqup6leXknmzXEyNISBglg3OPbt6UUUnuM2tcj+ym8WNmxGzbQfYUwxJb6XDKi/vANm4kngqCfx5ooq30IXUSwuXWx84hWIhYKpHyjnHAFSWqRzw2okjU7pSD16Yzj86KKljiLbz+TI/lxRgy7ixx0wD0qghMdxAgYkSsN2T7dqKKC0Sm3iksJfMUOSXOWHuKvT3szzGL5QnlbcAdgvFFFPoI5nxJNJJol2ruSLe5VY/YZP+Fc1feIdTv8AToNNu7uWa3gdpU8yRmO58Zzk8428emT60UVLBH//2Q==", 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", 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", "info": {"video_id": "141091", "label": "rolling pencil on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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oMfSu3tbYoscISJVPLljx7gHqaorKA8ZuMxQg7V5IDY6dR04xVhhHJD5vmDBJ2rHwAPTkc1UUoqy2CcnOTlLcvF1dDEq52tktzxj/ABqjLGof92Ru5JUAZBPX9Kk+1AQrCiY6BmJyQPX9KY0qS3JjhIZU/i6ZHv702SjF1LKtuiIcg5Ix19ayJmZw0m0jIIJB6H0rpp0jZ9yScZwzAD8qyb61TDOpJIA5XjPtWUomkZHKTNtPyEgKcYY5NRW2qyW0vLnrxita6tZhwy4zgjcoJHtmsW5tNmSe2etZpuLLaUkdFa61FcR7MoeeE6kCt3RZUgad0Dyx/IWjA6nkBfXv2rzBHltpC6OducDmu28FXovReLKpVUCc54VvmrdVOZWOdw5Xc65pSGEAjSKIAk7SCc+nvT4ZRtMnlhYo+dxGOvHy/wAqpG089pZVbzIR1RRyFHc5HfHX0pI5rpbkxIiGBWDJuUHrjp6fjVAacVy2wW8duULNw+3k47knrVk/u3VVb5ySd2ehz39qqENOztHIjFecLJ29fzplt57213NGybgAsiuc57cH04zn3oGT72CO4KhxwT/CPp+dUZIhJLv3qsik5GOlTxzPDDuUhpDn5znAGOTjsO3vimfaFQMzFRjkhuSPegCpO2+MoC0bYycjIX3yO1c5f2jCMFfKyV6K2c108mJTE0jGOMjcHHQ+3Hb61RlgjYsMEYwMsvr/AE70nG407HAXduyqc/KAvXFZTLLEwkiO1h0C859q7fVLMwvIoRWdDgleh47HvXNXlqEixyufvZPQ9RxWEk09DVa7nqVwVJjguYwQGG7JK7sHAPTgUl7YozfZopgyh8qUwM45Ix6e9ROFkmTLgyDG5tpO5s8Dnrj1o86diETaGEZyc5L45PHbvWxiTITaxiI2zkA7gznjnt3qwFH2xJYo3aNRulXO/KA9/Sq/2iWSWUwqzuDgS8lSMcADp7Z59KfDebNU8kMCzKC5PAAwevt/kUwRGba0u5hKLcJ5smIt0Z5J/wBo1LLZmyjRhsCucLjByB7DvWfeTTM+2OWaUuxZBnITP/18mtFrpBahnPIXjZg5PQkUW6hcjltWVXZlLK+GjOdpAz27HFcnrFjPLPL5qbtn3JEOUI6DPpXUXU7lHJCiIDkFidoxnI9/p6VUgsVawknhbcQBu3Ln5eTjmhq6GnZnl2p6Yh42nKHHTqK525tDby7oiRg8ZFepXOnR3kYkMqruZsFc5468VyOqWrwSMeHCnrjtWLTiaJqRv/C6dnh1WXKr5flBwx4wd359K7+BoJraYsSsoYYYKRuzyS2D+n0rg/hxaGOfVWjR5WKx4REDHo3UHtXaFvs4G2QKxDDbL0zxlsfp+NaQtYiV7irYbHe5SIMxJdtzY7/njp6VJv3QyfabeMDG4nGAOOfb071CJHFurZM3nKGjjPRwDhhwegqSd5YbaaWUkIFyqqBgEH+XIqyRrwTLbxWT2bySO3mK+3cQOAP0Gce1VG01bzPlsoO8piQ4JPU8e+atTS+fp8PmM8bbjJtUkNjPf61R04zRzyPICokGFUnqQckj6UWuF7GQ+mPceZGgclScbVyMDt+dYupac+yRoEj6/MmfvjHOPSuzuGRpHWMYwFJcnpnqRjknmsW5tEuLtY5iFfBztBwR06+tZuHU0U+5xs+lBfvoRjjaRzzWJcaP5e7hs549DXouoWLw3q2rbAWPyjGOPTP4VnTWqpBuWRXDHOCOMe3tU2aB2Z58tpIsgBzjNfRLzeVNFCWEgTaOAGGCcdSOTxxXkxsxNmPCKVbr6g16w8RQQmRJEQL8jsy8+rZHOPr0q4kMddWtvcSlI1YRbtwDdsDgk0oS4t38qOOLAw2Byc//AKqqxu1w6xJN92IsgUYyFGTnPXIqZXlnMnlFVRjujkOAzjHfvjk+lWhFhUdr0TwxKDABI6DjjqBg9f8APFNG52R5YWg+0SYXIAUZ6k9x6VHFcsuqeWA4jUB2dhkLkdeBWbdwyPLtgSQmRizFj90kds/iaaXQHtc0rm28lYnSQOHJA8vk4HUdPSqtxYmNSzAESEMpc4I57EelWZLtTab2zIdg2lf4u2efpVO6lJWVsp5fO9VBJC4zkep60rAmY80U/nSeZtcL9yZDwQeOR/Wql3DFIqAqx8rK+mV68f5NbcNiFsJLiA4IwX+Xt1xWekSTpHI04XeWbKg5IHHP+FQ1cpSsc1d2MIdljBCc9R1rd8Ew/ZvtqYDNII/mcH5Su7njjv1qvcTtFNuJVwGwSR2Petrw3blftkhMzR/KJGhfay9ev5/jUqNncbloa1nPJEkkbSsqyjJY/dIUZznp6YH0p8c9tIjqwEjDJ5/vE4HoMce1VLiWRZxbtCdxwQj/ADEg9On5njtT2EosT+7kZBujmkiGflJBXb79eT61qjMsokMGVyFkVcbAQw/A9+T+nFSTLbiwWcySrtOZinzb+Ooz0xVeBsxkRRSxybCuSfunHQn8vp9aIw9nZmOZ8kNlpGRsHC9B7c/n1pgWLa+ie9eJgZQ2DH5pwQAMnp36VK6IL1mGVibOEVckr+fPPashYhDP9pMpldnGMHoCRk+vfpU097mfymkwoDKwU4JPPem12En3JL5rZI23RPJC4KAZxnnOSPX/AAqpbpsto2V2dQGCiQDcBkjt1Bp8qOrKfKCDcBKsp2gD27D86l1CFZrKOS3VHmwAybsH8P15FIZV853kU7080x4O7+JemcGsS604zeYdi4wMnPFbcvlIJFMBb5QFZmyenr+lZH703EeN7LJlCM5J96lq40zoL65iJaDzrkImVieThQO/584FNhFtbiOQzZwTvZRsYDgYHsQf0NTOk0dmski4RyVUNyT3x+XeqthEkF59quj5kEZ2lSM4LE+vLYHtQIVmt4Xc20k8kaErtDfdTHGD05/OrcN1ZuBIxfBRSmzAYnGCGyMYFVJtVia4Zo49lvJuWIhPbHT1/lmqbTRWyxwJHuLARrIzHA5HIz9KB6GlE7SzLEkxZnOFDDgcY+9+VR38IjjEFvLuaN8PtHC5Y7sDvgmoJrk8mYsFY/OFAJ4HFJbS2xMytHHG6j5lLE72xx7c/pQDL37qISYiDmM58zdhiCOlUrLUCkc5mkZdrAZBxtHPGMc/jU1xcJG2EZpCFyMgDkVVFzHdStaxrN5oiMpUkbdvTd7c0XAWcNLGxAQGFxvU9GQ55X16CsbUdODurKqtFJzw3UAcg56HNdDvP2IIpbKDjdzuA75/KuWtjPrXiiXSpdUuLOH940MaRhvnWMkAemcHJPp60MEafhuGO2/tBkgleVjHt52kAZz9c/1rViNs1xvljlgUEbo1GQuPfv68VzXgGS81CS5E0u98Rnc5A28Nx9P8K6S+jMj/AH2+QkK4HJPIwCe1JKwNkjS2LweXMrmXeCzRsfun7ygD/P5U2K4EDtE0RSQofLY8jIPAI9MVMb+O002PTbdQ8ofYsykMhxyefX/69URdR3SxytGzNCrJsI4GTk9P888U0BduZ7aRR9nM0ajkneTnOD0HQZoRIzALuWcAByEUgBixB7duDWfb3hnRyoWNMhCFPQDvz3qOW5ibc00XmtnD7+3PBGOvSgOhNHAqvcSS5cK48tH+6y+/5/pVbVJDbyxpEnlLk7gpBGD2rSV4ArFZOdo5jHU+nPp6+5qlNexRhpHEgQL5m9McdyadwsR3dwrMWyWEbYYZyUB5BHHIrOnsW3TQMIzIhJXa2Ay56g+uO1akA2XEdwokKyxgpux8ynkMR9P51l+I7qeytWltpWSUOpjlTqOf54xSaQJsoJCnlkyAhnI5K54B/Su3vGDFx9h2wN910O5lHYD645J9a4LVoI7fRIdT03V7+VXuvs58+FY1uCFDM8WOQqkhTu9R7gehtG0VojeYrO+T5aHOB15/2e1KKBkKz2kSx/I74Ys8chyXOfb2z9MVHJ5O6SW2tGxuYsGyAy9VUZ/HiiwMNjei5Lb3UlFi3ctuJLFV9uOtNm1dpbppSjCO43oqjG5f4cf41VhXLcOoWzortEzAopRdxXa2MMcjqOaii+eYRCSRNzcl8hVOMDk8gdKz5LgW3lW8cSKrgRhyMHGRz+lST3OMmVmZSfnVWHHHH+NMaaJ7+OJlEVtMWEUm12UgcE/Njt34qVjHGsm2JG8s5DZ+fkepqpbzQkyh44o3UYACnEhxgc9PqalublI2IiZ3wMrvwORxSEitZXzJDKZ3cYcLuycgdMe4pkxkkQuQg8qTbIpHVSD8y+vQUefHeSS28SzCRIvMZSwIVScbh6VZeRvsS7cgoOA3O4Dvn14o0YIxrm2xMBtDQv8APw2cr7+/tV/SsM11h5FjkZd2PlORkjIrDs5k1Txb/ZV9qN1aWry7YTHJFGsBwMkl+MYHTqTj1q74YMsGtataX5vJPs0+xYZtokwNw5A43YAzg49KnqN7G0ZZdOKslyxQMOSPut1+Ynk9B+FT2q3t3prXULRx2zD+Insc5x07n8Kq3VxCXZx8hBO1NvKDtj14xzUf9qG4gS3tmZLSWRVMTfMSB1OcYAyM4FVYm5YlM9tdQyRyl2mdw6AcHj5iV7DnipxcXTwxxOxWNEzHG5IACkjp6/Ws60eaRRGWXaXIi3D5ue+Pw+lQRSuHma4Z8A7QSc+5FMLmvFdRW6SM8QnnI3RCMAj8R64Gajhw919o2nMkWzDL079fU+lUUuJ5J2it9wYjzFKrtYduvYYP6VZiv0TbFOgMqBvMDvnJ9vTByR60IB1/58tosauzttBIcg/TB9KYk0iwwWzZGU2qwYfKew49aglvSjgr5YwxOCuQR0z9OadZs9/Zrex20aqszIiqpOSvRue1F+gNdSeSN4minkRxIybZYxggHP3l9eCOKovD9lu2BKv8q7AwwWU9DxwKj8T3lxa6Sbm1laOWOVFZkPT/AD/SsbxBpmvaLoemXlze3ay3fmGSIqR9nA2lQTjqQ5OO31BqWNHUzTSCyinDEOyZPJx94jGPSs62LXGsqjuwCxlwVPOSQKKKa2E90Onb7NdrGgBEaMVLDJzu5NaM8EZm0xWXdvjDMT1JJ5/nRRSYFea1hFvkpuLTspJJ6L0o1JjJ9nUARqVJITj+LGKKKC0VImM4i3k4M+CPUDsatwFbKe4lgRFeSEKxx6miigTI7y8nWyW7EmJlwAQByNzD+grir3UZ9H8W3N9a7fOidmXeMjJXaePoxoooF1NLwGd0typAKsUUrjg/K/P1ro9VBg+0qjNtQnaD0+6DRRThuKewxY1t9Ht7hcmQAAFiT1TJP1qXSpC8G9gpCQOVTGFB6dqKKAEtYo57a23oPnn2nHHGM/zqS1dYp5SkUYMhbJweMA4xRRSKW5mIzI8XzMfMYA5PTjtUv2eKazuPNUOcuct7dB9KKKAL895KGSEBAiwbAAvYKa5nxHNJJol2jnK286BPpk8UUUCMbWvE8muQW0Mul6dbmBFSJ7ZHUog6KAXKgc56cnmvTmt0fTDKSRIkyxhhgEjJ5PvRRQtwZj2kaza0UkyVCDAz/ebBP5UhlaPU44I8IgDKMDkAUUVb3ZmtkWjNvvrOExptVFHfJz1zz7014ovsyExIS0rZzz06D9aKKktbDbyZrwQs+EwpOE4H3qr2xNwtuzk8zHI7HHrRRQUW4CLN7p4ERWliRWOPXmoLu9uFhhuVfEjFVPAwQS3b8KKKYjkL3WW0bXtUiFhYXsTyh9l5D5gVlHBBBBHU5GcHuDXQeC7mXV08RaneN5l4zRzmTGPnO4nHoO2PSiipB7FzWbh5NTkiARFcjIRQMcAcVszWUFrpUKxghTb5254BBwCPwooqiDItl+y6KL2FmW4EmA+eQCSCBUNpPK0YRnJVwrNnueTRRQ9giWrW4mnnldpWV/l5XjuOKguIlafIyrPKQzDqRuNFFBRMyrBdnYo+cxq2ecjg/wBaeskiWyRJIyorhht45Y8miikBkeNFMFrFsd8Snc4J4J3tXKXev6pfabBp11eTTQW8ryJ5kjMSXxnOTzjHHpk+tFFJjR//2Q==", 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", 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", "info": {"video_id": "141091", "label": "rolling pencil on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "765be42ee615690b1cc5c3ee84667b96ec086a5afb7dadebecac905462946c32"} +{"episode": 68335, "episode_seed": 989824098, "split": "train", "timestamp": "2025-10-13T03:34:02.224762", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 989824098, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 paper cup from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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"info": {"video_id": "177924", "label": "pushing a paper cup from right to left", "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": "177924", "label": "pushing a paper cup from right to left", "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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"info": {"video_id": "177924", "label": "pushing a paper cup from right to left", "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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5LeCaUgIvHlr0Aqea0kHK5JpHZG8HrTlvAD1rhb/V5nl/cSlEA7d6qf2lcyupeZvl9DitpVoomNCTPTY7sHvVhZ8965PRr/7RFtc/MvU+tbqSelRzpj5HF2ZoGY5o833qpvpTIKVwsSyTY71GZuOtQs2ajbPrRcCRrgYINZt5ceW65OM5qw9c14muJYTa7H253Z/Si9ncXK3ojZS5yOtSib1NcvpeoNI3lyHLHoa2xJmrUk9hcrWjNAS8daBPVLeacHpNjRe87jrTfOOOtVBJQXqbgWGl+XrUBm5qJnzURNIGTNPjvVeWTcDimt061AxIp3FYtF8VEZKR3FQM+W9qoZOXIHWmSP8AITntUbNTJH/dn6UnsNbmG6FmJFRMCoNWs/NVaQ7tw561yI7LtopzsJEz/EODVXpU7qQxqLaa6EzJo0LC8K4jY/SthJsgc1zC5Vga3vC1mmu69/Z1xqEtqrRyNGY495Z1QsF9AODyfT3qlqYzVjptAk4uef7v9azL4FruVh/epng65kmju2kctwhGe3Wp7hv38n1rLEL3UXQfvMpAHB45FVZWKyCrq8bvU1VuV+YYrnTsdiGzopCyIOCOR6Gmwu0bqy9jTgCUI7UgTGOvJ7Umy0tDstNvftECsTyOCK0RJkcGuT0uQxS7c8GujR+g7V0U5XRx1I2Zb8zikMlQbuKzdbuZrfTGkhkKOHUAjrWtrmLNVmyDXn9zyrV0+rKlvoMOpadrOoTK1ybbNxEsazkJuZ4gOdqnCnd6j3A5mf7je9Z1E0XSdypCybyrj5W4z6UGIo5HoaYq/PVraW5NZSkdUUaGkTGCdT2PBrro5MqDmuJt8hhXVWUu+Beegp05a2IrRtqaSy5pxcGqqtuHAIwccjFOJI5FbnMyUvjNRGQ560hJIqEnmmSSGSuX8V8taf8AA/6VqaQYdQ8WnTL/AFG5tbeWTYkkUsUax9yWMnGMZ4HJOBXP64tzHqtzZ3BuP9GmeMLcAB1wcfNjjPAzjilJNK44P3rFG2cxSI3oa6uKTcqkdxmuRHFdDYS7rVfUcVMJGtRaXNINS7qh3U7dWhkSFyBSbyepqMtgDgnJxwKGGRigQpbjIqNpMUhJHFRt0pCFMnqaaxyOKo6lK8VmXjYq24DIq3r2gav4f0HSb+8muFnvjJ5sJjIEGAhQMcfeIbOO3TqDT5boL2JJDxUIoopoGBNQyk7G+lFFD2CO5nnvVV+poorkO1bFZh1qLAoorRCGd6k07VbnRdWTULTZ58RbbvXI+ZSp4+jGiitoHPU2Oi8G/LHegdAEH86vTgeY596KKzr7IKO5SP3jUUvIooriR3gB8tKvXFFFJlrYswEiQYrpYCTEpPWiitqO5zViY9KyNfONLb/rotFFdkTjkZ2s+JX1yC3il0vTrYwIscT2yOpRFzhAC5UDnJwOTzWdJyKKKit0LokCqNxqxjpRRXJI7ok8QANbmnE7GFFFFP4ia3wmipO2nAmiiuw4gqFu9FFCEc5JrTaVqV7GdP0+9illDmO8g3gMo4IIII6nIzg9wazru+uNSvLm+u5PMubhzJI+MZY+3b6UUU6nwBS+MrgDdWtppPlsKKKwhudE9jQB4pwJxRRW6OccDSk8miihiGN1pjdKKKQGZq3Fkf8AfWqd54h1TUdMt9NvL2ae3tpHlQSSsxLPjOSTzjbx6ZPrRRWkdiHuf//Z", 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"info": {"video_id": "177924", "label": "pushing a paper cup from right to left", "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": "b8aa3e58bfd62f6985ffb5ea2f8be9ee71d36388328049d81ce3c1a49240d2e3"} +{"episode": 68336, "episode_seed": 2545241831, "split": "train", "timestamp": "2025-10-13T03:34:04.900088", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2545241831, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 plastic cricket bat that can't roll onto a slanted surface, so it stays where it is'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "193358", "label": "putting plastic cricket bat that can't roll onto a slanted surface, so it stays where it is", "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": "193358", "label": "putting plastic cricket bat that can't roll onto a slanted surface, so it stays where it is", "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": "193358", "label": "putting plastic cricket bat that can't roll onto a slanted surface, so it stays where it is", "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": "18866330afd51ebf20258310125200e1b12d93e0627240d682753997b9e6fceb"} +{"episode": 68337, "episode_seed": 2707821060, "split": "train", "timestamp": "2025-10-13T03:34:07.298320", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2707821060, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 downwards 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "132193", "label": "turning the camera downwards while filming pendrive", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "132193", "label": "turning the camera downwards while filming pendrive", "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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"info": {"video_id": "132193", "label": "turning the camera downwards while filming pendrive", "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": "6a562559769a77b9f32bc9240efa99ce24ffb555043a81638e6f40997686f935"} +{"episode": 68338, "episode_seed": 288645297, "split": "train", "timestamp": "2025-10-13T03:34:11.146947", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 288645297, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking a mobile up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "120894", "label": "picking a mobile up", "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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jxn+lOdC6YJyDxg9aa0arGuB905xmgCHHXccDtVWcZjJ6gVbbGz3P6VXcHYQKQzP2/wAINQOmHq8yj8aryjcufSgRXOCAOaqzKG4FW+QeeeKrzKecCgLnTgfPnJHvTXZ92SSe3FP3KX2lW6ZyOg5qQgKSwOR0GaAGM+GX5ecCopOFyOpNSMck5waYhQkrxkHJpgNAO3k4yaRR97OOOlG4FelMlf5ePxFADJOWzn2NQSKFOelDPlvSllcOu08H1FAFKaTBx+NQbu/rUrjkH865OB7nUfGF1pb6tcWkX7zyhGm7LKhYL7DgnJ/rQB3ei8i4H+7/AFrYBZI+CORjnriuD+G2o3V8mpNdXDy7REVLH7uQxP8AKu+QK67lYjdggEdc0gI4nLbg3JUd6dkOoUZxnBzTj8oIwPfnrUZwMdse9MCLJZsClfdu3ZDHP5U9iq4x35ppIoAZKoA2jjP6VVZN3Pp0p8sgyc5zTEkABJGc9aAK8h2j/PFU3YMTnvzVqfG7rwe1c74nuZ7LRGmtpGjlWRVDLwcGgDVfBH6V01uoByWAPSvLNUuJLfRYdRsNc1GVWufs+biJUWchdzPF32qcKd3qPcD1RMheRkEdaAHqUZsA55zz3p4wobjBqJYzvDAjAPOKGLAscnHPSgBDLgdACfemEgLwfmbtSupYg9BgUpHYDjFAEe3vnjHWq8mef71WGYKgXFQbgz88HoaAIH5OelVJQM4Bq5cDa3Tg1nvkknPIoERScryRV3Q1H+kj/d/rXG2t4bzxnLpl3qt3a20kuyN4pY41j7ksX4xjPHUnArc8FS3S6nr1reS3B+zShFW5A3qAX+9jgHgZxxQM7IErHgKOR6URyblbdnIHb1pwiDKSpBXPehlCbgV6/e5xQAhYSALnnOM5xUJYs49T/KnnouM/Q9/akwEwMnn+VADXzuyw79BUciADHIPapic/hzVWWTr82KAIGQnnPIGKgkIHUVbVlwQ2cGqU4OSOxoEVXwzE1HIAV6/lWZ4nuJrLRTcW8jRSeYq7lPPXmsfW7bxBoWi6Ze3d/drNeGTzIimPJwFKAnH3iGzjt+dAHpwYlSfqaRnYuQehGSKKKBj2GF/T+VMRf9Yecg0UUAQPygOeaif/AFO/JyTRRQBE3AP0qIE5z1IOKKKAKz8tg9zXnWpahPpPi66vrbZ50Urbd4yPmXaePoTRRQB1HwsG3+1AOxhH/of+Feihj5Z7Y9PqaKKQIRDuwx6nGaZIAVGeelFFMBsmVYIDxg1WLsWYZ4oooBkb8sfaonO2QKOhoooAhlO1AB6mub8YceHnPX98n8zRRQByWseI31qGCOTTNPtzAqxxvbo6lUHRACxAHOeByea9ss5WfzNwGFZlHHYUUUAidvup7jJ/Koj0B9aKKQDGY+Ux+gpm47fwoopgQzk9c81XUnPrRRQA2YnBFVWH3voaKKBHnOoaudM17UYzYWN5FLOGKXcO8BlHBBBBHU5GcHuDXVfDi7n1K91u8u38ye4kjeRiByTuzx0x7UUUAjvSxTGAOGGKAcs/p1oooGMkUHHXsaY5+5wKKKAI2JyRnoary8k/XFFFAiM8FgOgFRScBfU5yaKKAOX8YEnw+/8A12T+tcXea7qV/psGn3V3NNBA7SL5kjMSWxnOTzjbx6ZPrRRQI//Z", 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", "info": {"video_id": "120894", "label": "picking a mobile up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "120894", "label": "picking a mobile up", "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": "3ae2fec2f2282182f2f76129d2553988ccaf4e220ddc3d77e74922af0149c68a"} +{"episode": 68339, "episode_seed": 3466083557, "split": "train", "timestamp": "2025-10-13T03:34:15.325652", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3466083557, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'dropping mobile phone into card board 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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", 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dIyTgMcnKk8GqyTSJL5wEZP3WHQE+hqLcsfmMEdM5woP6UyRPE5tLi1tXeIblD7fMXOOR90n6Vk6KbqeLzZndoIyfK3D7309qs69bvcGwSRmSKTfkqRkgYPHvVhQsFusSsRtTAHXFTFam7naCS6iSS4dgTuU/N1pjAn5JFXBHcdf/AK1MRS/IOGI9KWcowAfr9apmaM7w7O9jfnw403lKXN1o1w5x5Ug6xk+nY+xU9q7zRr2F43VoxDb3Tspjfj7JdfxIfRWIyPx9q8U1HVrqS/aOVkYW9wXiyMFCCQMEc9K2E8eXrS3Dz21tJ9qiWOdRuUOR0frw4wOfYVrGtHltIznhp83NA9XvbVjC77HRc7XU9VYdc+3pWa0WzbID93P+r6kVyyfFJ3tIoLqzJKqFeRJBmTHAyCOtdDoOu6X4iEsFs7RMNu5pl27M98jORkEVi7X0NOWSV5It2L27XamVtqlWIznk7TxUKzItw4AbPYHqOelRyRskzwrJv8snbt6cHnBpks2+YSS7C2Bz0J/D1/woJNmG8jkDC5UAEj94hCkfh/WvEY9HSaTzZZsICcrt5PPrXr9jC11bschcZBXJ45rzXTIZLucRRAkqTvc8hB71Mk+h04e2rZPaeHLe/RvODLaRrtKo20sT71NJ4H0N8t5FwT0z55zW8kKwosCEFUHX19z+NWFBCMrcZPaqSsiJVZN3TPLPGvhW30uO1uLC3mMAVvPcsX29ME+g6iuRh2KflnKn0BINexXmt2lrczWksMku35HzjDAjkfTmqGka3a6Zpcli0TTeTOJ9PmKLvtyDwpP8QxwfwPUVrTqxWjM6lOb95K56V4Y0/wAnwdokCAmT7FGVIHcDLg+hBpZLcvI+7DMSc7jyPeuYtfiXDZ3FzIlhJ5U5EnliQDZLj5nXjgH0+taGieLrXxBqbQCB0m2GTL4IYDGRx061E3G+jFGM1H3kX2ZQAjMxZABnGOB6Yqe9NtEtuIn3Dy1LMOhOB+tGoQeQI7mOVPLmDAIDuZRnkGqbvIIGhbayZDYPb3B/z1qRGnbXhUoojV13dGGP17Vn+JZrdlsjC7Et5m5Sc7enH86bbnfcJEgVcjBbOcn0qDxHAtqLVWcbyz8Z4xx3poLlCNIYpP3WWGOlMuZG3lRkEjn3qGKUhCEUBmB59aJUKEFjyRwetMEOjxtcEH2zWD4juWh03DJHKkreWwbkbSCa2ZJsWrkAmXGBgc+1cl4wvEhjS29XBB7YVcf4VLfY1gk9y1p3jW4sobBGh3yWRKxzF8sYz1jbPBXv+fqa6nSviVpkDtHcWlwluj77UDDGHI+ZM8ZX+XHpXkIvF9f1oN6o6Gj2s7WK+r073SPa4vFeh30++K8SDP8Ayzkyv8+KvX1uYnW4WMywMSA+MbuO59s14LHctLKsSnJc7QPc8V7VYXk8mi2kcob7MF4TcSMr8ufxApJ3JqQUdiYOBbvFIhYAfIw6r/8AWJpkb7di5ZizYxjrxUfml8gJgKDtI6gelMDKjod/mEgNkZPviqMjzwRblKY6jk1esIE+VIIlDydWC4JqrC5L/KCzNwFHc1u6ZZ/ZAHdi7HhmA+4PaskrnoTmoI2Ldfs6RlcY24zWH4nnA0aLe3zPscZ+pJ/StV5ThsEbm469T2rl/H7eRYQIOBGwUfQDFW10OSL1uzmZRayMXeNSx6nvTPtEMAPlqF+lYjXeR96omuM96ajLY15o7mx9u3zqGfaGIBJ6DPevadCuZL3RI5UmWREd442JxuQHC49sYr54MhY4z1r3j4fTQ6r4Tj0gHF7B++hHTeCBlfzHHvVRpu9kY16qUbs2GmcvgBVTgH396jYopJ+Yvu5XGePb1qORGibbJlfQUBh5KnAO/v7+lBg2M1dUuU07MmzyTJuRevOMc9uhoieN0Lvnng/Wqt4RvjDHkZ9vSq6ljJuXkj+EZ5p2KUm0kzQGSxcAfI1Vb+U+VNKx4WM/mSOP0pTMvUEkgYBJ/nis3xBL9n8N3Ewzl1Yg/oP0FSy4nnWoXsz3LXbxlI7mR2RuxweQD7VANQ461Vn1DzNDSyYDdDctMh9nUAj81BrO3sByKp0zWNTubL3+RjNd78NJ1muLhPtG0sp3qOcKMYJ/EmvKPNr0T4S6hBY6tdNdRl7aZBDMQPuqSMH25x+NJU9RVaqUGz1CSVyAglBAOcg96azKckrvYrwR2NTahpz2ExBYPH95SP41PQ1TRwqOenOFz0PtQ007M5001dGxo17HC5jnXcr8AA8A+9c3Zxwwwi2hCpGOcKOT6k+prStyRcwleckHr/nmsIs6HCE7s8EcUIaNKRRvCr827vmkErfJH3Acn8B/iaqxSbl+Y/MDgkDkH1qSNizSyHJCJt+u7n+lTLYuO5wmuzxjWbhlPBIPXvtGay3vFA61R1+58vW7obsfPn9KyHu896nkZ0qasbM+o8EA1ueBtSVddiQO5uHljWJFH3st839OK4J7jNbHhK4lj8S2ksALTK4Mag4y3YfnVezsrsUppqyPoKdngkJEik/3fQ1V3EoQ7ZwAQPartwE1m0/tW1XY5YpcxEYMcmcHI+v61l/ckCkENnDcVcouLszhhNTjdFu3n8q5DoNqAggE84+lReNbiKaPTp4AVDBwQ3fG39aYz7mfBB2+h61W1/J07TgykgtKOvGflNIsxllZArnAI5HGamSdpE3NwQc4z0PaqYJ2EtIvy9h1P0p5cDOcDjk9zQUXFbzpwOCVBZsevQfz/SvO/HMx+0xKpzg12sF+LeVjMyrDKu3cTwrDp+efzArg/Eri91LzI2Dx9Qw5Boirsq9kcqZ2B5zThOfWopVZZnVuoNAUMoNacqGpyJkuH81CjENuGCOor6CsbTPhjTrm0lMkQiCTAHOx/f6188QLm5jH+0K+g9CvIdL0221C3RX06ZEt9RgH/LKToHHoGPX0b61UKak2jnxNZxSfmIXKjJOCDjbT2GCFHDYzn1z3+lW9QsFt70s8wa3dfMil28SL2zjv2PvVIfI3mNggnggnjrx/n0rJpp2ZUZKSujkdGtxta6kQOg+QKT1PetYyBERmIBYn5R1HtUVmn2azjiBBwuSfc9f1qO6kzJ8uWU8c1MVZG0580my3ayrcahCrEL+8HHY45/pWB4/G9IU9XzirbMpRiAysMFSDypB61heINRnvJo1uY1JRQRs43H1/+tS63BLSyOXe3+Tp3qnNDjt3radomXBjkA+oqFoIZPvCUD8KvmQcsuxgsu1/xr2b4es174fFtakJqlq/2izbpv4AaMn0bHHoQK8zOn28jgsso59RXo/glIbrSJdNs5duqW0v2qyJ4LHADRk+jAD6ECtKUk5o58VF+yaO6uXi1mxi1eAMqsdt1EOCj+uO2f5is5lRnaRCCqDGGGCFHf68VPFqUMcsWv26MdN1A+RqVuf+Wcp43EdtxHPow96wVjuZvGl7pH9tXMNp+9NsYkzvwhYL7dOT7e9VVp68yOfDzuuR9C/qUSvDb3CkNncTz06Vnb1Ebuv7tAQFUnmsnw/qF3dpL9omeXAUqHP3cg5xWjdSfKpUljjn2rFnWlYGnV3VOQMfnWR4i1BZ/D72TOPtQXZt6bh2b8v1zVwMpfDIfcZ61ha8CbZZCOUbHTsf/r1LdtTSKu7HCzWF4ifNbycc5AyPzpY4iYgWUgjjkYrUNwFl8tXkU4zwTgVJ5suQTKW/3gDT9r3L9k+hgSpha774WXEVrd3r3MPm2ckYhuVPQRuQMk9ucc+uK54tuO1hCwHGCtdT4K1Ww0XUSlzbIbe7U28yZ4dW6g/54qoTTkjKtB+zl6HqtmrSBvD15N5kqDztOumP+ujPQE+vY+hFU2j3uIvKMZj+U4PRvUjtUSWryxnQTMPtlri50e8Y485G/hY++Np9GANQ+I79r7wz/bVrJJbahE6Q3cQO07s4yR65GD9K3qw5veRwUJ8r5GXIXRxLG2fOQ/Kc9a51QNyoN5kY42Efr9ar6tPNb6XFqllreoSs1ybctcRLGs5C7meMDnapIU7u5HuBaZgUZ8AMBuyetc7VjtEecKGLHJ6A+lXbP/kGSuTy8jcjtgAVgu6kkEkZP5019Rm06GX7OolSRdzIxxtbGMj8hkd8VMi4nC6xEJdYuXwD82M4rNltwGPHatiaVJJ3keNiznJ2nvUD+WxP7qTn3HFPmRfLJdDCkhwTx2q34fYprVuVOG3gD61dNvC3PkkkjBDPU9nb2kEwl8gAqc5V6HNWsPld7nuMGpNbv/baRnyZG8jV7Rv4H+75hHbJGG9Dg9zU17aR2Mu6IGWKcbreUNg7c/zGcGsqz1m1uIYvE0EazWlyq22rQMcghvlEp9cj5W98H1rTsYY7eV/D11OzWc487TLtjkgdME+o+634HvXZOPOtNzx6U/ZPXYr/AC27RBt3lOSCD2qhrb7JoEVj5Y3FBweOOaz98svjSfRdR1O7tbfz/LWRJo0EZwMli/GMDt1OPWs8TXx1G+s7mW5c2spiVLjbvUbjw2OM8DODiuWx6K1LRVZiBjJ7DpiqM8pkkZmf5j1yanLkgnPGeM8Gqb4OSRx0pFEcoHkeXJh0bIKkVxFzI1tLIDIybGIOK7ZyAMH61w+uZXUpAF3KwDEe9RZt6GsGluQsVnwzJFJx94jB/OoxbQKP9TIOOQrZqBbkjqD+VPE6sAA2DnsaLzRajB6kkOnxPcKVlZcHo4r2u2vrdLeLV4wsmnyqLTVrYfMoONokwOzYAJ9cHvXj1jE9xcJEjHLN19Peu20m8Tw3qwWRBJpF+DFNE33QSPmU+xHI/H0rajJ3uceLppxSO/tF+zzN4dvLgvbSr5+mXb91PY+4+6w+h7ioLiGS3tXhu49sobayKOAQepPfNc9r00+m6U2jm4YhXS50q9P3thyOvrj5WHsD6U/WU8S6f4c0691G+uxeXKus0LL/AKoKFKhjj7xDZx/ga1rRTV1ucuHck32IFGZWQ9EUke9VZvv468Ciiuc7UQSnGfcVzWtnE6MOvIoorKZvT3MO3yVaQk7mPPNT7jkc0UUp7msfhHRovHX0610UJOlzaJfWn7u4kkaN2H8Q4Iz9KKK0ofGc+J/hs9RgjjPjQ6eyKbPVrNJrqE/dLuSGI9M7QfrzXntlqdzY6ndXaMHntZpFjaQZz1Q5/A/nRRXfP4DyaH8R/IXw+drTRgDBZf0BrWuflk2jpuNFFcbPRK0hwFNZWtAGylH+xn+tFFZS2NIbnHZKnI4J6n1pVYt1ooqDqQ5SCTkDg10ukWUF1pV8si9UJBHVSoLAj3yKKKdP4jOr8J1+l3c198N01GZ83WnTRNbyDggO4VlPqCCDj1ANWPHDtbyWFzH8r6lAsl0v8LujBQ2PUg8+uBRRXq/ZZ4L/AIi+f5nO+I9fbVmht306xt/JCxxyW6urKgH3ACxAHOeByea13J2gZJwP8aKK4pHqFJuTz3qvcE+QTntj9cUUVnIuJwt8xRGRSQC2PwzTgSvygkj3OaKKzfwo6l8TEB3YzzzWno0aPqUQK9HB/rRRUrdClsztfBz/AGXxze6SiI1hcqPMgcZUiRQWGPTk1uQgt4V16B3dv7GnkezkY/OhRyoye+RwfWiivVp/CeDX+P5o57Uddlt7y7mnsrG9+0ShnW7h3jcq8Ecg9+RnB7g1U0q+udQvL6+upTJcXDCWRumWOe3Ye1FFc9T4md9D4IltnYsrZ5xnimYErfMMfNjj6UUVkakZRTGzEZIU81x2uxqLoEdSKKKIbjZj7Rzx3pUiRjyKKK1JOg8PwpHPvVQGIwa6a8toriykgkXKOhz6ggZBHuCKKKTJe5G13LqPwoea5w8tlPFJA/dCxw3PoR1+gqhqXiLVbuw0q1nvJpIopJGAeRm3EheuTzjHHpk+tFFbs5IbP5n/2Q==", "info": {"video_id": "117389", "label": "dropping mobile phone into card board box", "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": "117389", "label": "dropping mobile phone into card board box", "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": "117389", "label": "dropping mobile phone into card board box", "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": "72dbac8b4fc80673c9e8125892c75b6b7038a42933ceae9a440dcacf01a64a10"} +{"episode": 68340, "episode_seed": 4193411111, "split": "train", "timestamp": "2025-10-13T03:34:18.369597", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 4193411111, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'lifting a sponge ball up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115626", "label": "lifting a sponge ball up completely, then letting it drop down", "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": "115626", "label": "lifting a sponge ball up completely, then letting it drop down", "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": "115626", "label": "lifting a sponge ball up completely, then letting it drop down", "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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rgoQCCDnIPekU4tbkjockoeT1qIBhL83OPSmm+jC4BpYrhX4BBPc0EskdgR83T+7UD5kHOQvpUxUA57nvTWGBTJNHw8oU3BHfb/WtysXQcZuAP9n+tbVXHYlhVa+v7TTLOS7vbiO3t4xl5JDgCo9V1GLSdMuL6ZSyxLnaOrHoB+JNfOHj/wATXevX2+SSTaSSsAYlUA6AD19+9KUrG1Kk6j8j3jRfHvhrX7lbWw1ONrls7YnUozY9MjmuiSRJM7HVscHBzXyj4bv7BtS0iXTtNli1i1nBmae6JinG3oBj5D+deqT+Irq01SG5gWW182Jo3iaRWVu4PykjIPf3rzq2Y+yxMKLjpLrfb5HSsHzJuLPXM5orzGx8W37TqpcEE8k16PZzefapIepHNehGVzlqUnDcnoooqzIKxdV1mw0Kwe7vphHGvQd2PoB3NbLnCE+gr471vxjqWuXcst5cySPkhQTwo9h2qZOxpThzM67xd8QW1zVWmkO1EGyGIHIQf4mvPdUuDcXzPuznvVGPdI56kmul8PeBtb8TXMcdhaO8bNhpiMIn1as7anapKCsQ+HLTxDcXMkmgrfGaNfna03ZA9yK6Dwv4c8Wat4lhjnttSUzSgS3EyMAq5+Ykn8a+hPBXhC08G6EtjAwkmc77ibGPMb/AdBXR05UoyVpGDxLTujJ8PeHbLw3p5trTJLtvkkbq5qTUrryUPz7VxV6VmCnFcj4imd0ZV64pqKjHljsYpuUrsoXviDyc7WH1rKj165uJQsYIXPU1h3DyGcq/WtXTLcFgcVnc6XFRVzrbB8qpPJPU15L+0HGQPDp9ftH/ALTr1/TogqjivOvjHpNxrepeGLS0iMkzG4Cr2H+r5PoB61aOfeR4RbWbDblcsxwBX0h8OfCUfh3Q4Zbu2jOpTHzXdkBaMEcKD24/U1Q8L/DbTNFlhvLxvtt6h3KTxGh9l7/U16BG2T700gnNPRE27cTjtTxg9aiJK8qo560ok+XkYqjMlAwD1Oajl3L8y/lSGXIwpzQr5ycc0hmVeTuD8wIrl9WvmVWCnA9e9dTfrnOeWrktUgBJJwTQF9TlZrie4mIyVWtGxhbK7SaiNsQ/TvWrYoFxUpXLlPsdgrLwO9WFIB6cVWXgDaMVMOeppmZDrOqx6To91fuf9UhKj+83RR+dfOniDVZpnnNxM8k0hyWY5613/wATPFML3KaRBIGSA75iDwX7D8P615FqMrXFxvz2qWddFcsbmhNYQWumWeoRvHdW99E8Lo/D28ykbsY+qkHuDiu+8P8Ajy/FibSeQSCEeXGCMbVA+X8MDH4VzXirQ7G1sbLUtJYtaXcSzsuciN8AMv5isjT5v3sTA4cfLx3HoaxqSfQ1hZrU9Mj8TXk1wDI+1CegrtdI1AyRq2c5ryeNyWFd1oNwUtUyeRWsWZ1Yq2h6BHKZEHeldxnk1RtJwYs57VxT6lqF741vdM/tq6tIQ0nkrGobJVNwX2HB5NWjjPV9C5e4wcfd/rW2B+NeV/BzW7/WTrBvbmSfyxCV3nO3O/OPyro/FvxI0PwvDLEbhLnUFHy20Zzg/wC0ew/WqWgJNuyMv4pa9Fa21tpgkAZj50oHYDhR+eT+FfP+qTu+oNLHK0bZ3IynBU+oI6HNWPEHiW917Upb64lLSyNk44A9APYCsUs0jZcncTgms3qz0KS5IWOiu/FV5rNvE2tSiS9s4tkV2ifNPzxvx/EPWtPStVuNQmhM+75B/FXPTeH7iCCIzq0ZkUSKCOx6Vs6HbmN8sSSD1NctXDwnJTe6NKdRRVlsehaLH590megOa9a0uRRbLGOwrx7R5vKmWvQtNvyqA57V0w0Zy4h3OuoJAGTWfb34Yc1z3xB1K/0/ww9zY3T28gljUOnDck8Vtc5DXm1GRtRe2UgqAf5V8ZbCXIAySx/nXuF5qmowaamo2XiDU5M3BgLToqCchMs8ffaCdp3eo+g434e+B5vFOsZk3JZQHdPKP0Ue5qNeprSdk2ZXhzwve6tew2lpA0lxKwBIHyoPVj2FfUnhzRbfw1oNtplt8yxDLvj77nlm/Ol0zS7DR7Vbawto4Ih2QdfcnqTWiDkU0rEVKjkSh8jJp2ccnpUDSKoxnk9B60m9mkw3THAqiCR23IQvSub1SBdr4Xk9TXRlsCsXUQCGNAXszzrUbQi53AVoacdmPWpdSjHnVXibyyMVlazOrmvE6e1nCKNzYpb0RzSQTbVMiKyhscgHGR+g/KvL/wC1pb3xrNpV1rF5aWzzbI3hmjjWLjksX4xjPHUnFbvhO61Ca/1a0vrm6f7LKI0W5xvTlhzjjPAzjiqSMGzr1x1J4FWIyBkjqaqx8HgZ+tTqPWqILAkycZzS5xyeaiAyaUyrGTk5oGiUe/FBJI+T5V9aiUl8M31xUjN8tAyneBQjY5rlr7LE1013IPLbjkVzd4cgt0oEzHdcPyKsQYDqawPEt5LaaU8sErRSCRRuXriszVrbxHoWjaXfXd9drPeGTzISmBABtKBjj7xVs47fUGiwHsAGFFcr491q90jQpHs3WN2+XdjkZ9KKKGWtz56vLiWWdmdyzE5JJ61XLluSaKKk6mSC6n+yGHzn8oHOzccflWtpCgMvfByM0UVlU2HE6iA/MPrXX6VIwiWiimhVPhOsspn8nrXm2tancaX4vvb632edHM+3eMjldp4+hNFFao5GZeleI9T0DS76DTbgwC72CV1HzYUNjB7dTXLXMryOXdizE5JJoopHTRXuiwjLgGvRvhl4Z03XfEcaX8TSRwoZgmcBiMYB9RRRSW4VH7rO48c6bavIXMfzDpiuEtIEjmbbmiiipuZ4d+6jdsSRIuK7DT5XMQ57UUVC3Lq7HQWTttWsf4iOW8IyZ5xcRfzNFFao5mea6nrjarBEklhZQGJAiNArqVQZ+UAsQBznp1r17wTpVppPhHT47SPaJYlmkY9Wdhkk0UU3uHQ3zTnYpCzDqBmiimZoIgM7urHqakfiRKKKChX6GsbUf9W1FFAjjNQYl+veqI+YHJNFFZy3N47Hnmr6udI8SX0IsLG8hnnyyXcO8AqMggggjryM4PcGu2+H93PqF5qt3dP5k87JJIxGMk7vyooqyGd2vWnKfmoooIYsztHCWXrT1QKnckjkmiigY6I5QUjk0UUDRmXbttYZrnLyRtrc0UUAcF4vnk/s513ceYv8657/AISDVNRsINNu7yaa3tnaVPMkZiWfGcknnG3j0yfWiigD/9k=", 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", 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", "info": {"video_id": "115626", "label": "lifting a sponge ball up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "973ad4be381742231f40ceb577e7359f74fbbc180de68c5b6aaf1c5ba0985e2c"} +{"episode": 68341, "episode_seed": 2999835280, "split": "train", "timestamp": "2025-10-13T03:34:19.791678", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2999835280, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'plugging charger into outlet but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "58956", "label": "plugging charger into outlet but pulling it right out as you remove your hand", "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": "58956", "label": "plugging charger into outlet but pulling it right out as you remove your hand", "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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"info": {"video_id": "58956", "label": "plugging charger into outlet but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "58956", "label": "plugging charger into outlet but pulling it right out as you remove your hand", "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": "7b5a9679c33f4bdd218f13be7dc5ffb951c9690fd33578f643d9f81ac9d3ee24"} +{"episode": 68342, "episode_seed": 389275805, "split": "train", "timestamp": "2025-10-13T03:34:22.531722", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 389275805, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of rubber band so that it gets stretched'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "205260", "label": "pulling two ends of rubber band so that it gets stretched", "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": "205260", "label": "pulling two ends of rubber band so that it gets stretched", "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": "b9aceed7e26407be203901ad80e16ee3576ca9ab4050e9709681c924d6dbbebd"} +{"episode": 68343, "episode_seed": 3278378674, "split": "train", "timestamp": "2025-10-13T03:34:23.707454", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3278378674, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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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o3KMrGXU9SWHFdMcLA55VZN3Z3EnizT/sbRKZi4lDgeWMdfrXkNzoF5cX09xLdKplkZiRkk5JPP511XlxgHIA9+tI8SMhGMDHVuldEKUY7EObZzl1O2leHm0iFCi3G43E4P8AricY47AAYrk3tEHO5q9FktleNkfy9pHQHNcpqmmraIJEZnTp8w5H/wBarcVYFI59oEH941GY1Harjq3bj6itHw9p8ep63DbvhkUGRlYE7gO3tmspWSbNFdux0ENtdOg8+URZ6BMcfias22lQRSCcyPJKOjM+cVRTVC8XyQI27tvIFPjvGt8SyIzRAfvAeq+4rf2Sjsjjc5S0bNcXLW/LbXj/ANgHP41r6TcobgOglGezHj8KyIry3lgyJPlPKsBg/Q1aWRCiHa7D+8vBFTKm5KzFGfK7noMcgltwfaqsnWqOk3yGMIZCf97qKuTNivGnTdOXKz2qc1ON0RkkHNRS3IikVSetSqc1Vu4A7LIB8w4zRBJyswm2loSTu/lny2AfqPeuL8TXaCymZiNjjcpHBU9K6DUrr7LFvzgr1rz/AMXXCmJJIGYpKw3KB92tqVF/F0M51EtDO0ZBM8+MqQAMjt1q+mlWjz75WeRj13yZrJ0xpYXdSuGYAnep/StVHmmbEiqvoVz1969JU7q9jzKs2ptJmosawKFgZEVeilcj9KmivA7eXJFJvHdciqtnJJ/q5FVJlx05VxWjFGrOxUkHupPFUkZ3tuTDegBWLep7l6lEcQHQfgM1WVU35JeJu4B4P4VKHdT8jggdiuMVYhWjRlwV49WFV3hV4mSTy9pGMKe1WA8jckD8DVa5MTjbMjfn1qkJnLarpyWqCWNndOnzDkVjPuz/AHfqOa7e4n8pRsXK9MY6Vz2oW8V0zSKNkuMkqOD9RRKDeppCr0ZhSOAcdvzq7ounS6rerAhKr1d8fdFZgjleRhtY7evBr06wsbfSLAQxwMcjdI5IBJ9T6VyShzO72R1+05ItLdkltoS2yRlJC+Bzuxk/lWfraQswwR5o4JFXIRf3cpitAXVv4yDgH2rcsvBG2LzbpjJKeTk1hVxlOC5UXRoTesjirS32yI5TcF5H1rrdIs5WSa5lBVeCD689q27Tw1FbvkJ17/56V0trpsK2rqsaFiMZPUVwzxNztjSM7SkAdTyZcgnHp6VtOZCMbV/E1kR/6LdbQMtnnPFam98Z3L+VZve5oivJE+1RlQF6YqlJEzAneep4Ax3q1I0xc8jHsvNRbXJbL4+bsBTJZRktlePDgt9TXL6xcaRoVxHLelkMudgXvjGf5iuyaFSDuZj9TXnPxKst8mmBCFH7zPf+7WlFpzszKppG5DN45sXZ40t3lt2BBDADcPfPaoYdWsLkl4rNbc8YUyfLjp24rlI9JkY/e4rRttDTjzGJH90niu+nTjH4TinVclqdLDeWjyNCir5uP4XJx/Snqq78sGjYeh4NZsWn26ZMQMTHqV71ZWVoMB1yP73UV0mW7Lu91PyNkD1XFO8x2GSPyNQJNvHy/MemMVHG7NNtjBYt0AHendBZj7jynGJVOM+uKgk2BQF5HpT5jKm5mjcKoyxIOAPWsx7yCTO2aJfdnAFNPsJor32mRXLmQHZJ6qOv1FWdC8W6fpCNY3WntAVY7pol3Fs+ueag+320XzSXETyYxkMMCsnUJLK6y3nxhvY1lUSasy4ScWP0+dNm1pAM+pxWjG8e4qk75PQKM1XtNMhQDfl/r0rSRbe1TcSsajv0rpjVVjnlHUSOyjfK7WG48ksc/pwKtLbXlh+8ieSZcfcLcj/GqUniG3ikRVid1zyRxke1bUOqWdzb7k8xX8oPsOCRlj6ew6VLrxQlTmVrXXZFmDZ2kdVIxmuys9Xiuo13Oo47muHu5bZzvA3yDoxX+dERV4lbnmuHEVYVdkd+Hpyp7s9E+0wqOZU/76FQzX9qgw1zCpPTLgVwYjUnpUF5ZRXT2zN1iJ/LOa4rLqdTkb3iC7ilsixuY0dAdw3D5lPp71w76xAhCRugUdPStXULe3kgJePcF6CsjQPD9rrniZ9Ou7t7UNFK0flx7izqhYL7Djr7V24fEciskc1akpO7J7a5gvZSwOSvXB9a0WtopQCXYVzegcNP/wAB/rXSRkAA45rrhUlLVnn1YJSsSrZQkDc8jgcgMcDPrxVpbaPlo3ZG74zg1U+0JGwy3X2z+NbsVjbx6Mb+4udp8oyBV55xwMd6HUjcXK0ih57RELIv/AjyD+NTpMXHHJ9AKuzxabHbjY8/mlQSrrgHgf1zVjRSqi1WPmJrpjggdsf4VCrLoUo6GRG7PNsjBYsOAoyc0yZZlLMYpAACzZU4AHc1peG7VW1q1KqSA8rnk8Dmuvt9IGo3ctiNiG4tHjDMTj5simqrvawqijE8pkvIJs4mhX3ZwKpPLZod73ELSY6qwwKy7vSltJ5YZI8PGxUg56g4P8qyJUCk4GKqU5R1saRpRl1N6W9twP8AXxsPY112g6lp+qOv9oX8JYdI920CuY13w9o1p4Zt9W0u/vJg1ybXNzAI1uSE3O8Qznapwp3D+Ie4HLDk1y1pSrR5W7HTSgqTutT6b02CxESm12EeorSIGK+Z9N1rU9KYNZ3s0OOwbI/I13Nl8Xby3tPLvLGO5nH3XVtmfqK8qpg5x1i7ndCvF7nrWMH29PWrVuwB5yR7dRXjh+Ll/KCY9OtkPoWZqy7v4g67qkvlG68iJuCkC7M/U9aFhqnUv2sT2K+MccsjW4VnLZy3A9/qaia5c7SLqIrzn6/nXmOmKziN3dmLdQTWwUj2/wAX5017ugua52DXoU4N9GW9CoP+etOS9iO4teW4zg5z7fWuIOzHGD9arvJGoPyc5qr3FdHeNe2ozm/ix7MK4vxrcW08tj5UwlK784bOOlZeh/Y9T8VDTtQvri0gmfYksUsUax9yWMnGMZ4HJOBWLqnn2ur3lrN9o/0WdotlxtEi4JA3AcZ45xxXRRg1NSMK0k4NIuo3AFL56xgnJOBnisfU72W0jeNR86sF/TNQWF092kgeRI8LwD3Ndc6rWxyQp9zurG2tH0hr2e5IbazBV56A4GO5qzNHpcdkjK0wnKKWVxxkjn9c15/DqcuiPG1oTMzodyychPpWlY6nqWo3LT6gdsSxFFjAxuJ4H5daSc5dRuKR2uiGLNsixgxm6OCfvcYqPwzAg1yBlBBDStkH61R0O8jja2VnwQ7MevXP/wBatLwnMF1aIlgoaNwTnHBoSvuV0Z039ktqrXdkiKZJ7N0Xc3ck14nNpEUZfemGHY19N+FLeKXXRIHDqloMDcDg7q474p+BbCz+0avYzmNpHDSWxUbQWOCVI6c9q0pJbMxu46nz9cQIhO0YAqmRg1ralbvApzjrjitPxJ4KvfDfh3R9RvBKs9+ZPNhaMgW4AQoGP95lbOO3TrnETstjaLuW/NaO2aQYyBnmsNppLvfJM5YgnHoKKKTehNNakcUQn5ZmBVTjBrbfVZbTRkjggt13xDc2zn880UUMH0FWV5Ird3bczwIzE9zzzWhasfs6/U0UVlPdnRDYsAmkyc0UVyyNuhHNzG1cvDqtzousJqNqUNxGXCmRdw+ZSp4+jGiirpbmc9iLQifMlH+7/WtG+u5Y2VUbAJGfeiiu6Pws4ZfxA89zCwyMDA/DFW9Ivp7EkK3mr5ZKib5gnPb0oorHoXUJrbWrzVtXljumXYLZztVcDIHBrpNElK/ZeB95zyPc0UVt0RkzQ8KHOs23uHBr1Hw9ZxSeIIs7h/oO4Ybod+KKKsmS948l8W2ME+s6h5q7mM7jf0PU88d68s1BFikYAZAbHNFFVLZl090aPiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrTxp9qumNL5QLhc5oorkkdLMVIVktzIxOR6VXx8m7PNFFJGjJoiVQkdlzVizJNxET1IJNFFDGjvNNP8AosdaIkbO3tRRXA9zpRBJwePWsq5uJFJwR3ooogRIxYfEUulXFyj6fp1/FM4do72DzAGTOCCCCOpyM4PcGs+fUrvVdWmv7yUyXFzKZZXxjcx9h0+lFFd0djnkXtVGNXnHZiCQfYVjFsTSEYBzjiiitjJFuzc/aIwcH5u9egRQW/8AZzsbeIyeTkOV+ZTvAyD9KKKroiZHQ+DtH0+/it/tFsrEQyvuBIJIDkfyFL4O0i1u5b9pQ+bfTZZ0w2PnBGP50UVXQUd2elab4ft7O5Vre4uoybWOQ4cHk9eo6VxHjcNsm3yO53DJbHPNFFVT6+hjP40eK69wjY/v1T1DxPq+qaRbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRWEjphsf/9k=", 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", "info": {"video_id": "108758", "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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", 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", 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", "info": {"video_id": "108758", "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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", 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", "info": {"video_id": "108758", "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": "7e48559adc0a032b595ecc6c2a536601f80cea2a31feef49a63e86343935ed73"} +{"episode": 68344, "episode_seed": 1114678558, "split": "train", "timestamp": "2025-10-13T03:34:25.252848", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1114678558, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'uncovering a baby powder 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62658", "label": "uncovering a baby powder bottle", "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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dxxiub8c+F01COG6sSFvbYAFh/HjoGrr3f7Hp0MUPBdAWaq9opazvB96QbJPr82D/ADrpaTVmc0W4y5keT2V86sYpQUkQ4ZT2NdPgj7shH1yKq+L9AuG1GS5srUCWLBdV4Lr64/qK0fmC/MK8rEbpHt4aLim31IkDF0VmBBbke3emln3FhKQSc81NwCSE5Uenrx/jTTnPKYrmZ1xEWSXP3sj6itbTdbvNMZpLZtjkYPcMPQisn5epGPwp6FOxb8KE2ndBJKSs1oes29wl14ZW5YKjQ5DYHTB5rm9LlYeIrvK/OrFcenGKu6dcb/DMkAbme6jQD2YjP8jVRP8ARte1R2wGZnZD+Ne3CV0j5qUeVyRoajdxQxC2TBaRgHP14rjNW0u1uI5UndIyrNGSxwPTH5VdnulaX725yeO/NJrk9vFHLJdxzhJo1lEkQBCvgAhgf4epzTnPQuhSvJJ3PFjby6Drt3p7sCInxkHIIIyD+WK7bQpWkilKvjG3qfrUfiLQ9P1a1urrTJLZ721YB/s7ZDjAOM/56VV8Fys8N0rDJXaCD26151V+60erCNqif9bHSL5uei/pTiXWJArKpOWI/T+Qp5KYJ2jOKHAU7NpIX5fyrjO1O7GCSbH8B+gFWbe6eF1Yqcg5yOP5VXwuOmPwo+UfxH86QzYvPF2qSSK3mqWUY5GA3ucVsaR4zhlxFqUPlA8eanzr+PcVxbjP8Z/GlUsvUqR7iumGJqw2ZyVMFQmrOJ6Tf61pun27XCzxuuMqQ+RXKfD2KXUNNluS+4NcyusZ6sxYnH5c/lXMzRRzH544z+ldp8OVFvqTwxj906liM5AbHUfhxXVTxcqk0mjiq4KNGlJp3ZsvBbXKySSgeSAWkVh2xzmvL9S02e3jk1CxUiDlzD3257V6l4rT7HaXpj4DwnAHbPB/nXOWkXn2sUcSjkAkntxXZL3nY4absrnMgxZHzEA04IrJ/G4LcEY7cd/fNJltuSQQOc9KQB9qjcv3QSCO55P6mvC6H0nUGjVfb6jH9TSFCMFeR6jmkYHGCgI9mx/Om7FxzHIPpUlGsNUSDTYETcbmElgenOcisO4kkutYuNTnGLiZywAJAQE5wP8AGlk8snl5FPvTBk4AlB+ua1dSTVmZKnBPmS1FbaW3kcnuRk/nXQeF7tXml0+dyY51+RT0DDt+I/lWEBxn5fpUkEjwTJLGMOhDKQe4qYuzuW1zRaMvxp4eFotw8eFiOWOeAK8wSUGRT74r034na+t3Z2NnBx5q+dN9c4VT+IJ/AVw/hLRbXX9eFjdXkltuhkeMpHvLuqFgvoBxnPtXaoK1zg53ezOl8DuXF4pfBGzHX3rr8M4A83liFwfeuL8BB8XrSKpDCMjcR/tV2QBEg2oBtDMOPw7fWuSp8Z1U/gQrKrsWDnBOeQR/SmlT2Y/hSlnxyD/wFhUZxuyTIh9SDWZuALAn7v40hYd1H4GgkFSPPOD6jNRjenCyqR6EYoEaenShbmLls5796uaj4mGn232SRvNka6LunXeCvBrEikdCDgZ7YOf5VBOqySl3Tcx6tit6dZ01ZHPVoRqSuzan1xJY08sybQuAu3kfrVjTdfsILe5S6jud0iFNwRWHOOoz04rmCsYOOR/n2NUNZeW305pIZHjfcozmrWKqNkPCUkjpNavLqxskuYi9/aMqpGxb5oFB5A9R2welQqUPSTAPpWfdJHb+GDdaZrOoTW8l0YP9JiVEnYIC7xAc7QcKd3qPcC+M7RwufUYH86itd2uaUmtUh2wFTlnbLYBVc9B+HrTDEB3I+uR/Ohd/lpgKAV3Y6cnn+oprZOQUJz1wc1izdbAyEcgkj1PNAcg87D+NNwoH3pF/AimOVZgfPYH3FIDorbUfsNjaXZk+SF/MdCegBxn/AD61kf8ACQ3M9zctgG3aRzGHyDgknj2+tU2eR12mRWA9aQLgfdGPQd639vPlSWhzfVqfM5S1Fku7mR9yz+UP+mYGfzPNaGn6reG5xeTTXdqwCSeY27YCcAj05NZhVerIfz/+tTNq4yu4YwT29/xrP2k27tmypwS0Q3Xoz4W1oCGJfIucRu3oM9Pcfyqj4UbdqOrlGx86EAH61r6hHbeI/GLabq2oXMFpLKBFJHLFGsXAJLF+MYzx1JwKxPC9m9lr2v2csM4ME4j23GBIuCwG4A4zjrjIreovdMISvJHXgNuTMikEjP06n+VRlQTnzc5+o/mKRCVclUwVQ8HjqcfyzTi0ncP+BzXMzpiIVbGQxP0pnPPC/QmkJG4ne6H6YoYqy4M+c+ozSQxjMD1XH0akJHbcD6mk+dBgSKw9xigK3dRn2NMBhcjowNdl8PpVXUXLsB0X881xrjB5Q/WtvwvKI5r1Ix+8a2Yp9RzxW2HdqiOfFLmoyR2/i8+dp+pMOQDHbg++dzf0rHidbHTLfygC8iAlqo+MtdkXwHb3VvO0c094qyleu7DFv1rktdg8RaJoWk3Fzf3avc+ZvhZcCADaUBOPvENnHb869RzUWeNCk3EkY7oWz3wv5nFWJVH2llxxuNFFeMz3kR4G4CkcYcCiipLIpWKvtBppRSTkA/hRRTJIGYL/AAihT85A4/Giiky47nGeLRi/h9dv9axdC1GfR9WXUbXZ58CMU3rkfMpU5H0Y0UV3x/ho82X8VnYeCvkW7A9EH/oVdeqgvLkk4VR+ZJ/oKKK5J7s64fChF+aQp0AHY0nTIHaiis2akYYspzUTIm0HaOvpRRTENSNXbGWH0JqOdPLI2s3SiikUiASOTgnIzVHXf+Qa3AOHX+dFFVDdEz2ZHd+Jn14JDLpenWxgiSON7ZHUqi5wgBcqBzngcnmugkJEbAHHyH+VFFb1dkc1Ldk7KC8vGNpIGPao4wHQseoFFFc7OpbC5JjLZx9KgLFhk0UUkDGtGg/hH8qjiUSdQR9CaKKGCGuCjYDNio95IOfpRRSRRl33iCTSYLt2sNPvlkkQmO9g8wAr0IwQR16Zwe4NJ4J1C61bUNc1G9lMt1cOksjkYyxLZ47D2HSiiu2f8M4YfxDr0OY5G77wv4Y/+vT8ZTdk5oorlZ1xE3FY8imE5XnB+ooopDInRAudo/KmKis2OR9CaKKGAyaIJghm6VAk8kbYVjz70UUuo+hneILueTRRE8rmNZQ6oWOAx6kCss+IdU1GwTTLu8mmt7Z2lTzJGYlnxnJJ5xt49Mn1oorqotnHXSR//9k=", 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", 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", "info": {"video_id": "62658", "label": "uncovering a baby powder bottle", "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": "62658", "label": "uncovering a baby powder bottle", "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": "4821784a9995fd6479f4146115a39e7e085ad8821f837fae783a804867b7c88e"} +{"episode": 68345, "episode_seed": 596423130, "split": "train", "timestamp": "2025-10-13T03:34:27.040590", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 596423130, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cellphone into cigarette 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', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "132410", "label": "pretending to put cellphone into cigarette can", "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": "132410", "label": "pretending to put cellphone into cigarette can", "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": "132410", "label": "pretending to put cellphone into cigarette can", "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": "263ea680517046a6959a9f738a3253d7a3f2f458b185cca597634dfc83d630a7"} +{"episode": 68346, "episode_seed": 1342313073, "split": "train", "timestamp": "2025-10-13T03:34:29.189435", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1342313073, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'holding pen in front of lighter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "170036", "label": "holding pen in front of lighter", "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": "170036", "label": "holding pen in front of lighter", "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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p5hztz1x+QpgNU9zFFiAF5VUdzW8kuMCsSydEcluvatB50jALGkM1I5j61dVlnjMcnKsMEVjwSq6hkORV+3Y5oGYWrWC39ncWjKplAYRsRyrV5qpeFzG4Kuh2sD2Ir1i6O2/lHqc1geKNGS8sXvIIx9pi+Zio5de+fUjrQVGVmczbXhXBzXX6H4guLJlkikwe6noR7155HIVNWbi+lgsS0MjI+4YINZuOuh0c6tqfQejeI7XVFCZEU+PuMeD9DXlpPzH61lahItnoUGp6Zreoyq119m3XESxrOQm5nixztU4U7vUe4GmDmtNVuc0uX7JIGrYslMcAz1PNY0RHmLu6Z5rZWZAm7PFBJeR6uQycise3u0lbaDzV+NsGgYmqHFxE/wDeTB/CsHWdBt9YhaQLsvFTEcgPX0B9RW1qjZWBvcioImpgeUBnhkKOCrKcMD2NaNpclDnNavjXSfJnTUol+SY7Zcdn7H8R/KuXilKmokjeEjsLS+Ix81aVxdvcQxIzlkTJVc8DOOn5Vx/hlrbU/E6abqOoXNpBM21JY5Yo1j7ksZOMYzwOScCtPTvtMOq6rZXDXH+izGNUuAA64LD5scZ4GccUKDWoVKqlFxNYGnZqPNLmqOc0dNQNI7MAQB3rXTCjAGB7VnWMflwZPVuauqaBl6J8EVDqn34ZR3BU0kbc03UjmzVv7rigDH1XRLXWol80lJkB8uVeo9j6ivOpopbG7kt5htkjbawr1OB+K5vxppQlgXU4l+ePCzY7r2P4dPxpsqErM5u3uMEHNb9lfdOa4i5neK3LIxVgRyK3Na0PWPDehaTqF3PcpPfGTzYTGQIAAhQMcfeYNnHb6g1m6bexuqyi7M6MdaWiirOUersoIBxSrIyvuB5oooA37a5kMSk4zUl9IzxQk4zk9KKKBlO9gjutNuIJRlGjOfyzXlsLHjmiilI1pG1Zuw79qz/7TuNK8QyX1ts86J227xkfMpU8fRjRRU0/iNKvwl7QJHaKWNjlUChc/jWyKKK0ZyjgTkUruzEZJNFFICezuJImIU8VeW/uBIMMPyoooGWLiRpLkOcZKjOKsRHgUUUwPLtct47TXLyCEYjSU7R6d6zbxj9jP+8KKKS3NPsl/V/FEmvQW0UulabbGBFjie1SRSka5wgBcqBzk4HJ5rrx0H0ooqp7mS2HCnb227c8UUVICo7KwKnBq015OeN9FFMCVbiWSMK7EgHIzVqA9KKKAJNQtorzSL2CZdyG3dvoVG4H8xXkANFFDNIDbXXX0i4uYzp2nX0UzhzHeweYFZM4IIII6nIzg9wa6Hw9f3OqX2pX95J5lzcOssj4xljnsOn0ooqn8JD3Z0AqW3UPMoPTNFFZiNpOBipFNFFCGToaW+506T6j+dFFMDPtyeKvJDHcgwTKGjlGxwe4PBoopgeKaqgiEqKThJMD14NNu/Eeralplvpl5ezT29tI8qeZIzEs+M5JPONvHpk+tFFVHYc9z//Z", 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"info": {"video_id": "170036", "label": "holding pen in front of lighter", "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": "95f51872823092a8e2a8672734546746da92add782ae6363fab3f0708285a761"} +{"episode": 68347, "episode_seed": 1230285392, "split": "train", "timestamp": "2025-10-13T03:34:30.299512", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1230285392, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 keys next to pc harddisk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "48867", "label": "putting keys next to pc harddisk", "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": "48867", "label": "putting keys next to pc harddisk", "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": "48867", "label": "putting keys next to pc harddisk", "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": "dfb6dc4a5c03d40b8c7ff754fcb90976fb95ac0104049234691536e20ef97310"} +{"episode": 68348, "episode_seed": 3302023574, "split": "train", "timestamp": "2025-10-13T03:34:32.885955", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3302023574, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 scissors and cd 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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"info": {"video_id": "33418", "label": "putting scissors and cd on 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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", "info": {"video_id": "33418", "label": "putting scissors and cd on 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": "33418", "label": "putting scissors and cd on 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": "21d81e7b18d8c554caaa7715525282d140eafbb7fd4673ecceb7c9b2ed6efe13"} +{"episode": 68349, "episode_seed": 3488455133, "split": "train", "timestamp": "2025-10-13T03:34:34.882481", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3488455133, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 nail clipper next to toy truck'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "216616", "label": "putting nail clipper next to toy truck", "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": "216616", "label": "putting nail clipper next to toy truck", "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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", "info": {"video_id": "216616", "label": "putting nail clipper next to toy truck", "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": "216616", "label": "putting nail clipper next to toy truck", "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": "8aaecd3ed8261119ebefecad66d00ce56c855e6644a5a166616bd1493f23e334"} +{"episode": 68350, "episode_seed": 1153369165, "split": "train", "timestamp": "2025-10-13T03:34:37.409949", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1153369165, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cup with spoon over, so spoon falls out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "116731", "label": "tipping cup with spoon over, so spoon falls out", "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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mnubDrE33JCv6VE9rNjKvknv1/wAKqI6tyk2MDowx/KpQ0ykEAMPVT70+ZlKnCXQ9X+EEciWurmT/AJ7RY/Jqm1u2Nk15cgB1uYXCjOOT1/GovhAzXNvrMJyr4iYZ/wCB1D4zubvTrsWkq4WNWZMjhi3Ax9ADXm1acKlSSn5Cj7krROCWcSDiuf8AFssf2GGJxyzk59MD/wCvW1NYTRTm4Q/LL1U+vrXJ+KFumu1UwuEROMqec+lefHDyhVXY6KlRcjRFoepyWwa3VyrEYQ+tdTa3EgjG2YOTzhz6dfzJA/CpPAnh2K9H2m/tAYoyDGkiffbt17CqIsZ4mcr8y54x3x0HHqx/SvZw17NnHJtWNeO/uIjgq31HQ/5NPOqhyFcA+mR+ArEczwnCFgV4BHtwP1yaBcyFDkBu2SOvYf1rpbY1I3BcwzDlSPpzjvQlmtxKsUD4kkYKq8jJOAB/kVkLcQtkEFCf7p/DvXTeC7dbzxZpqiUMiOZmUjHCgt/MCplPli5djS0WtUeu6JpUOlw22mwD5Yhl2H8b/wATH6muW+MEAsdS0PVoAFnUPHnHXbhh/M13+ix+ZLLOefm2ivJv2gdeFtf6JpqH5ljknkHsxCr/AOgtXj4Kcn+8luzKduZR6DvEcl5a6iqM2Ip4Y2tyOjI3zE/rj8KrS2COyeaud3X2rVvL+11j4R+FtUcKbmJlhDDqNoZGH/joNM2rNbKQecda6uZS0ZpB+6N0W0k0fVheWlwvlFCkkTpkkex7Vk/Ee+e7uNK819v+t246A/Lz/Wta3JXg5rnPG9obtbIB9p+dAc+uM/oDWlCnCMlyozqXerOeWdjjy5VKnG0Nwcdv0Gfxqwt/OihihA749/8A61Zpsp1G4DOcdB0z/go/WqwMyNkBhnsD68/yFd12Rc2hqm4fOq+pyKe0sEwwVxxjg5H61i/apA371VbI5yPxqaOeFyDhkOOxz2z0p3LTTOs8L6RbXmsrI/zQ2w850IwCR90H2yR+Vei6ADfa0rNlsNkk964jwigt9CvrsSbvNlWMZGDhRnH5tXpvg2yMSJIw5xnNfP4ypKrjFDpE2SjCDaW50gkt3vpYYpo2njwZY8/MuRkHHvUWqa/p+jW5kuZ13Y4jByx/Cvnv4l+LDF8SdU+yyunkMkBZGIOVUZGR7k1ip4mlulHmy7yf4mbLVs6LWtPcxjGMviZ2vizxXdeIL0hjst0PyRg8D3rlhqkNjdxLK+Gc4ArIvtVkQjyFBB5JPUiqj3qzoGeMMAepGStc9PDy9pzTdmjrlOMYWiWEd9jHCvjO3gHOPlX/AMeJP4UzEe4gxDgkDkjp8o/rUr20lsxwCwjyRxnIQYH5saZiWHjYSF+U4b+6OePqa9/c4k+4jW9s/G1hnIB4PtTvsMPJV8HsRxjng00TbSN6txgEsnoMnkU6KaLAG9e3AfHb0plKzPXXuzrvhuDWYyGd0EV2F/gmAwSfZuo+tT+Hr+1tBFHdxuNp+SROePQj+tcH4Q8RyaDeujYe0ugElikwUb6/yrvre48Pzyhors2jZyYZxkD6N6V8xmGAqU63tKPXodNOpHl5JnfQ63beWPKBb0JIArN1W+a9gkgU72dSAB0H0rG+26LbJu+3xMPRPmJrl/FHjNYbGSDTQYvMBUyt94jvj0rmtipv940kuwRjC/uLUxPFFpFeW0k+1fNQdcV4zcwBb1gVx3I969U0HVhrdhOM7hG3klj/ABYHWuC1+0Frq7DHBNe+3zJSOeql0JPDu/bcKrYIKqufU5H6DNdCkjyQkjDbvujg43fKv/joJrK8OWZn+27DhtqhecfM2V/kTWk8MkW5lU4G5kyOMfcT+prrpP3EQthAIZDzEATnGDj2HX2FD2dtKeGKk8DcPU4pdxiz+7YqCcEYYYUYH60qTxb8ZXcO2dp4H+Na2NE0xp03GSjjnp371C1tMrZxmryHgckYxyRntT046EE+x9vQ0mkaJI9A+C13Iuu39pLkeZaq6577W5/9CrpPi4tqlhpkz8XHnlVP+xjJz+OK848N6+PDfiKz1KVSYUJSYAclCMHHuOD+FVPid8S9P13WkWxE0ttbJsj3IV3E8k8/54rzsSpQlzRIsvaXb0Nue0WW3BGCMcVSti8TlS2QPWqPgrXDrGlOsuBLA2wrnseQf8+lbElqySFwOKtdxtpmhbXTMSvAYjr61wwYxzZWT5VJIzkZC8D82P6V1KTGN84wfesS6sBG3mIQVXBIHGQgz+rGumi9zNplaRmVsEB1U4yRnhR1/FjQEgZcPHgj+63p7H3pBbzRMqyL93CMWGPugu3PTqRTfOcbRKjjcADxuHPP8q6EhqXcX+z4GGVYLg9xjGB/9euz+HGlCPXbm7zlYLYqPYsQP5A1xySxyMNhXnnCtjqfQ1634M0t7HRkQKftV8wmZW6quMKPyyfxrix9TkoNLd6feaKzOy0+5t9N0Sa9u5Vht4laWSRzgKo5Jr5I8ceKJfGHim91dwyxSybYIz/BEvCj645PuTXovxj8eC4b/hDtIlLWlsR9ulQ/62Qc+X9AeT7/AErzjTtPScAugI49j1FcdCDjGMepjy87bRb0/XL1PD6aQZnFnHK0yIONrMMHB9OK9D8G6gNR0oI7kvC3lsT1Pp+lcQdNtioAJT6itrwYr6frMkG4GOdcgg9xXe6XLEtXWh6J9l2gMBx61y3i+PcLQcgksoI7Zxk/kDXaxnfCAeSK5jxNaicRI3BZGRT6FsA/pmlT+JWJlqcTGdyEo+Hfp2xvOB+SCnB3c5KBgeRlc4B4XkewqWaxkV3MPfLqB15+ROD7ZNRyxTwZIQYUtjIKnCgKPbrXYiL23GtHBISDHjOeVOfboad9gt2Y4bGSfb2qMTshG+NwAQCWXcOBnt71bsAt5PDbREGSV0RQrdz7fjQ9FqVFpna6XZi18OWEGcmRzKf+BNx+gFd7quu2vgjwRca1dY3JGFgiPBkkP3VH1P6A1iWFjDc6iqMypY2SBpZW4VUUev0FeKfEzx1N468RCK0LLo9mSlpH/f7GQj1Pb0H4183h/wB5WnW6N6GlV6KJxNzf3F9fz3dw/mTzyNLIx/iZjkn8zWlbmMopIIYehqfT9KUgNKgPt3rQOlwFTtbYfRhjtXrU6beplysoQzJFMBJJ8h4+btW8nh2WW0M0L4Zlz9a52806SMsRyM8Y5rq/CWtNNHHpsw/fK2EPqPSonBc2pcJNaMbulVx5sZUArnK4+VQXb9cVMt0pRUlXlgu7ODy3zHr7Ypq3lvI7Ltkj34jyrH+I89cjoKmkntZyXWZDnc43Rjp90civSSJuyDfZyAsUVSQSPlI6n2pjWlnLkrIecn7wb26EVO1nASduzhguVkP8I96i+xqcfO3bqob+Rp2C66kN5pUcRwrIDjP3Svb2NS2t3dLJHaMplBO1WD5IGO+etJfQOk8hVwOvQkVQS6ntbxJgQxjbOMisalOM1ZopNI05PFOm2RMTvJ54/g8o9a4zXfEk+puyRqYoTwcnkj+ldL4m0L+00GoWAGCgYAfxd64hIDMzlxtZOGB9a8t0Ixeo6lSWy2Ox+GMu67v7UngxrIB6EHB/nR41ttl2JgOjVW+HJNv4iuVYHDWrAf8AfSmtt9OTxF4sudLu9Qlto2EpiCR7yWVCwX0A4PJ9Petb+6Z/ZMzwyZNt09vkldpwPocH862UuXjk3OmApLHgj5Y14/NjXN+C7tIY78SxiQERnnqMZ6Hr6V1dvPbzZi8yRNxWMq/zjruPXmu6glyIIt2HLJbuAkqA/dUkrn/aPSmGztLhflPOOgYMOT6GppYIrhmdfKYkM4KNtPzHA4PHSoZbDax+ZxhsDeuRhR61vYvmvuVpNIwS0brzk9Sh/TIqCS2u4gc72HP3lDjH1Wraw3KDKMSMAfI+ffoaiN1Mp/eAZ56gqetQ0PToU55ZfLxtzzj923t6GuY1eBHk3gbWPXK7a6+4ninjKyDnJ+8M9vXrWZdWglhKxSE8/dB3Dp6VlOnzIUrtFDwLdta+I0ty2FuR5f4jkf1r21rZZLbHfFeBRxzafqEN1GoDxSK42naeK9p1q+ng8M/abWVo5C6YZTzg1zJOLsyE9CjeRsj8joe1ZzrcxsqFSYiRux8w2j5iP5Umu5i0WHU7LWb+YG5+z5uIlRZyF3M8eOdqnCnd6j3AWS/inlHmW4DMAu5Mqct9PatsNq2VzXQ+C5ZU/eL85UFu3zSHP06YqR5bOUMzIo+8wYrj2HIqQXVtMhcTjktJiVQ3AG0cj3qM2Eb4CAfwJ+7f8T1rrQc3c09F8OWmq6jGxXNpAQ0oyGBx/DnrXoOt6i+geG5r2PC392pjtwMAoPUZ9B/So/C+jJbWVpbDgMguZ2I5OecGuJ8c6zcaprcnkhha24MUQA3A4HJwOeteS19ZxGvwxKVmrHjF5azpqUplyWZySzjkk9STXR2QMNumY3K4H3cOOtZ11MRqR3L37Vsp9mljVsqDkYx8p6+tdEIJTYJW2GCeKQ4Vhu7gHB6+hqWwm+y6ra3AYjbIAcjseKgkhk28uJE/6aqHHX1FVXR4xlI2B65ikyOD6GupxuiZT7ntlu25FOeDWH4vjDLbbWVSNzAk47AfzNYmh6pJqPiJbG61W8tLeUgRtHLHGI+ASWLjGMZ465wKhudU1OC+vra5muJFt5WQJc7d64J6gcZ4GccVyUX79iZNMqL9picyOC6IS/8AeG1Fwv6n1qdLvywsUgPAVTzjnG49eKjgvIHfY8AjZysZaM7f9punFTtcW11mQTBtys/7xAcbjgcivQVibsi3Wko3MiqSpOSu3qfUcVseH9Mt0u5NTUlhbqTHkhh5jcDBxngZP5VlNYxZYoMYYLlHz90eh5rvPDGjJE1rZz4CxKby8YjGOMgH6DA/OuHMKjhR5Y7y0RpTab1Oa+Kmsy+HPBVt4ftjtvNW/e3bA8rCOifif0B9a8k0fT2A85wvbAfK/ka2/iPrFxr3iye8fd5bOREOwQcKOPb+dSafIIbVI2QqBgHHTpWGHoKFodg3dxY5CigvG4XjnG8D8qDJFKBsIJx0Vv6GnmKBiDG2x8jlW2n/AAqKWCUjL7Hzj/Wpz19RXfGIOTKV3Gu0YfH1GKzUuJ7W4SeFiJI2BVgc1Z1ASQwFlWRMEco+4fkeateJPCeo+H9A0jUL55lnvjJ5sLRFfIwEKBj/AHmVs47dOoOOato7EOSNRVUzAlRndIfyXiq0kCB41xwfKX8Dz/Oiiu0RVlkdEyrsCQ56+9Ma+uIW4kzhu/sKKKl7hFl83cs/zyYJOM8epqM26XSyFiy7d2Np/wAc0UUypJWNLwtM76XqEDHKQOCntkc1zviW0hs9Yt/JXaJuJB2PNFFcNbca/hmx4SVG1CS4CKrOWJCjAGT0HtVXUdUuNH8TTX9rs86KR9u9cj5lKnj6MaKKx6FP4UUvCSKE1AYyN0S8+nNdAkatEX6HbK349KKK9Ch/DRnHYr8xSIEdly0a8HsBSQ6ldK5QP0Rmz3JJoorQpGlDO89wY3xjPXHPAqFZGeKTnAU4AB4oopiloyleNsAwoO4E9KqSxqOR13Y/SiikHUzrhmM5QsWAA6816JPK0vw7s3fliIc+9FFctYXcyNc8QNrNvBFLpthAYVWON7dHUqg/hALEAc5PHJ5qeVszIxVcnc3T/ZooqsL1EtiK5t412KAceRF19zk/rUAnlTcVkYHMrdc84oorqG9j2SbULi18I3c0TBZDGi59BtHSvLZZneyec43gn+dFFcuEXxepV9Gcve5a9Uknk59e9SwN5jKpVcA9hRRQvjYLYaSyGQozLtGeD70vnuYgzBWJz1FFFbxEy7pusNpxnQ2NjdxSOGMd1DvAK9CDkEdeRnB7g1fhu59QmvLy5kLz3EgeR+mSefwoorkp/wAb7yWNhAZQzAE+XI/4nj+VVpYUWUKBxmNfwxmiiu8lmh4XT7V4h0uGZmaKWc71z15/+tXo2o3Utr4F1u/jbFxPOsTv/sk8gelFFeTjv96pL1NKfws8B1NjJfxyt1YZx261vLnyM5OffntRRXZD4pEshifzVO5RnK8iomdoomZGIwcYz70UVsxx2KWpzO1nzgnf1xz1qDUfEOq6lpVvpl5ezz21vI8qCSRmJZ8ZySecbePTJ9aKK5qvxEs//9k=", "info": {"video_id": "116731", "label": "tipping cup with spoon over, so spoon falls out", "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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mnubDrE33JCv6VE9rNjKvknv1/wAKqI6tyk2MDowx/KpQ0ykEAMPVT70+ZlKnCXQ9X+EEciWurmT/AJ7RY/Jqm1u2Nk15cgB1uYXCjOOT1/GovhAzXNvrMJyr4iYZ/wCB1D4zubvTrsWkq4WNWZMjhi3Ax9ADXm1acKlSSn5Cj7krROCWcSDiuf8AFssf2GGJxyzk59MD/wCvW1NYTRTm4Q/LL1U+vrXJ+KFumu1UwuEROMqec+lefHDyhVXY6KlRcjRFoepyWwa3VyrEYQ+tdTa3EgjG2YOTzhz6dfzJA/CpPAnh2K9H2m/tAYoyDGkiffbt17CqIsZ4mcr8y54x3x0HHqx/SvZw17NnHJtWNeO/uIjgq31HQ/5NPOqhyFcA+mR+ArEczwnCFgV4BHtwP1yaBcyFDkBu2SOvYf1rpbY1I3BcwzDlSPpzjvQlmtxKsUD4kkYKq8jJOAB/kVkLcQtkEFCf7p/DvXTeC7dbzxZpqiUMiOZmUjHCgt/MCplPli5djS0WtUeu6JpUOlw22mwD5Yhl2H8b/wATH6muW+MEAsdS0PVoAFnUPHnHXbhh/M13+ix+ZLLOefm2ivJv2gdeFtf6JpqH5ljknkHsxCr/AOgtXj4Kcn+8luzKduZR6DvEcl5a6iqM2Ip4Y2tyOjI3zE/rj8KrS2COyeaud3X2rVvL+11j4R+FtUcKbmJlhDDqNoZGH/joNM2rNbKQecda6uZS0ZpB+6N0W0k0fVheWlwvlFCkkTpkkex7Vk/Ee+e7uNK819v+t246A/Lz/Wta3JXg5rnPG9obtbIB9p+dAc+uM/oDWlCnCMlyozqXerOeWdjjy5VKnG0Nwcdv0Gfxqwt/OihihA749/8A61Zpsp1G4DOcdB0z/go/WqwMyNkBhnsD68/yFd12Rc2hqm4fOq+pyKe0sEwwVxxjg5H61i/apA371VbI5yPxqaOeFyDhkOOxz2z0p3LTTOs8L6RbXmsrI/zQ2w850IwCR90H2yR+Vei6ADfa0rNlsNkk964jwigt9CvrsSbvNlWMZGDhRnH5tXpvg2yMSJIw5xnNfP4ypKrjFDpE2SjCDaW50gkt3vpYYpo2njwZY8/MuRkHHvUWqa/p+jW5kuZ13Y4jByx/Cvnv4l+LDF8SdU+yyunkMkBZGIOVUZGR7k1ip4mlulHmy7yf4mbLVs6LWtPcxjGMviZ2vizxXdeIL0hjst0PyRg8D3rlhqkNjdxLK+Gc4ArIvtVkQjyFBB5JPUiqj3qzoGeMMAepGStc9PDy9pzTdmjrlOMYWiWEd9jHCvjO3gHOPlX/AMeJP4UzEe4gxDgkDkjp8o/rUr20lsxwCwjyRxnIQYH5saZiWHjYSF+U4b+6OePqa9/c4k+4jW9s/G1hnIB4PtTvsMPJV8HsRxjng00TbSN6txgEsnoMnkU6KaLAG9e3AfHb0plKzPXXuzrvhuDWYyGd0EV2F/gmAwSfZuo+tT+Hr+1tBFHdxuNp+SROePQj+tcH4Q8RyaDeujYe0ugElikwUb6/yrvre48Pzyhors2jZyYZxkD6N6V8xmGAqU63tKPXodNOpHl5JnfQ63beWPKBb0JIArN1W+a9gkgU72dSAB0H0rG+26LbJu+3xMPRPmJrl/FHjNYbGSDTQYvMBUyt94jvj0rmtipv940kuwRjC/uLUxPFFpFeW0k+1fNQdcV4zcwBb1gVx3I969U0HVhrdhOM7hG3klj/ABYHWuC1+0Frq7DHBNe+3zJSOeql0JPDu/bcKrYIKqufU5H6DNdCkjyQkjDbvujg43fKv/joJrK8OWZn+27DhtqhecfM2V/kTWk8MkW5lU4G5kyOMfcT+prrpP3EQthAIZDzEATnGDj2HX2FD2dtKeGKk8DcPU4pdxiz+7YqCcEYYYUYH60qTxb8ZXcO2dp4H+Na2NE0xp03GSjjnp371C1tMrZxmryHgckYxyRntT046EE+x9vQ0mkaJI9A+C13Iuu39pLkeZaq6577W5/9CrpPi4tqlhpkz8XHnlVP+xjJz+OK848N6+PDfiKz1KVSYUJSYAclCMHHuOD+FVPid8S9P13WkWxE0ttbJsj3IV3E8k8/54rzsSpQlzRIsvaXb0Nue0WW3BGCMcVSti8TlS2QPWqPgrXDrGlOsuBLA2wrnseQf8+lbElqySFwOKtdxtpmhbXTMSvAYjr61wwYxzZWT5VJIzkZC8D82P6V1KTGN84wfesS6sBG3mIQVXBIHGQgz+rGumi9zNplaRmVsEB1U4yRnhR1/FjQEgZcPHgj+63p7H3pBbzRMqyL93CMWGPugu3PTqRTfOcbRKjjcADxuHPP8q6EhqXcX+z4GGVYLg9xjGB/9euz+HGlCPXbm7zlYLYqPYsQP5A1xySxyMNhXnnCtjqfQ1634M0t7HRkQKftV8wmZW6quMKPyyfxrix9TkoNLd6feaKzOy0+5t9N0Sa9u5Vht4laWSRzgKo5Jr5I8ceKJfGHim91dwyxSybYIz/BEvCj645PuTXovxj8eC4b/hDtIlLWlsR9ulQ/62Qc+X9AeT7/AErzjTtPScAugI49j1FcdCDjGMepjy87bRb0/XL1PD6aQZnFnHK0yIONrMMHB9OK9D8G6gNR0oI7kvC3lsT1Pp+lcQdNtioAJT6itrwYr6frMkG4GOdcgg9xXe6XLEtXWh6J9l2gMBx61y3i+PcLQcgksoI7Zxk/kDXaxnfCAeSK5jxNaicRI3BZGRT6FsA/pmlT+JWJlqcTGdyEo+Hfp2xvOB+SCnB3c5KBgeRlc4B4XkewqWaxkV3MPfLqB15+ROD7ZNRyxTwZIQYUtjIKnCgKPbrXYiL23GtHBISDHjOeVOfboad9gt2Y4bGSfb2qMTshG+NwAQCWXcOBnt71bsAt5PDbREGSV0RQrdz7fjQ9FqVFpna6XZi18OWEGcmRzKf+BNx+gFd7quu2vgjwRca1dY3JGFgiPBkkP3VH1P6A1iWFjDc6iqMypY2SBpZW4VUUev0FeKfEzx1N468RCK0LLo9mSlpH/f7GQj1Pb0H4183h/wB5WnW6N6GlV6KJxNzf3F9fz3dw/mTzyNLIx/iZjkn8zWlbmMopIIYehqfT9KUgNKgPt3rQOlwFTtbYfRhjtXrU6beplysoQzJFMBJJ8h4+btW8nh2WW0M0L4Zlz9a52806SMsRyM8Y5rq/CWtNNHHpsw/fK2EPqPSonBc2pcJNaMbulVx5sZUArnK4+VQXb9cVMt0pRUlXlgu7ODy3zHr7Ypq3lvI7Ltkj34jyrH+I89cjoKmkntZyXWZDnc43Rjp90civSSJuyDfZyAsUVSQSPlI6n2pjWlnLkrIecn7wb26EVO1nASduzhguVkP8I96i+xqcfO3bqob+Rp2C66kN5pUcRwrIDjP3Svb2NS2t3dLJHaMplBO1WD5IGO+etJfQOk8hVwOvQkVQS6ntbxJgQxjbOMisalOM1ZopNI05PFOm2RMTvJ54/g8o9a4zXfEk+puyRqYoTwcnkj+ldL4m0L+00GoWAGCgYAfxd64hIDMzlxtZOGB9a8t0Ixeo6lSWy2Ox+GMu67v7UngxrIB6EHB/nR41ttl2JgOjVW+HJNv4iuVYHDWrAf8AfSmtt9OTxF4sudLu9Qlto2EpiCR7yWVCwX0A4PJ9Petb+6Z/ZMzwyZNt09vkldpwPocH862UuXjk3OmApLHgj5Y14/NjXN+C7tIY78SxiQERnnqMZ6Hr6V1dvPbzZi8yRNxWMq/zjruPXmu6glyIIt2HLJbuAkqA/dUkrn/aPSmGztLhflPOOgYMOT6GppYIrhmdfKYkM4KNtPzHA4PHSoZbDax+ZxhsDeuRhR61vYvmvuVpNIwS0brzk9Sh/TIqCS2u4gc72HP3lDjH1Wraw3KDKMSMAfI+ffoaiN1Mp/eAZ56gqetQ0PToU55ZfLxtzzj923t6GuY1eBHk3gbWPXK7a6+4ninjKyDnJ+8M9vXrWZdWglhKxSE8/dB3Dp6VlOnzIUrtFDwLdta+I0ty2FuR5f4jkf1r21rZZLbHfFeBRxzafqEN1GoDxSK42naeK9p1q+ng8M/abWVo5C6YZTzg1zJOLsyE9CjeRsj8joe1ZzrcxsqFSYiRux8w2j5iP5Umu5i0WHU7LWb+YG5+z5uIlRZyF3M8eOdqnCnd6j3AWS/inlHmW4DMAu5Mqct9PatsNq2VzXQ+C5ZU/eL85UFu3zSHP06YqR5bOUMzIo+8wYrj2HIqQXVtMhcTjktJiVQ3AG0cj3qM2Eb4CAfwJ+7f8T1rrQc3c09F8OWmq6jGxXNpAQ0oyGBx/DnrXoOt6i+geG5r2PC392pjtwMAoPUZ9B/So/C+jJbWVpbDgMguZ2I5OecGuJ8c6zcaprcnkhha24MUQA3A4HJwOeteS19ZxGvwxKVmrHjF5azpqUplyWZySzjkk9STXR2QMNumY3K4H3cOOtZ11MRqR3L37Vsp9mljVsqDkYx8p6+tdEIJTYJW2GCeKQ4Vhu7gHB6+hqWwm+y6ra3AYjbIAcjseKgkhk28uJE/6aqHHX1FVXR4xlI2B65ikyOD6GupxuiZT7ntlu25FOeDWH4vjDLbbWVSNzAk47AfzNYmh6pJqPiJbG61W8tLeUgRtHLHGI+ASWLjGMZ465wKhudU1OC+vra5muJFt5WQJc7d64J6gcZ4GccVyUX79iZNMqL9picyOC6IS/8AeG1Fwv6n1qdLvywsUgPAVTzjnG49eKjgvIHfY8AjZysZaM7f9punFTtcW11mQTBtys/7xAcbjgcivQVibsi3Wko3MiqSpOSu3qfUcVseH9Mt0u5NTUlhbqTHkhh5jcDBxngZP5VlNYxZYoMYYLlHz90eh5rvPDGjJE1rZz4CxKby8YjGOMgH6DA/OuHMKjhR5Y7y0RpTab1Oa+Kmsy+HPBVt4ftjtvNW/e3bA8rCOifif0B9a8k0fT2A85wvbAfK/ka2/iPrFxr3iye8fd5bORE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", "info": {"video_id": "116731", "label": "tipping cup with spoon over, so spoon falls out", "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": "af606c248495b56d60bef5ab56897b96c08654f29a062747efd92f548dcb615c"} +{"episode": 68351, "episode_seed": 4161271957, "split": "train", "timestamp": "2025-10-13T03:34:38.636541", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 4161271957, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 ruler and 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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", 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", 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", "info": {"video_id": "36806", "label": "moving ruler and 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": "36806", "label": "moving ruler and 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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", 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", "info": {"video_id": "36806", "label": "moving ruler and 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": "fee768daa7595f9062021ebdbdc4391dd4e401938a52f7074e68ff7483d45bd8"} +{"episode": 68352, "episode_seed": 1162965306, "split": "train", "timestamp": "2025-10-13T03:34:45.314960", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1162965306, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 maaza fruit drink in front of shuttlecock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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k4IHJ46805ZpL4IDYsU3sdhIAcn1xjHGenGc9a6LPoXGJO88aSbDE6DHMbIcjr3zk/UetXrW6aJo5VRYk3bVGDkfl04zz3rDVd1zA8rTQxEfuQQQAwxxlhU0GrQ2qGJrWWBMjeWjD7+xGevPBzx0oaNdj16WzvV1B5reHzJVccBcqOO/bpWF4ve9t1tprw4mw3yMudwyOAPxNdlpuuxS6bp7iJ1SePahdskkAVyXxB1O4eTTEVNjbpMsqF2UYGeOP/rda46mLgqsaEvilqv6+RbpvlcuxwtxqEoZFluBtZdwBj557Ffxp8McKyxMPOeJotxm34Jz2PQjGO351l3d7btM4vZJcSZYLE3J447Z/76/LiobW6tRP9p3OlnsCpDKpByMA4xxyCfrW0o+7dI5pbXR0N3q0ZhLuQyIN42kEsemBnv8A4VDaiR3MMTZt5ozl2ZQBkZxjuaxdTutJ1GGVUl8tTysbKRgrwM49sVbthBEI7mzMWFIXyGjVw/HOMc9cflWcYpR9SErI6/4a26a3pF6haNBDIP3qNnhh0wehypOfeuo1jw1pdroF6UDGWSB9uW3bj1Ge2MiuA8ISw6dbxPLHKkM8wZ4pcblUHA+oIz1Nd1qV1I8+pWkaGBJAVQsCSAVOCOePXArStKtKEnR3W3ntf9Tsh7O8b9Tzq1hSKKKTWoIYLd0L25ldV3NgDGMZOAO1QSQWphFsIZY3kfdubCo/H3lBJAH3eBzz3qK3mhluFh1a5uZMRbIWeAKFPHTqM9QfXPOKpSXt3a/ZEdHmUSNmRSpkk9CHIxjaeM559hVpyepCZDcQ/YL4yRXEEiOArJHtf88gZJ7fjV29mMlqs4FgkJYLnaRKeOpGCACQcfSo78FrtxcBh/yzyAAowB0xnkdMd60LDw/qF94XvdVgd1tbaZYzEG424yzLnGAN3I961TbVy+lynp11byD7HPFGJAdsMq8FgTyGIIwMcAnHpWNPZLDdlIpWSUybo3IBjTJGNxPPHP8AjU8ljcpqD/ZWjJUZYoAzFfVRk/nUi20e9AqG6crskWaI7QSOcsBxjOeO/epSSba6mdldleDSnkuo2a7e5jY8IgC7Tkg5I4GDxwT/ADpGSFWV7HU7fzFXcdu4rt5xk+ueDx6Vp6RqyacXtby7Nj9ml3BBE77mJ4QEnsB1/mSaz757e5MjGGC5RJN5kSUp8rHOG46+hpLm2ZlrckcXd5bbzn5X/wBaFPz5AwpXqB9fSoYbe4tXSRbRjKrgxKTgLx0b1/HAq1BrqQQwJbQHznC+XET0fPDA544z70sk2prKIb26gjujIsh+XcihlPO//gODkkDGKcXJK1gUraGisra0YLLUrq0ijgjJhWKQ4LHoe2R/LrVKTVjapbreZMkUxXzVyiIo4AAwCcjB4zke9V9ZkNpdu1xMsCQhQjMgLyk/MCFHJ47k4HQVJG17ren3G21hgSJo0t5liYDI4LseSxIPQ5xUqKS1LW1zUsbmKPxLpk7/ADpFNG5HnMS43ZBHcA/hwBmveP7VQzOjI6uiq23IztPSvneK2u1v2SaW4vnVI3c+QSY2HBIIxjGAD1ByfSvT21adNRjmMzSedbQnhgOMcggfjWGJpznSl7J2lbT+vM6KdtEzz/x5dE+PL2eON9pkT5I8cEKvJOePx71kTxT3csN3eKyIxLCRAHZeTyMD17Ad63dcvX/4SrUNlhNOtu7LOxfCuCq8hcc464GawrwSQiS6tYIp03iONiOcgAhgOwIx+NbUlKMFGe9tfUifxs0NET7YDFJDcXsscxkOxWRNoxubaQBgH279aztTaWO6l8vVJEZJCirdMTsQt8pBx8wBz9Pekg0q51GJ7qJY/tTRhpFicxFtpzhQccY55pLyL7Lex2/2jcsiYPmyHKYHOO69BwcZ6c1UYK5z8upJJar9gjETo9y7KUmVmJBB5AIycnseRz0phMcltLvnhEbfORhgG57/AJ59KpRQW8cbR3Ek6NtXypFwq9cnJB69P61v3WitI9stsSZRAAN7gbCB8wJ6EHI6dqcbRbT6jjoyhYvNLdIkTM7ogZI142gHGfcfhXfy+LR4eLWjSubqSMN5WAx8w8bsjPJ6Ak/zzXDDTrqExoJpI0CGQmPAdx9W6jIzz0/GrAkjY3VpdR3RuJB8ks0pUq3ODwO4I/Lihzf2TS/QuNBalzDLbrbTBd8shkLYOc8beo65ycg1jBxpuoM0d1I8ZYs2PlwemAG7DHt174q0ZtRt9YgtrpPJUxqgEj+V5WOM5IyxyOh69KiYm4YyqrSiVi6vkuGYHtjj6jrTjfYuOpY1OW4xG811lZQT5aW5Xy8n7pPGeCDnoc0211GK9tDb3YhaSNSBIQMbAvyqTjr+la9z4SntfCul6tPKYo7qRg8LMRsBJ2FQeoOBke4rmF0u4eSdkmIQELJGjbSCehJwM59BRKKejJmkyp5UEcvkiaSHYCPO87/WAZ+XHOM8etX7bQUhWWfy7m4g8syB5I2YquARtXuRnrxyKcIwwkW2CpDMMf6XtYEg5Hfgg9z+lS6dq8SWiwTrf+dtMMYSIFAmACSBznJJx6D3pS5m9DOd+hmStZrc+Za3c6NkKMxqvm+4B6ZHrwKuyNeNHaQzo+zy2ZGiYZYAjOQRVS4u2EYuGjt5hF8haSEh8dtw5wR2PtWtps8d7cy3FxEsdsEMYbB++wxlW6Ajn/61J+61Jk6ozXlgcp5RlO8YYjADHkEA5B9O3Oa09O0pLmyN3LdrbCKENt6yZzjHPcj1x1ol0m3t5Y2luo4ZixAjHyhCM4OehJwACPWqv2a1gtmuALeZgcyNK7ZJzyuAcf175FVKV17ppzaG4uqyX1wJbe1EMigD7PMvzMB1CqnCjpz2zis+8tbS401mlglYsAW8tUReScZ5J69fY9KdK51cm9jNtayhfszsrohZmyFCknJPHUep61kwXsQsvst1NCJ0kCGMxMAi/wC2314yelQk1sWn0PR9Cvrj/hFNMJd2jtbhkYKNjDcM8Ht0OKqePLx10rStQWZ0kWV1LgZ/hBP4ms3R7idLHypAQqvgcDG4HGMjjpn8K0vE9u974LiKRufJuCzlBk42HpyKHCFRqUlqrr7zd6Ra7o5PVLmG+top5YsShmdYmBKjnHXvwfasm306yvphbSW7i5lG5Y0JRV4+XaWIGGwexrQbTU0sEyxLNvVdskjEMuTkFj25H6+1Vpppo/JNvdiSeDgQJLxGp43ZC5wPryaq3u2icrXu6Fy6sV0yzi86wlkRlcItvt28dVY/e6c+n51m6eEkvlSwmlyrAsJHyF/DjPHfitC71RJ4A1pZXNoLd/kbzlk5PdsjODgce5+lUU1G4t5TEvlzwyKSu2IAPk4AGPfHB5HNK0uXUzs7FrT9cSaWMR27JFgQMy5Az6kc/wB0gHIz+FelW2rHUFWVyCUGwEY5C9Dx3Irx+Z4pbmGWR7WwigdViVXwZQCTkAcHv8xGPcV6r4fm0+zgWW5SFUaIlW8wKmRjBYZJJ+nXH41pTg73Wi7F81oWtqefa/cQ2WrXsckjyvDKIY4oWOBn5huY8DnI2gdeatWST69p1xHf6m0pmYNFGJQWWNPl4H8IxwSPes7XtWiuvEV9KkBa1llRoiz9cAL5oA+82fmx2q7f2oiO62nlttSl3lJEYkSI2D26Mxzz055xUSVtEUTW1hElzN/Z89tbQZiVpJbrBZjwCowQTnkE544Pt7PLeeHvDfhgaLqt4jFUKvGf3ksuTkvt68k5zjA/Cvm6CC8UFCHWLeSibfk3dOM/409pJft3mXgaaSZQHkdyzFQuCMnOe2P6VUU1uU/I6Nrq7i1SVJL+JmQulvFsXNzHndgtjAJBHQdeOKr3Vo2oWZuLS72+c8gI8wABU6D/AHgM5/A96f8AZrFksEEMguLZ1lTKAmWNck9Tjpjgn6VR1EGMsXEEFtLK8gjil8zeSwb5sEsAfy446VK3ITvsXraDTpbZYZrswXAiGxgd65GD83Q5IHU/1qpdXVrNqEM0G9o2BUkHbu7dzyD6HFRRyXOoLNnCPdSK/nZUodoP8ZG7OcAYJ75FU7qI3VhbRK0kkkZ2KpVSmzH3SRznmrS1EaD6bfROj2pRBC4Z0YgKCBgZxknOSBg/X1qnqkN9NLDNHLbqJC8pjWYCLIb5srn5c8ZDcmqhvN8EC6jFM8Nu7KNvQZB6N68D68046hHHYy3FvG0xkcAgLmMgf3h944JB5PX1oYW1uRQywu1wl4jqzOsjPGnzBs8Ek9FyfyNdHJDLpe29sJIhcK7iO0cfu2yqliuTyoORg/gaxLqK8a+hjv2A8zayOY9q4JyMdgvt04rQuFvIxDcOFvEt8KI3Zsso5OR1GD6dsYqWMxIdTvPnhydrkbnLENt/u57ivU7GeXfGsnLgLnBznPP9a4iKwm1SCS7hSAxls+QjL5m5jzz1OME889gK39I8R2NxdpK7TxYRUeJcBg468nj884oUY3uX7R2sh3jC2MuvT3UV55dxBcRl0LhcIcD9FP8A9asW4u5bR7i206WYRmeR43kXGxW28KCfmGMkDpnHFX9du7vUdbGprDNBtiEqRQhi5Q8Zzg/eX+LpxTfsdpqWnzQz6jamWN2eKCS4YFAFPyjcQrNwBkdemeKG1cTd3dmSboSvK9oH8xSiwRGRlZcA7iFwSeAc/NxnpWfceZFYWssOxWX5WIk3se+/b6dq1LaW3isRDbzo97GTIfL5HlAZYbsg7uehznAx0qhEsi7QWWXB3oSPmYHsM9cYHFUieWxo2OrQ30IfzFS4Ql3hAGJPcKRjPfHf8KlW9u9S8uCNvsUVzmVnRSQMDB2r03dyB3OBVOzWXTJL0ywiGVY9ro339rHnnHUg4H1zUQZBdm9lv4rW/fOYLY7XHsTjA6dByDStd6ktXNGzexiv4YpriQxxhtriUNvGch2UcqCpyeOO4rOm1KNJoXtUZ3dnk+1AsnI7oowcAEHJyaguNNWW6+0W1zIWf5YysTR72wC4Kk5AGSSe9TaRLLb6hbW91GqFZSDIXO5AMdDnAQ42mhpbjSsblpYWNzpET3119pNoftFxl2KgyEEMxx3/ACye9XtB06yvtYtLeTULezhvLllWCIyCRlwT98EDB4Xpg8d6w9VsYmjaGzLQ3EUYNyi8xylQc/QAc46HtWTHY3sMYjl82Ngo2K7HgdcYPTPHFSot9S42Pe/FHjTww+iz6ILoPcqv2c/ZWwLZ8YUl88YOOBk149bX8kckiT38txfKmZoDnYygY+UDuANwz6dKxrSApdG1ktw8LHB2ry2WGOcY4P6V0Bu7RtQjlEcMd3BE8Lo7LsYPhcgDO7HOVHI/WqlqS9HaxUvNLtruC2miuFkMiRvsyzGZ27gcEk8/L1G30qz9t0kQyXEqSmaF94eP5lkI4KkHp1zxjGSewrKuRJZSROZFeREBjaGMtFHxgjbjqBjpkfWpJbeWTT1F2TEsIeVA0jsrklc4HIXA6kd+1K1wabFaVW1iSORI4HmGxRK20qT1Gce3TH41YlkvbEGNZpBZuC9x5gOyIMRweNu0knJx2Pesm/i+1COWMkEQ8u7lxJ74PQ//AK6sQXV5PaILuWSO2jYeYIRl3GM9TgZ4z14q2hNaFuP7MthFq9yxkupHP79/nRQDyuzjqCQD0GPemRalZzaZaW8NqWZpcny3EaOoGCX7qOnHfbVYNp/lv5dlNEkymNHkk2NuOOW4O8eoGP6VVn06GDbLbvFGdwKI7bjIB/H/ALIOeMgD8eKVhKJas5t9zFqGpR7IYXdk8iJQCVx8oGfyz2PGa3bu40+B4rO2ZI5LgpcFkRGIOSeScjcO4PXiqWk6iosri4uWWeWMsSJY8+chBRdwAxxnp/8AXrNvtDLJHdgCKCcGT96+QT04J6k4OB1wPaotdlq19TttGn099OuktbiSR1mBVLgBZJFGBn5R0xnBPpzWt4wvtPHhhdLjmMssssc5hgJBVF684y2SQOmPT1Hl72cluiypIYnGPL2nHI5GD345rV0y5ubO3kuZkVpE+V2kJLPk/d4z0OBn/aGapXSsOTsiWzurOc2K+Uy2U5lMUcoyEkC/MrHqRwCCM4OahgitLOaWWDdcK22N1MYJLt0Ugck4weMgH3qwoF5Zw21tLNBbyyO8caQM5d3DFk5xkjgfLxjntWRHHO9wtsI/JXdvMUpDIzcde+T79skUkJ3ZsXd7Gz3Ftaaa0ErRk3SFuI2UhTgZBHOOOnQY4NUdPEeoQG3Mo8xBho0BVyDzuHQHnFROLa2v4WIieWRmLowOzfk5AIbO39fSs0280DpPbOq5LHYeVXPXn0/wqkrEpWJNQiWa3S+jgL22R8o4VBtxg9zk9+nFVYnvptPeOCO4eflgMlWCAcnHfg9fStm5061RYol1I224fu1kQyb1J+bkd+c4NOstXW1soNKmhMagsJZvMxIMfdI6hTjscjtUuTtoRzq2hQk05tOvYYrtyIZQspPmAkA/xEYyT1681tLbSRCG40+7H2mLmGJ1XlBwQOzcn9TmsCUrJcShrzzSpwszgqdp6Ng9AD1FawsbgeGInhujNcO21ljAJCZ4x6dBnbz069KmTtYu+htadp638ZlMpN7uCG0njZV4yWA9DgDtjn8azYLZpHniUos4lBmeQlgmOTtVckEnHHf6Vrfa5havLeLO9xNahvlH/HuEwWwOuMjJHueMVhvqc+jS28aNAsaud0iNhJMkEHPUgY7cY/KknJrQE2zQv9KMdwlwojldokkiMkisjnPb5csQAwK9RgdalebSbTT2gv5LuCSffPDLLECkrYIG3byi5x15HXuaiF0Eltnjnn1CC4LlNSgtmPlTcsAu8bSQRg9AQT6Vh3010m201BJPOjZjJHnbGp6Z2A7RwR07VST3GtSddUtPsJsk3xbH803MmVO4DiPA4wSSM8Y5qssccXIcoGG9VJBCnvuHUCtPSp9GspYpJpJzqCsR5ZiSSF1IwV74OD1xVDS9NtdU8WzaWurywwMkhilSLcZGVCwX2HHX0HHWrT6A3rYtnRbwQEi+sltpgNpnl8tZAepVcclScdB2HrS2Wq24ggtWiMN00RR7sxjhQAPu8FlI7cHAzXPaTqiRqkt5M7xR7VVWXeVDA/dJ6evHpSXNzHcXEzybWDOcSRqQSOcNj6nPNS4825Du3YsXbz3tzJ506TSIRGrI2UI7Y9V96tmHULfw7HfP5fmcxpgnKAn72B6478fnmsfSxKusQJmB0lYxH7Qm5cd8gc/59q6uIyWNw9gv7rcTND5icquTkAHrg5GKzqy5VoglJKyJ4rwhBqDiO3lmgDw7E5DDG5nOOeQTnHA4rDa5OmTMj2zGeSRjO7EOcE5UZ6A9ufWtXUluYrX7XHdtL5cbGRSNu/eeQT2GCPu1y7xSXphSNneVztWLjZnOAF9PxNVBKURQ5ZJs6r7UsFxa2t5c2olfe9sI3DwxnJYI4TnB5BUZwcH1rGv7038NvDdosZiZlSHZkxjOCoY/NjocEda6XSdKTRrGC0u75ryzjnZzHbIf3DlT5gYjJyuc5xjB49Kp+JbnRb69t7iCTzLaeFYvOicK3mdCWUjLYwvHBoukXFq5BpulaY22S8vLVpGyHsn3o4yCA4OOSCQcD+lVbuzkt55IHlSVwMFkkBVfTA+tC6dbRao7S39qBCzbUYM3nNtHBIztB+YA881W1+OPTbie3CusRKmMswDhWAIBBB5wevTIq1qwvqaK3eqXNtGgK3NjEnlNHEfLc8ct8vPTrnI56VTvVnsHjcWrziVAgcMCwbI4A/hIzgA9f1o1jTLCx0ODVNK1a/kVrv7LvmhWJZyqZZ4gOdqkhTu/vD3AvajpdoDNHBqNwboIGNqLcnJwChEnTHvx096NmF0jPjtb+4NvFbWzW8RZY7l4maNvmJ4bv1yOM4OelJDbRWeqS2l2VcRkoCr5GeMDgYAPTOMZrQm11L9WguT9ljjjAje3JLBu/Ybl6cHHqDWDtSa3Ym48tgSGk7hh2J9wOvtSjfqEW2dMYbmGcSabdyvclAJ4jje4b5hxjDcD2zgVqR6ZAdOlms5XhuAjPPHdRhSpOMYJ+6ecgHOc1lXVjdwvpz6bI9w0X71wAMbx1YjuMd/8RWjf+X9jmsySU87JvHYOcyAgA+o7cewPArNSb2Fd9CnptmLqKF4iYrWMsSI4mkLE8ckYIAXdnGfapZ7H7FfziOdBIGLOYpGd3iIxuUngKSQcnkc1kvrbQX2y8ujBbeV5TtEpYouCCQq9CQcYzWq0N8+6wso7lIp4Fk0+93pE5z8pL7cjDAkbT3waq0upV31E1S9sLSxTTLnTLq3uI0TyPLl82Jl3ZO1zg/QgcHIrIbURe28aG18v7OojhCoDlScN5jDr1XBxVabeLsRywLA5wjlsqdx9euPm7itmx1XRlia3S0u4PMi2XTifKypkHdjAIIbHt1q9hvRGTGLZZAgkeOHdgyxZJVTjjBx055B9q0nsorEm1uJ7fgmUSD95jgAF0HUjPTPHNZ+iwadq/iv+y7++u7aymk2xOJIYhH3JcuMdOw5JxVzRdLRdR161l0+4uHs5CGguGSKTCsQAWBwrY9Mgmh9yW7FOwh1eW88uJo5Gt1Cp5bjfgglcZ4K/qMimzaNDZ2N295eRSXXmBo9ibi4PUHPORznrz+dW7lm03/SdIhltElh2bZJfNc55Uls8DBGMVl3+qW1w8Mjwn7QuBLJkBpB6kdN3XnvxkUvebuK7b0NHTrm0e3AnhVmhBY4+UuecY578jaf61e06wjt5ZJJIhdadG+2WF5NrRng429T9BzVTRtOhh1iOS8t5w8sJMfOBIOOQRxwCPxFT2NgNN+1NcTQuvNxDGH6Oh+8R/Dwcc+vpis5TV7Jg5dizqsUceoWqQyNM7FnMLjzDEQxJyeO/fqPep1sLdbWeOWTfM4JWS4ZXEjgjcARgqQCuOucc9qy9Xvl3vdm6SOaYBfMQnypAyjOB1LA8YBwMDnmq2h3UV3KmnkOuomNltZ5ZxHEgxyGwCWJ549aq0tx62RuW0X2aYXkUdvKh3SQC+j8tSV4KIM7UYkdSe/Ssq68RmW+jvrDThaTRqqhvN3bG5yy4A4PPBz0PrUktlqF7aDVhFE08cAW6SNi3mZB2ysD8pztUHAHY96ztPvY4JhPJaQ3hQjbA6sUORxyDx93/ADzVJFLuS3G50WW5gkhWaMSB2XIkc5y6YwMEqfpUlvb2d280c8yWkoXzEMj4iAzyME559PX2pNY1iG60OOWGxe2Yti3aOQsqLk7lBPUZ6DsCKi8QeHdU8PaDpN/evcedf+Z50DpjyAAhRSxH3mV847fUGqTbQk7l6G+ub7WPLllIjgum2IgAH3T1rIaV7rVHgmO9TKIwSOQMHp9KKKUTnpGdYTz2esxG3mdDwM8HIOcjBBBHFdlBvhvLi1gleGPzldTGQChb5jtPbmiiscQloVU3ItZiNnbyzxyyF7ZBtDNkOXdslv73Qda57UI1ht7e4UsZZgTIzMTux046Dp2xRRW1L4S4bHbeFdMgtoYlZpJ4TNERDK2UXzI8tgDGKueMrS2HiLT7R4VkiksUxuJBQkkZGCM8DvmiisKraTa7B9o4xrRY9bnhjdkW0tHuoyAMl0jBGeORx0+vrVG91KXQfGMl5YRQoyfOkZXKLviAIAz0+c4ooroW4+pH/Z1vBFfsgbMKxbMnONw5FKsCrYpJlizDB59eKKKoFuTafDHPBf3xXbLawiWMLwu4nGTWpZW4ltre4Mkgkdlichs712k4Offv1oorKZnPcg1aZpxbBwp2S7V47FCx/WsfTpXe1afdiSAM6EAdV5FFFOn8AUfgNNndIVu/MZnuJi8inp8pwAPQYwPwqrqDZvbq8QeW8kUk5VSdofcFyM57MaKKcdzRFnUtRuEjtYf3ZSWOctmMA5DlQQQMjGM+meaz9Su7mTRLfzp3mV2ZWWU7uFJx7j8KKKEktgRN4k8UyazHDavpWm2wtkWOKS2jdWSNRwgBcgLzk4HJ5rpILi5vbZLue5laV7Id+AQWIIHbpRRVMmocxG5vYZBPhj5Lybu+QQf171P4R3yancWxmkEDxkSRhuHBIXB/76P6UUUpfCxy+E3baLzlNpJLKYokcABypIyVwSOoxVPxOp0+UT27usk5Ku24/dCjAGOnUjjn3oorlofEZw3RmWVnb315YKYlhjubuK3dIuBtbqRnPPvXrGneHrDRdSfT7ZGkhieSJTPiRsL868kcYPHGOKKK6KmxpPY46/mF94+nsJ4IWinLSl9v7xSuCAr9QOOnvU+j6Haw6NJrivMbuNwFVmym3ewKFccqR1z+GKKKzj1/roD+E5NNW/sPX9UsRp2n31o1zgRX0HmhdjMFIOQRwemcHuDTLLUbnUPEd7d3Unmy3DPJLnozEjqPQZ4HQUUVu9hvYrNfyXcNuGSNPJZkTYCPl9OtVpx9pEnmcmJXAbudq5Gfyx9KKKaCOx0capaeHdNkijUOY1l3HOdzEgn8R2rctbO2liuleCM5VdzYwWyQTk9+lFFcNT4zCXU5W9T7Nd6i0Z4jZ4lVlUgJnGBxx+Fb/g/R9OvNO1G7uLSOWa3USwF8kRsrDoO+c85zRRXY9jo6G9BqM1/4Tu4ZgmwRsBjJKgS4ABJOMdfxrnbWFdWsnN6TJIl2kPmDCsUy3BIx+fWiisVuKOxDriQxeFQlvbpBHII3KIWIDq+0OMk4YgnJ7/hXPXniXVdR8PxaXe3ctxbwSNIhmkZ23NjkknnGOPTJ9aKK2jsEdj//2Q==", 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", 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", "info": {"video_id": "146703", "label": "putting maaza fruit drink in front of shuttlecock", "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": "146703", "label": "putting maaza fruit drink in front of shuttlecock", "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": "146703", "label": "putting maaza fruit drink in front of shuttlecock", "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": "40c519b36755d1892419c6c4842a3ddd68b1366d31240ed6d8b36d278d9008c9"} +{"episode": 68353, "episode_seed": 3734603904, "split": "train", "timestamp": "2025-10-13T03:34:46.731725", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3734603904, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 power bank on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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i5kSyPPG/r+Fdlql2sVlI2cFsIDnrn/61cJ4llEi2xHbcD+lVh42oSZWId60V2MzSNNa/vUVxthGWdjwMDtXfWUN1eblgENvZxDMl1KcRxqPf+gqvpcMUWi2kDwp5iJuDFc4Zuc0l/eTSQ+XPLI6IMxoY8IPcAcVm1F6s0g5LRGnb2unaqjTQLI8MTmJZZhhpMYJbHYHPAras4o4FCRqAB6Vz/hSRprG4XrifgD3UV10MdlZoJL25SIdcMea76TvBM4auk2hujwpH4mWNJJN8gefYV+UZGGwfcjP516HESFxXll9458P2GrQXlo0s9xBG0QRB8rZzye/esu/+JviG/O2zgjtIz/ERzj6U5VYR6kKlOeyOl+LMEn2bRrpMBlneHn/aXI/Va8yIxLEZZMv0CkdKmubjU9QkWe/vZrlkO5VPCg+oqncXUplEZQqdwJHWvKxEuepeJ6uGjyU+WRYkTkkn6gGsXUZv9LCLwI0AI9T1rSln5AI7Z61zc9wZriST+8xI+lPDJqV2LEtOKSPsDO1MkqoPHANVZAjNlTz29qsv+7YEqc4+tNwHJZYx/tEHpXY0ccXYhcAJlsg46Yqs6B2wc4x6VouBtA46evSovLPXjJ6nH+FJ3Q1ZmdJBlMA4PbtTTCyRKSSGq1P5gY8cdqjuDiIBxgfSp5iuUy5ZTvIGTjjmoHvPK+SRUIJ6Fanm8kJuC85yc81RuGkBwFUKDx2rNzLUChdPAZ2mjHAbGAuACaoazd/Z9PmuSQCEwMHoTwKZd7v3ruQB5uRg9xXPeJrsNb2tnGArf62Tnr2UH9TTo2nNRHV9yDkX/D1xvtrvoT8p57daydSnYSsOx7VN4bcrbXwaQpwn9azbt911tL7zmrxTvUZGFSVNDYEDtuIUZPpXbQ+LvFCWFvp2n3EUVtBEsasWwQB7CuUtoB5gYLnnpXT2EO3ovP1BrODcdjSUVLcgnt9c1D57zWZ2J6rENoP4nJpT4es02tMjzt6zOzn9eK1QWDcpzn0HFOuGUjDAY/Gm5t7goJbGQAkIxEixL06YqvNPNG6gbyMdc8VoSsi7SiAH6A1m3SyYLM/HOOMiueU2bRgjJkugX34CszkEDn9ag1K4AswAGy+AM9x1qOXCpwSx3E5IqnfymSRUJyqLgfXvV0FzT9Ca75IepmM5BPau6+HXhTfYzaxcpskuBttgf4Vz978a4eQBjgjjOK+h4YFigjhQ+VGiBVC9AAK7ZnFTKunKLNh9ojWUjpkZpmraqb2eGCTaiBsIg4FWvJ+b5nDHvXOapAsN/FPk5VwQPTn3qVUaaKlTi7mrHEAOBUnlGqk2rWtqhZ5F4965nVPHaKfLtUyfWu6c4x3Z58Kc57I3rO7+weLLnzpMQNDkEngHAP8AQ1a1H4h2GnqVRw7j0ryXUtYvtQkZzIwzxx1rOjtJZHzhnPua5Z4tbRR1Qwb3kd1qXxNvrvcIH8pfWsPTrlmlck5dzuLHvnrWUdOm8lsoB+NXbS38mdAwBPGc9OK5KlZz+I7aVFQ+EZ4iufLa3gU8gFzz26D+tYF0Dez2cAyWd9v5kCpb6cXt/NMOEJwnso4FWtCtfP1613gFIw0h/AcfqRXRZxpcpz35qtzr5o1ToeF4ArH1O4URnLduBWveGGJSVDAn1HSuT1W63+p445rkOt2Ksev32mxzRWcmwSkFjjnjiqbzXd8+66uJHz2LGq2Gds46+1aFtC+frT55WsTyRvct2lkscQIAHuKs8g4GABxmrEcbJENynHXpQzbU4XHPGOKiTZcYoqSBwAy5xnOScVTnnIMmcZXGCP8AGtCVCzFix7cVkygB5CAxJPU1HNqaKOgtzPssnbaRkYU57nj+VYfert7LkJF/d5P1NUsV0U46XOaq7yt2Psh2yOFBqrI7jqTj3FaLQEfdGT69KpzEocuABn+IYrttc44ysUmmCMSVJOckhsU8agoUsY3HbpmllCyD5AOBnIOeKrNbs2MfLyKykmjePKy39rhzu3r6gGorm5QxjPOR2HT61Abd1Jy6MCOhXmqYjYs4AK85J5ANZNyZajFBdKDGNuzPUVmXEqrEWLqSf4AelOu12MeecYyD1rJuRKsQ+fGPXrWUubqjSKXRlO7NtGHd3URgFmPpiuDurlry7lmYY3NkAnoOw/KtXxBesim0D5LHc5H8qyPDenx654jOnXGoS2qtHK0Zjj3lnVCwX0A4OSfSunDwVKPO+pz4mbqS5F0NHT5hBa3RLcHb+PWsv7UHn+6OT1I5qpYXUklrN5jsQQp+nWpbWPzJRhjWdd809DWguWFmdNphDMC0qgfiK6u1ki2geYvPTnpXL2FvtC859xW7FFIwVQgYDpxQo2RdkzYVkU7mGSOBmorudM7WIz/nvVUROFJeID0O7FQBWeM7WOM92OM/lWcm2UopahdjAyGQFeemayrqRFXCklj97K8VNcryyjvxxzmsy7jIAyx9OD0rCSfU2jbdGfdXCJllB9gfWseRsk5p1zMpkKq2VU8e571RupWWElT82eortoU1ThfucOIqc87diQn5h6Zr6KYLkNkZwOBXhWtaPplr4dttV0zUr2cNd/Zc3MAjW4ITc7xDOdqnCnd/eHuB7uVAQbsdB3rVNSM17rKdxchEwV6c5Iya5LVdSwT5k8fqeo5rc1SaNQQCVOPQ15/rMql2G7IP8VZVNEdEEmVru6W4kIEwJPvUcFkryAsuSTVGGF5JQVTdj2rdtrR1j3FGU/71Ycze5fIkCaZCXwqqT6CpjZCN8hAB05PSr0Nu7Rqc5x3OKgliYcKTnOcE80mmUku5WuooseWzKfVgeKxtUmS3s2VT+8f5BjsO5/z61o3iyANlwB39hXMX0xmkLHpjAqqNLmnd9Ca1TkhZbsoJ1rpfDCRBrqVs7gqqPzJ/oKz/AApY6bq/iWPTdVu57WGc7UmjlijWM9yxk4xjPA5JwO9XrFW0nUNbs5FnjNvP5QS4UCRcFhhtuRn1wceldUpJpo44KzTF1jUCgZUbGeuD1rkbi4MshLZ/Orup3ZnlYBeM9qyT14rle52X0LMDqDnafrit20aMFWBwMflWHbQs5GDit+zt3H8YPtipaY0kzU84GPj5vXGOKildCgXzMZ5wOMUxYTk5XHvt61DMuCABnA645qGpFrl2IpJVVMjO4/xZrNubhQWYj7vXnrVqeMKnP5Vi3bjzCi/dHX60Qp80tQnPkjdFaRy7lmOSTk02g5NdP4j8FXvhrw7o+o3glWe+MnmwmMgW+AhQMf7zK2cdunXOOpuxxn1exIYEMRVSd2LAE8HtRRXQjBGfMqjooB9RxTDlFMmSSB35oopdS3sMaV2TdnBPHFVXdgvXOR3oopSCJj3Dli5rB1aV0UlWI4Jx9KKKxkdEDzm5kaWRmc5J5JrNstUuNF1oX9ps8+Itt3rkfMpU8fRjRRXVV2OGnuR2nyxSKOmAK17MEYIY54oorif8Q7o/wzrtKO5xGQCOue9dHbKCpJHpxRRXS9iExJpCmQqrycdKryuQmcAnHXFFFZSKRmSMSCfesDXWaKBmVjkgfhmiisftI3ekWcqx+X6VXuTiLPv0oorrexwdTS1zxZJ4hhtYZtI0y1NuqRxSWqSKUjXOEALlQOcnAyTzX0nKivExYZ+UdfpRRU0y2cH4hTaCyMyYGeD/AI157d3Di5KHawz3FFFKZrDY09OhRhkjOK2rcgALtXB9qKKmIN6l98CI/KOlUXPyHgcDP1oopSKictrU8gjC7uGbBrnpGPPNFFbUPgMMR8YlhrzaPJcRnTdOv4pmVzHeweYFZc4IIII6nIzg9wakXVLzUbjUb+7l8y5upBJK5GMscnoOg9qKKxn1Kh0MSdtznIGc9aYgyaKKxWx0dTWtBtwevHet63YlA3Q5A4oorRbGa3LIyuQCaoSMSxyaKKzkaxKWqKIoC6/eC55rmyTRRV0tjOtuhM4wa1dQ8T6xqmkW2l3t9NPbW8ryoJJGYlmCjkk8428emT60UU2Zn//Z", 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", "info": {"video_id": "47908", "label": "putting a power bank on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "47908", "label": "putting a power bank on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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bSuckhCB9TxXRfDOQf8TIPzjy+f8AvquN1S5/0dYxkF2ycnsP/r11nwvnWNNW3qSD5XQZx96uqjH920zmry/eKx1uuyukfDHYIwflPXNYPh3UdZhvZG0uc28QBMzyn90g/vMDx/WtPWbm0mgKtHuC9MOUP0zjpXJ3Opz3UK2ymOG1VsrBCTtJ/vNnlj7mjlUZc1x83NHlse7+Hib7TLa6Ny10ZE3eeybfM5647CuhSAFCpJAIwSKyvA9m3/CHaQQjc2ynp610jxJAmZpI4h6uwFehzqyPJlF8zOX8O20lnE9pI8Uj28UcLNE+RlcqPoSADitWWsqK80bRL3U7m41aF0upRIqRjO3r1P41mXnxN8M27lIfMuXHZef5U3NJ3EoSeyOX8W+fbeJ7wRKCJoI5f02n+VYCZ+1sWdWkK/dXjFaWveIjr+twX8GmzW8MVuYfmXBf5if61hNeeZdqQu3Gf4cHp0rxsRd1XbY9zDK1JJ7lmVTzlmP45rnb+cPezMv3NxAArYubsRB3O792MkVybzknJPfJrowUWm5MwxjVkkfT2dqZJVQeOAaqyBGbKnnt7VZf92wJU5x9abgOSyxj/aIPSuho54uxC4ATLZBx0xVZ0Dtg5xj0rRcDaBx09elReWevGT1OP8KTuhqzM6SDKYBwe3ammFkiUkkNVqfzAx447VHcHEQDjA+lTzFcplyyneQMnHHNQPeeV8kioQT0K1PN5ITcF5zk55qjcNIDgKoUHjtWbmWoFC6eAztNGOA2MBcAE1Q1m7+z6fNckgEJgYPQngUy73fvXcgDzcjB7iue8TXYa3tbOMBW/wBbJz17KD+pp0bTmojq+5ByMS506fxDqWnadAPmkZiz/wBxeMmvWLbQ005IY7TCwRoF2fQdTXN/DaIGTUJSo8xFRA3cA5J/kK72SPIB8447g9a6azfPc56MVyIcuqixtCLeFEfHL45rEtyl0GlB3EscnPerl/bK9qQTj3GayNJlitIpY2YKqvnk+oqqM252ZFemlC6NYRHFUdajkXR7hkJDKAwx9RVXUPFlnYKQCGbsBXG6p4xu71GSIbUbitp1YQ3ZzQoTnsj0ez8T2en6PavcTKHEShhnuBisLVPioqZjs1z2zXlsxubpyZJHPtnipItPlYDCceprlni77I64YNL4jb1PxPd67Kv2mXckZ3BB2q2s6i2MzkbY0LEZ7YzWAtg6yyFhgYA60/U7gQ6SIFADzNjPfaOv64rm5nUlruzrUVThdbIzI7tmlZnJySSa0/Btt/ol5cH+Nwgz7DJ/nWGqdx19K7Pw9axQeHrYOpDyAyEj3Of5Yror6pIww61bJJnESsAe3WuX1G5Cy7kblSDx7VuajdKgZUyODweK4+9lLy4A4rlOl2bLd54j1fUnIe5ZVPZeBUNraedKHcl277jmq9vEzdvwxW3YwvnIB4FOU5PclQith6xeUDjGfelwzcd/QCrRGG5TJ9xUchLhwCVFZykzRRRQlkkjifIGPQnPFQLNmcgAnGMDpU16gEeCWPPbvVF3ETGTB2qM49alO5fLbUpalL5l0VHRBjHv3rtPhs22DVhgZxF1/wCBVwLEsxJOSTk12/w/bbb6r+8KDEf/ALNXVy2VjkvzSuzS1KdhKw7HtVGBA7biFGT6U67fddbS+85qzbQDzAwXPPSslubM6uHxd4oSwt9O0+4iitoIljVi2CAPYVUnt9c1D57zWZ2J6rENoP4nJqewh29F5+oNXwWDcpzn0HFa+0kZqlHcyj4es02tMjzt6zOzn9eKAEhGIkWJenTFa9wykYYDH41QlZF2lEAP0BrKci4xM+aeaN1A3kY654rHkugX34CszkEDn9a1rpZMFmfjnHGRXPS4VOCWO4nJFY82upuoEmpXAFmAA2XwBnuOtc4zkMe1ad/KZJFQnKouB9e9ZsmCelehRjaCPPrS5pvyPql2yOFBqrI7jqTj3FaLQEfdGT69KpzEocuABn+IYra1zGMrFJpgjElSTnJIbFPGoKFLGNx26ZpZQsg+QDgZyDniqzW7NjHy8ispJo3jyst/a4c7t6+oBqK5uUMYzzkdh0+tQG3dScujAjoV5qmI2LOACvOSeQDWTcmWoxQXSgxjbsz1FZlxKqxFi6kn+AHpTrtdjHnnGMg9aybkSrEPnxj161lLm6o0il0ZTuzbRh3d1EYBZj6Yrg7q5a8u5ZmGNzZAJ6DsPyrV8QXrIptA+Sx3OR/Ksjw3p8eueIzp1xqEtqrRytGY495Z1QsF9AODkn0rpw8FSjzvqc+Jm6kuRdDvfhuAU1QEjH7rk/8AAq7dnWIZALAflXnfwklknTVmkfIxCeffdXoN4Y0Qk+nbmtZWk7kU/dVjJ1O/KIQrqgwScr3ritS1JCSPPXJ5ODWxrMyFGw/0Brhrs+ZKdvJ9MVy1G09DrjBNExjFwc7gwPpzirsOnQmLLKFAPeqtjZyHb+6OPbitu3t3WQKCRxwMg1nqx8q7kCaYixkrGOehzipEgCIxbYuONuetXJLdlAzxz2PFUpY5NjfNwT1qWn2LikU5Y4t5YEc9c9q5XVJxcXjMhPlr8qfT1/GtnUZXjVl3ZZxjjsK5u7YqhK8HNb4enypzZhial/3aJEGRgnrXcXkkVrbLGgwqqAM+wrA1nR9MtPDltqumalezq119lzcwCNbghNzvEM52qcKd3qO+QJtd1AAFByfpj+daTkpK5lSXKzE1TUHkdssT261kBwWyd1LO+9ixBFMjXc2K5rHTc1bN0Jxgg9sit6zlRFA3Ad6w7K2c/wAWP1rZWB/LXjf9FqXcpJFouCx3ZTA6nmqcjpvzuLA9RnrUrR7VzxnHTFU3QnGRjHtUNMtOJDcTqAePl6AE9Kxr2bOIh0ByauXmyNWbGSOnPeshySc55PWtKMNeZmdadlyobXU+EZhDa6iSeD5fHr96qvg7TNJ1nxDDp2r3E1tDOdqzpLHGsZ6ksZOMYzx1JwO9Tx2p0vUtZsDHcRCCcx7JwBIu1mADYJGfoSK2ctDCK1LP2oPP90cnqRzXQaYQzAtKoH4iuZtY/MlGGNdTYW+0Lzn3FRCLZs7HUWskW0DzF56c9KuqyKdzDJHAzWPFFIwVQgYDpxVkROFJeID0O7FVJtAootXc6Z2sRn/Pes67GBkMgK89M0BWeM7WOM92OM/lVC5XllHfjjnNYS5ty4qOxDdSIq4UksfvZXisK6uETLKD7A+taF3GQBlj6cHpXM3MymQqrZVTx7nvRTpc89R1ans4aDZGyTmqzn8qZcyssWVbBz1Fa/iLwnqPhzw/pGo3jTLPfGTzYGjIFvgIUDH+8ytnHbp1zjvlJLQ85RufUjEhgQxFVJ3YsATwe1FFUiUZ8yqOigH1HFMOUUyZJIHfmiil1LewxpXZN2cE8cVVd2C9c5HeiilIImPcOWLmsHVpXRSVYjgnH0oorGR0QPObmRpZGZzknkms2y1S40XWhf2mzz4i23euR8ylTx9GNFFdVXY4ae56V8FwBHra9gIP/Z673Wok8s/Lj5eo4ooqFsbI8w113iZ8OxwcjdzWLaN50mWABz2FFFYy3OhbHSW8aR42qPxrUtiGGSq/lRRTRIycjzPuj/JrL1B2VQAcZHWiis57GsNzi7uV5JpGY87iPyrNuz+7OeeRRRXW/g+Rwv42aOu+LJPENvbQzaRplqbdFjiktUkUpGucIAXKhecnA5PNU9Wmd5PmweaKK457HVT3MY8mrVsvzdTRRUmhvWTYIXA+vetVBkdTgHAGaKKt7ExI7lm2gEnpVUKJA27sKKKykbROb1EkXJQfdHSqXeiito/Cc0/iZq6NrzaMs0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3BqZNSutVvtQv7yUy3NzJ5kr4AyxznjsPaiionsOHxGrZgjBDHPFddpR3OIyAR1z3oorajsKe50dsoKkkenFJNIUyFVeTjpRRVMLleVyEzgE464rMkYkE+9FFYTNYGBrrNFAzKxyQPwzXKsfl+lFFaUNmZYjdFe4JEWR/eqxf+JdX1PSrbS729mntraR5UEkjMSz4zkk8428emT60UVU9zKOx/9k=", "info": {"video_id": "47908", "label": "putting a power bank on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5034120b16d135059de787fcc3d4e590657263fddf4c2e5e17502e21852a8a57"} +{"episode": 68354, "episode_seed": 1726776419, "split": "train", "timestamp": "2025-10-13T03:34:49.138512", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1726776419, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a box 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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", "info": {"video_id": "188932", "label": "pretending to put a box on a surface", "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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yw0ejPRF1JGkCKuecVZEjHpxVC3hiWNZiQARuBNQ3viLTLBSZ7qMY966WcZrqCzDPr3r5v1udrnXNQlB3BrmQ/wDjxr03UfitpkDFLVvMcf3ea8fLmSRpA+GYknPuazka0k73FwGGCOajaIA+lPaRxxIufcUu4MpwwqUzexWcFR61Cz8YyasMVyQeDUMkYxkc59Ku5m0cmkJY4xV+3t1XtzU8KAIFZfofWrCwbfmHIpkKI6MvGB6VbjZXHPFVlyvB5HoakG1h1x7Gky0WRlB6jsRT/Mxz/KqqyOnGeKmR0ZRzhz2qWi00T+dxhgCKQdcqSPao2XAzzu7EVHvI45H0pWC/csMxIO5eMdRUPmlepBFNNwVHJ49uab50UhwcfUGmJmXq1w0N1azQttkjbepHYgiqGoanearcGW5kLc8KOAPoKvavEheEbsdf6VTRFA2suKtbGbWpDFCDyTVuMFPpSLCRyORT0BBxnFFwUSxHIrcMCPcVZRf7pyKrKme2KniVkbIPPapZaJycD19KcHOTnOR27ik8wCMO5wSfSo2YNk5BqbBcn3o3WmuAeFI+hqs74HrUDXB65496dg5iy29OMfnXqSXYjmVkk2kYIweleTLdYADYqxYeILq+1iCJ3EccsgQsei54zWdSm52LhUUT17/hJ57WeIm5c7jhsnNdpp9zFfW6K4HmYDbjyT714Dq2oC0uhDHcJcOh5MbbgD6Z6VMvijV7xlUXEltGFKt5T4LA+/b8KKcJQerCcozjoj3TVfFeieH1KXV2pm6+TF88h/AdPxrh9V+J9/eK0emRrYR/33w8p/oP1rgA4UHbyD1Pc/U96hc5zg81s2YxppblvUbue8laa5mkmmbrJI5Yn8TWczkc8gevapN7s6IW+T6dKgaZXGN2AO1RY0v2JRKMYPQ9+1BKEehqszBW6/8A16geYg4xg+1OwcxbdW6qQcelVJdQmspY9jbVkYbvoP8A9dRrcMrZyDUF/wD6R5ZUjKg5HenbuS3podfqF3p2n2+ZNTjkcj/VxnJrIh8ZG1+SyiJI7tXNrbRtz3qZbcpj5etO0SbyOqvviH4k1FBG135KAYCxjn86xjcTXz5ubiWR/V2JqCGJmOMZ9q0I7UAA9D3zQ5XGopDre3KnPUeoqdiVPOSfaljLRAlcZxSGUKFJIDMM1LLugWT3z/n0pdyN14qBjnJB/GonlC88n1IpWHzFpl3H5SGFV3Z1BBFV2uTng/nUiXQYYc49M07E3TMSO8MUvlgErnoa1bacSAmPnHVT1rGuLdba4jIfcjcgmozIYbhirHAPFUZqVjp12S9OCR3pDGyDkZFZdpqCsQJM59RWtGzlQy4kQ915qdjVNSIy+zjr7GpYZI2dOcYNQzbHb+6ahwB6gg9aZL0J5J3jlbPQmkM4YZBqCRsjqW+tRE5HBx7U7CuSSMM/KcetRMxXnqKYWYHmtLwzpsOv68dOuL6S1V4ZGjMce8u6qWC+gHBOT6e9MlsxNSmLrGM8jNV4bnYAHG5e9TxEywSl13DaD7jiqGR5e33zQK5qxOrNmJyw9D1q6iRyY4wa55JGRgR2rVtL9HIEoz/tDqP8alo0jM0fKZFJAyKiDMDlQfpVtceVvjkDKaqPJubHQj8qENivMJIQp421W3unGeKeWKkkAZ9qiIPXJpkXHNP1wTUY+fOPrTW5yTwagkZo1JBNMVyVxtOVPaqEcpjYntXW63oulWvhq31bTNRvZw10bXNzAI1uCE3O8Qzu2qcKd394e4HMXmEveUA4GRQK5bhuIpVHOxx6dDW1YsAmXAwe9cjuIY445q9ZajJCwUHj0PINJouM7HXnyioKE571QunYPyMe4pLa6guRgFo3/uk5BptxIytg8ipRcrWuJHcNG3zdOmarSf6wsh707Py8cio3Jf73GOlUQIZmUYbtUbSbjzzSnOMH5hUTLk8GmTckZRjJIBxkVRupGQr361u+E7LTdY8Rw6bq13PbQznYk0c0UaxnuWMnGMZ46k4Hes7VrH7Ff6pZyRXCG1maNVuFAkXDEYbbkA+uOKQrleG4jkwJTtP96r0bYIHDJ2YViMymFMcEE5qS3vHhcHPFDRUZWOqtoYmOQcZqxICqHIz9KzLK+hlChj5bHow6H/CtOQusZ+ZWBHUVJro0UvPcZ7jpTbiYTxqc4I4xTS+58jt2qIuVGMDn2p2M2xBK68E8U1p8gjPXrTTkdORUbAH2NOwrj/vA+gqKTKMcEED0qKV3jjO0kH2re8ReEtQ8OeHtI1G9Myz3xk82ExkC3wEKBj/eZWzjt065wCuc/rKgTxkDBK81nOcuaKKYmIpIYYOK2LOeSH5kbB7+9FFJlQ3NO5+Zjn+7mqyEkbT0oooK6iuoUEjrUR5J+lFFBLI/vHBqOx1W50TVl1C02efFuC713D5lKnj6MaKKZLIrc7dPucAZyi59BzWbRRSAKesjIPl45zRRTEaMU8kSKyn7w5q59+FWbknPP0oopGgxWO7HanSIDj6E0UUAysey9jUEpwh74PeiimQzW1/xbJ4ht7aGbSNMtTAiRxSWqSKUjXOEALlQvJJwMk8561hXjmS5Z2xkntRRQIr0qkqwI6iiigC5aSuzEFs45FaUNxJM5Dtnt9eKKKRa2Hv8p4p6/OOfSiigZWkG08E9M1Exzz6miimSyfT9ebR2nQ6bpt/FMyuY7638wKy5wQQQR1ORnB7g1Beajdao1/f3knm3N1KJJXIxknJ6DgD2oooJMjtRRRQBZhmaNUC4wSetbdvcSCJo85XbkZ7UUUmaRFc5Ct3PWlQ5JB+tFFAEUwCtx6ZqJjlcGiimSyvMT5R57irOoeJdX1TSrfS729mntraR5UEkjMSzAdSTzjbx6ZPrRRQSf//Z", 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", "info": {"video_id": "188932", "label": "pretending to put a box on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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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+4V8WjFSON1TCk4u7KnWTTSPd/EXj3T9EhKiZfM7KDyfwrx/X/G2o63IyLI0UJPQHk/WuReae7lMszs8h5LMcmp4wB9a3bOZRLUIYvl849TWghJHDVSiYEAH8KsrjsdprNs2irEnB4YYpjxDnt9KcWdRhsOPWgOrLwfzoTKsQOCOhzUDtweoqyxAOGGPeoZEyMjmquQ0c2kJY4xV+3t1XtzU8KAIFZfofWrCwbfmHIpkKI6MvGB6VbjZXHPFVlyvB5HoakG1h1x7Gky0WRlB6jsRT/Mxz/KqqyOnGeKmR0ZRzhz2qWi00T+dxhgCKQdcqSPao2XAzzu7EVHvI45H0pWC/csMxIO5eMdRUPmlepBFNNwVHJ49uab50UhwcfUGmJle51GSzmjETbVdvn+ldDqF3p2n2+ZNTjkcj/VxnJrk9Uh3NHtYcZ471QW2jbnvTsupDcr6HSQ+Mja/JZREkd2q5ffEPxJqKCNrvyUAwFjHP51yq25THy9atQxMxxjPtTTS2FZvcnNxNfPm5uJZH9XYmrdvblTnqPUU2O1AAPQ981ajLRAlcZxSepashGJU85J9qFk98/wCfSgyhQpJAZhmoWOckH8amw79ifcjdeKay7j8pDCqryheeT6kVC1yc8H86dgcl1LLMy8EV6Ul2I51ZJNpGCCD0rzBLoMMOcemabYeILq+1iCJ3EccsgQsei54zWc6blYqNRRPXv+EnntZ4iblzuOGyc12mn3MV9borgeZgNuPJPvXgOragLS6EMdwlw6HkxtuAPpnpUy+KNXvGVRcSW0YUq3lPgsD79vwopwlB6sJyjOOiPdNV8V6J4fUpdXambr5MXzyH8B0/GuH1X4n394rR6ZGthH/ffDyn+g/WuADhQdvIPU9z9T3qFznODzWzZjGmluW9Ru57yVprmaSaZuskjlifxNZzORzyB69qk3uzohb5Pp0qBplcY3YA7VFjS/YlEoxg9D37UEoR6GqzMFbr/wDXqB5iDjGD7U7BzFt1bqpBx6VkalNJBc208Z2yI29SOxBFWFuGVs5BqrqTJOYfmwRnt9KaJk00VdQ1O81W4MtzIW54UcAfQVHFCDyTUyIoG1lxUiwkcjkVVyFEWMFPpVqORW4YEe4qugIOM4qwqZ7YpMtKxZRf7pyKlJwPX0qCJWRsg89qseYBGHc4JPpUtDFDnJznI7dxTt6N1qBmDZOQajd8D1pWC5ZcA8KR9DVd96AjH51Xa4PXPHvTluuAGxTsF0Z0d4YpfLAJXPQ1q204kBMfOOqnrWNcW621xGQ+5G5BNRmQw3DFWOAeKozUrHTrsl6cEjvSGNkHIyKy7TUFYgSZz6itaNnKhlxIh7rzU7GqakRl9nHX2NSwyRs6c4wahm2O3901DgD1BB60yXoTyTvHK2ehNIZwwyDUEjZHUt9aiJyODj2p2FckkYZ+U49aiZivPUUwswPNaXhnTYdf146dcX0lqrwyNGY495d1UsF9AOCcn096ZLZi6hcMRFznGaSG4jkwJTtP96o+JbWV5ASVAKnHSqzMphTHBBOaQXNuNsEDhk7MK07aGJjkHGa5W3vHhcHPFb9lfQyhQx8tj0YdD/hUtGkZXNOQFUORn6VS89xnuOlXZC6xn5lYEdRWcX3Pkdu1CHIdcTCeNTnBHGKriV14J4pS5UYwOfaojkdORVWM7jmnyCM9etM+8D6CmMAfY1BM7xxkqSDTE2SyZRjgggelZUcpjcnHFdfrejaXa+G7fVtM1K9mDXRtc3MAjW4ITc7xDO7apwp3f3h7gcteYS95QDgZFArluG4ilUc7HHp0NbViwCZcDB71yO4hjjjmr1lqMkLBQePQ8g0mi4zsdefKKgoTnvVC6dg/Ix7iktrqC5GAWjf+6TkGm3EjK2DyKlFyta4kdw0bfN06ZqtJ/rCyHvTs/LxyKjcl/vcY6VRAhmZRhu1RtJuPPNKc4wfmFRMuTwaZNyRlGMkgHGRVC9YgKM9+K3vCdlpuseI4dN1a7ntoZzsSaOaKNYz3LGTjGM8dScDvVHUbI2Wp6nYyQzqLaZ49lwAJUwSBuA4z64OPSkK5mQ3OwAONy96uxOrNmJyw9D1rKyPL2++aVJGRgR2pjUrHQokcmOMGpfKZFJAyKzrS/RyBKM/7Q6j/ABrXXHlb45AymoNb3KgZgcqD9KV5hJCFPG2keTc2OhH5VEWKkkAZ9qohjN7pxnihp+uCaaQeuTUbc5J4NAmxw+fOPrUbjacq1RyM6LwT+FdD4i8IX/hzw9o+o3pmWe/MnmwmMgW+AhQMf7zK2cdunXOAVzB1lQJ4yBgleaznOXNFFMTEUkMMHFbFnPJD8yNg9/eiikyobmnc/Mxz/dzVZCSNp6UUUFdRXUKCR1qI8k/Siiglkf3jg1HY6rc6Jqy6habPPi3Bd67h8ylTx9GNFFMllaM4sJx6lR+hqj2oooAKswzNGqBcYJPWiigFubdvcSCJo85XbkZ7UrnIVu560UUjRiockg/WopgFbj0zRRQSyJjlcGq8x/dHPOCOtFFMlmnr/iyTxDb20M2kaZam3RY4pLVJFKRrnCAFyoXkk4GSefWsC8cyXLO2Mk9qKKBFelUlWBHUUUUAXLSV2YgtnHIrShuJJnIds9vrxRRSLWw9/lPFPX5xz6UUUDK0g2ngnpmomOefU0UUyWT6frzaO06HTdNv4pmVzHfW/mBWXOCCCCOpyM4PcGmXGo3WqHUtRvJPNurqUPLIRjJbJOAOB9KKKTEjEooopiHrIyD5eOc1oxTyRIrKfvDmiikyolz78Ks3JOefpTFY7sdqKKCh0iA4+hNVj2XsaKKESyCUkIee9XNQ8Tavqmk22l3t7NPbW0jyoJJGYlmA6knnG3j0yfWiimSf/9k=", 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", "info": {"video_id": "188932", "label": "pretending to put a box on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d61e53f928d61e45c4b470092af29bc62e7ad28cf9ccb986439d879dd97e924f"} +{"episode": 68355, "episode_seed": 3450452610, "split": "train", "timestamp": "2025-10-13T03:34:51.148356", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3450452610, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cards into 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "27734", "label": "putting cards into a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "27734", "label": "putting cards into a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "007556b3b5fc28b4bfe3b8169f17cefdf5e37eecdff8b964e2d3d281a2418fe1"} +{"episode": 68356, "episode_seed": 2186266528, "split": "train", "timestamp": "2025-10-13T03:34:52.402635", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2186266528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 comb into the pouch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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AH1rpPGt2XuYoAeB8xrlt+JA3XHrWiWglK0ka9q23cvoTWkOFrHs5fMbdjGWrZ7VyyVmfQ0JKUFYTpSMO9LmmO3aoN0xc1jOvlyOvoxH61rqcsKzb5dt2xHRsGujDuzseZm0b01LszOoooroPEGsvcUypaYw70MaY2tKxbEIrNq/ZnEX41lV+E7sC7VTQ8zIqGWZUXJOKhmuFiHXJ9Kz5JGkOWP4VjClfVnfiMaqfux3JpblpCQpwKiApore8JaLa+INdGn3V5JbBoZXjKR7y7qhYL7Djr7V1JJbHi1KkqjvJmj4Qk2W2o/RP/Zqx9XkLXjVf8LyiO01AseoT+tY97J5l0596S+In7JUkXPI61FVio3XnIqmCZHRRRSGb+nn5FPqKv54rMsXxAv0q2X461wy3Pp6OsEx7tnjPFRPKqDrUM9ysSkk1lz3LzHqQPSqhTcjLE4yFFW3ZdnviyeXGfqaok10ut6DpFp4at9W0vULyYNcm1zcwCNbghNzvEM52qcKd394e4HNV1wioqyPAr1p1Zc0gpjx5GR1p9JVmRXoqV0zyOtRVJSZc04/viPat1ZABisCxOJj9K1t+FrkrL3j3sua9iWHkz34qrPdLEDzzVS4vsZVOT61R3M7ZYkmnTo31ZOKzBQ92nqyy908hODgV23w6/wCYh/2z/wDZq5/wfpulax4ih07Vrma2hnIVZo5Y41jPcsZOMYzx1JwO9dT4Qs207WtesTHPH9nnEQS4AEi4ZhhgCRn1wSK6Gko2R47qSqT5pM7LGaoX8ojQmrm/Fc34kvfs9pIwPQGoBnnWvXf2vV5nByqnaKzKViWcsepOTSVqjMv6dyT9a3FPArC044dq1hJXLV+I9/A60UTs20e9Qlsck0xpcck1n3F7klYzz3NRGLk9DetXhRjeTLcl4kRz1NUXmaZy7Hr09qrZYknJJPeun8ReDL7w14e0fUbzzlnvjJ5sJjIFvgIUDH+8ytnHbp1zjrhBQPAxWKniNOhy1JmiirOYdTTRRQA09akWZ0j2rgUUVMjWm2rtEZJJyTk0tFFMzYoGau6Tqtzompx6habPPiDBd67h8ylTx9CaKKYgspXjhmCtgHGf1quxJOTRRSW43sJSGiiqERuMGm0UVLGjVtCfKX6VLM7KhINFFcj+I+ipt+xXoZLuztljk0ZxzjOPWiiutbHz0m27s39f8WyeIre3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61hscUUU0SwzS0UUwA1Ew70UUmCJrL/AFx+lS3kzqQgOARRRWD+M9KDawrsVKcvQ0UVsecamka8+jrMh03Tb+KZlcx31v5gVlzggggjqcjOD3Brd8PazfX2o6pqFzN5lzdSLLK5GMscnoOg9qKKmWxUNzol1G4JxuH5VzHim8mkiVGYYY80UVK3Llsci4plFFasyWxasf8AWN9K0wTRRXLV+I9zA/wkULyVwQoOAapr1ooremvdPNxjbqu5IeFyK1L/AMTavqmk22l3t9NPbW0ryoJJGYlmC9STzjbx6ZPrRRVnGtj/2Q==", "info": {"video_id": "59337", "label": "putting a comb into the pouch", "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": "59337", "label": "putting a comb into the pouch", "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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"info": {"video_id": "59337", "label": "putting a comb into the pouch", "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": "21d67e2e0ddbb30a2bdd753fd71546c00d6216eb2949835e7b9ec80cbb5f7209"} +{"episode": 68357, "episode_seed": 2882035763, "split": "train", "timestamp": "2025-10-13T03:34:55.710001", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2882035763, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 philips trimmer next to laptop'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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Nw/UH86wpvWwLRna3Hi1PAXgy+W3jm/tS7dmszKmOAoy5B7KDn3JAqt8CvH95q1xeaBq11PdXB3XUM0rF2xn5gSe3Oa8l1PX/ABDrxa3vp5JLu5hjjtoVjB3xswO1Mdydv1xivoj4U/DxPA+gGS8VW1m9Aa5Yc+WvaMH27+p+grWVlHUqVuZ2O9k4AxVO7fbZ3Jz0ifn/AICavsAeDwB3rL1w+RoOoOowRA/P4YrNL3kJ7HzhqUUFxptrG7qSUOU2McBix3c8dUPTjr6VyF3bWsD4EnGB97bxxXV6lYJbynZJcDHAHnEgDnge3J/Oua1Jmii+WSY5zxur05xOWMjHkS3biJt+ByOP8+n51XkiVWRRnO7LZU/LzinykrEJMsCT3NaulW/hifR2n1XVb2DUhdbfIij3K0O37wOOobtnpXO1d2Nb2Vzs/hbMGtNStSB8kiyDjHBGOn4V6JFzCcGvI/hTdFfEV1b7s+bb5Gf9lh/ia9djTYrL3zXFU0mUyLwnpUY+K9zdLHxLAl2T6kKV/nXqerakmkaNeajLFJJHawNKyRjLMFGcD3Ncj4LhjbU5r043raCA/wDfea7hsOCCOCMVf2SkfNc6+N/ipqfntC1nZHITqFRD2H4dcde57V6d4M+Gdp4WdLl/397jG8gccYr0COGK3j2oioo7KMcVJgOMBl2+g4qZSbKR4/8AFe5NtrViREZDHaSDiPzAGY/Ln06da8nv7gMXKZGSxw0bKB8xPp6Yr1r4mANrrj+7Cg/QmvJ74qgZ2baB1Jr0aS/do5ZP3mc5c3Lq2AY2HI7/ANR71UedBlsqW/uleKmlK+eGM+QTUFhqM2k6va6hAsby2syyosq7lJU5AI7is5aGkRLaZLeaKRXXdHIrg4OTgg/0r6ERwTG45DjINeCa7r9xr9wJZ7a1g2vIypbR7FG9txHXoD09K9y0GT7V4e026zkvboc++BmuWulpYtXtqJ4jtxdeHNShIziESj6qQa9D0fwhpGqeD9Mg1GyWQiPzVYEqw3HPUc9MVw1yUbdE3IlieM/iK9itUSy0+GDtFEqD8FApQ2GnY+cfixHFDrx8P+HfD4s1t0Amu8MDLkdiTjHv1NYHhnwDPe3UcFxLvLMCUTJA9s969r8YKmo6o8e0ZAClsVZ8F6HDayvOB5jKMcnHJ/8ArVLn0Rd31L8elQeHvA95awR7UjtX3EDqduK8Fvb6zuLeCLMDGOEKS0pP8BO3B6EMF46ZxX0Z4synha/zn5kCj8WAr581dAJm+tdmEXuM56r945G9aMSOyxwsgJAUMnvjvn0/KsppkkblEj7dRj9K1dUVioCGMEdc4zWHc/LEv3SeckVpNBER3TzFGRsQ5wGIyfX2r034XT+Zpmo24OdkwcDOfvL/AIiuHs/EdjbaBHp8nh+xnuUkkb7a/wB9ldSNp45wTkHtiuj+Ec3/ABN7+2z/AKyAPj/dOP61y1UnEtXuerREGAkdq8x8f6hLoWvX4s90U9+I5VlTgqCvzY988fnXqOAiMvTH61Y8M+GdL17xZBq9/bLcPp9qFiEgyqyb+Gx0JA6ZrGluUYPwe+EZszB4m8R2/wDpPD2VnIP9X6SOP73oO3U89Pb2dMnJGR70s0gQHFYl1MzltvBbgZpyd2NIuyXESnBcEmvLvifcwpr1k7liqWEpYLtJxuHr/Tmu5hUtLkKxYdS4wPwFed/Ei2jutX/fxpKY4kxvGccdq2wq/eEVtInl+pWsCNhYpCQNqkkkkBmUdP8AdH5e9c/cGGJgDFKpx3Dcfp9PyroLu1hU4WFO/AFc1NGxuNpiAXPvXXOJlFkDpGp3lflHoRnpx1/Cl0+Q2l7bXBB3RTrISMYGGFMsJrKHV7V9SgknsUlU3EUbbWdM/MAexxU+uz6HNcL/AGHaXVvCrSZ+0PuZlLZTOCeQODXO0nc0T2PoFWHmIfUcVn+K7Rb3wtqULKG2RrMAR3U/4VY0iT7Xoun3Z5DwI/5qKs3IWRJIJCNk0Lxn8RXFHRlGf8JPBDQalFrGuJI99bIJLRR92MPn259QQeOa9xUhscYNcB4e8YabPfyy6iUtGZEihiUYSJFzgA++f5V3UF5Z3H7yC4jcEfwsDW9rlyk27slKtnqMemKzPEcUs3h6/jhjLyNCcKvU1pmZPXPvSM6MpUhiGGOBSs07ol6o+aNTikuZC0UTn8MVzF9ouszzfuYG8v0yPx719WPoentyLcZz/cH+FM/sOxB4hH5D/CtZYio+hmqcUfIMvhXX2Qq1kzc8fvF/xqqfCGuDrZEf9tF/xr7LOi2e0jygfwH+FVJdAgJ+W3NZuc3ui9EfMngDQ9U0zxpYy3NvshctG7bweCp/rivYbxBGxAODXXHw+iuH2IhHIJbOK8z1CV7vxzfaTJr09vGGkEKwgHJVNwUeg4PPtUuLk7sm99jqvDeoJp+n6mWKefKVS2Q/ekckjgeg7mvQ47eVI8t8zY7HNfNXh3XLnVnlb7bKzQBSjE8ruz0/Ku0tPiXrOhskV3tuYAQCz9VHrn0p6LctR0PaduVGRzik2BeMVyUfxDtIm8vULWSFhjLxkSIc85BHUVpQeN/DlzgDUolJ7P8ALScYvZj1RzvjPwZNrWprdWsrJvjAkByQSOBjjjiuKufhPPMrLJIWU9Rlv/ia9mh1jSrj/Vajbt/20FTeZavyt1Ec/wC2Kd6lrJk2XY8Ak+CgbHzuCORiQ/8AxNUpvgoVJPmSk/8AXT/7GvowCAD/AI+Iv++h/jVad7JQfMvYV/4GP8aVp9wbsfN8nwddP+Wkn/ff/wBjXoGiaRLpHha1spOTApQFjnIySP512t7qugWwLT6lDwOgkH9K4Lxr4/0m20eSPR5XN2JFxIo7dxzQ4ye7Fe41ojLcLsOApzkfyFelyagzXd3BGGKW4Tex52krnH5V4F4n8QXC+HoNU03XNRmV7o2o+0xLGs5CbnkixyFUkKd3qPcDtdL8W3miwSRSRCWKY7pG6sx7knuaaVhpNm+Ea7u2LDc7Nn867DTbFLOAJjJ6k+prltC8WaDeOLl8oqnaxKHAb0J9a7K21TSroZhvISPQOKnkTKuyv4hsX1Hw/eW0T7XKBlOM5IOcfpXjN54J1q5Ys8IUnspB/wDZq98UxscpKjA++aUwhgOF/Kri6kFaLJai3dnzPcfCjUbmdpGaRS3Xhcf+hVVk+DWpBcefJtz/AHE/+Kr6fNsM/cX8qGtgRjaopXqvdhZLY+VX+D+oKf8AXSf98r/8VW94I8BXvh7xPFdyOzxtG8bAhR1H19QK+gJ7OIAl5Y1+oFYl7f6DpwLXWoRAjsHGfyFD5noLmOS1BfLY5wPxxmtnwfL/AGdY6lcyyYVVV8begya8+bxXZan49m01dUu7azmm2wzJJFGsQ6ksZO2M8dScDvVLQPEWrLrGuaddvdtb2t0qvb3G0OdrNgNjjPAyAcUKNtRq7PdZLwtGZDgIBzzWa88U/ILYx2rOh8eaNqsAtrpRbzN94N3/ABrVgjsbiIG0uYmBHAzxScb7Du0WNNkZpzGu7aOc5rg/iBpWoPrbvFbNNHNGrKyZOMDGDx7V6Vp1gYt0hZSTwMVde2jlIMkasemTVQ54O8RStJanzFe+E9Yuo3RLd0Ld9rcfpWNJ8OPEEmGCgkHuH/wr6wbT4CT+4WkXT4f+eIpurVYlCK2PkSX4aeICxYxxj8H/APiagPw415esafk//wATX19LpcT9IE/GqM2iRnqsSjr61N5jukeZ+FLGaz8GWEF0mJ4EMbdexOOvtinTo7ToEGSDn5umK2PHtzaaL4bdoNRWG485ABGQDgnnjmvOfFM+teGNF03UZ7y9Wa9MnmIUx5OApRWJH3mDZx/gaSg9xbmrcRo8DEjkCoPC0839pX9t50mxLbzoyHIKMGA49uehooqWbR2NeTxPq9m5RLtmUf3xmr2nePNb3AGSFsHun/16KKtMGlY6y08X6lIq71tzn/YP+NaMfiS9bOUg4/2T/jRRVIzZHdeJb6JCVWHOe6n/ABritU+IWvRyFI3gQc9I/wD69FFDEef+JPHfiKQFW1B9rEKQOOPwrjZtYvNI106nburXMbNtMo3D5lKnI+jGiihblW0N74cRru1DjoI//Zq63UoY5dN3OoLbtufbFFFKYR3MHSNTujI1k0m+GM7U3dQPTNO1PG/7ooorA1MpGcN8sjr9GNHn3AYgXU4+jmiiqKLKX96qcXk//fVD3NzIMvcyt9WoopklCeRy5Bdmx6kmqmqwx2fh0PEg3MysxPUmiinHcllXX/Fkmvw2sEuk6ZamBEjiktUkUpGucIAXKhecnA5PNesiFJLfDjIK0UVpMhbnP2d5Np2ttBbtiG6GJYz91scg49R/WtS8UHcRlT6qcUUVzvc16mBcarqNmcwX9wuD/fo/4TPxFDGCmrXI/wCBmiiqRVkW7fx74l6HVJj9WNPk8deIZRhtQk/An/GiirIaRnzazqVwCZL6c5/26y8Nd3kKTySMpySNx5x60UUBYzZtdbRdVvbf+zdOvreV1cxXsHmBWTO0gggjqcjOD3BroPAuoXWr6lrN/eymS5uXSWV8AZY7j0HT6UUVp9kye5t+ILWMRFxkMFDAg9D6itS1u5b3Tba9chLiWMF2i+TJ6Z470UVzvc26FK68U63psmLbUpwB2Zs1PZ/EnxOq/wDH+G/3kBooq09CWkXIvil4n37TPAQPWIVpxfEfxDJHkywZ9oqKKpNklHUPiB4jMWVvdn+6gFcjf+M9fu32S6jMVPXDEUUUXGkjmr2ee60maeeeSR/OwNx6YNZV/wCJtW1PSINOvb2ae3tpXlQSSMxLPgHJJ5xt49Mn1ooq4Es//9k=", 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", 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", "info": {"video_id": "45212", "label": "putting philips trimmer next to laptop", "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": "45212", "label": "putting philips trimmer next to laptop", "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": "a1b254282b14cd2f22a07d6cd89aea7eb59947d1e7211b127335f50728e624c5"} +{"episode": 68358, "episode_seed": 2751798058, "split": "train", "timestamp": "2025-10-13T03:34:56.868614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2751798058, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'dropping nail clippers behind a yo-yo'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "112091", "label": "dropping nail clippers behind a yo-yo", "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": "112091", "label": "dropping nail clippers behind a yo-yo", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "112091", "label": "dropping nail clippers behind a yo-yo", "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": "b25f26fa161ffb2df6512efcda4ac452cb3893b51627cfecfbaf25aba80e0e62"} +{"episode": 68359, "episode_seed": 796383146, "split": "train", "timestamp": "2025-10-13T03:34:57.608222", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 796383146, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pencil from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "208753", "label": "pushing pencil from left to right", "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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", "info": {"video_id": "208753", "label": "pushing pencil from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "208753", "label": "pushing pencil from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d834435ba4c2210bef7b287f99c7aa29bb23a4df25eb79c80296dee48286628a"} +{"episode": 68360, "episode_seed": 1051585386, "split": "train", "timestamp": "2025-10-13T03:34:59.141402", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1051585386, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'squeezing soft stuffed reindeer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "107165", "label": "squeezing soft stuffed reindeer", "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": "107165", "label": "squeezing soft stuffed reindeer", "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": "107165", "label": "squeezing soft stuffed reindeer", "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": "c9dba9adaf28b1df74011634316bac39c279fdc3cad65505a32b36be0226bceb"} +{"episode": 68361, "episode_seed": 1583386051, "split": "train", "timestamp": "2025-10-13T03:35:01.872303", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1583386051, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a tissue out of a tissue 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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", "info": {"video_id": "95836", "label": "pulling a tissue out of a tissue 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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", 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", "info": {"video_id": "95836", "label": "pulling a tissue out of a tissue 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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", 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", 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", "info": {"video_id": "95836", "label": "pulling a tissue out of a tissue 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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", 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"info": {"video_id": "95836", "label": "pulling a tissue out of a tissue 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": "0ca1239580fcf6cdeee865641d7b1988517da2b3f73c191024a3772033917352"} +{"episode": 68362, "episode_seed": 2797568984, "split": "train", "timestamp": "2025-10-13T03:35:03.197676", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2797568984, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "200297", "label": "tearing paper just a little bit", "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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99jkfyppkSWpF4z0u307xDc2mnW3+h2uIg6jIZgPmP55/KuTlkAJ4xXTXk8jM7KeoyfrWJbWT6rqaW2du7O5gPuqOppp6ai5exp694dl8P2OiXErZbUbMXDL/AHGyeP8Avkr+tZJ2snTmuq8VLLdacksjtI1vtAJ7KBtx/KuQVmHQZp05KSuKUXHcuWjDypFPfBH616l8N2Z9CmiX7wuWP4FRXGeD/Cd54qiv/ss0MUlrs+WTIDbt3f8ACvV/AHhu+8PWt3Z6mkYMsokjKOGBG0Amhv3huS5LGtJIbcKuR0qIOXqXWDHHeKgwAEH8zUMIH8PNaXMkYniM/voEJ6Jn9ayfDVvBB4w025VFV/tAy/sQR/WrOuSl9TlBP3cKKxZ22xuw7AmuaT9652R+Cx2/xT1FJ9Gg0aK5CGdxLPt5+Rfuj8Tz+FeH3to+nygrKsqDj0IBrenuGnZV3YB71zmqswkZSc4pptsySSXmVpBtfPY8ipFdRzmunn8KQxaPaRea4vgm+YtyqsedgHt/PNcpeW0lldNBLjeoB4PHNVGSbsiru1ywrFiCoJ5FfZ9nF5FjEh6hBn618YaXKftQhcfLJgD69q+zZpdrxRj03t9O1VbUym7pMs0tICD0OaU0EEVxMLe2lnb7saM5/AZrwLwT8SZbe7Wy1WXzLGaQlJW5aAsc/ivP4V7F42vfsHgjW7kHBSzkA+pGP618gWl00DqM0DWp9eRyrKgkiYSIRkMh3A/lXz58Vr+fVfGVwURmt7NBbxkcjjljx/tE/lWdZaxcRQYhuJUHcI5H8qp3k8ru7qxIbluaVxqKOXlbrnit/WvDs3h/T9EuZHJ/tGz+0Mv9xs/d/wC+Sp/Os23s21TU1ts7d+dzAZ2qBya6bxSslzpqSO7SNb7AC3ZQNuP5UnUSaRXJdXOdhuPL5Xv1rs/ASC5ubmOM5MjRLg+5NcCjlRwM16T8Ho/P1q7LLxCFf8fmA/nVyjoTzO1j126Q21qAerssYx6f/qFVjKWPXmotcvt+pW8A+7Eu9vqeB+gP50indyOapLQV7smLHFc94w1CTTvC9/dwvsljQFGxnBLAVuu3auK+JsvleC7j1kliX/x7P9KYFXw/4mg1q1G8pFdpxJFnGfdfb+VL4s1B7Hw3dtHxLKvkx/VuD+ma8gt7ggjnmrct1LKm15HYDpuYnFYiUTJkRk4KkfWr+gaOdav5YN+xY4HlLe4Hy/8AjxFVrlmI+ar2lRyQW7yh2Xzl2kDuuf8A61NuyKSuzMRvXr6VPblTOB61DdJ5d3IvbOR+NN3YIPQ0bgnZn2BK+y1ducgcD3rmbG3vVaaW4TDyuWwD0HauVXWZkchZpAB6OayLrWr83DtHfXKrngCZv8amMrCdNs6bW7O4kuSUhdvoKw5LK4AOYXH4Vz82v6vuP/E0vOD/AM9jVd/EGr9P7Uu/xlNS3dnRGEkiv4ws7iNbaVoXEeWXcVOM+ma5uG4aEjnj616h4bvZ9Q0u5g1C4kuoncZjnO5Tj2NaQ0vRh00yzBH/AEwX/CmpJGcr3PKft+5Sc54rc8KWh8qe/dceYfLT6Dqfz/lWz4p0mxa0WWC2iidTg+WgXj8K4V4Cvylm47buKH7ysh0073Ow1dVfTblSyjdG2MnqcVwaE46VdEClADzj1q94b0e313xCdNub2S1VopGjMce8s6oWC+gHB5Pp71VOPLoVUTerPQvgs2TrRAzkQdP+B16jdEiaE4I6g8V8rWM04bMc0iMQD8jFf5V3+mavewW0cZvbk4UdZWP9ab3uZOm9z1e4t0vLifLFWVVAPp1qO2thbLl5g3tXmkmsah5jMl9cDd1xIRSprN8fvXs5Pu5quZEqDNvV3WTVLhl6bqybgfun91I/SsO+vrs3TEXUvPP3qNOuJ59Tto5Z5GQyDcC2QRWD3OpfCYg1FSByM/WtHwppja3rj3kqFrLTx58xxwT/AAL+LY/AGu21PSNLkspETT7VCRwyRKCPxArzW6hktjJDHI6xlvmRWIBI9QOtUmuhiryO9uGLsSxyzHJ9zXB+J126sGDA7oxnB6EZFVoh5cqyAncO+ahu02xs653E0qcOV3NZ3aGQv+9UdOR/OvtWzP2lTMynDYC59AK+SNX0TSrPQbXVtL1G9mDXf2XNzAI1uCF3O8Qznapwp3eo75A+j31RngiZJWDKR0JHGK2bMOW+x2gAXoMUE1xDarODkXEoH+8aa2sXW3Iupf8Avo0hcrNvxdpsWteG7vS5pHjS6XYXTqvcH3+lfKfijwnqXha/+z3sQMbEmGdPuSj29/Y8ivetc1TULjTZY472dJCPldXIIrmMyXdj9l1GeS9jPLLcsZAT64NKTsCTPF4bp4uMnFXPt4KnkHj1r1QaTo6jjS7MH/rgv+Fc/wCKNJsWtFlt7WGFlOPkjC/yqeZFamL4VtP3c9+648z92hx2HU/nj8qvauqyaZcrkcxnGT1PWuUMRUbCWwOnzcUeWuwDGcVDheXNc3SdrGehbHTH1r1f4OFIxrlw5ACrDk+g+cn+VcL4YsNM1bxNHpuq3U9rBM2xJo5Yo1jPUljJxjGeByTgd60tBEujeJdUsz9oj8iVovLnwHADEYcKcZ+mR6Vu3oYcutj1mArqU0tw2SssnB/2RwP61pYhthhM4rz241KVZ0eKaRF2dFYgfpUX9r3f/P1N/wB9mq5iVBo9Dabf2xXFfEmyutS8NrBaJ5jrMJGQHlgAenqeelUG1m9AyLyYf8DNZmo6tezRopvZ/lbPEhFJy0BpnmXzI2DwR1B7VMs+B1rspIreeVpp4YpZW5Z3UEn6mmNb2m0j7NCM9xGKyckFmcid1xIkSj5mOK3dioioOAowKybu3EVw2zgA9uKr7ee9DVyloSako+0hgc5XtVccjmnuuFyOtdF4i8GX3hvw9o+o3nmrPfGTzYWjIFvgIUDH+8ytnHbp1zikiWtTqZnZH4PWqkjE/nRRWR0ozJmJlNVZD84oopI6De0K5khtnCkY396347mRmBJFFFSznnuQat+80+Xd2FcDKfmP1ooq4FU9iLJqKz1S50TWF1C02efEW271yPmUqePoxoorVCn8IzTlHmY9MCumgY8UUUpEfZLjE7KjDHbmiipYkUbhyXNWdHbOqwHA4b+lFFQzZfCdp5jNEVJyOa4XXEVL9yoxk80UVMNzKluZNV7s/uM+4oordG09i9rniuTxBDawzaRplqbdUjiktUkUpGucIAXKhecnA5PNe4pPJ5C/N2FFFORzxJ2kf5eajaZ923PFFFCBlK+kbym57Vio7c80UVFTcSBnbPWs/Vh5lhIG9P60UVmUtzgJeHYehqIE80UVqjo7CWmuto8txGdO06/imdXMd9B5gVlzggggjqcjOD3Bq9peo3Wp6zd6heS+Zc3LmWVyMZY57DoPaiiqexzv4mdAXY4yelMZiBwaKKQiMu2DzVOdiRRRT6CZXLH1pNxxRRWQGPqIAmz61QPWiirjsAyQnZ+NX7/xNq+qaTbaXe3009tbSvKgkkZiWYL1JPONvHpk+tFFWSz/2Q==", 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", "info": {"video_id": "200297", "label": "tearing paper just a little bit", "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": "200297", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "200297", "label": "tearing paper just a little bit", "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": "ceed25dfeec45ceb1db027793f792e7e41a4b67a5bc1f9e5ff5f4307d7490813"} +{"episode": 68363, "episode_seed": 2046674887, "split": "train", "timestamp": "2025-10-13T03:35:06.040938", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2046674887, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 visiting card holder up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105466", "label": "lifting visiting card holder up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105466", "label": "lifting visiting card holder up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "105466", "label": "lifting visiting card holder up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "03067c56ac8a206a1cc6360ba762448d39b709fa31b290c204a8327dbf6e7a18"} +{"episode": 68364, "episode_seed": 2505229770, "split": "train", "timestamp": "2025-10-13T03:35:09.253752", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2505229770, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a hairdryer up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "32624", "label": "moving a hairdryer up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "32624", "label": "moving a hairdryer up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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vCtPvZrK5SWFyrKcgg16npOsxm8mXU9T8uPyl2CRm+8Scnj2rlrRbaSOihLlfP2sdjqd/LaHw5Y26Cd/KKTW2MkrhctnoMEd6pR7SXY/6ssfOYYzCc8AYH8WeepXr3pnh9/tFndXdvO+PtbpbMBksg6DJ7HqfpW3DY2sWyOVN0+Dk+adgbsD3BPHHsK1i1BcvYUm5ycu5X0XRlv8AVLiWZFMUboWJznp90dOO5rrZbCG8t57aZIhHnEW1OU4HT0OaxdBkt/PudMmkCyxTbkVSV3Y/njH5VueXalLgzKfLibLlwccAHPvSqylzJBFKxz2nW9/puqX9rAVLysC21Auc9HA7YHp61tH7LAotNiNaAHznYk4b3P8AnGKxYb66u/EFxLYRyEqCqKwIUIPUds9s1sxrb3TCaF1SJSWuIzkHPuPr1+lKq3e7HEoahBcQxsPNd7N4pEhwNwAKEjcO+McV5hIqYhtYWdY5kWRwOdzckYHHOMDGcE16uyXV9KLmAD7CGEao3y4UDBcemPzry140u7ieJBO1lC5SIogLbicDPbkDgflW2Ge6ZnULejbZ9VMc6b5BIP8ASMcYxt2kHjrj3yDWL8Ul8saTEIhHjzeFHy/w8itG2tb2FYjZQXXmx4kmQqcuqnOdmO34nrVH4wy7V0dx/EJj/wCgVNZL2sWgj8DPNXlEYwp5otLS41C5EUKlnP6D1plrayXbsQDtUbnbHQV2+hwR2mmS3UaYiaInnG44zmiUuVExjdnZ+C/DGmaZpkV89xD9oYgvOWyNvQqD0B961NauS1xZywWySQW5ZTEBuRgSMYIqvY3uj/8ACIrHdKgtCAMY456YH+ea6C6j0NPCyRzFEsio2lTgexH8x+NRCVpXZq1pYbpWuCKwFnfQ/ul+5IF7A5AxWdr+tf2n809hHLbojKsTAsdzdGP0rev7TTB4eihjKiML+6wcjoenPPGcetYFndw6XfwaXNLNBKoQpd7wysGGcFTx1OPwraPLJuSWpL0OWu/hodU0h7+ynQTqXL279Gx2Xvn9K801bQb7Spik9vJEcZ2uuOPWverTxNHeQ3vmzm3jtsYIVWaVScY5AwxOen5cVTSyg8S3cVzIJXsGZ4VhnOSxA6gj6/pSfMm21oS0uh8+5I4Ior1PXfheTLMdNDBldsQu6tgAA53fnwa84u9LvLGcwzwOrhtuMd/ShSTJasdtahtEs5pZ598sh3OxPeuR1XUjqN9JcEbUJ+UetWdd1Jr27eEN+5iOCR3NYEjl2wPwFZU4v4nubVZL4Y7ImDSTSKkalmY4AA612dv4B1S3soZ54M3E5wISeYwRwT/nio/BFvFp+rx3F3bEyBd0buOEP+Nd/qnirZfW8S20s8bHLugyEB7fXoaqU5KSUUTGCtdnE61oF/p1tBHgNHlTuUcEDr9MViagFWPzXUFpnJUZ5AHFez6xdWz2MUNwu/z28tQq8luvHoMV50+gzSRG4ubKZ40J2qEIK7u5Hue9OjO694c49jhrqxkiQTKjBD6imWV5LZXUc8LlJEYMrA4II716Ja+G7/VJYkeAxJGPmx8ylO68965bxT4UvfD1yryQOLeUbo36j/dJHQirdtjJo1tYvV8QwprkOItSQg3Ozjc/aQD37+/1r03wyzSaJa388EgubpEWTYcASA/KWHbcGJz3ryv4e6dPqWuYABtoV8yfd0I7L+NeyQrcrBuNjEElleJ4o8uuBgbhz2xk/wC7gVD0dkVA88+K9tHavps7ZM7CWORjgAldvQDjvXlckpdsmvSfi2bpv7MeV5mhkeZoxK4bBwm4Kf7vTGea8/07S7nU5gsEZKg/M/YU1orsTTbsibR9LbULlC4cQbwpKjJJPYV3l7fw6F5FlDbjavLL0wP6k10OhWelWKWdogU+Uu9SeWLHgt9eMe1aeq6HpOqajA0m0OhOB04HUY7gdaxdVN67Gqg0vMwrjXY9OW3coZC/IVeMjufpiu7fWrSTR7RwwH2plSMgclm6f/XrL1bwvpt7DbxOxBRgcpwTnqPxFaGo6TaR6dZtlALVleMpzjb0wPTHWknBpFa3OV8TafM866n5qSRxTeQ6PJzuU9FHfPX866iO0kuL+3v1vVht44fLkhJGEbHCY4H51yup2l1q8llDpsRlt44t00sbbh5hb5iT/e7+uDUN1pt9aeIotJW7naC4aMswkb5zxub8812Jc0Um9dTF6O5k6r4Pk8QPfXNjY+QsLMdxYADHO0+ntXnWo6Zd6VcmC7geJweVdcEV7VZRXWneJXsNQlmMV8WgmmAOJMg4wT1xkHPrWlrnhuLxPpHnTxK8wjQLIw2sAMgEZ/vDH6VE3ytdhWufPS9RXsfhiKIB5japM8s5UqY9zbEUfdzwPmJ5rlW+Gl/DqDGaZV01Dl7hRubHHAQfNnkdfWuy8Ow6hD4ajntgrybmuFTcQzrkkL+JFc9Z6pmlPZo6V9+nW63wEaxRBmlgWPaFUjkhvbjOasSahZW8cFzPKizXK/u08tikkhwQ3Tk9KyotUmHhW41q+jZo5QjfZW/g+bBAz68Vf1TxLBZ6hpdqLMytOVPC8qCcDjueen1pQUm7WHdIohdRi8RNAjtHNcS/aY16kHn+LGMe1aF9qWo3039lS7kkKkyLGp/e4OM8dulW38TMPGcWmJaZTZkyY5HGc/Tjr/hVPVzLqVpeS8W0oZ9js/lkeWwxz/tA8V0KTbV0LpoW9AT+zJbi8mvVuJJxlyA+44PpjJxnH1pEu54dVjs1W4XzlZppGCnd3Ab39uOprDtLPWLw22srqEQeOEJEe5QA7jjuVz+OBVzwqAtoJILiOSYySSyAZLK4XCq3pkZP4UTitZNgm9jcgv7K3wkU263lzITgt5eMr8o7DIOf/rUyK9tbB5IbOHbbqG2+TEFDOBnqBzk8Cqsh803NvOPMdS3nROvLA5ABPTAxnHeo4riC7E8lnGHALGSOGMZkbHIIz6LkH6YrBwQ2y7qWo3sWnx/ZY2a/uWAhSVioHGeffjoe5rjvE62Ot/2bf3FsV2+biKXkocgEH8RXYwQY0KQzo0qvF+6jbIbIOF5PQkkVyHj2Gey/s2KZoDdOrmRYOPmO3qOxNZSSS03ua0bOfvGVZ2VvPPcG2hjRdo3sBj6e1Vl0iQ2QtVcvHPhQ6gBUHoKRNVubTTxZabbSPNJIUmlMRYKMcn/Poa6bU7BLnw7FBpSqGnmVty8dD8zc/SiKatd7hUlFyfKNk8HwS6Hb2izeWVIZSvP6e/8AOtbWvCiXPh+0sYLgR+Rjac5B7Hjvxz9eKxvFllrEh0+Gy8x1DYPl8EN1BPt1PtUvi99bjttOjszISSNzQA5LcFfwznFbw5vdtIzdtdDoX0ZLG20kmVilk4IBOQ/ykc/nn26Vys01tqGv2Omx2YZoMxSSs2BIMc8H07H2rob27vreTSvPj3QbWa42c5whIH0Jzz61zOq3EFprmnq9mRfQqvnvESWdiPlX0xkgHvWtG7ZEy/fWOjSafeHToGaezQxneMb+vz+5FX9Clsbq0jFr5sRhgdCkhG4SNj95j3AI4rKu/FFpf6fc2yWskEsylrqSNejjgDg9M8c1q+GmsRY27WkMiBg6XBLbgJNuVGfTk49/ermpKD5hK19C08JivbizkR1LEys0SllIAGAc/wAOT0/2TUU8trd3kVvcQxSXcT+bGjqhCknBIP05x+lWWuZLi/kuZLmSNVjHmRRHcFRl7j68561XfS0bUBqLIBdLyAVOMn7rE5znHHUdelYrzG/I+e10i/uZ2toYHbax3O3C/ma39P8ADttp5WS5xNcAZH91T7CttpfLJ5xiq0sqlDNJ91QT+Fc7qSlojqVKFP3nqXLcpLIsjRACPlPr610VoqSxC42gSRLkHGcDqcD1NczZuskEUik7dufrXT6RMsJ8x3CoMdTx7VDVhSlzO5zVrf3P9vteOHlhtpt0sa/3AcZx7V22iSDUPEmo+VOt3p5iSSMoTiM9Nv16mspdSsLi+tr/AE8iOVIp4ZyygZCx5DEdxnFWPC3iO4E06SFWmkVEt7dI9qs+eScdOOprrknON0uhzp2e5289tZWFo88zGONBljvIxXn2t+JYtUglslsw1o/B89iSffHatbx7qMks1rpsZJ3fvHA7nOFH8zUc2h22j6Xbu0bPeP8AMZCPlHqKKMIKKlLd7BJtuyIfCV7ods0Vn9jSxYjYsi4ZXz2YkZ59816NJpvmW2xbkhc5BCAFT6gjvXnc3h+G+0Z72zDi5hJ85D0bvx+FUfDfiHVtS1ebS5NdvLZIw4iEYDFtqEheenQ8n096KtNS1gSpW3G/Eq2tb/U7HT58mLTYzjHG8vtPP0wPzrASaGxQLDEqIFwoUcCo73VrnVJ/tN1NJPI8SYdznI54qSxtz5ytNy2Nyoexrmknex2UpRjHm6lq3tJCY7wMVulUhFJ4APY06C3a81qO6V5GvImXAztTA7fiKtqx/GptORIL2aVAd0rgtz6CmpNGUvedzY13R7u9+yT/AG2SOOE5LRnbtORgnOST/Kqk3iM6prFvosTvH+9MbSK3D/KRjnpzz35xXWWYE1t5JLDcp+YdRnuK4a48NQ2GqmWW4l8i4jkninjH7yCRPn/HiroyjLSXTYiSa2NvQrC0kF5p1tLdOLaXyrhPMUeYCOc+oJB54PUV0i6THFB5cdpNFHnjy2GVBxkKc5AOBnFYvhC5s5Zb+9kvHnnkkiR7h4RErnHyqFHfJ5J60vjfxBNbmPTLJ2WWUZkZPvBTwAPc1bU5VOVMnRRuxb8xwxS6fBqMaROGxFcHdIrEYwHJJA7/AIU/TtGmk0Y2F+Ek+Zj5nzneCRhs45PHeuRfw5dW6x/aSqPMu6NRzk+h54ovdZ13whataefNbqXXGD93n+E/zFbOD5bRlcjm7o7270+JtRkMUkqLMwJdDtCjBzzwQeT9cj0rnfDljcWkkfRVhiCyHkdFxjnryO3pnpUOr6rqP9hLeWPiPUpRJKb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", "info": {"video_id": "32624", "label": "moving a hairdryer up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "32624", "label": "moving a hairdryer up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "56ef453fd2c56dc622f9dc854d509491624b872c7c5f9d2c6f945b16e2a5490e"} +{"episode": 68365, "episode_seed": 2479660483, "split": "train", "timestamp": "2025-10-13T03:35:11.813436", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2479660483, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "165305", "label": "turning the camera right while filming pencil", "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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", "info": {"video_id": "165305", "label": "turning the camera right while filming pencil", "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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"info": {"video_id": "165305", "label": "turning the camera right while filming pencil", "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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"info": {"video_id": "165305", "label": "turning the camera right while filming pencil", "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": "5c8aed129b8837fa30d4f5d7476d4830578e54ccb7b3a1881ef46dfe63389b21"} +{"episode": 68366, "episode_seed": 4089876107, "split": "train", "timestamp": "2025-10-13T03:35:13.749724", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 4089876107, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 seeds onto 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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pKeh9q8M8TSbhaKT1Dj+VfVlldx3tgYJPm3rsPuCMV4Z8ddI0nTb3SpdPiEEjiSOWNBhTtCbSB9Dgn2rvVjjUmlys8fC/MQasQybVKgFm7AUzyxIQwLZIywA6VZhiWPAAx3pTdkEItvQQQmRg0pz/ALPYVYWIDBxS4+fHtTnkSJPmPJPArBtvRHQkldslgXcMkYzVtMpIuMEZ5qskUk8WWYxRHkk9SKm0uRZFeEsC0R4PqtKpSlGPMxU60ZS5UdFpRVWIBGPQV0kCXIubS6SMTtEGVVcfKwIxgjvXKWn7twR1rp7a8mhWKRCcR4YAdeuaxgnc1mdH4YkudL1iG6nLLZ3kuwseArHsfSui0TUmltPEmswQiIvfGCzTHJchVz9HYq2Kt2cFjq9he6U+MNKSjgYKMQGB/IinWVlBZappfh+HmLT0N/PtX7znKxjjvku3/ARXbTVjjqtHyhGCWx61fwAucAH2FVoo8Ffzqzgl8VnUldnRSjZE8bAxEAdqekw4UZyBzTT8qhQMkgDiowrLOAev/wBaueyZtJtCWd09rJKi4BY4z6CprgmWLcMn1J61QuCUufqAauJKfIZCflPOK9WnaUVI8qorSaNPw/fbc2bnkfNGf5j+tdVa8nryP1rzyziuZdQiFqpaYNkY7AdSfau4t5TuyDgivOxVNQnzLqd2Hm5Rs+h2WmXJRwMjPUH1rvNPvIdQ09rG5jSaCcbGjcZBB6g15dZz5APccityz1ZoHBR8Erx9aKc7IucOY8++K3hOPw5qNubOQvYTu4g3HLKRjcp9QMjBrg4FwT+VegfE3Vbq/wBJ0ByImtiJ5IGUYK5ZQ6v/ALQK5z/tVwMMsTsQrAnGSK2XOoe9v/X5bGVlzEqDcwzTnwFx6U+Fc4+tKgHz5rJvU1UdCAjdC6/WorV+OuBU0Z+RhVSP5JSvvXXh3q0cdfoy1dqvVTkY71v6Ld/arJVc5ki+Unv7GsJYJryRIIULyN0Arft9Pi0gbPN8ydhmUr0X2FTiknHzHhm+byOisZDGwYd67TQ7/wAqVGDYyeD6GuBtZBuGDwRkVuWt15WcHryK44SsztlG57DFqp+wS3KqJJAojiQnqx6ivkZUzKeMfMa930/xO1rfwSmL7RHbxtPIm7GIxhWcDuRkHHoDXhse1nZl5AYjPrWylOzk9un6/wBeRj7NKX9f1/w5LjkCp8KkfuVpqKDKB7VM42yR59qwb1OpIroCswGME5qvNlLo+h5q1cHbdhvbOKrXS/MHH510YeVpp9zkrr3WW1kJtyhxjr070zTRcf2pE1upZ93IH93vn2xT9Otbi/lWC3QvIwz7AepPYV09vHbaZBJa2pElw4xPPj/x1faumvUjGLuctGMpSVi/bvg5/P3rdsLhoyOen6iuRtLlhcNG5wG4+hretJCY+TyvFeVF8jPUtc7zTNc+x/MTnyxlcnj6GvPfjVqNvqWl+G5YJC8ivcrNlSpD/uz0PbkEeoNaPmh1eJmO10ZD+IxXB+M76bUYtM+0ptnt4zA5zxJsAVXI9cYB+ldVJRcueW62+e5z1YXWhytuuMnNWAfmJAzUca4T3qaNcDPtVTZMFshzOVIbGeKgumLRow7GpWUspbsKilGbQ/SiDs0xVLtNFhLl7gZY5J7dqiinazvVm54PzD1HeoLZyuCDjBou23Nx3612uKasccW07o7GCUNtYEbSOvtU8msSxo6I+ADjI61jaQZUsolmGDztz6dqqXcdwl+UUNh2ymO+a82MLSaPQlK8Uz1f4feIWlv75XmZmYpKN3BIwFP5YFer2moxiSKUx+ZcXUyxZUc7ADz9B/Wvmix1K/8AD+qoSVYx88jhlPUZ9K9V8G+ONPl1eFrlyq+X5a7zgR56n39K0vLTlCcFJfI8EiuEBCyN85PQDpV9BmXnpisiCMtqAB5IY5rYjI8xifWprJLYuhJyTuSuNssf4VDcNtug3oAanmGJIvwqG7X98px/Caxh0NKnUrXaZIcd6s6daXF/Ktvbxl5GGfYD1J7CpI4BdPDGWCAuoLt0UZ5P5Vvz3ltpdk9hpQKRuP3tw335f8BXXCuoQt1OGpSc56Cwi30qF7S1YSXDjE84/wDQV9qiguHiuvm+70P0qjDJlRIO/XFWiN4V+461yzm5S946acFFWR0lnJhtmfce9Wmn2MrjjBzWHaXPyKc/Mh4+lR2Ik1rxNLp0mqT2sZWQxCNN2WVCwX2HB5Pp70qcXzWLqTUY3ZheLo/3YaKRjEWdwmeFJxn/AD7VzenJxK/4Vee4mvLZvPlZ/lyM9s1BYptsx6sc11u6hZnMvfqKSL0A6Ukf3nohyG/CnQrmRh+Nc76nT0RUiGGx7mrlho02pXEjK6xQxkGSZ+ig/wAzVfb++xjjcRWiSYICFJ2MQxGeDWvtHB3RzOnzKxfe4tbGM2ul5HHz3DD55Pp6CoSA0PuOay0nJnXPTODWnE2GA/Ksqjk3dm1KMUrIuWEhMeD1Q5H0rcSTMQI6EZFczDMsU2R93P6Vavr6WDTZPKkKPuABB7GpcW3dGnNZO5fubqWOW3mt5vLljDKf9pGGGB9iK86kBa8EY4XfjFdnrdnbQaJb6pp+r38wN0bXNzCsazkJud4gOdqnCnd6j3A5dof+JwvHBG79K617q1OSUvaWt3NGMDzT7VLOPmiqHGJGqebJVD6VxPdHc9mV7sfvlOP4SKlhtxdyW8ZdUDSKC7dFB6n8qdeJhUPqSM1Pp4BiOcZFUpcsU10MJRu2jWnvLbTbN7DSlKRsP3k7ffl/wFVYJBw4xhhWXdOWY4PANXLFgYCp7HNKd5LmZVOKjoi864dZB+NbFpcjKyZ6jDCsBp2x5eOnX3qe0n+YoT16ex7UlG8dS72ZuX0piHyngj9a4rxazGKymbnlse/St7SXi1TxP/ZWp6jc2sEkmxJI5Yo1j9Sxk4xjPA5JwK5XxOlxDd3VlObj/RJ3jVLgAOmGx82OM9M44ropQ2bOarVTTijPtZmmRyQBjjirqD5fwqlZrttQf7xzV6M/KfpTqb6FUtlcYOYHqJPmjK9sVNHyjAdeaii4IHtSXUmfQpxK3mhVBYngADqa1msxZFGuAGmIyI/7v1qS1mWzhd4owLhif3rc7R6CqjTGSRssWY8knvW0qreiOeNKzuy68smAwbk1q2k28KxPB/Q1iwneCp71dsZACYz36fWsGtDoi9TYvLVb6BYywWZDlWPp6VhnzLS4MUnDL+taOpXDppbSROVkDKuR1xTPEnhrVdG0TSNQv5pxcXpk8yJoyBbgBCiscfeYNnHbp1Bp04toudRQZzlqo/tOb2Gf5VeX7zfWiipq/EXR+F+rJpeSjHrxRdjlB9aKKxj0Ln1LFjzD9Kr3rHzCM8ZxRRTj8Zm9iSyJKFe2at+YwTaDxuxRRTfxDjsixauwmA7E4P0NZg1K40jxBLe2xUzQuwXeMj5lKnI+jGiitYfEZ1fhMqJRmSL+HyJP0HFWdKiSVI0YcbBRRVyCmvdT9f0CPinwf60/Siisn1NFsgSJWnlJzwcj8qdcE+SlFFHVELqVQP3laJ5iz3xRRTnuh0+owEhQal1Ak6Urnk7lH1ooproN7Mbr3id9dht4ZdK022MEaxxSWySKURc4QAuVA5ycDk81nn/kLfSEH86KK2n8Jy0fiXqXGULKPdc/rUj8oKKK4nuj0HsyWVFljjDdNw6VMEWN1CDAxRRUX0Ie5nP1cexqxZkgLjvkUUVrL4RQ3LcgwVPembiJMj0zRRRTKmV3119Kv7pG0/T76KeVWaO9g8wBlGQQQQR1ORnB7g1kapfXGpz3l9eSeZcXDmSRyMZY89O30oorqp/Cjhl8bGQgC2jx/dFTR96KKzl1OiHQdEPvVXj4kX8aKKUepMuhYueFwPWqMPEgooq6fwkT3LoYofl71NExVgQeRzRRQg6lvUWItHwf4lNU77xFquo6db6ZeXs01vbSPKgkkZiWfGcknnG3j0yfWiinT2FW+I//2Q==", 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", 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", "info": {"video_id": "108725", "label": "pouring seeds onto book", "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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ezEfp/wDXr6nsruO9sDBJ829dh9wRivEPjhpGmaZf6XPpsIgdg8c0a8L8oTaQPocH6V3aHJGTXuyPIlXPFXIJVSPLdRx7moDE4fK7QGGQSe1WbeHaQSSzHuaibVtTSmnfQXY87AuSqjkKD/OrMVsqbSq4FO2/vcYxxVh3SOPLEDniueU29EdChFasfaoGGcEZODV6MGKRMAYB5qnGslzEfLPlpnlz/SrGkyqzSWjOHaLJQ/3l/wDrUqlCUY87+4mGIhKXIjp9JZElKhh64rnr+SW31i9jjzsMhbbnr3rWg/dsGHUd6000W01G4W5kLq/AcKeGHvUUHyu46ivsZWh63NaXCkOySKQVYcEGvR9F8cRvdajPeDy7y5hVI3BxHuUEKSO3XrWbrPgc69ZpfaQqLqMYAeEsFEy9iD0DD9a4ORrnT7qS0vIniuYW2vG4wQa7F3Rk1GXus84UEt+NXRwmM81CkeCKn2/OBTm7mcI2JFJ2kY7ULLztx0FKcgBe5phXbMAayRpK6I7ed4JJIwcBm5qW4y8e7nHc1Tm+W6+uKtCQmEqTx1xXfDWKZwS0kzU0W73wm3Y/PH0/3TW6t4bWMOCNxIHNcZpYmOoo0fQH5z221v3yvNYkxAlkO7A61w1YJVNOp3U5uVPXoan/AAkFxGzfvnB3o+0fdO0g4/OvdNH1OO+tI4NyvDOFJB5DIef/AK1fNdkl4baW7iJCxEEgjOfWux8OeNXs7NbW5YrtUrHKg+6D2xTvylKKkjb+PF0uoWugyRxlUSa6jQ9mA8vke1ePQLgn8q9M+LOuWmq6D4Y+xY3QLOrpu3bfuck+/JrzWGWJ2IVgTjJFXeXIubczUYqVkSoNzDNOfAXHpT4Vzj60qAfPmsW9TZR0ICN0Lr9aitX464FTRn5GFVI/klK+9deHerRx1+jLV2q9VORjvW/ot39qslVzmSL5Se/sawlgmvJEghQvI3QCt+30+LSBs83zJ2GZSvRfYVOKScfMeGb5vI6KxkMbBh3rtNDv/KlRg2Mng+hrgbWQbhg8EZFblrdeVnB68iuOErM7ZRuewxaqfsEtyqiSQKI4kJ6seor5GVMynjHzGvd9P8Tta38Epi+0R28bTyJuxiMYVnA7kZBx6A14bHtZ2ZeQGIz61spTs5Pbp+v9eRj7NKX9f1/w5LjkCp8KkfuVpqKDKB7VM42yR59qwb1OpIroCswGME5qvNlLo+h5q1cHbdhvbOKrXS/MHH510YeVpp9zkrr3WW1kJtyhxjr070zTRcf2pE1upZ93IH93vn2xT9Otbi/lWC3QvIwz7AepPYV09vHbaZBJa2pElw4xPPj/AMdX2rpr1Ixi7nLRjKUlYv274Ofz963bC4aMjnp+orkbS5YXDRucBuPoa3rSQmPk8rxXlRfIz1LXO80zXPsfzE58sZXJ4+hrgfjNqNvqWl+HJYZC8ivcrNlSpD/uz0PYg5HqKu+aHV4mY7XRkP4jFcN4vvp9Rj037Sm2a3jMDkHiTYAquR64wD/u11U1Fy55brb57nPVhdaHOWwyDkA9Oo6VYQhZDkflUUa4jzU8K9SemDUTdzWmrJIlaRVl3N3HaoLxt8cbjsf509wXBYD5RimSAmzOOwop2jJMmpdxaLi3rXCgNwuMBR0qp5slpeJOv3kOcevtUFq57VLeOZGyTlm5Jr03FWseYnZ3O1s7hLmKOWM/I4yK3rFvLII5HBH0riPD63ENkWlBELtmLPcdyPbP9a6mzmKsBn3FeNKPs5uKPVhLnipHoeh6iYZEw2M9KseMPC1p4tsPtkIWLVlwkLjgSf7De3oe30rkba6EYwCcEZFa1v4hu1v7KO0aJrra7xLKMrIVXLL7MRkA1veTjywer/r8DOUPtHzcJ2ikMagN83U+taa/f/SswR/8THb23ZrSU4c1tUsZ0r63JHwHSopjicHvjNSy43JUc4+cHttNZRNanUrXaHKsOtWbGzlu42cfJCg+aRugp8aJI8ZlUtGGBYDuPSp7y9Z1EY2xxL92NeAK2jVajZHLKneVxYGRAY4RtQdSerH3qzaTuJijHGensazY35yOhq10ZXFZvV6mq0Wh0ltJhQ3YcEVl32nG2LzwEGEnO3utWrWZThj0cYIpNMtTrHimbS5tSmtYnSUxeWm/cyoWC+gHBOT6e9RBPmsbSmoxuc7qbNLZg5+6DVDTk4lf8KniLzW0hdyQyZx6f5zRYptsx6sc1vLSNjFe/UUi9AOlJH956Ichvwp0K5kYfjXM+p09EVIhhse5q5YaNNqVxIyusUMZBkmfooP8zVfb++xjjcRWiSYICFJ2MQxGeDWvtHB3RzOnzKxfe4tbGM2ul5HHz3DD55Pp6CoSA0PuOay0nJnXPTODWnE2GA/Ksqjk3dm1KMUrIuWEhMeD1Q5H0rcSTMQI6EZFczDMsU2R93P6Vavr6WDTZPKkKPuABB7GpcW3dGnNZO5fubqWOW3mt5vLljDKf9pGGGB9iK86kBa8EY4XfjFdnrdnbQaJb6pp+r38wN0bXNzCsazkJud4gOdqnCnd6j3A5dof+JwvHBG79K617q1OSUvaWt3NGMDzT7VLOPmiqHGJGqebJVD6VxPdHc9mV7sfvlOP4SKlhtxdyW8ZdUDSKC7dFB6n8qdeJhUPqSM1Pp4BiOcZFUpcsU10MJRu2jWnvLbTbN7DSlKRsP3k7ffl/wABVWCQcOMYYVl3TlmODwDVyxYGAqexzSneS5mVTio6IvOuHWQfjWxaXIysmeowwrAadseXjp196ntJ/mKE9ense1JRvHUu9mbl9KYh8p4I/WuQ8SyNiykc4Qlst69K2NJeLVPE/wDZWp6jc2sEkmxJI5Yo1j9Sxk4xjPA5JwK5XxKtxBfXFlO1wBa3DxBLgAOuCR82OM8c44rop09Fc551t0hkMqSxMYzkdOlXYlHlH/drPsl2WS/7TZrSiwUYD+7isaujaR0UtYpsYObST8arxnfF5f41ZjGYHHuRVe34I/3aa6kT6FSMFJMdq6Ow0hBEmoakClr1jjP3pj9PSl0e00+FZL68XznSQ+TbdjwDub2zRe6lNqN7vncEkYVRwFHoBXVPE+7aO5xRoNvXYt3d3Jc/vcBVA2qg6KvoKuWFwXiUk/OnB+lZUT5+QjjoasWrm3l56Zx9RXE/eO6K5TqY5f3YI5z3qjqLiaCNBIY5Uk3xupwQfY1nalfS2umN5MrIwdcMvv1qt4j0XWtD0XSb68ubkTXhk8yEpgQAbCgY4+8Q2cdvqDWlGMrEVKkYuzOJUD+0mOOiH+dWf4qKK2nuZw2Hv2pLgcp+NFFZx3Ln1H2/+pzVO45f8aKKuPxMzl8KJoeYx7VOrlsZPSiiq6k9C/aMfKcZ6YNVhqlzpGtnULbZ58LNt3rkfMpU8fRjRRSj8RVT4EZ1oo/ex/w+Q/6Dir2lRJKkaMONgooomXTS5U/X9Aj4p8H+tP0oorJ9TRbIEiVp5Sc8HI/KnXBPkpRRR1RC6lUD95WieYs98UUU57odPqMBIUGpdQJOlK55O5R9aKKa6DezG694nfXYbeGXStNtjBGscUlskilEXOEALlQOcnA5PNZ5/wCQt9IQfzoorafwnLR+JepcZQso91z+tSPygoorie6PQezJZUWWOMN03DpUwRY3UIMDFFFRfQh7mc/Vx7GrFmSAuO+RRRWsvhFDctyDBU96ZuIkyPTNFFFMqZXfXX0q/ukbT9Pvop5VZo72DzAGUZBBBBHU5GcHuDWRqt9canNd393J5lzPJ5sjkYyxPPHb6UUV1U/hRwy+J/MniULaxAeg/lVqI8MPUUUVyz6noQ2Q+2HDj3qvD/rl/GiihdTKXQ0rg7ISV45rMViJgc8huKKKKWzJmaqsQVYdc4pfMZiSTzmiiiBbDVGY6QDk5WUAfnVC/wDEGqahptvp13eTTW9vI8qeZIzEs2M5yecbePTJ9aKK3p7HNW+I/9k=", "info": {"video_id": "108725", "label": "pouring seeds onto book", "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": "9f915123af8ed0269735671b6ff2a2100936306b24a95bd90645deccac6828ec"} +{"episode": 68367, "episode_seed": 2006448052, "split": "train", "timestamp": "2025-10-13T03:35:16.474653", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2006448052, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 into a 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', (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": "36169", "label": "pouring water into a glass", "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": "36169", "label": "pouring water into a glass", "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": "36169", "label": "pouring water into a glass", "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": "d1cce24db10ee5b42649716e32d242968e6fd6c4f4a49b33d016cf2a8752e77c"} +{"episode": 68368, "episode_seed": 914608005, "split": "train", "timestamp": "2025-10-13T03:35:17.329213", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 914608005, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tablet on the edge of coconut grater so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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oyTRnTdNv4pWVzHfW/mBWXOCCCCOpyM4PcGqWp6hdatqM+oXsplubmRpZXxjLHk8DoPaiihgVKKKKQwooooAKKKKALukf8ha1/wCuoroteiU+FjMSdy6xNGo7AeWjfzNFFNCZyOT69K1tQ8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUSGf/Z", 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"info": {"video_id": "188850", "label": "putting tablet on the edge of coconut grater so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "188850", "label": "putting tablet on the edge of coconut grater so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "188850", "label": "putting tablet on the edge of coconut grater so it is not supported and falls down", "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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"info": {"video_id": "188850", "label": "putting tablet on the edge of coconut grater so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9e34bfb7def5ef89ac81a17147aa0db5a789b513014b7ca7ec9c7687bf3f3df4"} +{"episode": 68369, "episode_seed": 2381645831, "split": "train", "timestamp": "2025-10-13T03:35:18.835162", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2381645831, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gloves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "60321", "label": "squeezing gloves", "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": "60321", "label": "squeezing gloves", "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": "61e53457c141e0133f0d7235f3f866b148ca0f0dfca10dfeb5193585cb2fa530"} +{"episode": 68370, "episode_seed": 2742349507, "split": "train", "timestamp": "2025-10-13T03:35:20.579323", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2742349507, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 smartphone 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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VQ09wd7HtjFXtx4zyfQdBXWzrp/Cc/qNh9nk3xj90x/75PpVjT4G3KSMCtlgCdrYJPbFAjUdBTc21YiGFjGbkhV6Rj1P8qkD8nB4pr8KmOxNMRucVB2JlpGHpXV6fFvt7U9Mx+lcgp5rs/Dt+tslnO6s6Rh0YL1wQR/UVjUspRvtcxxV3T0L1lt8xkJA81ChrzjX4fs2r3EeMAtu/Ou3eVgVZjjHvXFeLJlk1qR1bIZQf51lQa9tp1OXaJkZFa6H8vWsNXyfatiPhAzHAPSu5mtJiXESzK8bjKkYxXM3dq9pOY26dVPqK6onJ5GM9B3qC8tEvIdrcMOVPpThPlZOJw6qx03MKyXlfrXQwnAPsBVK3sBDjJyau/dLjuWqZO7Lw9N042ZcRs4rrNOjb7NbkZ5jzXHxGu50Ka3/s9TcbMfZnCbh/H2H1rCe6LxTfsy7Zr5kzqxz5kTLXmGpwfZ9SuIem2Rhj8a9CFw0ciMvy4NcB4kcf8JBdkd3z+lY0P4r9DnWiMp8Z4/Gr2mc+YD7c/nWdKeh7Vd01uJPwrvexUH75rggjPpTEyZOfrSg4X5uOKVeMGoOswdbjdb0OwXY64UgY/P1NUbUfvfyrpb23W6tmibqeQfQ1g2trKJmVkIK9c+1bKd4WZ5lbDuNbmjsz0HwnDnTWb1kwT+FdVbDMqZPAcfzrE8FTrZ2TM4Y4Lj5eoYpgfrWk0zIhPCnrXm1ZKzV9bhyv2j0OK8Up5PiO7XsWB/SsdhkdK0vFlxv8QTnOeFz+VZAfKiuihf2cfQ6k+hG6n6CoDweKnck9TVZjhvpW6M5F5XDMQOTjrT5JPLUKPvvgCoY5ESN5GwAo6Cmw7mfzpPvv90f3RU2N1ItqccU/dUQxSk80jZMR/unPUmhW4P1pkjfL7ngUqjbFigV9R5ftWtot3HEZYpDgMARk9SKw92RmiT/VH2qJw542JlqjrZbwqpZdiL/tGuR1/VPtbpAjh0jOSw6Z9qqOF2Ankmp/DekW+veITp1zfSWytFK0Zjj3l3VCwX0A4PPtU0MKlK7dzgxNVU47FfT3wj8EnitTeI0aRyMCsXSHLMyM2c7T/Or8kguZyM/uYjz/ALRroktbG2HqXpposRMzr5jdXOfwqYNxUaHKg+tOzxUHUhxPI9Bmow3zgeppSRjnpUcXzSM5/CgdyfdjPrWjY6t9kgeIhtpOcryRWSX/AHhoQ8c9OlROmpqzB66Glc65bAZSOZ29DwK5e5mlubh5ZD8zH8quS7fOfPbms+7k2xEpwSeMU6NGMNjjrOyu+gkZ+bHpW2H5B6elJrWjaZZ+HINW0zUr2YNdG1zcwCNbghNzvEM52qcKd394e4DIF3Nndn5etbzjYzwlZVL2LG4RoXb0/M0IxxyeTVTzPtM+R/qYzgf7RqyPWsmjui77EnHpUbkku3vSk80xzwc8AA0iiaJ8ZFb2namkVmIS6K4Y4LHHFc5CSUZj3NBfcvNZ1aSqKzB6o6a51KNELyXiADsCCfyrhr26a7vpZzn52yM+lXZUDISBzVHZnLdqKFBU9TmqxbI5G+Wrmlkb5G4wuDUvhey03V/Ekem6rdz20E7bFmjmjjWM9SWMnGMZ46k4HempbPp2sanYmOdDBO0QS4ADqASPmxkZ9cHFdbi+W5yUsRGVbksaIfJzjLE8Z7UpbaqnqzdM1FEeN7ngZJPpUcUhnczEYTogrKx6PMWg3HrS7VwSfQ1GOBRnIxSLuaum6p9iieFiVVyG3AdKuPq9p5e43DHHYA5Nc5I+Bu7DinHhEzXPPDRlLmItdlC/nku72ScjAc8D0FNXIUVakQbjgVWlISuqKSVkZOPLqMZqqyn5vwoupGWAlSQcjpWp4j8Kaj4d8PaRqN40yz3xk82FoyBbgBCgY/3mDZx26dc40jG5x1sRGnLlZRuUVTbwjhGbketWDxcfQUUVmdkfifyJf4aTqQKKKk3GfeYE/wB7/GnynCCiigFsRr92iT/UsaKKYuhnglnAJ4A4plnqdxomsLf2mzz4iwXeu4fMpU8fRjRRW0DysZ8A3S2Kw3TDqFGD+daEChbCPH8XJ+tFFRPdm2D/AIcfR/mXE6fhQ3Q0UVB3rYY33wvbbmnoNsQx6UUUmNbkQ5NSL1FFFAkZ12x+0Fc8HrUF4AtvkAdRRRWsehx1/hkW9f8AFcniGC3hm0jTLY26rHFJapIpSNc4QAuVA5ycDk8+tI0rrpzuDgscfhRRVVOhw4DaZYQBPKReFCg1ODRRWLPYjsJuNMkPyqPUiiikX0JekXHpUKk7TRRQEh7fdx221lsxEQ56miiqiZVdhdP15tIkuIzp2nX0UrqxjvYPMCsucEEEEdTkZwe4NSwahdarqt5fXkpkuLl/NlbpuY57DoPaiit5fAeLQ/3n5lu6Y+TbxZwshAbHerCABio4CjAFFFYdD2o/EyQGm5oopGhHN95R25NSynEY9qKKAXUjJ5Wqt0PkP1ooqkZ1NjPvWIg445FLf+JdW1TSrbS729mntraV5UEkjMSzY6knnG3j0yfWiitobHjYv+Ij/9k=", "info": {"video_id": "191960", "label": "moving smartphone and water bottle so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "191960", "label": "moving smartphone and water bottle so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "689305c3daeb4e2da8998efa8d65af4c400ec103795273f97330653cd84cb5d9"} +{"episode": 68371, "episode_seed": 3104450239, "split": "train", "timestamp": "2025-10-13T03:35:22.248416", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3104450239, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 stamp pad next to stapler pin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "112791", "label": "putting stamp pad next to stapler pin", "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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NfU120Zk2q8CtKNapWo6VpxJnFeweSSxLzVcx7/FNt/sw5/8AQqvolW4IV8wPtG4DGaAJUTinbOKnVeKGXAoAx9UBW0mYddhxVMxfKa0NTz9kmx/dqJo+opAUl+U4rnvEtvFdtHDKQqhSw9Sa6OVCMkVgeI7Ga7sxLbDM0PO3+8PSpqJuLSNKUlGacih4NieJ7yJuQpUhvXrXcwLwK43wawkiuXLZkJG4f3euBXb268Cpo/ArlV7Oo7FhFpNRGNIuvUxkVYRKsRoG4IyDWpgN0iLbptqPVR/OvOUtXuPA2p3LOgina65eQopL3LDBPYHA5/l1r1VMRJkcBRn8q47wxpj6j8NNNto7mS0knhEvnRD5lJkL8fX+tceNlaMfU1p7s4vx7rFhpWqajpgS4e7kso2j2gFAz8tnnjgA9+tdZfaOms6ZdRNxJG++E46HaOPxryTxnei++I3iKU/Ose+FTjONihM8e4r3bSvngkPBAkAz/wABWihBRcV3X+QSejZz/h0+fpqI33lGDWjJYAAkDrWRob+Xqd9br91Lh8D23Gu3SBXQYFck42k0d8Z+6mcnLaFADiltl4FdHPZjYflrBthyK6sIrXObEu9i5EtXIl5qONMgVajWu05ShBEW8UyPg48gDPbpVPXbNr7xNp1sDgLaSuT9ZIx/Q108KAfNjmsnG/xpO3/PHTol+haVz/7KK5sW7UJMuHxI4u9v7fSNDgWZC/27VbgqrFCw2qePlOOwHODzyM9eRsJ9RhllubaeSLdKWEQ5UsfbpmnfGT7Pp+raHpGnp5CQrJdFUJJ3yP15zz8lLodxL51u0kbCJ5m2SFcK5Xrg1xxXLTU11OqlJO8WaF5BeSRebcK002c7pnLlT7f/AFqsaU7RoEIwBXXSWS3Vr8q9ax7nSnhB2g8Vk5tnVypFDUgJIGHqKTwjL5mjCAn5raeSMj0BO4fzqK63xgq4PSovByldQ1Rf4SY2x7/MK6cI/eOfEr3LnbQrwKuxpUFuuQKvxpXoHAMufl065P8A0yb+VSaFDs0i3+hP61YSMMCpGQeDV6GNUQKowBQBhS7T460iJiBts7qRQe5zGv8AImue+OF/9l8CR2SsA99dxx9cfKuWP4ZC1Y+JGh39/YWuo6TcyW19YMxWSNypCMBu5H0FYXhHTTrVjdQ+Ppv7TMci/YxNJ5gQEfMVK88/L+VcGIp8tVVnsunU0i7rlOM8A6dDJ4i0rTJzDcBp5JHEbq4/1bjOQc/3a6LU7K9sLqWaOeGewjmYLtcFkUMQM9/bpXaQ6L4O8GxXWsaPaRrfmPZGN7tjPpuOFGcZP4Vysq2z3UaFFfnDlh1ODn9ayVSM5uTV1Y6aMJNaOx0nh+8E9tGQcgjJx3rq4sugGK888MeXZXNzZIcRRyb419FbnH55r0OydWi4qbWN5M4y1XpWtCOlZ1sOBWjDnivXPLLka5q/CmAKrQrwKuxjFAEqrxSOOMVIoodKAMjUV3WsgHcD+YoZepp+pZS1YjjlR/48KV+9AGdOODVEnBIrQuOhrhY5rvUPGV1pjavc2kX7zyhGgbLKhYL7Dg8n096AZ01lZQQ3k88SBWmC78dCRnn9a37dcAVwXgTUbvUDeG7uHm2iMrvPTOc138PSgLl6MZq1ElVoBkiryCgQsyM9tKq/eZGA+pBxXHeBPE2it4U0myfUbWK9tbdIZrWWVUkV04I2nk5xxjrmu3A+XiuQuvhnol7rg1ZAIpvNExiaJXjZs56HkZPvWFegqsbNlxlY+fWEz6ndz3MF2l7eTyARPAwyXbI5yD39K+kdJhMcEqnr5n/sq1fubS6ZiStqechvm4Prj/69Q2qCITRhi22UjJ6ngUqam580lawNq1kcreWa6Z4qM0bt5d6vmbD0V1POPr1rtNNYTRA46VyfjOIx29lqSkg2swD46bH4P5cUazqt1Y+EmubK4eGbzYwHQ84J5FY4iH7z1OqjO9P0O5nhXyifauJt15FYupa3qUWjxXtn4i1KVWn8jMyKizELlmj77QeDn1H0rdtuQK3ow5bmFSfNY0oRxVuNcmqsINaEK8VsZE8a8Vw/iDxZp3hDxlO2ridLe9soTDLFEX+ZGcMpA/3ga7tRgVn6x4e0vxDbrb6rZRXMancm8cqfUGoqU41IuMthp2d0eMeJ9B1zx14gPiTQrO3udNmgSK2a5cI2F4J2kgj5t1bFzpMvh7wdpemXcsZv4Glv5ljOVXLfdH4Ej8K9Ng8Mw6dYRWmnXM1tbxDbHGhyFGc4AP1rlvEOj20DbJlW7u5v3rz3PZV4CgA8jrkGuOVGaSUrcqN6TTmrbk2gXAubWMhsgjPFbc1iHU/L1rj/AAnKIY5bJX3NbSGPJHbqP0Neh2i+dFk1zONnY7G2cRrGlgK3yjisHw7bGHUb/IxkJ/Wr97eS3Xjq70q71a7tbVpvLjaOWNFj4BJJcYxjPHUnFUPDX2pNb1m2unuGMEojC3AAdcFh82OM9OnFdNCk4yUjCrVUoOJ2NsOBWhGOKpQDgVfgGa7ziLUSc1cUYFQRLVkdKAI2UHrWLfeG9FvSWn0y1Zj/ABCMKfzGDW8Bk1HLHQBxkXgnRDeyGSCeWJNpWCW5d4gSDztJwf6VzOo+HtMhmlextmt/LkKKUupN3HGeSR+lekxt/pNyp7MoH/fIrifEegasl3PdaWqXMExLNb7wjox67c8EHrjg1jVi3H3TehKCl75yccsuj61a3rySvazgQsz7eM8g8dee/vXqGlXO5Q5YYNeTeI7xv7PSyljmtZVHlvHKm1sYHOD16dRWhOniXw54e0q5u9Ru47i73iWErgQ4ClAxx94q2cdunUGuX2cpK+x0OpGLstTsbbpWnF0FFFegcBoQdquoKKKYFhKeRxRRQBkawAbJx/tx/wDoa0j9/rRRSAoz9DXlWq6hPpfjC7vbbb50Urbd4yOV2nj6E0UUwZtfDoYbUAOgEY/9Cr0mCiigRoQ9RV2OiigCZalwMdKKKBkMnSse2/1l3/18v/SiigCn4ghS40G/ikGVaBun0rhJLiWf4dxvI24mSInNFFY4jaPqb0dpGdqWuNq0UMclhZQGJVRGgV1KoP4QCxAHOenWu/tfuiiiqiZM04e1aEPSiirJLQ6CniiigBxJxXIeOrVJbC1nDukq3CRBlI+62cjn6CiilJXiyoNqSaOUsbFdL1uIRTSyfaoDLJ5hHUHAxgDtXpWlE+QPpRRXnVVaZ2023HU8o8T6odO8VawhsrK7jkuNxS6i3gFRwRyCOvTOD3BpPCF3Pf6nq15cvvnndJJGxjJO6iiuqn0OWWzO6t60Ie1FFdBkaEXSp1oooAcKa44oooAyEGL29P8A00T/ANAFLJRRQDON+IFtDceGW8yNSyzIFbHzLz2PavJZ/Eeq31nY2F1eTTQQyyOBJIzElsdcnnG3j0yfWiioqbFw3P/Z", 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NfU120Zk2q8CtKNapWo6VpxJnFeweSSxLzVcx7/FNt/sw5/8AQqvolW4IV8wPtG4DGaAJUTinbOKnVeKGXAoAx9UBW0mYddhxVMxfKa0NTz9kmx/dqJo+opAUl+U4rnvEtvFdtHDKQqhSw9Sa6OVCMkVgeI7Ga7sxLbDM0PO3+8PSpqJuLSNKUlGacih4NieJ7yJuQpUhvXrXcwLwK43wawkiuXLZkJG4f3euBXb268Cpo/ArlV7Oo7FhFpNRGNIuvUxkVYRKsRoG4IyDWpgN0iLbptqPVR/OvOUtXuPA2p3LOgina65eQopL3LDBPYHA5/l1r1VMRJkcBRn8q47wxpj6j8NNNto7mS0knhEvnRD5lJkL8fX+tceNlaMfU1p7s4vx7rFhpWqajpgS4e7kso2j2gFAz8tnnjgA9+tdZfaOms6ZdRNxJG++E46HaOPxryTxnei++I3iKU/Ose+FTjONihM8e4r3bSvngkPBAkAz/wABWihBRcV3X+QSejZz/h0+fpqI33lGDWjJYAAkDrWRob+Xqd9br91Lh8D23Gu3SBXQYFck42k0d8Z+6mcnLaFADiltl4FdHPZjYflrBthyK6sIrXObEu9i5EtXIl5qONMgVajWu05ShBEW8UyPg48gDPbpVPXbNr7xNp1sDgLaSuT9ZIx/Q108KAfNjmsnG/xpO3/PHTol+haVz/7KK5sW7UJMuHxI4u9v7fSNDgWZC/27VbgqrFCw2qePlOOwHODzyM9eRsJ9RhllubaeSLdKWEQ5UsfbpmnfGT7Pp+raHpGnp5CQrJdFUJJ3yP15zz8lLodxL51u0kbCJ5m2SFcK5Xrg1xxXLTU11OqlJO8WaF5BeSRebcK002c7pnLlT7f/AFqsaU7RoEIwBXXSWS3Vr8q9ax7nSnhB2g8Vk5tnVypFDUgJIGHqKTwjL5mjCAn5raeSMj0BO4fzqK63xgq4PSovByldQ1Rf4SY2x7/MK6cI/eOfEr3LnbQrwKuxpUFuuQKvxpXoHAMufl065P8A0yb+VSaFDs0i3+hP61YSMMCpGQeDV6GNUQKowBQBhS7T460iJiBts7qRQe5zGv8AImue+OF/9l8CR2SsA99dxx9cfKuWP4ZC1Y+JGh39/YWuo6TcyW19YMxWSNypCMBu5H0FYXhHTTrVjdQ+Ppv7TMci/YxNJ5gQEfMVK88/L+VcGIp8tVVnsunU0i7rlOM8A6dDJ4i0rTJzDcBp5JHEbq4/1bjOQc/3a6LU7K9sLqWaOeGewjmYLtcFkUMQM9/bpXaQ6L4O8GxXWsaPaRrfmPZGN7tjPpuOFGcZP4Vysq2z3UaFFfnDlh1ODn9ayVSM5uTV1Y6aMJNaOx0nh+8E9tGQcgjJx3rq4sugGK888MeXZXNzZIcRRyb419FbnH55r0OydWi4qbWN5M4y1XpWtCOlZ1sOBWjDnivXPLLka5q/CmAKrQrwKuxjFAEqrxSOOMVIoodKAMjUV3WsgHcD+YoZepp+pZS1YjjlR/48KV+9AGdOODVEnBIrQuOhrhY5rvUPGV1pjavc2kX7zyhGgbLKhYL7Dg8n096AZ01lZQQ3k88SBWmC78dCRnn9a37dcAVwXgTUbvUDeG7uHm2iMrvPTOc138PSgLl6MZq1ElVoBkiryCgQsyM9tKq/eZGA+pBxXHeBPE2it4U0myfUbWK9tbdIZrWWVUkV04I2nk5xxjrmu3A+XiuQuvhnol7rg1ZAIpvNExiaJXjZs56HkZPvWFegqsbNlxlY+fWEz6ndz3MF2l7eTyARPAwyXbI5yD39K+kdJhMcEqnr5n/sq1fubS6ZiStqechvm4Prj/69Q2qCITRhi22UjJ6ngUqam580lawNq1kcreWa6Z4qM0bt5d6vmbD0V1POPr1rtNNYTRA46VyfjOIx29lqSkg2swD46bH4P5cUazqt1Y+EmubK4eGbzYwHQ84J5FY4iH7z1OqjO9P0O5nhXyifauJt15FYupa3qUWjxXtn4i1KVWn8jMyKizELlmj77QeDn1H0rdtuQK3ow5bmFSfNY0oRxVuNcmqsINaEK8VsZE8a8Vw/iDxZp3hDxlO2ridLe9soTDLFEX+ZGcMpA/3ga7tRgVn6x4e0vxDbrb6rZRXMancm8cqfUGoqU41IuMthp2d0eMeJ9B1zx14gPiTQrO3udNmgSK2a5cI2F4J2kgj5t1bFzpMvh7wdpemXcsZv4Glv5ljOVXLfdH4Ej8K9Ng8Mw6dYRWmnXM1tbxDbHGhyFGc4AP1rlvEOj20DbJlW7u5v3rz3PZV4CgA8jrkGuOVGaSUrcqN6TTmrbk2gXAubWMhsgjPFbc1iHU/L1rj/AAnKIY5bJX3NbSGPJHbqP0Neh2i+dFk1zONnY7G2cRrGlgK3yjisHw7bGHUb/IxkJ/Wr97eS3Xjq70q71a7tbVpvLjaOWNFj4BJJcYxjPHUnFUPDX2pNb1m2unuGMEojC3AAdcFh82OM9OnFdNCk4yUjCrVUoOJ2NsOBWhGOKpQDgVfgGa7ziLUSc1cUYFQRLVkdKAI2UHrWLfeG9FvSWn0y1Zj/ABCMKfzGDW8Bk1HLHQBxkXgnRDeyGSCeWJNpWCW5d4gSDztJwf6VzOo+HtMhmlextmt/LkKKUupN3HGeSR+lekxt/pNyp7MoH/fIrifEegasl3PdaWqXMExLNb7wjox67c8EHrjg1jVi3H3TehKCl75yccsuj61a3rySvazgQsz7eM8g8dee/vXqGlXO5Q5YYNeTeI7xv7PSyljmtZVHlvHKm1sYHOD16dRWhOniXw54e0q5u9Ru47i73iWErgQ4ClAxx94q2cdunUGuX2cpK+x0OpGLstTsbbpWnF0FFFegcBoQdquoKKKYFhKeRxRRQBkawAbJx/tx/wDoa0j9/rRRSAoz9DXlWq6hPpfjC7vbbb50Urbd4yOV2nj6E0UUwZtfDoYbUAOgEY/9Cr0mCiigRoQ9RV2OiigCZalwMdKKKBkMnSse2/1l3/18v/SiigCn4ghS40G/ikGVaBun0rhJLiWf4dxvI24mSInNFFY4jaPqb0dpGdqWuNq0UMclhZQGJVRGgV1KoP4QCxAHOenWu/tfuiiiqiZM04e1aEPSiirJLQ6CniiigBxJxXIeOrVJbC1nDukq3CRBlI+62cjn6CiilJXiyoNqSaOUsbFdL1uIRTSyfaoDLJ5hHUHAxgDtXpWlE+QPpRRXnVVaZ2023HU8o8T6odO8VawhsrK7jkuNxS6i3gFRwRyCOvTOD3BpPCF3Pf6nq15cvvnndJJGxjJO6iiuqn0OWWzO6t60Ie1FFdBkaEXSp1oooAcKa44oooAyEGL29P8A00T/ANAFLJRRQDON+IFtDceGW8yNSyzIFbHzLz2PavJZ/Eeq31nY2F1eTTQQyyOBJIzElsdcnnG3j0yfWiioqbFw3P/Z", 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", "info": {"video_id": "112791", "label": "putting stamp pad next to stapler pin", "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": "112791", "label": "putting stamp pad next to stapler pin", "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": "7e62afc888da32e7ffca5fa3044f72512db3a9086c9dcd3c10fa39b1dd2c6443"} +{"episode": 68372, "episode_seed": 1735021885, "split": "train", "timestamp": "2025-10-13T03:35:22.973470", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1735021885, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'attaching top cover to plastic 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', (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": "165603", "label": "attaching top cover to plastic jar", "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": "165603", "label": "attaching top cover to plastic jar", "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": "165603", "label": "attaching top cover to plastic jar", "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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uyenpX0BDNu68qCJp7uTdgZ5PC1es7cSKK+fvGPxEuNfLWdkGgs2I3E8M/wDgK+grLUreGCMIwkkI4ROTXdhItXuedjGm0Y/jK1x4ev4hjdJbumD78V8wFDHKVOMgkGvpzxFMZLWRHOXY/Nt5A9vfAr5x1eA22tXkTAIVlPAORzz/AFrWpvczome2CacIyFyR9KBwOlSo7DpkZ61kbDIwHnijx1YD8zXvHhaVbCWFmOEYBG/Hv+deJadEZtZtQcHMgJwK9otYC1uozhSOaTpqpFwezIlLlaaPVrXFzbiEnDjlD/Sq8iksUYYYdRWRoWpGa3WF2PnxDr/eHrXQM0d8oEpCTjo4718nVpOlN057r8Tsi1JXRlSxAGs28hyV49a2biGeHh03j1XrVQRGdzlGXH94V15crYmPz/JmdT4WeL/FnTVSDTr4KAyu8DH1BG4frn868xj+935r3L4o2H2rRfLQ/wCqdpeOc4GK8NAAPGelfRy3Mo7CNwcY6U4AjntSgbuTjFTBY9ozkfQZqRlzQV3a5bAHnJP6V9M+FdQE9jEXPDLtkHvXzR4dQHxBB1xz/KvbvD1/9huUV8+Q/DH0PY152Z4Z1qN4/EtUbUZ8stT0iSPyeDzGfutVeSHNTWl4hiMUw3xHoR2qR7RgubeQOp5APNfJSipK6Z3J9zLkix2qnMoQFj2rUkhuc48tPrk1malJDplu93eygKnQf4CqhGzJZQuB9qtDl+mDg9x7V4F4rvYr7xJeTQndEGEaN7KMfzzXo3i7xRdeHba0tliUtPJKHyf+WanGB9QevbNeW3kCxXUiIcxjlSfQ8j9K+6RwFSMKcGpiFA6ZIpEG5uT3HIqSSVEX5gN2eAvT8aYhUJhmjlHRWDfkc17tprrNaRSKfldQwx7ivDYSsgPQhh+NerfDzU0v7VNMkYCeAhQD/EhPB/DpUSKR3WnXaaddrI4Plsu1v8ay/EerrdTM0DlUIwSBgnFSa1KsV7NFGcqpKg+uK4bxHq39n2EspOWxhR6mspQTd2aRqNKyON8Yan9puvsqMSqHLc9TXKOnOKvzZmQzsSXY5JPqas+GdHt/EHiD+z7q9ktg0MrRlI95Z1QsF9hweT6VrHyM2zq/heR/Z2vKeCRD/wCz1zXjCz+ya0zFQFlG4Ed+cV0fwoV5rbW1GSf3JPsPmrH8dsjeIjApB8mJVOPU8n+dWR1OVB5JBp6KCvPX0oVQRzx61MUULnv1oARPvoSCQO1evaUM2sf0FeRlCVBHSvV/DsoudHtpAeqDP1HFHUDatri4imaGGVliYYdR0PpXc25MFnHvP3QMn0rlrGyC2huGB+eTAPpjpWlqerJaaXKGZfu/iT6VySS9o2kdVPSCucv488Zy2Nq8VqxV8Yz/ACrwqeWSeZppZGeRzlmY5Jro/FOove6gylsgct9TXNzDbGDW8I2MJycmR9w3oa+l9J1Rr6zMqFEURBzsUAn614brmg6RaeGrfVtL1C8mDXRtc3MAjW5ITc7xDOdqnCnd/eHuB2fwv1trm01XTZjunjtN8Bzy4B6fhxXRT7HPWV1c9D1dfMtlkkOIhncxPp1/SvnTU5lvNRubkdJJWYfTPH6V6n4t8SfbINV0GGXyZoLdZWdjjzT8paNfQ7ST74xXlOxS3zFlXPJAyaqWpFNNEYjOMfjmn7SAAakjXkDjNOZW3DPX09KmxoXfD6A69aKQOZP6V7RaRbYxXimmOLbV7OckbVmXPsM4/rXucCbguOBTiRIfGzQyrIhKsp4IrfttXjuBslxHL+hrFeMLjmqU8gU9a58VhKeIXvb9whUcDsm1KWBNoIYeh5quNY89niRFWTHDY4Hua8rstVlu/GUmlXet3tlaSy7I5Ip441i7ksZOMYzwOScCrXgvUNQbXfEVpez3Z+y3CQql1gSLgv8AeA4zwM44rhw2AlRrKfNdL/I3lPmibviZVuYjGCQNpUMa8AuUEV1NHnO2Rl3DpwTX0Br8kdrYy6hOwEccZbPuPX8cV8/u29ixHJOW+pr1GSiPovGeTUijGCDmnKgPr7U7aA31NKwzT8NgHXYM9efx4r161G6MZFeP6DJ5Ov2jNwDJtP48V7JbKcACo6jNrTdXezAhmG+Lse61uw6jG43wzjjsDzXKPGF571SmlCk8kH1FeXi8qpV5c8fdZvCu4qzOvvtduLaFnadVGOCTXifjzxo19O9haTmQAYklzxn0FP8AGWqyQWjCOVxKWAHNc74k8G3/AId8P6RqV75wuL8yGaFoyPs+AhQMf7zBs47dOucLC5VClLnk7hOs2rI2fiNezXN5o0jkZewWUgDjc3X+QrlyP3cZ/vcGiivWWxkOiO1JSAMgccU1lAQr1B45oooELpzHGPQkCugsppbAfb7SVorm2+eN1/kfUHuKKKTBHf2uq3Gp6RDezhBLIu5toIGfzrzbV7+e/wBRn89gVjJVVA4FFFZM0Rjyk+SwzVew1W50TVk1C02efFuC713D5lKnj6MaKKqmTM774PuU/tcj1gGD3HzCuR1sFtZu2ZizG4fLHqeaKK16Ga3M9sCMEKBt447+596siNdq/wC11oopDFXHmqCAcg13/gOVms54CcpG42+2RmiihiPYNOiQ6OYyoKleQa8t8SXMu98tnaDjNFFYL4jpf8M8vDGZXd+WLEmqM5xHnGcEUUVqjA1df8WyeIre3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61f+Hs8kPjfTwhwJS0bj1Uqf8ACiitY7kT+Fkev3Ur+MNVmyBILplyPQDb/IVlMe3bNFFUyFsiSEZXHYg0SyFZFiAG3n6miigGSR/NG2fXj2r3TwxI13pdjJNyzwqW9ziiikRItXTkO2Kx7mVvnHGMUUVRLPMtX8QyaPq99EdO06/hnmDNHeweYAy9CCCCOpyM4PcGt34e6ld6m3iHU7uUyXc9xBLI5GMsfMJ4HQe1FFZ9TdfCa/jm5kuNNv7N8eVFCk4xwSwkC8+2GPH0rybgEsVU4OcEcUUU2NEkSgzbO2M0pUB+g4oooAkUlDHID8yuCDXuGm/vEiLdSoNFFSxlq7O12A7Vh3sjbTz0oooA8n8UXEk2pOrtwmNuO1VdQ8Tavqmk22l3t9NPbW0jyoJJGYlmC9STzjbx6ZPrRRSQz//Z", 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", "info": {"video_id": "165603", "label": "attaching top cover to plastic jar", "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": "cfe6697ffa2fa0c9cfed926e8346ad95c9008847ddd06dcfe7519dd1b3a86ac9"} +{"episode": 68373, "episode_seed": 2235712514, "split": "train", "timestamp": "2025-10-13T03:35:24.224889", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2235712514, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "183162", "label": "throwing bowl", "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": "183162", "label": "throwing bowl", "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": "28b1fd80bf798e336e908031d4ddecccc1744bf4380c08e673671a97755792c1"} +{"episode": 68374, "episode_seed": 3981015680, "split": "train", "timestamp": "2025-10-13T03:35:25.562226", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3981015680, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting clothe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "43769", "label": "twisting clothe", "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": "43769", "label": "twisting clothe", "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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", "info": {"video_id": "43769", "label": "twisting clothe", "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": "74f18385468c7491bff2d9b1b2beb9ef3edf225c74681b34770e607bb5a831ff"} +{"episode": 68375, "episode_seed": 3978775311, "split": "train", "timestamp": "2025-10-13T03:35:27.908720", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3978775311, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 scoop food up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "77035", "label": "pretending to scoop food up with spoon", "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": "77035", "label": "pretending to scoop food up with spoon", "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": "77035", "label": "pretending to scoop food up with spoon", "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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iS6HW+FbGy1bUkkkMdxFa4yQcqZCuSffFeAeNLIDxVqK/PKy380ZMkhbau9gAM9Bivf8AwNH/AGdozfOW8wqckY7CvFvEQ+06re3aDiS4kkx65YnNfX5XSUaGnc+fxkr1We9+CNdfXPBmkXc7giKERyDu0qEoc/8AfOfxqLxR4ZsPFF3pU2oW6/6HdK6t/eB6qfbOPyrgvgnrCv8AbdBkblZBdRKfQ/K35EA/jXtN7Y+ZZOqj5tuV9j2qaqkpPyKhKKS8zw/9oWJLf/hG40XAUXH/ALTrxnAk2k46geleu/Hq+W7fQnx8wSbcP7p+TI/SvIxInkhSn7zIwQelddD4FY56t1LUswqryMWJ2cZb0FelfC0ga1cSZwBbDauOgLivM7VmimZBuYBuFznPtXoHw/mkt9fjMjfJcxMnQjkcjH5frXQ1eLMl8SOw8Q3k91ezpIhZd6qo9hk/0qeztWaxl8qFzuGCVGcVH4gtBFqIZCyqTvJz1JFaa7447SMSI0EkYBUEZQ9/cHv+NfEYtO7v03+8+iotKC5TB05y2oC02s5EitsHJY5xjHrg/pXd+MPCF14s8PWGl200Nt5Fz5ryTAsAu1hgAdTlhWBYz2OneKFV9/2oKSrJFufHTk/5PBqbxr8Q9S8PWsEOiWUMtzPuJlujgRAY52jr1r3sopQ9n7VP3n0POzCo5T5baHR+Avh1pvgq2udkzX15cH95cSxgEL/cUdl6n3rp5ry1sV8tmVQvAX044H5V5t8JfGWs62NZs9cvVvNQjZbiI7QgEbfKVAAHAIH/AH1XR+JdOiv9HvbGWSUy3AO6aJsOjdivpjjH0rurz5fU5qUFJ67EGveL7KUmztpVlm8xQ6IclVyNxPpgetfJqNtkkx3J9+9fWOh+GbDT9LtLSBQUeBskjJYgDk+/WvlDftuCNowD344zipw1222VXskkiQKFD4PJOBjNaVooWRcAiRu+OFHr+dZkjLIWeNSgDArz/n0rTsTLPtjXdycFuueOld0dzkke4WFzJa+AbNYSd32WMenBXJrO0Wx/tDW3SSMHnPJwGIHT2qx4Z26h4KjjkHmPAhQgDH3T/gRTNBXZqbW+6Tz5tyx4bB3dcc183mcX7d8x7GCa9m7G0YE1S3aFo0LRggqy42j/AGT1Fa/hWFbKaa48sOzSKN0jgkZ4yP55rOtrxLFb+/1EFY4oyXIXBJ6AD3PAA7k1R8LKfsdzqVxg3NyRnB4T/ZHsAcVx5PBqtzS1V7K/5l4x/u2kXfFXxQ8N+GJp4Zrn7TeFhutrYbnQj1J+VfxOazfAfxmufF/jqPSZ9OhsrCaGTyPmLO0gwwy3A+6G4ArybX7W1vNYv78xp5k87y7/AKnisvStRl0TWLTV4SA9jcJPgdwDyPxBIr66adjxk1c+vdRje6dA52W8TbiO7sOn4Cvnb43W5i1jT5BO7xOJCkTYAiI25I+v9K+i3kj1GzhkgfdFKgkVlPUEZH868N+P1p9kOgsRksJxn/viuKHvVUzpbSp2PGxiSMHjjAGR71aijDykclQAD3xVaOaMW7K0eXI+Ug9PrU1u7RXLKCxUnpmu1HKz0D4d4PiSNkP7sW8pVSPYDNdj4lmmmvXj2kooAXHU84rhvBc0tv4hs53bbHKzQkEEY3Dp+ePyr0HxHZhbuOVNyhwGJ7GvMzdS5E+h2YC3PqW/C8ccV0rmItxyq4yR361t2CR/2o6QMWQjjI9q5KHUP7Liju9rPHE4Z1XOSvfGPzq3D410u7vRDotvcG6nUqJHjIiiz/Fz17YHrXy88NOvFRj3PVnLlu/In8aLeaV4E1PU7GYx6isiCBgAcLvAbg8cgkc14XrviDxV4q2Q61qUjQR4CQZCxjA67F4zx1Ne3eP7ry/DEdirDDyRpyeu3LE/pXimoReW3yn5Sc4z0r7TCUI0qEYR2SPCq1HKo2zn47AK37wZI9elfQH7Pet7tP1Xw7K2TbyC6gB/uPwwH0YD868SljKPhiCeOK6DwB4gXwv8QNMvpH2W0xNtcE9Nj8An6HBrSa90mL1OINvKkEku3aisFPHX/wCt/jVi1hlm8mMYwz8YHXj/AOtSXNyfIEUbgnhWHU46/Sp9EtWuJ95ICo2eRwTTS1Fc6fRrGNVXcFZ8YbHXP0r1jw5HDd+G5LOQljbr5ZHU8cqfxBFedaIioyqwHmE5Y+mfWu70qT+yLo6hL/x5OoS6AXOxM8ScdlJ5/wBlie1PEUvaUnEdKfLO5WSJoGMZB3qOR60yVTI3lDPzcHFd7faFbansuImUSEBgVOVcY45Hr2IrItNIFtcBgmZt2AGUk18jVy+pCp3R7sMZFx8yS6m/sTw1IxJLxQkgZ6ueFH5kV45fwny2BLjdgHHbHH/169J1+8Op3DW1u2bW0cmSQHKyTjjaD3Cc5P8AeOP4TXCalGTOcMDkY6e9fWYal7OnY8OrPmlcoeBNSGjeOtJusna9z9nkPbZJ8v8A6Fg19ZYynPpXx8yC2u0kjPzJKrZ6bSrA8flX19A/nQI4/iUGsq0bS9Rp+6fPvx2sSl5pUGQiu88itjuQmf5V43dRRQ3IVWyhUEev4j8K90/aKZoP+EfdRlsXJznp/q68EVTd3BKAAu33ecLVUlywSFN80rm3pkUWTMqs22XCjpnPTmu60pJYQk0SnzYWDRhjzkcgH69K5/TrKOKFdqDKDd16nH+TXYaLFHMvzMOcYFdsVZGEnqdbq066lpFnew48rywyEjnnsf5VUXVNOFpbzyyTG6j+VoUiLbscDa2Mfr/KpEJ0yBo7iJ30mX5pDGhZrVz1baOTG3U4yVOTjBOLEehq9lHc6bc29xaN83mxzK8Z9TkHAr5/HZZzyclrc9XDYu0VFjdIilmurjVblAJJD8q+nbH0A4rj/FFx/aOqzSKQ1vD+5U+u05Yj23ZH/Aa6Ka4kuQ9tpd0s8n3ZruBt0Nv7Bhw0noBkL1PQA87q1pFbRCFUIULtAzjAAwK9DL8O6UPeWpyYuspy0KfgbV10D4gabdOQsN0xtZm7bXA25/4GFr6JjtFuN0nGT3r5XvoElhZASGP3TnBQ9m/DivoT4X+J28S+Fbea4BF5EPKnB7uvBYexxmqxMPeTFRm+V23L07tpOowK3FswkwfQkdK+RzaxsJpXkwSDtB6Ajmvs7W9Phv7CSKVQQRkexFfE91OxBiZQqv0PXHNRQXK5IqrLmSYQeW4AIJckYxz3rr9LhVJCkSHCt97Pr6j6Vzui2YkmaWQAoOme59a7OyiEUioFwGyxxzz6V3Ul1OWbO48JXhsb42hUbbhS0ef76jkfivP/AAE07VtOurW4DqzRknzIpYwCVb6fzHpUdjYpcRjypCkq4ZJk5MbjlWHuD69Rkd66bTNYtbtxpmtJBaXzDaIpTtjnP96Fm4I/2c7l6YPU8WPwSr+8nZnVhcT7PQ4tItS1GWGO8vrm98tv3aOAqK2OuB3HOM9K6PVrkaP4fMUJHm7fKjx/FK3f8OT9Fq/qMOm6IS95e2kIc/KjSbpX9lQZZj7AVzV9Fc38hu7qGS3hVStvbSffQHq744DtjoPujjqTXLgMHUhNuobYrExlFKJwd7b7FMZCkkY5HUDpXOSKQZV2cE5wR26V1upIhnJwRjIJzWBeBELMOB6j+KvYmjzos9w+Cvik6r4aGk3Lf6VpZ8jJP34/4T+A4/CsX9omITf8I4m7bn7R83p/q6zvgzpks9xql7b5WS2EZ2j+IkNwfwH8qtfH678218NTRjduW5Yc4xxHXFFctVo6pawUjxG6t4oJIlD5Vl5z1z0JxWhpkMLGSbaWCMpA9fx+tY277XNuXAZsDaM/nXZ6TYRxwom0FgAzHPBNdMFdmEnZHQ6XA5TgFWX7pY8qeufzr0dmk1/QLaaCMbwCzL3VhwV/AgiuI0RI5hlzgY5B6/T3rr7GeXQX+0CGSXTpeblYlLPC3TzVUcsCAAwHPAIHUFYugq1PlY6FX2c7mLIWjUbgQR1HvWloVjm5N3KmI4uRnjLV1kmnWWuWSX2mtDcJJyZrdwyP+K9/rzXO6lerZyvYWHk3Op9PJjfckA/vzEcKB12/eY8D1Hz9HLJwrLqj1KmNjKm1szmfGV019fLaoQ0dsuJP998Ej8F2/wDfVeearEpXdsBzgAj0zzXeajaC2hxJI8jkkySMcFmJyWPuSSa5K6iTyiGye20nrX0qjaNjx3K7uc5MzA7to5xzVK8UyRsOc9vrWtMAJtpG4j8hTILB9RkKIdij7zYzj6DuazaNEc0My3AK/Lnjiuj024iiCRLhfm4DHOa56yQPcAnjFbsEakxhB8sfykEdTUxGztbBUa73sxHQZHfFegaE4VcOScdzXnenSMQnmuGIXIIau00d96ACQbc5GTmtjM67SdB1Gxunj0K+jisipcWN3CZIQT/zyIIaPnsCV9hVm50PxHf2xGsalbWdqQfMttKiZGcf3WmZiwBHXaAe2a1fDt4zz7XYeWsQVOOgzn+tb11JH9ldicjFYte9saJ6HmGqWlta2621uscUMaBI40XAQDsB2Fef6pZ/M7KSfRh+teieIJF3NgZyeDXn2oOTJI+7krjj09K2RBxt85VixU7IuWGPxr640W5ju9HtbiJgY5YldT7EA18rXkQZBzuLE7j/AErtvAGuaxdWdppX9u3drHDG8UaxqG5QHC8jgYHU1z1Y+8maRfutE37SrkDw2Aev2np/2zrxPTAePLyCzY3Z7da6v4l6zqWsLpX9oXktzsEhTzCPlztzj8h+Vc1azJBbgK6hh+Jx3/SnHcT2Oj0WYzGRZNqZ43Enk13GkSqAikKMEYOO9cPpkKhg4ClG6ENjBNddps+Cg3LgY6N3rqjsYM9M0lRdoYgVQquQx7Y5rSl+H2hag9nfXWnWTvErO6fZkIldhgFjj5scnHrXPaRIrqIwmAwAPvivSLO4QQxQ/wAQiz0OABWdS62LgcfrFktovkxxIsKDaiRqFUD2A4Fefaykbo7OuNvU/wCetem+IblJS4QEgHB4x/OvL9YfOWPIP4c+taR2IZx2qwFSTGVO7GQDzXs3wsiht/B+kTROu8yzwy475dmGf8968guGQzcjPYe3vXW6JDd6J8Mp9ctLyeCSXUVK7WwMZ2E/jXPiVeOhtQep7zKqvE2fQ18HM2+45GfmOBn3r6P1DX9Uh0eO9s/EWpSBpjDmZFQSkLlmj4zgHg59R9K+cbTAuN7EDnqTWUVYpm3bvJGi4GVLbQpPpXaaa4zFICrHABXHIrj7SRbmbyg6kAAoD0B711em4hCfdUjr8/WuumYzO/0W4VTu4z3GO9d1Y6Pa6k8IuoreeCRCzQyoHHHGSp4PWvNtFnBbDBW7EA5Fek+GZV+0iduPl256053toKO4WngrSvD9tI9haWy3LFnecW6K7Fm6AgcAdAB2rltZTYWBTPYnPWvS7u8j+wCUg4kX5QVOfx9K828QS7nPYEn8amm21qOe5wWpwRGV14DFc4PT/wDX7Vxt/C5LtkHaOMHrxXX6kwDPn7w4PPf1rnrrYUC4wN351cldEo9C+BOpRWc+rQTjYJhEUbPGVByP/HhWH8cb1J7TQxA2VS4vFUj0yn+NHw6d4757OTUbizjnkwHieNQvuxcYxgficVxvxLv7+41xrG9uLiQ2s0gVbjG5chRzjjPyjpxXBJP2lzsi1yW6nNaYOSYwdxIUNnkZrrNGnZ7iRJNq/wAO8niuasZFt7f5XUOPu9zmul0uJWZJlAZGwThsGuqmc8zuNJdFVUIXA7+9eh6Ni7K24wGIwGPQGvM9PmKhRleOpDV3mjzLtChcFhjOa2Zkjfl+H2h6vDb3FzZQK/medMY02mf0DkEZHrUN7o9ppFqLWxtILe2UZEdvGEUk98DvXWafLHHa28A4YqcDHTFY2v3UcoZU+YjggDvWEG+bU0lseZ6xGkiupUjA6k9BXD6pDtTzItpyvY4P+fau01p9xcnlckHHFcheMhf5uQD0z3rYzRyc6tFN0LAgng989K7DTVs9KECToXaMfOF4yT1P58fgK567QmdHRjuEwJI7Ac/0rb17R9a8PaFpmoXNxcpc6gZDNGUx5IG0orHH3iGzj/A1i3Zm0dTy+GRossuM/StzR538+TODwCcjOaKKziWzqbW4cMqgKF9NorrtCneSNnYjIY9qKK36GR6Jo0jfZsZ+8CDg9ua39QXFnbjc+Ng/iPYf/XooqOpXQ4HVGMr/ADds9K4LUmJlZc8FqKKsRhT9QPRjWv4cvJdOlF1Bt8xCSNwyMsuD/M0UVlV6Fw6nL+PBtGngdt4/9BrlUJByPTFFFQhnW6VK32WNjgkrg5FdLp3zygHoMkY7EUUV1w2OeR3+kSMsIkB+YLxXpmgyNJaKzYyVOTRRUVdiobnMeIHImkXjAY49q841l2EjLnIB4zRRVolnMXYCRoQByc12UV5LP8EbqN9pSC/8tBjtnd/MmiisMR8JrQ3KN/rjataQJJYWUBijVEaBWUqoH3QCxAHOenWvDh94j3oorJGhqaU7C+VAeMEV2Fq5JUHHHAOOaKK6aWxjPc6vQyQyYP31y1eh6DO63kUQ+4QDiiitJbGaOy1ViNKRhgEYPArzLWXYq7ZwRk5FFFZ09i57nDXh8yUhgDyTWDduVEmAODRRWjJRa0PW5dKa4jFpZ3UUioxjuot4DLuwRggjryM4PcVxvim8uL/XLm+upTJcTyGR2PckA8DsPaiiuJ/EzqXwmahIIIPOMV1miysbSNjjPTpRRWtPcynsdNYfPIqEDae30rv9EdtiOTyBmiiugxPSNAkaS2jZ+Sc8/gKxPEDn7RKvYNkflRRWUfiZb+FHm+tOQ7J24NcteqEj3gck/wBaKK1IMiY7buMDgdf0NXvEes397YWun3FzLLBAfNUPIzEswGc5POMcemT60UVzz3NobH//2Q==", "info": {"video_id": "77035", "label": "pretending to scoop food up with spoon", "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": "3672ce6640fa2a77c842266b7adfff9943a7a3cda066ec3a35e2adbb4731e2c2"} +{"episode": 68376, "episode_seed": 1098813945, "split": "train", "timestamp": "2025-10-13T03:35:30.149386", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1098813945, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper 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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imeoxRruHFXYwARRRVMzEuwDA4rFb5ImK9QDiiipAqOMpzycV5f49nc6vFb5/drEGA9yT/hRRQUtznrNQ/mbh0ApkoC5IHfpRRTB7m3r3i2TxFBbQzaRplqbdUjiktUkUpGucIAXKgcknAyTz619ElQEAHoKKKqIp9DO1ADC1SZRtoooIIgo3ivHvHkKReKJtgxuUE0UUmVDc5gjBq7aWsctpPK2dyKSOaKKRoylmr9xGq9OOKKKCZFjSdebRhPGdN02/ilZWMd7b+YFZc4IIII6nIzg9waqX2pXeq6lc6heSmW5uJDLI+MZYnPQdB7UUUuhT2KshJfJ64plFFCBbBRRRTGGaKKKANYkDQHAVRllyQOTzWbB/x8R/7woopISLt6MHI45qfUfE+r6ppFtpd7fTT21tK8qCSRmJZgo5JPONvHpk+tFFMSP/2Q==", 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"info": {"video_id": "78760", "label": "putting paper on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "78760", "label": "putting paper on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "edb682d73f8d463a1febfb07345233d3a8f6c60ef8d93b61c2cc7aab787b1e56"} +{"episode": 68377, "episode_seed": 1026605479, "split": "train", "timestamp": "2025-10-13T03:35:33.485724", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1026605479, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 squeeze pocket wifi'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "210186", "label": "pretending to squeeze pocket wifi", "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": "210186", "label": "pretending to squeeze pocket wifi", "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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G8fcyFP1/yK6uh0V/gZf1SUyXa/OzYQD5jnHtVbWbmXStPhuFVS1ySI8nPTqTU+pjbIkgBAYcmuY126aee3iJJEUfTPTJ/wDrU4LoY1Kjjh04skj8QXIx5sUUi59CM1cXxFCbxZjbvGAhUgHcM5rneQACeOoFTvHGtqjf8tGGRz2yc/0rTlTPMlXnpdm4NQtLm8MnniPOT8y4HWtHTruNjtR1+6AwB4Jris05WIOQcH2qXAtV2t0ejqzDY0mCGUZP94f4irHlIgJArndI1QXGm7Lm4kEsR2g4yCB0q3qN3cRILZ4zGzICxJzkH0rhdKV7HVGDqWa6mbcy+dcySDoW4+lNjlMZ9V9KZSN0rpjoeja0bFy7uXup2lfqeg9B6U7TYzJfJ6Kc1VJ61oaSf3j4O0ngHGcUrWViarUYaGHqTbtcvD/tf0rQv7OSLwhpV6wXZNdXKLjr8oTP86zNTgks9XnEjbt/zhsdQary3s0ltHAzkxRlmQbsgE4zx26CumOyPAqfEywIW/seSbcoTzAAO7ev5f1rNEjoW2MVDDDYPUU/7VIIGhDnymO4r2zVcvTM4xavclB5GOo6Ve06Z4rolXK742VsdwccVmBwKvWB8yckDhV5pS2ZtR0qJmoWzxSAinlM9RxUboyHBPFc1j2KWJ5nZ7lu1umhguIk6y4BPoOalsI/MvEz0XmqEfGavacxF2RnqtFjSppBtdSLxFOCZ1RsjaqnH1rK05N94gOcBWPH+6a2PE0Q+ymZQATt3Y+tZ+ihJLmQl418u2mfLsFHCHjnv6DvW8NjyMQ7tf11KNmhku4VVWZiwwqjJJqvcZWZ+Ojng/WrdldmyuknVQ20EFScZBGD9KqTv5kzvjG5i2Pqa0ONJ8wt3c/a7p5ggQN/CO1QkjYAByM5pDRQWdJLcyTlXlcuwULk+gFRZ5pYwSmB6ClaJsZXj2rlsexDEpPlashCRxV+9umu7gynhRwq+grMxmrOaEtbnXZN3IbhiIWA6sQv5nFdQ/Gl4HZe1ctMw8y3U9GlH6c10yESWoAPUUNnBineVjzy1UPKd23oxOelNdVMjFAQvb2q/eWL2F3cArtQgmPPoagsrdbqcxs4T5Scn2Ga6I6nlPRsrYLElyWPvU0MrW8quhxg8j1FRZAGacwIGD1p2KUmndHUR3MkUUio5VZV2sPUVXLZ4pQMRrTmQnqKwseq8Uk72IwfWp7eVUjZCCSZFOfTGf8AGqzoyHBp0eQGx3oaOhtVYaHSXsPnae2OSMMK8/vn330p9Dj8q9As5PtFoozziuK1rT3stQdipEUjZB9PUU4M8urJ8nL5mecBsA596muvldE/uoBUUZjFwpcFow3I9RU19JHNeSPEFCHAUKuBjHpWpxv4hs0AhWBg4bzU3ED+Hmo15BI6CmgU4ZAIHSmUamknEUp/2h/KtKWZ5WDOzMQAuTzgDpWbpQPkE56sa0FUkkAGsZbnpUq/JTSS2GZyc0hIxT2hLDI4NQ49ak66VdVF5kuc1d02XZOR64NUnUI+M8HmpLU4uFIpMJy56XMjR1C1tL64RbjLHbgEHBWsiTQLZ7vZGZFjUYYls810DBZY8HAyagaEoN0ZKnrSTd73PPlFdTEHh63ViC7sM8EnGKifw+quVy554NbQlBOGHPf3FWFZVHB/Or5mSqcTCHhlGGfNYD1qxpumRC/FkJBGp6ue5xWp5ryPhQNg9utZNyQb1yeMUXbDlS2FYkEjjg4qOTlfft9acWFSeHrCPXfEp0+fUJbVWjlaIxx7yzqhYL6AcHJPp70WEpcruVozwasW8nl3CMPpWZp0kk8cjuxOAp5q6DhgfQ0rWPSVRVabsbl3B9qtChUMrdQTjNc5c6EiYNvdNy2NjL0rpYX+VcnjFNkgBXJXBPJpRb7nBOKe5yk+i3cBBEiupHWqL21yrYKV1kg25Dcr2NQtCJVUdeOCO1aczMfZo5c29z18s4p0MEzyqpQgE8kiupEEQ27yDjoKp3qBJUIxg9MU+cFSVy5JbG3tLafzFYTqTgdVx2qvuPIpsZAjAJqvfTNHbExnDEjBFQVr1HnAc4PFS5q1rWl6fa+HbbVNN1S9nVro2ubmFY1uCE3O8Q67VOFO71HfIFMqVYjP0p2sehh6yklEp6ixR7Zx0D810+nzZjAPIxk1l21hHqLmCUny8ZJHUelT6cShaM9Vyv5VDabsYYhWqPzLOs2iXVuwI+YjIPoa4hlZHZG4ZTg138qnyQCeT1NcjrVsYpROBgNw1awZxTj1M7AxT875Vz3YUxTmpEGbiJfVhWnQyW51GnW32678hZFTIJy351CzH8qggIDcHGDUzFe1ZHTLcjmOVz37UyM8Hmrfhy3sNX8Upp2p3txawTNsSaOWKNY/UsZOMYzwOScDvVWS0ktNV1KydZ0NtO0YS4AEigEjDAcZwOccelJo3w9ZQ91mxpEnDJnvVm9skvYDHKu5e9YlrMYZxg8NW9FcArn1qNmTWjaTRxuo6LLZgyQkyRjqO4rJ8wd69DulDDPUGuYv9OiLtIEwD1xWykczh2McEHvT9vyk1L/ZrMyrETljxmrNzot1bRKfNVlI+YgYxVcyI5WS6cQtonqSSPzramhjisraaOYO0gO9P7uKyY9oAIUKOAFHariFVTGc1n1N9ooXOciqz43EjODTb6Zo7YmNirEjkelaPiHwxqfh3w9o9/eSTrNemTzIDGQLcAIUDH+8ytnHbp1BpWLpVFCVypL1HtU1vwoYf31/rRRWcjtp/wAA1oDuY57VJIPlH0oooRySM254wR2pQ5KDNFFUxItxgCA/Sse5P+kP9R/KiihEy3I88VX0/UJtI1OTUbYJ9otw2zeMj5lKnI+jGiiqREvhItI4WYdgFFWxyPwoopSO7CbM07F2ZFya0ycpk0UVPU5pbFG4UFTVKEkMy54FFFUQty1bje5LcmqWoj/SE/GiihDZAOpqrfH9z07j+dFFUSi94m8TNrQt7eTSdNtvs8aRxSWySKUjUHCAFyoXnJwOTzTZT8y/SiihmmF+NF/S5DHIwAHzEDmkQ41GcDp5hoorBfGzbEfGaMhO0H6isy7iSVCHG4E4waKK2RysqW2jWTRHMbE+u41ihBFqckYJIjLBc0UVaMuqNaP7lSMcA/SiikaS3ZHY6z/ZX25W07T76Jyr+XeweYAyZwQQQR1ORnB7g0221C51W/vr+8lMtzcSebI+MZY5zwOg9qKKZK+JjskDI6g8VqW7Eoee1FFZM7cRuvQ0G4iU+1Z9yi8jHGDRRVI5itBGok6dKtamo+wN9DRRQtxPYw7bn8KtnqaKKoUuhUvyfI/EfzqXWfEGqX1jbaVdXk01rbu0yCSVmJZ8ZySTnG3j0yfWiihbEv4kf//Z", 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", "info": {"video_id": "210186", "label": "pretending to squeeze pocket wifi", "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": "005dfeb0226b1dc2575c290baab368f08b18a9b561cb14302c7aca22023bb206"} +{"episode": 68378, "episode_seed": 1044999084, "split": "train", "timestamp": "2025-10-13T03:35:34.654357", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1044999084, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping bottlecap 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160470", "label": "dropping bottlecap onto table", "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": "160470", "label": "dropping bottlecap onto table", "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": "160470", "label": "dropping bottlecap onto table", "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": "160470", "label": "dropping bottlecap onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3aac1706568c61a2193ef35180233b7fd6ad3481f9cd6f4448e358a95da52bb2"} +{"episode": 68379, "episode_seed": 4217431126, "split": "train", "timestamp": "2025-10-13T03:35:37.811643", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 4217431126, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wireless mouse with a pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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etVIJzcanOwcDDBcnoMDBNWAu5S3mRs7d9wqGxs0t55ZJ3Db3LBEIx+dL6vU7BzI9l+FV3G9pqECzGRgyPksT2Ir0Nm4rw/wR4m07w9qVzLdJdMksIjQogYj5skHB5FevnVLQw+YbiNV27vmOCB9KwqQlB+8rXLTvsRayzvplwkZ+cxsB9cV85X1jdWl6LOVMztjCqc5zkD+Rr36XVradjHltrD71cpq3guHUNag1O3vlVo2QmJ04IXJ6j61XsZpXaMvb027JmAya4vh2WO78i+Z3yWAZyR2PQYxiuWaxg0wm6vbU4Dfu4pBgO3Yf1PsK9BSzvngeAaiybmDbgvTHYc968/8AiC15a6nZ2tzdvcIsBkjLLjknB/QD86zjKzbLb5rIy77VZLwvcXA86RmYqSMc/X0GOAOOKrabrt7p96r20/2f+8Tyjf7y9DVISeaQpx+NQzLtk4x+FaxbWonFNcrWh7TZavpOuj7As4aaSAM0bLtzkfNtJ64OentWD/Yl9YSyWhiaWNTmGVF++p9QO4715gsksEiTwSNHKh3KynBB9vevX/B3i9NfsGtr5xDqESnLg7fMUD749x3rZyVVWlucypuhLmh8L6FexTVdL1K31CDRZ717dwwgHybs8dT6Zz+Fdvb+MdXnkjz4cmCMcFfMw6/nxVHwWBJpT3W8yNLI2WJznBxVe+uRp3iVhAGVnAyVPtmuNs7FqdwLsXAG2ORWK5KsuCPY157448MeI9fvwNOZ1tTFscfaPLDHPOR3rqdF1fzpGScDOOGH1710WOKVxM8GisvEngLKX8P2iO7JMYRjLtK/e4HTO4fWsLVNQTUL2a5uIzG8uMoyMAMDHevZvGkLzyWOySSIoXOV79K56409rqY3T6hLEAoBAA2j861hUit4ktnn2ji1ub+C0Dxx+a2zeT90etbE6Q6BM88jwXLp/qNjblZz0JHt1x9K3JtX0azAR1S+cHBcQoMD645rivGNzZf2xD/Z6oLUwBgoBGHYndkdjwKbmua8VYLKUeVlGe7NxO13JG0s0n3mZz857kk/yHAosNU/se5S+CO1zEysqI21JBnlWxyQR2qnA/mE5xhRxk1UnffISMfhQu42lsep+H/G+neI2fTdShW1lmLLHhvlcHouezD9a2NKn17wos2n2+n29zavIZEvWkwW7AMuRyBxXhm4ivUPCPjSPWoG0PVQgmKbYZGORJgdDnvxVuXOrPcxUfZu8dux6Zpes6ncwsdS00QH+F4ZAwb8Oop+r211faXcQWwKyyxlULHGCRXKaZrE6W0W3KqMjYTkV3NlcrdQBgMEAZH4VzXOg8am+EviKWQTC+tkkGDk3Dnp+Ga1ZtCg1qKa4cfaJ0g8qIAMu1uo64716tKxVCQueK80sIZLe43B32tww9fSld3uhqVk13OLbw5cQkiSzlAHUjJpE0uAnBDA+hbBrtGa10pi9xqc5c8mLIYn8McfpRb6tomsTG3u7ZYyTiOR8c/8CHQ/pW6rVO5jociuhxMeA2PaUVKnh7dKojV2kJ+RRLyT2rpNV8L3Fopmsd08Q5MePnH09f51e8D2qyx3F9Kh3BhHGWHQY5I/lT9vUS+IqyKM17c6NYCS+lR9UmcpALhvkiwMlz7D25JwK4UzG5Z7vUJ5bidjnk/M3+A9qteLL2a78S34fIjgmMCKewHU/icmsyRwQSOF9BQ5bRjsiYw1c5bsiS8+x3RuY5bi1uF5Vrc4PsDzz+NeheFfiY+owtpmr3f2S4YBYbxMDJ7bh0z+h9q8quJN0h/xqueuaXNbQbinqe4eIfBOseMJILl7i0iaOLypBvYAtk/MMDoRg/jVXRPBd34MlmF5eQ3CXQBRU3fLt65z/vVkfDj4gvYTxaXqkpa3PyRyufuj0J9PSvRfF6Gc2TKxXaHwynqDisprsXTnyu7MJ5WMzyhT5OApb/aH/wBauc1jULi5V4prbZGXLAuP1rXmjQWSQ3F1JCiSF94cLx6Z/Gqb6/ZWiiKLzbsZ5aQgDH5c1EY63NamIclZbHPpZROchYj7HAqQaNGWLMkTZ7FhgfhXVw6Xpet25nsSIJR97aMYP+0v9RWJcaZfWWow2c8TnznCpIgyrDPJBrZTl3MEQ23hSa+KPDZRmIH5mXv7CrU3g5Ihuls4o19WlCj+dekQ28UESxRqFRBtUDsK4nxLHdXPihLNQf3yIIeeMd/1zQqs29w0MyDwdsAuJNPs5LKT7szXZUqwPscEV0N5d2um6V9p1GC2i+zN96HLGQ44GSTk+3Suku7eK18MtCFBSKIBc/WvH/EOurc6pJapHHLDbK0KhxkCQ9XHuOgNaU6j1nPW2xjWUpWpxdr7+iH3Pi3WNXuSLdzawZ4jjODj/aaqsmvatZTqsWrXSy9cLJuH4g8VmndApTd167D1qhcEBT8oz603UlJ3bLjRhBcqR6DdeL7+4lEdlAIV9VG9z+PQVyvie3vJkjvbiObg7d8inJzz1Ne1pCkeBGioP9kAVna1pUOrWD2lypZG54PIPYisU0Cdjwe1bDZz0p8nzMSf1FdrL8NpklJgu229soM1Yh+HBI/fXUp+nFXfQrmR56wrb8F2jXnii1jyfLTc7jsRjBH49K6JvB+kwXHlT3UiqDguz4UGuy8P+DrPRZmmhQ+Y42liSTj0qOZPYbutGjc0Gwj0rThawkmJXZlB6gE5xXK69dBfGATg7gq4/Ku+jh2KBVC+0HTr+8iuZ7VTOhysqkq36dfxqBpkdn9ij1KVArIyEZwflJrpY5Q6ZrJg0i2FxJMTIWc5ILcVyT6hqNx40vdKXWbqzgVpBCkShuVTcF9hweTQBc+Iurz6algLeFZJJfMwSCcY29h1615wV1/VHLS293KpPA8shR9B0rs/DWq3+r+e19dy3BjClN5ztznOPyFdGq4pp2Je55fFoOssPn02XPqcD+tYvibSL60ghubi2aJQ2zJI579q9r25FZWr6TDqdk9rcpujf07HsR71V7i2PCreXaj4xkioC/Ndvf8Aw/8AsztJHfFI/wDaUE1Dp3gmC+eRFv2eSPBdAACAehxT5lsXry83Q4tjVvR4TLq0GONjbyfQDmu+T4a2/wDFLKfx/wDrVveH/BNlpN2ZxGXcqUJk5GD14NDZCkmJ4cuYpNEnmmjWQBlUAcHp69q7rTZ4RGqwgjOMg9azLbQrCG3aGK3WKNm3lYyVGaZ4oaTR/Dj3Gnu0EwlRQ6nnBPTmsjRs6hmG0/SvE7q/1/UgY7a1njjPaCIjP/Aq6TUtUvYNHhv7LxBqUoa4+z5nRUWYhcs0ffaD8pz6j6DsFTgfSmnYlq55Rb+HNfdARp0oPfeQM/mavxeFtbGCbDH/AG0X/GvTkjFTKgquYVjnfDsWrW8Jg1GACJcCNt4LL+Xat1URNxAAzycd6scKpLEADqTWJea7Bb3RSQhbfHMnp7/SodupSTex5D8QbdrLxfPKoxHPiUfiOf1BrAkmDQDa3HoK9d8XeFovEVsksUgWeMZjkHIIPY+orzK68Ia1aSFfs28eqNwa1joTzHPE8mjrW9D4O1ibkwKn+83+FW18B6qerRD86A5kcvErPMqL95jgfU17z4tuL/SdG0Szs0aeZYDGzlC7ZVVFeZ+GPDNufGUdhq15NbhZQElhkjRUYEHLGTjGOw5JwK9N0ObULvUdTtb64upPskuxFuMb05brjjPAzjiobB6o4GXSfEGo3CzS2dzIc8GTjH0B6Vfg8K663/LomP8AalUV6hHaqD0BqcQKOwp8wrHn+naD4hsZ0lghiVx/02GCPQ+orvYoTJEvnIA3cA5GfarCwj0qC+uY7OFsEeZjgenuamTKim3ZFgR47VUudNhurq2uJE/e27742HUHGCPpSaVqdvqQaIOFuEGWjz29R7VpeVz96kgd07MyfETmHw9deyDn8RXz1cybLuXeATI28sO5PevpW6jJjYE5BHSvEvHugPa3pvoYf9HcfNtHCN/QGqiHMc48wCjJ61n3M25sDNQXErpFjJByORWz4i8Jaj4d8P6RqN60yz3xk82FoyBb4CFAx/vMrZx26dc40vYZ9AAc05gKKKyIAKPSsjVLuVPOjUgKgHTvxnmiilLY1pL3zz3X5XeOFSciQ7m967T4e6jc3ljNb3D+YtuVWMnqAR0z6UUU4fCVX+I7nFIRyKKKDEli715Lr19NpvjfULy32+bHO23cMjldp/QmiigZc8DgAXo9PLH867ADNFFMTHhR6VU1Sd7W0EkeNxZV5GcZNFFJlR3OO1WeSS5KMxIwWPvXG2N/c2Woi9gkKzBs57H2I9KKKmnudFb4Ue1RHzIY3IALKCce4qRRzRRVHMWUHNYvjv8A5FV/+u0f8zRRSA4LVNfbV44I5NOsYDCqpG8CupVB0UAsQBznp15r1QAbR9KKKGMkWpBRRTEc1f6jcStchmAWN9qqBx0ri9auJWhiyxPmMd34UUVC+I6doG34Evp53ubGVt0ESB0z1XJ5A9vauwktom6rmiitXucjIfskI/hpDbRAfdoooEkecapqn9l+ItTj+wWN3FJOGKXUO8BlHBBBBHU8Zwe4NdR4Iu5r+71W7uX3zzskkjYxkndRRUsvodooFPUc0UUkBR1e8ms4I/JIUyPtLY5H0rl9SmkMwjLHaevPJ+pooqZbnRR2OTt765g1E3cUpSZHO1h7dvpXsdhM1zY287gB5I1c46ZIooq3sjCW7JJVDIQfSufvLaGaN0kQMp4IPeiimiGeSeNfD9hY2rz2yNG28cBuPyrkNQ8SatqWl2+l3l7PPbW0jyoJJGYlnxnJJ5xt49Mn1ooqmEdj/9k=", "info": {"video_id": "103353", "label": "pushing a wireless mouse with a pencil", "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": "103353", "label": "pushing a wireless mouse with a pencil", "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": "3396222bd8ae35d2b49c09736208d77b81df3806bbcd253d8af1e3a5f450bbb9"} +{"episode": 68380, "episode_seed": 3581123462, "split": "train", "timestamp": "2025-10-13T03:35:38.792510", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3581123462, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a clipper up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "149245", "label": "lifting a clipper up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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QDbiM8H3NamsalBLEEt8k5yXAI/Csv7YYgFCgqRn6GtG7mLbbuzlJPC0JTMM8jyEZ2BeF/Gse50/ypGbDLEQWUhSR9K6/U/E0GnyJGsBeRhltpxgf41z93qtjeSM372NMkqmO5H+IFSIr/wBjs0UY8xY325bcCQTn/Co7vSLiCJJBIsse0liDgJ+dbn9rWF3cR20Ilcno5XaBx6ZpNXe3m06SKGRWcYJBYDp2oA5GpIpWiOR0phBBwQQfek4wOKANe3vAxGTV5LjJ6Vz0TYarkcxB61LRomekObov5s0W9iePaoGuXXh1wM9MVZF3JNE7FcFADjOCaIlWZXkjOH6EMKszMu8vkjjDKvPpmvO2OZSfevR7vSWaJnjbbgHcDXm5OSTSAVOWx65rZ0G2CFtQkbCRZAXGdxxWMgJcY69atQ3rw2jwBuC24Y/WgaNC8uJZw5RQcnIGelZQtJWJ+UDB9ad9qY59zWnGwkQAcVOxekitZwGOTnk1vRv8oFZ8Ue1jV+JeKh7lpG1ol0trDexkf68Kv0xn/GrIiiVPnlz9DVbREhJmM2OMYz+NXJLWPafLB3A960jsZT3IPJXJZGLDtmuV8WSAm2jAAI3E8/SukuYpIgpVt+RyB2rnL6xS+nVmZt3TimI5miukPhyMpljIhA7c1E/h5Vb/AFjgEcfLQIwo2UPl13DBptS3Nu9tO0L43L6VFQAoJByKvwTEAZPas+pI3xwaTKTsdFa3IYhSenWuxnukvZvOuMggYAx1FebW9wEcHPevT5JoJEBCqVXH4UIJO5Tdrd8qI/8AgVQzypCmQ4APtVqS1QkuwOzqNvase9gmCDcGZT0K0xHD3LFruZmGGLkkfjUQGTgda1m0W/uZ5JFiBUuctu6VA2i6ijlWtXyOvQ4oENsbtrO7Zt2ARtY0171mOT1ySTUMltNEMyROoHcimNGVjR+MNnH4UWHdmhZSLI7M3UHirjruFY0EvlSA9u9a9vMHXJqJIuL0LNuuFFdX4ddI7HUVcgF1QLnuea5qLBWtrS7Z7gSBWAUY3frSjuXL4S2onYZxx6Go/Lk3HIA71LKtygyzjbnHHeoHuHjADqQCO461qYHGeJW3ay4yDtRRx9KyK6m9s7W6vHmkjYMxySDjNNGiadKokVphg8rnikBzKsyNlWKn1BxSVtzaEoVjFKxbqFK/1rFIIJBGCKAEqxbW63G8GdI2UZUP/F+NV6KAF5BqVZePeoaKAPUGXyyBKu1scZqXzkWIEDDA8kelWZLm14dpY29DmqEt1bOGPmR/McAg9aYF65khnsAscmcEMQP4vasJtF063ljkSzTG7kEk/XrVrIjwSwx6560s1xFNIMTRoRwAWwaQynJp2ni6EiWcKknIAHAqGXSNOuPPMsAj2IWzGNuKvSIUATr3Bqu8Um3KkZxg5oA4m+tltbjy0fepUMD9RT7S5KMFPTNWNWAiVYGi2SJIxHoVPTmsxThgaQ9nodFbyq5960YR0rm4JjG4IrpfDFnHr2v/ANnz6hLaq8UjRmOPcWdULBfQDg8n096hq5opWL9og+bB5471ojzHnBT5CcAjPBrE8NyNdxXDTSksAhXJ9c1rOXiw5kjBzjG7HFaR2M5O7LyBZ5h8oVs4OO1ULy2SS7/cQ8ROQ2BjJpI72SCYsjBgR35qUTCeR5Sdo7jpQIaP3gkYqDEMBveqNxG0+XB2qvQdKcJV3EIeGJ49KjLHaUP3s0AYOs6WzWX24DlDhvcVzlelu8d5p0kEmPmjIP4ivNWUo5U9QcGgQlFFFACg8ivT4+I2C4CsORiua1vw9o1p4bttW0u/vJg119lzcwCNbkhNzvEM52qcKdw/iHuB1kkURYFZAi4GQD1oQDoj5MWVOVY8ip5gYrLeEyzsAfQD1rMkeMBlEyE9BzzQt3L5flM5ZSMHJoGJ5RtozHuU7zjIousDMIZSD1ai6ljG1Rg45PNV2JZQ56g9PWgCB7BZ5hGi7o/48jtXHanYyadevbydByh9Qa7ZLgQyiX1BGKw/FzLO1tOnIAKk4/GgDmas28hUdarU+N9p9qTBOxvWc4PBrotNmeNZPLPXANYfg2z0zVvEcOn6pdz2sU52pPHNHGsZ6ksZOMYzx1JwO9a9jbT2uq6raMtwgtJjGUuABIoBI+YDjOBzjI9KSWty3LSxrPKgmIIDoccg9PWnz2qSsBnenb1qtHOiOrYGPpjJqxbXcS3GJGK45A/pVmZl3Om/Z7qJTJvyeh9BVoWUe4ohGeMVPJ5bXEvyiTc24MfeoFnxDIhUAk53d6QylcxpHNhFJx1NclrUCxXvmIu1ZBnj1712bODCRtG09e9V9Z0qObQZGTl4h5inHJ/yKAOCooooEFFAGTiup8R+Cb3w14d0fUbwSrPfGTzYTGQLcAIUDH+8ytnHbp1zgA54zylQPMbH1pvmyD+NvzooqhgbiYgAyvge9MaV2OS7E/WiikxHX6JPJJpSFmyQSMmtQSM0YBx93NFFSxmD4gUNYbiOVcYNcvRRTESKxC9a09H1a60fUY9Qtdnnxbtu9cj5lKnj6MaKKRRA1xLbBVhkZQRg474qCS8uHxumc/jRRVLYTFjv7qIfLM35086relSv2h8HrRRQBq+GrmWW7ljdyw25565rfwC2fQ0UUgK8qhJPlyK5DUVC38oAwCc/mKKKAKtKDgg4zRRQI6HxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rJe9uScee/wCdFFNARfaJg2fMbP1qQ6jdkf69uKKKYxn226DA+e+Rzya7e1kaawtpX+86gnFFFSA8op3KRwKydYhT+zZTj7vI+uaKKAOTooooEa+ja8+jpNGdN02/ilZHMd9b+YFZc4IIII6nIzg9wadJ4g1K5vrzUJrgvc3chlmfGNzH2HQc9KKKEBFJrt+ygGUEZz0qzBrF5Im5mUnpnFFFMZdj1q8S2kYFM+uKsaRdS3UZMpBINFFAF1idzLnjninRTu1rMjHK4xj2oopAefsMMR6GkoooEAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oooA/9k=", 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", "info": {"video_id": "149245", "label": "lifting a clipper up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "149245", "label": "lifting a clipper up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b6e03869a936624173b9535bab24862f8ad7f37c86835c5ea88c4027e291a140"} +{"episode": 68381, "episode_seed": 2027488638, "split": "train", "timestamp": "2025-10-13T03:35:41.280605", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2027488638, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 box 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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sgc+/Sruc7aa1JpZfJKwQwrKuRlQwyBnn5a5jV/DWkatqatPp0KwkYfb+5fPPPY5z7npXR2NqnkNM0Y3z/NhxyoPQVUS6uXuo7NyqRYb55hvLEdRk/wCcCk2nuOMLXUTy/wAUfCpLTTrrUNP1ArHFG0phnwzYAzwRXz8TivsLURDc2WqWJijjaO2lKuifK6lfQ9D0/pXxqHOBUwtd2MownFtSNK2uTFEwBOSc4xV3z1cqyZDNnPYVixHcwrSkjT+x/OD/ADifyyuOxXOf0NaFMfcXZLby2CRk/NxUD3oI+Zwazicmoz1oAvPOj8A85zTfOVB82fyqmpw1SyfMgPpQFyQ3KkcA1GZs9qhPBopgS7s1JDGZXx271XHWtPSk3zMPpUzdlccVdmppGkXOqXsNnapulc4APQepPtXr2geHdL0nwxcTzSljJujfd+7aVsdB3I5xgfjWt8OPA1pHodhrv2mVbqYMShUFMZIA457V0eqaXJLdWlpdSQtEJDMSnzNtHbnpk46dcVyKrF31PSozjTtyPXqLpthDaWwvWk2SSRLFI6AKFUdNoxx9etOt5ZdKt9QtreZJZL6bfb+XLh0DDDMcjtjNXr9PNskityhZWHBPAHvSaXZCzQPO4kkGQDjhQTkge2aqNSS0FKbkm31CC2Fjp4a4maSVE5mkOWY+uaq6ddrfKwWyj8peHdl2Fm7424498Ve1KJNRQWwDbT/GGxt+nqf0p62q28axQqo6KvPAqOeUdmQ1GSvJGONWgfV49La3khllYohEpdSRzg9CMivnXxrHt8X6qA27Fy+D+NfVNjpYt5/NkitpZiWzOv3wOwGen4V8w+N7eQeLNULLjNzJ/M0+eTkrnJOFLm5qatpqcZdFhgqSPWqnmN61p3EDGP7p6Vlt1roiSfXdpa3zAOJXj9sA/wA61o7ZSitM5dl6FuAPoBwKWK7/AHeTgDtUFzc+YgSMkbjyfSvLVkei7yew9mdpvJtEMkmMkA4A+p7V5b4n8XOl9d2sUMUjKxiMhbK8dSB3ru9W8Qw6PoTx208cd7JuWLcRn3Y59q8DNwZ/PlJ6HAyepraMLvUlzlHRESjzEkZh0x0OKptHCMkmTPTgj/CpvPEUO1lY+Y3btioCokBdLe4KZ4O2upI5N2RNHGfus34qP8arvaqf7p/CpQ6lSVRsDjlTxTBImSAy/nVIlohMGxeOn0qtLbqzZZOfbitFJEQhnjEi+m4j+VWPDmlW+v8AiJtOuL2S0V45Wi2R7yzqhYL7Dg5J9PeqRL0M2xRbdZflc7sdBmtmCdfLXKyAg90NZWjyMfNPLMQoA68mt+DVJ7aU+SyhQQBlQw4GO9KReiimXbOVDIvzj8eK9T+H+qWunX5lnztaMoCgzg5HJH4V5vBrs06lJobdskfNswa6XwxfxrrsJZAsSqQ4HfP+RXBWcovmj0NqbjOLTPfoLiG6jEkEiyIe6mq98A89nCPvGbf+Cgk/rj8642ORELSWs5QjO0q2DXR6Cbq5D3l5L5jAeVHxj5epP1z/ACrSli/bP2bVmZSpcq5jbx0B5qneZuJ4rVc7MiSUj+6Og/E/oDVrd3FMiiWLewJLOcsx7mu166GS01HE7QMdScVmRQGbVZJfNd4IcgK3QSHrj6DA/E1oTFym2IhZDwGIzt9TXM+Oru50fwo82nzvbyiZAHQ84J5/OomnJ26DTsjX1aGOS2kcjLpBLjHcFCCD7dK+Hx0r6L1bXNTi0M31p4i1KUO7QHz0VFmwmWZB12g8HPqPoPnTFVTjZsV7j4z82astcFbGWDjDOr9O4BH/ALNVUcUpyeK2sBH36UhzmpQo9acI1PuaQiuBzVhQStKEAPSnZA4oArFDnpSbT6VZJxTSc9aECIQprU0clZXJ7Yq34R07StY8Rw6dq1zNbQznasySxxrGe5YycYxnjqTgd6T7M2ma5qNm0c8f2ado9lwAJFwxADAZGfXBI9Kip8LLh8SPcvB/xKs7DQLPTbvTp/LtxsSW2O7f9VOMHn1rprK6kvrpp5lYXE53HPARewH0H65rzPwNpMt1am8mIWHeDGpXBJHoa9VsIj91Duc/ebso9K8dr37nfCCjqaMCDfhR8g6n1q2V8x/lH40lvb7Bx09zVnARfQ11R2Mpz10IZUSJPkI3VHbXht98k1vISeBswRiphbeYSzc96sLHEISMDp3p63JclazMK+uJ7whpAIogciNP6nvXlfxG0WyjIv7cBXfhwO59frXqV6J2jkjtlV3VGc7mCgAe9eFeIdT1HVHLSI3lqchF5rOKblc1fJGNjjLiLBOOKz3iBOCFP4VpX89zBbuo3oGYZytW/EXhPUPDvh/SNRvWmWe/MnmwtGQLcAIUDH+8ytnHbp1zjtgnY4m0fSr/ACwnFFioNqzHknIoorzI7o9J7HiXjK7nfxJeKZCBGNi47DFc7CANPXHck/rRRXXTMJ7snitYZLAzum54/u5+oqydruFKLjP+FFFdCCihdKVWvnVgCGHcVoXmnWvlqfKGW70UUIwxX8RnOy2sBDAxIcE/wisaz1CXRdZ/tCzWMTwlgu5cj5lKnj6MaKKpHMN0tAizMM5UDHNX14FFFKRpL4UbccSRxxlRyeprd8O/6yZu+QKKK4q2x0w+L5HWNNIqxqrsu5gDj6165BGtpawQQ/KmAKKKyw3xMK2yLbHGAOlPP3RRRXqI5BorkfiZ/wAidJ/18RfzoopIGeUaxrbarZrHJYWcJii2I0CsCqgH5QCxAHOenWvFaKKtbggFKKKKsoWnq7bfvH86KKGIZuPrUkQ3ZzRRSAZ3P1pp60UUIC/pWvPo3nxnTdOv4pmVzHfW/mBWXOCCCCOpyM4PcGtDRrmbxB4kmutSkMs11N5srcDcxJP4D2FFFZVfhZdL40e/aFaQpaJEqYRANoHaurgRYYwsYwKKK8mO56UtjTt/9WDU6gM3PaiiutbHDLcmYY4FVJCRE5BxRRSewQPO/EkrvM4Y5GK8/wBUjUlzjBHcUUUUti63xHJ60m2ycgtkMO9Zt/4i1XU9Lt9Lvb2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRXZE5Huf/Z", 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", "info": {"video_id": "68564", "label": "pushing box 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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", 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", 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", "info": {"video_id": "68564", "label": "pushing box 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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", 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", 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", "info": {"video_id": "68564", "label": "pushing box 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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", 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", 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", "info": {"video_id": "68564", "label": "pushing box 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": "011c89f21d792d3ff126d76e47e1a4b9d695f2312b12fbccd451cec8fd6207c0"} +{"episode": 68382, "episode_seed": 3257019341, "split": "train", "timestamp": "2025-10-13T03:35:42.293870", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3257019341, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pink mirror'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "180763", "label": "throwing pink mirror", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "180763", "label": "throwing pink mirror", "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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"info": {"video_id": "180763", "label": "throwing pink mirror", "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": "3e6a0def262b9b6ba3b07c535fef4c80393c0b7d03599853d55fa11e9f9b0fdc"} +{"episode": 68383, "episode_seed": 24581416, "split": "train", "timestamp": "2025-10-13T03:35:43.220738", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 24581416, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cigarette 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "95696", "label": "pushing cigarette from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "95696", "label": "pushing cigarette from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "95696", "label": "pushing cigarette from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "919e405b852ad14686ed4b1d78e74b49f332533328b60e1c6be302771ea4029c"} +{"episode": 68384, "episode_seed": 3015591062, "split": "train", "timestamp": "2025-10-13T03:35:45.105311", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3015591062, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a card from 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', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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9zTZHycVDuww56CmeYCuRWpgiO5lCxt06GsXU/HOgPaLBLcT+esCxyKtq7YYDB5AxV/VFkOnzNCN0oUlR6mvGz4jkW/mgmQxvuI2sMEVE58pvSjzX1NQ3UMmoSz2pk8qQ5/eIUOfoa2LdvMiGa5NL1TIWJGM5610Gn3AlUbTwK4pO8mz0oaRSN7TZEimCLMttfZPkSyf6uQEcxP7Grgnhj3WU8AgOSwsbttqA+sM3b6HisRrm0nji+0whrebgMX2leDkn+70Hr1Fank6zZWzR27w61p6naYJQGZOOn1+hqWrasakm9GP+yiJ/Nt9KvA6ncrXNxH5KEdGJH3gOuK3rW6iu7VJYX3o2fmxjNcQ13oqOVuPDtzFJ3iE7Bc/Q11HhyRm0gLJAIWWRgFAI49ea6aF9b/1+LOfGRvFM142wp9TUyvgY/OoT/DSF9qE+9bnmokLZ71Wn1C3s3jFxOsSyOI1Zzgbj0FPL4HPFWP7KtL7QHS+gSZbkkhWHRR0P86aRcdWYHibVZrC1t1gcAzS7Sw9ME1kxeJ5vPuTKBtjULj1wBz+tYPiPQ73Q7u38m9efTM7likbJiPQAHriq9vOkhc4yWOG/lXLWlKMzvoU4ShqjZ/tCLT7pp5YvM0+/yt1CP4W/vD37/nW1JcfZkhlkul2bdttqe3fHLH/zzmH9a5hJVRkc8qjhsHnoa6iXR77TGkk0GRGt35eyn5Q/TNctScbpvdnSlbRle5s7Vo1kkS5tFPIeCP7TAfdWHK/Q1z+oWMc+vaPbxQ3D28jSGW6ltzHjaAwCf3cEdc8k1fkvtPhk23Vhf6Tc/wARs5Cqn/gJ/pSTXtrPEUs729md+JJLxuAOwGK2pxbaT2FUT5NDrredJ1DqyMR3Q5q4kpwSSfQVx/hd3W+ukeNQNo3Nu+bIOACM8Cus6bR713nkVYckrFkSHZjP1NM8w9v1quJdo+tODDbnNMzJw4zVebbKs0bjcjJgj1BzQHxyfXFRO+Wc/wCyP50Duc0n7mVtMm3STQwmNUBwbi3JyNp/voRkDviiXEzi7WSJ2yCZG4jlYdDn+B/VWxz0NWdSs7e81bTxOD+8WSIOpwysBuUg9iMH86rXVlqVs7O9qb3t9qtH8qcj/bXo/wCINebV5YVOU9ijPngmVphPJfGSZEheZxtSNhliSPugEnjk57YrRsrsQOlzJhomhWWVccNEzFX49A/zj2Y1jC9tEZklOqIW4aJLSON39iygHFaaxyR6dqOp38ItYmtPs1rbd1Ttn3JxUSelmavY3NOtI9MtBbxuWQOzAnrgmrkkoODnqMVmfa18sDIyOKatzkFc/SvVPDcm3dlx5QAPY1TmnJc/NxUb3PUk/Wsu4nwWIfikBV8VzbtNjOc7Xz+lcRYOfPz710mvyGbSyoySDkk1zVhzIPrXHW+I9DCv3Tp4+UBq3peV1GHDum5sEocEVXgXMQqzEpjuInAJIYEAd6wlqjrex1zw6vDza3sE6j+C6iwf++l/wqJ7jxK4KpbabGezmVmA/DFMXXbJH2TzfZpP7lwCn6ng/gastrOmIm5tQtQvXPmrXInL+X8DLXsO0mwuraWe5vr5rq4mUKcLtRAMnCj8a2A/7sgHmsbT9astSadbSUyCLGX2kKc56Hv0qytxh+Dx9a9jDXdJX3POxF/aMtvL8wPtiqjTYBGeRTJJ8ErnpyKqzS/LvX8RW5iTSTksATxXFeNdCttQg+0KgWcZ+cda6N5yx4Ws7U2M1uydwM/SpaGmeOSG4gk8slgR1FdHo12wtN88MrwZO/AHQYyBnAzgk49ql1PTBOBKPvZ4AHJ9qZNZXix2elSRqqqDI6PGMq2487z1U9ODjOawdNXudUKsmrC+czgpHIFtwcLtHqMqSM4GUGDjAHGc11ek69c+HryGOS3kmtpCUJVdwVd3B3Zxn5un6VzFvFGl39luN8YXcu9YzIyOQeiHBKknt6Vd+0TW7SQxR30ylldWdGX5sjdww+6wHTPHY1UoxkuVjTsepz+KdFQskt8iuvG1lbP8qp6PaT6fYi3mfcyuxBB4IJ4rM8IX1vPbf2dLDiSBcok0AVgv/wCv+dbRlJiDsee9Y4WmqcpRXkGJneKSLzPgKfWoJZMI3PQ1B9o3JjPSonmGeehFdZx7hdXLAfKc1ixePrjSLpbPU4WeyAwsyj7g9/ars77TgnisPULOO7RwVzkHk0bFRdmT+LriC7trS4tp1khkbjB6965mJfLlOOjVhm7ktpRZs+Vif5RnpWrby+Zg5rirScpXZ6tC3LoakYzlfWu+j1CSCzikmsp2UoDvgxJ26kdR+VcNCoJGa7PSp92mweqjb+RrhxCTSuaSJk1zR7pfLe8tj6xzjaR+DCsTxJJpxit10/7H5zsVAhwMnqASvTODit+WO2u123FvDMP+mkYJrJvNJ023mtpobWOLy3L4jXGTjAJ+mTTwbj7ZJX/pGNSahFsns7G1tpXuYEKSOoWQZJyeufrWgZxtX2rGW+CMydc09LxXOM4JFe4eS5OTuy+8pGPY1GZjgDNU/tHOc9OoNQGUByfnpAbSykgEd6UsG3Z7jFZ8Di4QrG+JB0XPNTDejMr5wB/SmIqXmWvdPwzKRcjBHUZVqusNUibMEttcr/cmUxt/30uR+lUJiZLuz2EZWQvyM9FP+NTNqklu2J7WYKP44R5g/Icj8q8jHXdZW7HpYW/s0TPqWs/dXRVLf3vta7R+marxabfX17HdavNEUhbdFaw8oD2LE9TQfFGlIMPdFW/umJwfyxUD67dXw2aRYytn/l4uFKRr+fJrlUZpaRt5/wDDnTqZQ1Fl3Z4zxiiPVdrjn61xr+MLRyxFrN7DcOaqv4gg+UhHy3YHOK911Ink+zkegPfqTlX571UnutygFRnNcidVDHdvIzyKifVZM4MuMds0+YOU376bdDIGPGOlc/YyATgdu1It15xO+Qc+9QwuvnKVIPrisKuqudWHlyux3Fg4eMCtBY+h9KxtMf7vpXQIBjNcp3XL6Tq6bZFVlPZhkfrSJa6bv3fYbXce/lL/AIVzGq63b6XOFuGdd3KkLmqeg6oviHxK9h/a9zaxOkrw7I9xZlQsF56Dg8n0rnVKbdkYSlynay3aQMiKAgGflUYx+FR/2gA5AauH0PXJ9UE7zzO5QKMuR3znFWrm9Mb7Q4LD72GFerh04U0mefW1m2dk94HUMpye9QG9RgRu2n3rjxrLRoctUX9uCUnd90dCK1uRY6qe72qcOPwrEv8AXYbcNGHWSY8CMHn6n0FY994kigh2RjLtwDn7vocd6wbVJVufNRvNeQHcrJ97cMEH169qlyLjC+50bagkbwM9ql5IZXCRLuxGyAZDdPmyRz0HXmqGoxSXN1d3CpcyKgUIHYks7MTtBHUAnt6Yq3pasi5ZES2iXI4yrsAeCBySMcj1745p1ybq5ubC11RGlFmzSXFrar0XaPmLE8nJAx064qWbLQgkg1MW3mPCHmiUtNsmxlR1G/ufYdMHOSaxrTxCsLL5kU+0MxIiuCuQR8o6cc9T1PtWl4ntVi0aC9gsDBazylYizY2ZGSoUcfj9RXIKCzAAEk9AKiTaYHp3he6YaTBePMbi/aTKK8jDYPRQRg+4rpE1ANuBauUurG00/QbLVNK1jUZRBObOL7TCESUhNzvCM5CqTghv7w9wLbl0GFz68c1pBozqvRHSxX67vvdafJcKvU/J61xRv5I5CM8A8VYOtYwrHIx0q2zFI6h5fM+6QaqSSlSUYislNUgK9SCaZLqECqW3DP1pNgkcf4ii8nUvPQYU8HFSadfA4BIwO9Jq1wt00gxx2rJ06CWa7W3U4LA8noK5qkL6nbQq2VjszqawpMszeW/l/u/Ukjit7StTWceTZ3pjKKMK67wx75H+HrXn0tw9/fhnbJHA/Dv/ADq9pbS2t5uxgO4AAPIUE8/jiiVKMo8pftXc9NGpanBgPpqXH+1bzgZ/4C2P51VvNVmu1USWFxabc4MxHzH2xWbot6moeK/7LvtTurSCRgqSRzRIsfcli/GMZ46k4FcZ43uLxdUayuZbo/ZppYwlxgOuDj5gvGeB049K5aVN06ibSCpOM4tWOuleaNyxLA+/rVN9TeF8EnivPEvbzgi5mG0bR854FSC7vCgxK+AefmJJ/Ou/2yOT2DeqPR01lGYKxx7g1bGoxMpBm59M151HqjIQXV/c4qUa4o7fqRVKoiXTkjtv7Se2uleB854Jqf8A4SC4lj+c/NnBPtXEjXo8LiLcdw6NzVg6hGoBJ2gZyM0OrFbsFTk9kdzaXu+4Dk/cQj8yP8K0TeLuDZFecwagszb45JEYDAZcqf8A69RT+I74TqsDtORwfMjx+o6152IoynNzTR10ZWjy22PT1v16k9Kc98EfB78ivLbnxBrX2Y/uBEMgb0PP862fEOl+IND8O6PfanqNzDNemTzIDER5GAhRWbsxVs47dOoOOeOFlLqauaR5/CAfzqdACuCAR70UV6HUyjsRXKhHXbxxUQd+m44+tFFMiXxFhCwOA7D8ant2KMEU4Gc570UVL2N4LU7jSSdi89hW60jKYQDwXGaKKiPxHRLYxtbginaWSWJHZIQV3DODk1ylnqMujayNQs44VmhLBQyZX5lKnj6MaKKcviOWZjTRiKRNhI59aYzNGp2EjI5ooq0Suo+2lf5gWJAGcE8VJHdzeU7bunSiitE9DKxJkzOQ/O0FQfoOK6MMbOynmg+WQEoG67RtLZA6ZyBRRVRGXZbSM6bawKXRJr2G2fY2CUYEtz6k9agW8ubK7WKGd9keoiL5jksuV4Y9T170UVXUDH8ZM9trlxpsUjiygkLRQbjtQtycDtWHaANdJnPBzwcUUVk9xHWeI/Ez69p7QyaVp1obJI44JLRZEKIP4AC5UDnJwMk81yKSyDOHYZ64NFFJjjuSiaUoFEjgD0OK0ILmU2gkLZbpzRRTgFUtR3EjBQT1pJZnBAzxRRWpiU5SSTUQZopXkjJVljJBFFFJlx3Joj5c+5eCAT+hq8biSJzKmA4Xg496KKEaDtL8RzafNOJbDT79Lhld0vYPMAZM4IIII6nIzg9waoeIr+51S8N/eSGS5uHeSR8Yyxx27fSiisJfGDMqCZoZQ6gH2YZBrpXtocIwjUFgCcCiilM0p7F5NPtpYgxjAPPTislrCAmQndwcAZooqSjNeJFl2hRimSxIAcLiiimVZFZZHRsq7Aj0NS/aJNg+YDAwOKKKppGEXuO+2XBTBkJHHFaV74q1jU9LtdLvbyW4treV5VEsjOSz7c5JPONvHpk+tFFK1ths/9k=", "info": {"video_id": "106609", "label": "taking a card from a pillow", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "106609", "label": "taking a card from a pillow", "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": "e8e04a764e794d697fd8b511a7fde30bbf9842babc6095836cb22a043fd497b2"} +{"episode": 68385, "episode_seed": 3132120408, "split": "train", "timestamp": "2025-10-13T03:35:46.953754", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3132120408, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'a marble colliding with another marble and both are being deflected'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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V1kBUtWY8JtnbcNwzxUtM1VmVQdvGT6Zq7pWoDTtTt7wxiQwvvCk4zj3rOzx1px6dB9a5zQ9Hh+I9qQPN06cf9c5Fb+eKuw+P9EbmRbuL6xZ/ka8wTGSWIHHrSMwzgc+lX7SRPs0exQeM/DspH/EzjjP/AE1Rk/mK1LfWdKuf9RqVnIT2WZc/zrwlTjg96a4THIBPuKPaB7M+hlbcu5DuHqpzTZZWK7QcH3r5/hd4fmhd4mz1jcr/ACNacHiLV7YYi1W8AHZpS3880/aIn2bPZWlmLFsA/jTlmcDla8ni8ea5CObpJP8ArpCp/lirnh7xRqniDxK1hc6q9oskcrxiCPO51QsFHoOCcn096qMk9iJQaL/xNkLrpgxjHm/+y15/CSMKe/rVy58QXuvJGbyR5DEMrubOM9e3tVc4ALHj3pSi9yoSS0ZZjPccHtUpDBcDkGqYkHykMCKkEhB44rFo2TLUU5QcBT6g11XgWSAeKIpp5o4kWNyC7BRuxgAZ+tcYHPHHNSbscZHPBqVo7l7qx9FjDAMpBX1HIo714LZ6lfWbF7S7nhIP/LOQqPy6V0Nr8QNbtQBNJBdAf89UwcfVcVuqy6mDovoeuA1Mj4NefWXxMtGUfbbCWL1aFw4/I4NS+IPG+ny6E0ml6oYbrzEwCCj479RiqUkzOUZLdHoYkG089jXzI0vJ5zg9xXpWo6teQ6JFqOn+IdRmRpzb7pkVFnIXLPHjnap+U59R9B5W91GrYY4JGc0pxb2HTkluThulLkhgM/8A1qiSQN0bJFSnBOQBj0NYtG6Zdt9QvoOYLy4i5/glYVqQeMtetsbdReQDtKivn8xXPiRlAUAAH1FCsCWLAg+lF2uo7LsdfL8RdV+zlLm1tJlI5IDIf5kVx974ghnuDI9u8ZPXBDf4UStlCMjHXGelYNyCXNa05yM6kIm2mqWj/wDLXb/vAiplmgl5WVD9GrlSaQmt/aMx5UdLcWaSjK/K3qO9VYYngLb8c9CO9O8HWmn6r4jh07VL25tIZztWaOeOJYz3LGTjGM8dScDvRNDcWusalYy/aV+yztGqXIAkXBIw2MjPAzgkVMlzIIysyUPx2xTSwzwcVXFwitskIDY/CpQQeRg1zyi1ubxknsSq5Vgw7V0dp461u2Chpo51HAE0YP6jBrmQeDTkIGCx4HtU3cdi7J7noVn8SugvdN/4Fbyf0b/Gt+y8ceH7rAa7a3c9riMr+vI/WvH2dT908Uq5DEn9DVe1ZPsos+gLa6trxA9tcRTqe8Thv5VV1T/j2YEcYrw6NzC++Nyh7MpII/EVdXxZrcEexdRmdB/DNiQfrz+tWqqIdJrY0tQlU37KvY1j3+CXzWLc67dSSs7AByc7k4rd8SaBqegeH9I1G/kuFnvjJ5sDRkC3wEKBj/eZWzjt06g1vdMx1RgxsWUE9akHIoormZuhGHyn6ZoxjDDrRRUlC5IP1pSSSKKKkYMxIxQemfwoooBiMP3RHoc1DZ6pcaJrAv7TZ58JbbvXcPmUqePoxoorSmZz2DTBxIPQKKnncqJAOwFFFdEdjCRRLsHiAJ4zjn2FXba4eQYOOM9PrRRUVFoXSepaBqU8ke9FFcx0onSUoMADBNNJJcDsaKKkokhYkYPTbVfUj/oByP4looojuOXwkmseK5dcht4m0vT7NoEWOKSzWRCka5wgBcqF5ycDk81h3f8AryPQD+VFFd1PdnBPYZCSzkknIHXPNT29zKYGVmJwwHNFFFRKwQbuWwzF8E093bGc9qKK5GdiGyn5Aayrg5JooqoEz2KhpKKK1Mi/pOvPo4njOm6bfxTMrmO9t/MCsucEEEEdTkZwe4NTQ6jdatqF/qF7KZbm5k8yV8YyxyTwOg9qKKtGT3Kk3+tao1leM5RiKKK0exC3NO1kaVVLY5PapupYHt0oorilud0dgADDnt0p245ooqGUhzfcqCQYT8KKKEDMS5OHJHrV6/8AE2r6ppNtpd7fTT21tK8qCSRmJZgvUk8428emT60UV1R2OSW5/9k=", "info": {"video_id": "107134", "label": "a marble colliding with another marble and both are being deflected", "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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", "info": {"video_id": "107134", "label": "a marble colliding with another marble and both are being deflected", "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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", "info": {"video_id": "107134", "label": "a marble colliding with another marble and both are being deflected", "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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iVH5q1HIKzwalRiK3MDRVvSp45ipqij5qwrUiT5MB28ZPpmrulagNO1O3vDGJDC+8KTjOPes7PHWnHp0H1rA6T0eH4j2pA83Tpx/1zkVv54q7D4/0RuZFu4vrFn+RrzBMZJYgcetIzDOBz6VftJE+zR7FB4z8Oykf8TOOM/8ATVGT+YrUt9Z0q5/1GpWchPZZlz/OvCVOOD3prhMcgE+4o9oHsz6GVty7kO4eqnNNllYrtBwfevn+F3h+aF3ibPWNyv8AI1pweItXthiLVbwAdmlLfzzT9oifZs9laWYsWwD+NOWZwOVryeLx5rkI5ukk/wCukKn+WKueHvFGqeIPErWFzqr2iyRyvGII87nVCwUeg4JyfT3qoyT2IlBo1viJNn+zeox5v/stcIzgnGPx6Utx4lvNaVGvZHfylyNzZxnr/Kqy3Mb4IcConF3uXCSSsWATjOeRUsM0qEGN2Uk/wsR/KolIwR17ilUlT8qgmsjZGvb+IdYtP9Vqd0PRS+4frmtW18f69Dw0tvOB/wA9YB/NcVyZkZgCR9cdqfuA6cEd80+aS6hyxfQ19b8ay6kuLmwjU9zE5/kf8a55dYtWOG3p9Vz/ACqC/wCQSCOayGGCa6KdSVjCcFc6Vb61k4EyficVIUilXHysPY5rlM01nKjKkg+xrTnuZ8tjcnsWVsxHI9DUwbB61Z1nTbGx8NW2raTq+oTK119lzcxCNbghNzvEM52qcKdw/iHuBQkcxYY8rjJNZzjfYuE0tycuO+KaG461Ek0cg+Ug08H2rBo2TuaWma3f6Q7GynMRfG4YBDfUGuktPiNqUWBcWttcD1GYz+mR+lcX/F1/Gnh0VcE80lNrYpxT3PT7T4i6VLgXVvc257kASL+nP6V0Vj4i0XUMC21K2Zj/AAs+xvybBrwwnOcc4qTAIweo9eav2r6k+yT2PoNvubh07GuG8WOiKWIGSetefwavfafg2d7cQn0jkIH5dKg1TxTqt1EEuZkmA5yyAH8xWkKiZnKm0aUjZtjisW4/1jY71b8JzWet+IYtN1S8uLOC4O1ZY5oo1jPcsZOMYzx1JwO9VLmJ7XWNRspFuFa2naLZcgCRcEj5scZ45wcelXJXRmnZkUJIwp7+tXYz3HB7VWOACx496cJB8pDAisJRZtGSexcIYLgcg06KcoOAp9QaqiQg8cUoc8cc1k0apnZ+BZIB4oimnmjiRY3ILsFG7GABn6164MMAykFfUcivnTdjjI54NaNnqV9ZsXtLueEg/wDLOQqPy6VcKnKrEzp8zue9d6eDXkdr8QNbtQBNJBdAf89UwcfVcV0Nl8TLRlH22wli9WhcOPyODWqqRZi6ckego+DVhHHrXnev+N9Ol0Nn0vVDDdeYmAVKPjPPUVT1ebxPomkadeXOqXqy3ZfzIiuBDjaVBOPvENnH/wBerVmZtNbnjsbFlBPWpByKKKxZuhGHyn6ZoxjDDrRRUlC5IP1pSSSKKKkYMxIxQemfwoooBiMP3RHoc1DZ6pcaJrAv7TZ58JbbvXcPmUqePoxoorSmZz2IrXi3n9goFR5IyAeD1oorqhsc0tybzXhMRRiM4yM8dQKuiV2ZyT3A+tFFZVUjWk2TKx2/hQGJYg8jFFFcx1FO5JwazJPvUUVrAymR01zgdM0UVojN7G3r/i2TxFb20M2kaZam3RY4pLVJFKRrnCAFyoHJJwMk8+tMvT+6oorRGTM48c1YtrmXeELZHvRRRNaDpv3jSziPd33YoPDDFFFcR2C42Zx3p6HnH4UUUmUMYAt+FZ9992iiqhuRPYTSdefRxNGdN06/ilZXMd9b+YFZc4IIII6nIzg9wasW+oXWrajf6heymW5uJPNkcjGWOSeB0HtRRXUjkY+dyokA7AVRLsHiAJ4zjn2FFFULqXba4eQYOOM9PrVoGiiuWW51QehKeSPep0lKDAAwTRRWbNUNJJcDsakhYkYPTbRRUjRX1In7Af8AeWobnxJq9/ptvp1zfXEkFtI8qFpWLEvjOSTzjbx6ZPrRRW1PYxq/Ef/Z", 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"info": {"video_id": "107134", "label": "a marble colliding with another marble and both are being deflected", "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": "3b1bd6cd56d3bf5f097cf9508a7a21dd04326b9c2744ff9a3c88021b2bfa1a68"} +{"episode": 68386, "episode_seed": 1830923666, "split": "train", "timestamp": "2025-10-13T03:35:48.497728", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1830923666, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 leaf onto cable'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "118788", "label": "putting leaf onto cable", "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": "118788", "label": "putting leaf onto cable", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "118788", "label": "putting leaf onto cable", "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": "abcf3ccb4585b4166039f96fb41307b3cf6626d7b046d792329095569a173fc5"} +{"episode": 68387, "episode_seed": 2381346981, "split": "train", "timestamp": "2025-10-13T03:35:50.295749", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2381346981, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 mouse with lense'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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qK0Li5P2diDzjFOT0EldnpukeP0dvKu2wemc9a3dX1eCHT4lhHn3F8QIo0HO1Tlm+g6fWvCLJ3mfJchR3r0rwgC1rLcszSy8RK7nO1AM7R+JzUXtqDiddZT2lqn2ufkJysX8TH0rz/WLBb69lndAryMXYr6k5rqbyUbW2nBPbHSsKUCLOTx1JPek5jjCxk2Vr5DNtPHritGN2jPXpVLzQshy2B1wKR7gDowyexFNO43E01uW55qKS75+bgeorP89sdQR9ahkkOOCPoaCbEF/dEXQaN+fXNeifA/TNP1TU9aurq2SSe08gxb+QhO/JA9eB9K8lvLgiQ55r1j9n2YKvieTPH+jHk9P9ZVomS0NP4p3my7MRfL/eYemeg/KvFLybLMPWu38e6uL3WLgiTfhyNwPXmvOrmf5yc1BtBe6X9IF9DJLHY3Ekc0sLxyMn3Sh6g+xwKzLpJlfbcFpWGQ3PJ/E11mkrHp+kkSPtnucM+T0HYf59ao3aW77txUgD8aOdoHBM52wiaW+891A2nhT2rp7e6CEDNYYRYJcg5UnnFasf2ORVEc7IxHRqrmuRy2NhbxT3x9aa1wM5z+VYouAjFQ4YCpTMCPlPNJgkQX90RcBgxUjoRWJdy/aZWJIDlSS3QNxn86t3chDHNZU+GUt0qouwpLQ+7biUIpORwOB3yen9a8J+JeqI9+8MZyifKD6+pr0m112e68M/b7zajEtgjoQBjP8AOvnvxNqv2y/lcHK7jiobuOmrO5g3UuX61q6BEGMl1IgIx5ceR+Z/pXPyMXfAGSTgV0izrBp6WgUK8S4Jx1pdDZsr6lpisxeP5T79Ky0hkhf5sirM2oybcHIA9DUP20SkBuCKauTKxYiSVxuTLAehqbzHQ9B0qkk7Rvujbn8qna+MqbHUZ9cc1WpBYeYvHgjn61l3AwetSGXHGSKikIfqAw+tCEz2T9nqQI/iMMwDEW+AT1/1lena5cnaoHPGfevmzwbqlzp91ePbzFN+zeOmcZr1yx8WHUoLq51JAkdtFucrxu9Oe/T69aHKxPK2zP1u9jjjW7lkEcUjFFL/ACliDzgHmufluVYEg5z07jFZF5eHXrqTV9Vcw6bBxHEvG/B4RR6eprmZvEVwl48u8sjsTsboB6VG5uo2R1E7o7nJHFXvFVtZ6T4YtIVz9sfDzDPDFlDDPsAQAPUMa5uPUre8tTcowhCj94S3CmtjVrjTtc8HPqccxWT7ettHGzZPl4Y59fT86qmtdSKj0OD1CQGzS6t08qWNtkmOjZ6HH6VVsbyQqxkZmJbqTVrVLlVs54NowzKqY7Y5rKtztXHqa03M1uby3KsvX86iuX+Xg1RSXB/oalMu4dKlooqyuSfmH51eDiTCM2FJ5NUJfmJPGPapPMpTBGjGAAIYhlnICj1JNerWtklhpUMELjEaAMTxlu5/PNeb+EIo7jXonnxshBkAOMFgPlBz716HfGa2lAmgYoerBuD9B3qHqOTtoVbt5HQujqcdQDWZJcjGHyD785ps11Bu+V3Rj1DJg4rLvJN5yuRnjPapaLix81xGwYhhxVdp1Zcg5A6YOc1RmlYEYIz0PPWmGbONyg9uvNNIGy6ZyeARn2OKYZjn5pMY7GqjNySrE/Xg0xnIHBB9jVEkd4dzk57dK7H4Z381ppHiS3tpAk04hCknHTf/AI1w8rgHkY+lbXhS4EJvF3AhtnI/GlJ2RNk2VdWuJBcOsmQwJBB65qja2E19J5pBW3TlpCODjsPetjUtNn1LVYY4ADJNkEFgvI75PrVXU9YawX7CLNoDENu1uCKUdSm+XQrXl7JIpDsCQetUJbhu5PT1qlLctO+WJp7Z2DHp1FVyoFLsWo7gFec1ZADYIIyegrHDkEYq9BckABsEehp2C5bwd2SeRzzUitgZ5B/So1dWxjg+h5pWwBgEg0AiOVgyk96z51xESwwc4A9vWrsjEA5GRVOaT5flJH1oQmj6M+It6bTR/wCztNH7iBQh2tn5R1+vvXg9zMWkOT1Nekaxq7311LMAFDH7gHGK841VVtLsswzGx3AdMj0rKLvoWlYtafbQZE9yxHBKAevqabd4EhZZizZ7mt2NrDVbOORdscjKMGJgdvbDDqPxFc3qdjPZMzEbkzy46Val0E+5FM4YYqAcEHOaiEufvHFLk7eKtEsuRnd1qdMZOTVBCVxiriZYbqYhzqQORVdxu+6cVNucDPT2q14b0uDX/EJ065vpLUNFK0Zjj3FnVCwX0A46n096QN2LPhWB5ruaMdyo57da9Bsmtm0S7lvG26dGSQp6yY7n3Ncj8MLN9QuNSy2dkKnHu2V/rV/xlfJBHLp0DAQwjkDoTUNXZUWrHKa7rzaiVRIxFAn3I16AdhXNzSmRxjnnGKfJITmnXLQeapt4yihRnJzlj1qkkipN7F3SrCOec+ad6qASv8Ofer93N5O427hOfmQjKkjpkf1qrb3QtNNjTySjklzJ/fz0/Kqk7FhkHOcHn+tHUTsUbiaW4nLTH5vQDAFPT5V9venS/Ng7QuPQVEpwcVaM0rFhT8vSkD+hxUWSKY7e2DTAkkkyDlRn1pd9dFruhaRa+GbfVtM1C8nVrk2ubmARrcEJud4hndtU4U7v7w9wOX3etRLUcWjqfC9/p0Mk1venY8uNjnjGO2exrq76+1OKCKLf9ss4jujyMsg5J/nXmuo2ghjtp0B8qaPIb1I610Ph7VbiKCK1c/OchZPOBwuOhXrn8fwrNxe6C6bszSbU4bq6RY8Mz5xnt9SenSqd1c4QMvBznFP1Gxh1BiyN9nuCcNgY59xXNztd6dP5VypZRkD0b6GhPmK2NQyiU42g598YqFnRiFz07CqsMwuPmU4PdRQ25e5NWkDZYZgyjnp3oaVWAB4NVw2DznB9KazKWKq4JUc07E3HSsw5Kgj1FaGhFN9wCcKduf1pfCdhpmr+I4tM1a7ntoJztWZJo41jOcksZOMYzx1JwO9Ri1fTtd1OzZJ4xbTtEY7gASABiBuAyM9M4OPSomvdCL942bSWB71hdS+UHXajBsEHPT+dU/E1ne3WJ52Nz5a4E4GTtHQH0ArK1x/3Cf7ZBH5c1o6Fqlx9nS2OS5U/N5oO8dQu3qD+PpxURT5boqTXNZnJ/dOO9P38cV0t/o8GoSl7f9zOSQy44z7jtXNT281rJslQqe3ofpWqaZLvEA3y4OMU5JApFRD5qXaRnjpTC5fWX5Q2efSpRKCfm496oRMFOGGRUysrDIyPY1LKTLDsQfvBhVabY69NppkrMvKkgmuh8R+Dr/w54d0fUb7zhPfGTzYWjIFuAEKKx/vMrZx2+ucNImUjfkkYyAZ4Ncr4jJeWIn+8V/DiiisYfEaS+FlrwvMbjUILd0Ty5mETbV2nbkdxWnps73dpKZsN1XGOCKKK0mRHc57xDZQ2VxGYAVDruIzwPpVS0YuMN2FFFVHYJblgqBtx3FKihsA+tFFUSiUsagstVudF1ddRtNnnxFgu9dw+ZSp4+jGiihCkd18J5Whs9caMgMTbru74+esPxQxMkpzyXOfzoopDgccx5oXnA96KKCzqYkWayCyKCpIGPTjtWBd5triRUJOOMtycUUVEdxy2H7Q8AYjnFVXABOKKK1iQNZ2GOeD2ofgZxnmiimT0NvxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rn26UUVJK2ZqSsX8ORKxyI5Dt9s/8A66y1d1OVZgfY0UUogz0jwtFFrNlJcXcS/aUt3YzoSHcqMAtzgngUyGCK+ikjuY1kTPRhRRXPLcul1OH1S3XT9UlhgZwqEYJPPSrNhcvcKVkVWwDhsc9KKK6RLcfIoGMUwAbX47UUUmMfpmvvo5njOnadfxTMrmO+t/MCsucEEEEdTkZwe4NSwajdatqGo397KZbm4bzpHxjLEnsOg9qKKmp8AQ+Ij1f5rNc/wSYH5VirI6HKOyn1BxRRRS+EKnxHonh3y9X029uriCNbmO1aXzowVZ2B6tzg57/U1W8mK8s2jnjV15xkcj6UUVlL4h0upxF3EsF3JGmdqsQM0sUrEMpwQR3ooroM1uO7/hTkJYhT0FFFSzREbcK2OxGK0dR8TavqmkW2l3t9NPbW0ryoJJGYlmC9STzjbx6ZPrRRVIiR/9k=", 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", "info": {"video_id": "200365", "label": "pushing mouse with lense", "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": "200365", "label": "pushing mouse with lense", "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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3PJ4pt6GbWp4Z4hu/Mu5Gzn5ia5aUedMGLYVRzjrV7UrnfIxz1NV9It1vtRVZT+4j+eT3A7fjWex020LGoHVJbW0lnuZWt0hEUcb5yqAnaPp6Vz8ofZ5YjO5iAzk13mo3MV0zPvU9sHoK528t4Wb5CAw54pqoyHTQ/TQLW2ReOuTitu3vRt5OfpWHZPbZK3DMpHQrVmVoo1V45wwPSqvcnlsbRulIxkVTvLnEDAZP1qlHcAjBP41DeSMU68UgsUbi7IgMZO6MnJU+vqPQ1v8AgbULPTYNSknTzpHERiQ+xfOfpXJzvuO01Y0aTypLgA9dv9aq+hLWp6TB4zlsbguAoWRstjv6V2ekeI7XXFEayqH287u3rk+leD3ly5uQFJ9hWxo6ubiOEzSKJyI5FQ4LKTyPxqCuU9STU4tXv5poo2W2Z9sMh4WRRxuHscVD4nmtrjT4tOhVZFRjJJJ2LYwAPp/hUzlY4QgVUQABAo4UD2rFvf3r5J4XoKHMShqcs+lJE4YHGe1acasiDnkdqS7kAGARkc5z0qETDaAW59cUlItxL4nZQAT/AFpz3TBf/r1lfaCTwy01pS3U4PsaZPKWLy7UwMN2G9K5u6uibUhzlBnBB6VcvpWWPORj2rn7yfcm3ofaqQmj7Uu7lTESjAgqSCP61wOsXDSyCEKxeUkKACecZ/DiuL0bxpqNlFJHIROsgAbPOMdOP8mpvGviGSCO30rT1Zr+5jHmsv3gD/CPTPf2pOQRg7lG4voXmkijmV2Q4ba2azbqdSDnGOgz1rndUmh0a3Flb3Je8Yh7mVDwD2Qew/Wqdj4iWVhBdgEngOOCD71D1N0rHb+G7C0vNReW6ANtbR+Y4PTJIVc+oBOSPQVxesXVs+tzq8TSwM5Usx+bHTOex7+lbuk6nawalHps8pEl5LHGQH+4pznP1yOtYviSG3ste1VbRxIiXTxRv6qD1rWCsjGb945Kea5trtrZpW2xyYwD1rUiuxn5iRWTqEy3GqSyqMKW7e3H9KkWTvz+FPcmJsGUMDgis+4kbJxQk3HQfhTJXyOwpDZ7d+zg4H/CTEkDAtjn/v5Xp3jG/S00eZtw3gFV/wB49TXivwJ1G5s9Zv7WFQVumhEvHQLvORXX/FDW1iiS3V/nOSRmlJiUdTyfWbvzrmRs96xI98swiTl5DtFPu597E1PojCG6e7ZNyRjaMjIyf/rVKOh7G/c2cElmkKphYxtBAwfrXNT6fJDJ8pyo9K0ry+ZJdyYwfTtWc2otuO7Jz1zSSZLasLHvAC7ue3NWlWaMfMD04zVIzK68H86njvpYhg4YDgZ5q9SC0tw4OMcfWq1yd+SOn1pks4c7wMfSoTLuB+br60ICrITng85r074i6ndXt2LgvutyoVNpyFOOleZSkBSMEbiMkV2eoSi9tWjz8rDB9j2NRUlawoxucXLI80mxFZnbgKBkk1dihn0mDDsBJKcyL6egNWLK2uNKsDqstoZEcFUkDAiPnBzjoT71iahrMl3IcLsHpQlcpy6EklwxdyD+ANVxckOO9VYWySf50jEhqfKgvoaaOshIz+YqXBC/KeKy7eZlPX8a0I7hXA3L+IpgSrxgdR7U6SQYwc496QbSMk8e1RuT2ORSYIrzAs/A47+1Ns2Ec0wHqP60sjgNyCD7VDE53Pk56UdBNGiixsRITl8nj0Fdf4JtEudQnvJOFiASM46uf8B/OuFWTBr1Tw1aGHw3CLdPMcr5swBAbcc8euAAKQ27I0bpzG5Quoz6msWeSSGQh+R7EU+8uotoE0ciNzkgbv1rLmuY3Q7WL56cYwKlxCLFubmMjk9eOeMVQe4VXIBBJ6DpVaZ2BO48HjHeqizsCeQaEi2y8ZwpIB6etMMz4zkgHuDmqm9SCOVOe3INN3HpnGO/WrIZNPJmIjdnjrWJdgDBJz+FX5XJHIBqjKwI4bBHrTRLPS9NR4Wt2QZnlk2x5HC46sfp29/pS+MdWtdHuxHAqy30qfvpTyVXsufet67to9H0hL2QgyJCoQ/7TfMcfnXkfiC7e41B5Hbczck1CVzRNGdc3bu7MzZZjkk+tVIkMuSW2gd/Wp4ng2TGaMu2393z0b3p+mkLexM0PnJF87J61ewnqzbis7a1tF3L8z4Jdj82etZWo3l1tZPMDqx5fb8x+pqee7E7MNxAUZ5qgSdzZUHPAzQrkySKkS85qwD8wH61Cw2ninA5GRWiJRMWANIZGC+o9KhLHHPNbPhLRrXxBrv9n3N7JahoZXjKR7y7qhYL7Dg8n0oBux6N8DpLe2j8R37gedGkCRDI/i35wPwrB8a311PrM7T5GT8vPG2qnw+1JrSx1iEAZmMJ3EdMb+n51Pr+67tyerxjcpx2rCUrSLgtLnMwq1zKEB69zWq0dtFZrHDK44BcnjJ+lV/D19apczWsyRHzB9+RwoOO2TwD+PatHU9KSVDJZuxXOfLc8j8aL2epT12MQuFyC2R2qq5BY84qOVpIpmSRSGB5BFIGDYIINWiWTxtjpVlRgZBqgM7uaswuT8p/CqJLZGR8tV3xkjBBNSHcMAdfWq91I6xZzyOhpAxkisASDkV0dxLiD5T8zfe9uOlV9b0bS7Xw5b6rpmpXs6tdG1zcwCNbghNzvEM52qcKd394e4ESFjCUJywXOfX/ACDWVboVTdzbQmXTmGn3ed6bJ7ctlXx1B/Hsa4PUbN7O5KPG0Z/usMYqayvHt9YeWP5kLHcvmbNw+vr+ddPcSx6nZIbxN8bgbXJB2H03DvT1iK6kcQjUu85B7itG/wBDmtUEsOZYjnoORj+dZWa0VnsTdrRku4Zzj8qsQyjpnFVdpxmlAIPTmgdzRWbbkdRT9wYHa2D6GqiyKQAVIJ7ilPK4BzUspMkZwR8wz71W4V2IPWtvwhY6ZrPiKHTdXupraGc7FmSWONYz3LGTjGAeOpOB3rL1ezbTdavrExzx/Z53i2XAAkUBiMNgkZ9cEj0p20J5rsZHIquC4yoIJx6V6Tp2oxTRi80O8MFwBgqDgcjBBHY4rznTrYXrywgFpTGSgpmlTzWuoJLH0X76l9gI9M1LjcHKzO8uNWkjLpewiGR2L8LhW+lVBdJJAkiqArE4/D1FS/bV1CxX7RHmFhtAYhvLOeBuHf8AKufv9KubYG4s5WkjBwU7j/GpT6MrTdFiW6+Zl6gHioXdFHmEBR9f1rLjvw4CSABuharRVtowTVpBzEwdVPXJNIrhCe+arZPv+NK0iBCzNtxxzVWJuSs2c7MHPY1UkIYEOMUkxITIOD2Irc8SeENQ8N+HdI1G984T35k82FoyBbgBCisf7zK2cdvrnCsJs9L8czvImxiNqyEKoHAAFeM6kxN0+T3ooplRKOfmFamjHEzY6nAzRRSexSLerW8YjklUFW3EHHQ/WsmGQySlWAwB6UUUobCkLOihjiq4JBODiiitVsQwUlgc81Z0vVbnRNVjv7PZ58QYLvXcPmUqePoxoooFLY1/CTEJe4P9z+tbd1I32br944P0oormqfEa09kcTbSmK4ICqdzFTuUHiuvNzIthp0wwHmkeJ8dCqhMcf8CNFFaSM0S6lYW93A5lT5kjyrA4PFcOjlJeKKKUC5GkqhgCR2pBwRRRWhmSoAq5HGWyaiumPk8+ooopDexe1/xZJ4ht7aGbSNMtTAixxSWqSKUjUHCAFyoXkk4GSefWpAxVlYdSF/Wiisq3Qqkc1dALdygcAOcfnWloV9JHcm2kSOe3lGWimBZcgHBHoeSPxNFFav4TFnb6vbRWN5ZrbgqktvHIVJyASOcZ+lcr4ksrdEFykYSQkA7eAfwoorGn8RrvTOcV2XoanZt53EAEjtRRW7IiAYrjBpX+4G70UVLL6GhpWvNoxuIzpum38UrI5jvbfzArLnBBBBHU5GcHuDVG/wBQutW1K51C9lMtzcSGSR8YyxOTwOg9qKKroQtx2kSNHqsDIcHdUV+At/OBwN5NFFL7QuhoeHryRNQFs4Wa3n4eKXJU45BxnqCK7vVbSHT00/7MpRZYFcoWJAOSOM0UVlV3HD4jn/E2l2gsGvEj2TLjJXjdk965O2u5YHAU5UnG1uRRRV0/hKn8RsNh0RtoGRnAqsQMGiirAivCV6cVPqHibV9U0i30u9vpp7a2leVBJIzEswXqSecbePTJ9aKKSJZ//9k=", 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", 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", "info": {"video_id": "200365", "label": "pushing mouse with lense", "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": "c093c7d0141ab7b2600ea37242f66f9a98b79cb2c8c68f3ce33d97e477b61f71"} +{"episode": 68388, "episode_seed": 4209250893, "split": "train", "timestamp": "2025-10-13T03:35:51.707320", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 4209250893, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 ipod 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', (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": "117281", "label": "showing a photo of ipod to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "117281", "label": "showing a photo of ipod to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "117281", "label": "showing a photo of ipod to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "219272255d6a5b421daf1e4f9d12c36504c5b56d77d615896b519c294a3905e7"} +{"episode": 68389, "episode_seed": 1076193543, "split": "train", "timestamp": "2025-10-13T03:35:55.223019", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1076193543, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a card out of a chest'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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BbWaHY0zDJbHZR3+vSvTL6AXNpNbt0kQp+YxWB8N7qSFb7SpnyYHLKvpkjP61pAzlJrY6HSvDOmaDAzWkGZ9p3TyfNIfx7fQUkEsUkM3lZYhWDepI/rWzM37tyP7prkbC8SC8mSRzghJjI5zvJODj8O1adDNXb0PPfHgjukhvYW3RyKsisPQjH9K1vhDoEHiFtWN1LIBAIdu333/4Vx97cus17pEpOyKaUQ7uq/NnH6V6T8AOuv8A/bv/AO1KzatFplxk1NSWjO6n8Eada2zzW4lMyLlSzZrFitfNPljAY8V6WyB0IPTvXEQWxi1kxnokh/TmsbI6HKTd2WbbSlspyBJ5jMRk4xjFdHGg8vkdqzIjumyfWtdWXZ+FQ1Y6abbWpl3xVI3J4wKxfCfiO3GpXen3TKCHzE3cj0p/ifUBbW0hBA+U15to9te6lay6rAhdVmZDtPKkVrRj1MMQ9LHtOtOv2dI0JfjcQvXGaw5r0yaTdXEC/OkDOEIwSyjOP0xVTSbm6ufD0k1y5DIpUMeu0VBp1zHGbi0cEIkgCoOSwYHP9a6ehxJNuyPNfiE8N/ZxajbHdFKiTKfY/KfxBrzYAs2M/nXTfaXC3WkTN8itIiAn7rZ/rgVzK/db6VKVtBT11PsS6V7mHZIqBMgkDk8VQvJ47W3eaRsKozWhI4VCSeBXm/jHXDK5tom+UHnB61hJnVFHLeIr1tWvnkYnGcL7Vp+FPBqXsD3V6uYzwg/rWTp9o19fRQqM7m5r2KxsktbKOFBgKuKm5UjiPEPhHTLfw7dvDbjzEXcG7ivH49P1HUZQttbSSZ6Njr+Jr6N1i3MukXsW3JaB8flmvN9IvkttHtowoWXyfvyHgA9MVSm0tDPkUnqcbbeENWkWTAQsjBWAOTk+9UU0ci4cOu8o2CM/ePoPxr0u31S3g3w2Uc97dyHJMaHr0H8zUNt4M1u7v5LwQRWIkbdiYgkE9wozz+VNTl1B0o9DEtNIWHwnJeMi4OoGNiFwNm3Z0+tecSJ9nuZYX/hYo34GvoS98O/ZfBF1pYk82RYnfeBjc+d+cfWvBdVx/aPn7ciQK5Hr6/yp03dszqqyOk8CSeQdQU9/L/8AZq9Y8LaY91crcuvy7cgV5j8OrI6tq11HGmyLchx1wOeM19CWlrHY2Sqo2hV5qJL37m9N/u0ipq95FpWmvJxuxhR715PiTVdT2HLNK+K3fGWt/a7kwI/7tPeoPBFqLnWPNPKxKT+NT1Kex3mlaZFo9gkCD3Ynua5LWb4aF480/VCcRb0Mh/2GzG/6HNdrdSYjPNec/EQq+nxTgZ27oz9CMj+VXF6mUldHS+I/ibpuku9tbML6dcrIY22oP9nd2HsP0ry/xB4+1XXgYri5EdsPu20Pyxj8O/41zdnp1zfbZJW8uDG4Hvj6Vr2VjZx28skiAxhuGJ5IH/161c4x2MowkzCJe5l+Y/L0rSm00xeFeR/x8RtdJ3+45U/pUWn2d3c3kkdpCJsMcOeFHoTXVa/bLYaHpEZIZbcfZ5CO4Zef1rOc9UOENzze2ja4OxASyHcMenevto7XWJ1OVmQDPvjiviO2up9NvGaFgHGUJIzx0NfZPhu4a48OQxSsBNEoUZ7f3f8ACtJPUmC0NDUbNtU06LZgTI3VjwOxz/Om63YBtDZBl2ij4OOTxg1YhcMHXdtEy5Hsw61XM8k6GE8sq5UE9SOx+o4o3HZpnCbdkaJ/dAFRkZpLm88vxBdacy42DdGf7ynkH8jUhFZs1KsqcivPdAuv7N+ITpKdizPNC2emSSV/UfrXoso4ryrx7am11h7hcgTIsqkHHzDg/wAv1pwepMlod3rXi/TLGOSFrpN5Ug4BY/go6/jgV5ff+MbkyyPaIIi6hd5AJAHp2AqlBoWo3MTyzDyUUZ+bqfwqfUPDosdOS6MrODt4PbPf+Q/GtOeOwveWsVY5x5Jrm886TLM8gLvjqa9j+BEflXXiOM8bWg/9qVwWg6VHfarDCCrfupXIHJHykD8y36V33wYV1udcfcV3Lb7seo3g/wAqicugoRd7s9pPCmuauYduryTJghl/XvV65nO3b5rk+marIuOTWDkdkIX1ZJBEFO5utLd3SwxMc44qOSfYv0rk/EmsiC3fDfNiklc1vZHMeMfEUfmSxMSwMbKMHoccVN8H9QV7LU7RyPldJhn0IIP8hXnetTPdXhZjwRUGj6te+H55zbuI3ZCj7lzkZB6dM11U42RwVpc0tdj3fXNcsdN02QGWGNGyV3/x+yr1P16V5VqHja4AmW0Xy1kbLO3LH+nrWAx1HWGkuSZZP78sjZ/Wp77QriwgSS4ZSrMFBUcetXdLQXM1rBWMoSzXN8khBIeUF2xyTnJ/rVO9h+z6jcQ9t5A+nUf0rtvDOjx3msQxcMBBK5HdQV2j8y2a5LXEP2mKUjDNGFb/AHl+U/yFTzXkZyi7XZ9H+JNZWztSit87CvKL+9Es5Ytkmptf12S8u3O7jPSsBXeaUDuTgVzXudyVkekeALDzpHvHHA4WvRwOMVz3hax+waNAmMMV3GuhDjHJxTM3qMliWRGRujKQfxrlrHwFpFoq/aPNvGXoJWwg/wCAiumnmCISD071iya/EjFS2am9gsasNtbWcXl20McKY+7GoUfpS7x+VYj67D13iq769EpOGBpBY3JyrI27oRg18z+Irb7LqE8H/PCZ4/wzxXusviCMoRu7V5WmlW3ibx7e2V3eyWyTLLJGUj3l3VCwX2HB59q0pfEZVV7p0/wIhWS51l2Gdghx/wCP16V4s1pbCyMSt87DFeZ/BC4W1h8QSMQAFgOT/wADpnirXGvb5yGJUHAqqm5dH4UY19etJduc5JNegfDpCthPcN1Y4Bry0yF3Jz1r17wzH9g8OQBuCy7vzrM1ZtXtyEQjivPvGMpl0i5TqMbl+orb1PUtrHmubu7hLpGRwChGCDQmRY4ezvJntorSGMynb91P61uW2jyT7ZdQk3AfdhThVq1axWtknlwRqqj06n6nvUzXHGAeKJT7BGGmpdhkjgUJEqoq9ABgCqfiKT7TodwndQHH4GofOPWqGsXDjTpAjEEkD6+1Zq7ZTskcTdYN4WHRiDX1Npeqm0mKRgMJFC8njPHP4V8/a9oGkWvh211bTdQvJwbr7Lm6gEa3BC7neIZ3bVJCnd/eHuB6xZXX2jU2Eb4SNQeOxNbV5cticJBS5mz0ax1P+0PtkPAlgcNhe49R/ntV52driGWNQSxDAD+8OtcT4auyPEF+inJSKOT6gEgj9ateN/Fg8J6Sbe1kzqd1u8o9fJQ/x/X09/pVwldXJqRtJpGB461jT7bxvZraSbpLdfKumByAS2Qv1AP9K2N25QR0IrwuW5eSVnLszE5JJySfWvYPD9297oVpNICHKYOfbilILWNFhkYriPiLYeZo8NyBzFJsJ/2W/wDrgV3B5qvd2lvfW7211EssL/eRuh5zUp2dwaueXW9zPqLC3tLN7rYcBI+EHbLGt2PwjfaiA+s3YSPtb2/T8TXZxQw2sQigiSKMdFRQAPwFMkkqb66D33Mqz0aw0qPbZ20cWRywHzH6nqap/D1Tp2t+JrUdpoyv0bcR/Oq1rd/bfGcumXmqXVrbSS7I3iljjWPuSxfjGM8dScCrfgq3nTxR4iS4M++J44yLgASDaXA3Y4zjHTinJNK4oNSmkd7GpJDNyaldwo5ppcKtZ95dbFPNZHdokQalfLDGxzXmXiC7lumaT/lmDtHvW9reoPK3ko3zMcCuP12/RXS0jI2R9T6mtYGFR6GfFYtf3UMSDLMwGK1vF+jw2Gu6a+xfLmSPflcgleDkfgK0/A1gt1eNeMPlj4B966DxZo6a4bQJciCSCXcXxk7SOce/StOY5mupyL31mAkKgiIHKxRjLSH0wOgrRTQtR17DX4WytOMRAZkb/D/PFbemaPpujIGt0DTHhpnOXP49vwqzLfKDgGs3K2xo7vck0zSdP0eHZZwqhIwznlm+prxzxfbi21a9gH/LO4Lr/utzXo3iDVZrfSmkt5mjk3qNynnFcf468NalpelaXq+pPO1zqHmCaJ4yPIChDGGP94q2cdunXNaU9XcxqtJWKspJcknPNaHh+JJtZtkcZUtRRWS2OuWx7vbKBAoAxgU+Q/LRRQzFGVqUjLZSEHsa8zu7mUTnDd6KKhmiIjdzZHzVG11MWxuoopDGSTSBfvGuTn1a50bxINRtNn2iMuF3ruHzKVPH0Y0UVtS3MK/wm98PJ5IdF1/YcbvIB/8AH6rXLs0hJPeiinP4mVR+AghAadAehYD9a9lf93psSrwAoAooqEW9zjtVdt7DNYDyMrcGiip6CZIvWlNFFSUhD0rO1c4sCf8AaFFFOPxIU9mZniTxZJ4gjggm0jTLU2wWOKS1SRSka5wgBcqByScDk8+tereGVH9mmY8vJISx+nAooqsV0/rsGD2l8v1Ol8IIsd7dXoUGZYZTk9DtPANeQa5ql3q2ozXd5KZJpGyx/oPQUUVcPhQVPjY3w7Zw32twQzgmMtkgHrXsFuixwIiAKoGABRRTJkSMcLVbe2etFFSyRjOx71A7HHWiipGcDqOtNpesaihsLC9jlmDGO8h3gMo4IIII6nIzg9wa6L4a6hc6nqGv313J5lxO8Ukj4xknf27fSiirn8BNH+Id7KxrA1WVliJBoorFnacbI5/0mf8A5aIvyn0rg7hi9w7McknNFFbU9jnq7nrHg+FIPDsLRjBcFifese8vZxfSDecZoopSM0QteTH+Kqz3UpPLUUVHQpGZrNxI2nkFv41rntb8R6tqWl2ul3l7NNbW8ryoJJGYlnxnJJ5xt49Mn1ooralsY1T/2Q==", "info": {"video_id": "171484", "label": "taking a card out of a chest", "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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BbWaHY0zDJbHZR3+vSvTL6AXNpNbt0kQp+YxWB8N7qSFb7SpnyYHLKvpkjP61pAzlJrY6HSvDOmaDAzWkGZ9p3TyfNIfx7fQUkEsUkM3lZYhWDepI/rWzM37tyP7prkbC8SC8mSRzghJjI5zvJODj8O1adDNXb0PPfHgjukhvYW3RyKsisPQjH9K1vhDoEHiFtWN1LIBAIdu333/4Vx97cus17pEpOyKaUQ7uq/NnH6V6T8AOuv8A/bv/AO1KzatFplxk1NSWjO6n8Eada2zzW4lMyLlSzZrFitfNPljAY8V6WyB0IPTvXEQWxi1kxnokh/TmsbI6HKTd2WbbSlspyBJ5jMRk4xjFdHGg8vkdqzIjumyfWtdWXZ+FQ1Y6abbWpl3xVI3J4wKxfCfiO3GpXen3TKCHzE3cj0p/ifUBbW0hBA+U15to9te6lay6rAhdVmZDtPKkVrRj1MMQ9LHtOtOv2dI0JfjcQvXGaw5r0yaTdXEC/OkDOEIwSyjOP0xVTSbm6ufD0k1y5DIpUMeu0VBp1zHGbi0cEIkgCoOSwYHP9a6ehxJNuyPNfiE8N/ZxajbHdFKiTKfY/KfxBrzYAs2M/nXTfaXC3WkTN8itIiAn7rZ/rgVzK/db6VKVtBT11PsS6V7mHZIqBMgkDk8VQvJ47W3eaRsKozWhI4VCSeBXm/jHXDK5tom+UHnB61hJnVFHLeIr1tWvnkYnGcL7Vp+FPBqXsD3V6uYzwg/rWTp9o19fRQqM7m5r2KxsktbKOFBgKuKm5UjiPEPhHTLfw7dvDbjzEXcG7ivH49P1HUZQttbSSZ6Njr+Jr6N1i3MukXsW3JaB8flmvN9IvkttHtowoWXyfvyHgA9MVSm0tDPkUnqcbbeENWkWTAQsjBWAOTk+9UU0ci4cOu8o2CM/ePoPxr0u31S3g3w2Uc97dyHJMaHr0H8zUNt4M1u7v5LwQRWIkbdiYgkE9wozz+VNTl1B0o9DEtNIWHwnJeMi4OoGNiFwNm3Z0+tecSJ9nuZYX/hYo34GvoS98O/ZfBF1pYk82RYnfeBjc+d+cfWvBdVx/aPn7ciQK5Hr6/yp03dszqqyOk8CSeQdQU9/L/8AZq9Y8LaY91crcuvy7cgV5j8OrI6tq11HGmyLchx1wOeM19CWlrHY2Sqo2hV5qJL37m9N/u0ipq95FpWmvJxuxhR715PiTVdT2HLNK+K3fGWt/a7kwI/7tPeoPBFqLnWPNPKxKT+NT1Kex3mlaZFo9gkCD3Ynua5LWb4aF480/VCcRb0Mh/2GzG/6HNdrdSYjPNec/EQq+nxTgZ27oz9CMj+VXF6mUldHS+I/ibpuku9tbML6dcrIY22oP9nd2HsP0ry/xB4+1XXgYri5EdsPu20Pyxj8O/41zdnp1zfbZJW8uDG4Hvj6Vr2VjZx28skiAxhuGJ5IH/161c4x2MowkzCJe5l+Y/L0rSm00xeFeR/x8RtdJ3+45U/pUWn2d3c3kkdpCJsMcOeFHoTXVa/bLYaHpEZIZbcfZ5CO4Zef1rOc9UOENzze2ja4OxASyHcMenevto7XWJ1OVmQDPvjiviO2up9NvGaFgHGUJIzx0NfZPhu4a48OQxSsBNEoUZ7f3f8ACtJPUmC0NDUbNtU06LZgTI3VjwOxz/Om63YBtDZBl2ij4OOTxg1YhcMHXdtEy5Hsw61XM8k6GE8sq5UE9SOx+o4o3HZpnCbdkaJ/dAFRkZpLm88vxBdacy42DdGf7ynkH8jUhFZs1KsqcivPdAuv7N+ITpKdizPNC2emSSV/UfrXoso4ryrx7am11h7hcgTIsqkHHzDg/wAv1pwepMlod3rXi/TLGOSFrpN5Ug4BY/go6/jgV5ff+MbkyyPaIIi6hd5AJAHp2AqlBoWo3MTyzDyUUZ+bqfwqfUPDosdOS6MrODt4PbPf+Q/GtOeOwveWsVY5x5Jrm886TLM8gLvjqa9j+BEflXXiOM8bWg/9qVwWg6VHfarDCCrfupXIHJHykD8y36V33wYV1udcfcV3Lb7seo3g/wAqicugoRd7s9pPCmuauYduryTJghl/XvV65nO3b5rk+marIuOTWDkdkIX1ZJBEFO5utLd3SwxMc44qOSfYv0rk/EmsiC3fDfNiklc1vZHMeMfEUfmSxMSwMbKMHoccVN8H9QV7LU7RyPldJhn0IIP8hXnetTPdXhZjwRUGj6te+H55zbuI3ZCj7lzkZB6dM11U42RwVpc0tdj3fXNcsdN02QGWGNGyV3/x+yr1P16V5VqHja4AmW0Xy1kbLO3LH+nrWAx1HWGkuSZZP78sjZ/Wp77QriwgSS4ZSrMFBUcetXdLQXM1rBWMoSzXN8khBIeUF2xyTnJ/rVO9h+z6jcQ9t5A+nUf0rtvDOjx3msQxcMBBK5HdQV2j8y2a5LXEP2mKUjDNGFb/AHl+U/yFTzXkZyi7XZ9H+JNZWztSit87CvKL+9Es5Ytkmptf12S8u3O7jPSsBXeaUDuTgVzXudyVkekeALDzpHvHHA4WvRwOMVz3hax+waNAmMMV3GuhDjHJxTM3qMliWRGRujKQfxrlrHwFpFoq/aPNvGXoJWwg/wCAiumnmCISD071iya/EjFS2am9gsasNtbWcXl20McKY+7GoUfpS7x+VYj67D13iq769EpOGBpBY3JyrI27oRg18z+Irb7LqE8H/PCZ4/wzxXusviCMoRu7V5WmlW3ibx7e2V3eyWyTLLJGUj3l3VCwX2HB59q0pfEZVV7p0/wIhWS51l2Gdghx/wCP16V4s1pbCyMSt87DFeZ/BC4W1h8QSMQAFgOT/wADpnirXGvb5yGJUHAqqm5dH4UY19etJduc5JNegfDpCthPcN1Y4Bry0yF3Jz1r17wzH9g8OQBuCy7vzrM1ZtXtyEQjivPvGMpl0i5TqMbl+orb1PUtrHmubu7hLpGRwChGCDQmRY4ezvJntorSGMynb91P61uW2jyT7ZdQk3AfdhThVq1axWtknlwRqqj06n6nvUzXHGAeKJT7BGGmpdhkjgUJEqoq9ABgCqfiKT7TodwndQHH4GofOPWqGsXDjTpAjEEkD6+1Zq7ZTskcTdYN4WHRiDX1Npeqm0mKRgMJFC8njPHP4V8/a9oGkWvh211bTdQvJwbr7Lm6gEa3BC7neIZ3bVJCnd/eHuB6xZXX2jU2Eb4SNQeOxNbV5cticJBS5mz0ax1P+0PtkPAlgcNhe49R/ntV52driGWNQSxDAD+8OtcT4auyPEF+inJSKOT6gEgj9ateN/Fg8J6Sbe1kzqd1u8o9fJQ/x/X09/pVwldXJqRtJpGB461jT7bxvZraSbpLdfKumByAS2Qv1AP9K2N25QR0IrwuW5eSVnLszE5JJySfWvYPD9297oVpNICHKYOfbilILWNFhkYriPiLYeZo8NyBzFJsJ/2W/wDrgV3B5qvd2lvfW7211EssL/eRuh5zUp2dwaueXW9zPqLC3tLN7rYcBI+EHbLGt2PwjfaiA+s3YSPtb2/T8TXZxQw2sQigiSKMdFRQAPwFMkkqb66D33Mqz0aw0qPbZ20cWRywHzH6nqap/D1Tp2t+JrUdpoyv0bcR/Oq1rd/bfGcumXmqXVrbSS7I3iljjWPuSxfjGM8dScCrfgq3nTxR4iS4M++J44yLgASDaXA3Y4zjHTinJNK4oNSmkd7GpJDNyaldwo5ppcKtZ95dbFPNZHdokQalfLDGxzXmXiC7lumaT/lmDtHvW9reoPK3ko3zMcCuP12/RXS0jI2R9T6mtYGFR6GfFYtf3UMSDLMwGK1vF+jw2Gu6a+xfLmSPflcgleDkfgK0/A1gt1eNeMPlj4B966DxZo6a4bQJciCSCXcXxk7SOce/StOY5mupyL31mAkKgiIHKxRjLSH0wOgrRTQtR17DX4WytOMRAZkb/D/PFbemaPpujIGt0DTHhpnOXP49vwqzLfKDgGs3K2xo7vck0zSdP0eHZZwqhIwznlm+prxzxfbi21a9gH/LO4Lr/utzXo3iDVZrfSmkt5mjk3qNynnFcf468NalpelaXq+pPO1zqHmCaJ4yPIChDGGP94q2cdunXNaU9XcxqtJWKspJcknPNaHh+JJtZtkcZUtRRWS2OuWx7vbKBAoAxgU+Q/LRRQzFGVqUjLZSEHsa8zu7mUTnDd6KKhmiIjdzZHzVG11MWxuoopDGSTSBfvGuTn1a50bxINRtNn2iMuF3ruHzKVPH0Y0UVtS3MK/wm98PJ5IdF1/YcbvIB/8AH6rXLs0hJPeiinP4mVR+AghAadAehYD9a9lf93psSrwAoAooqEW9zjtVdt7DNYDyMrcGiip6CZIvWlNFFSUhD0rO1c4sCf8AaFFFOPxIU9mZniTxZJ4gjggm0jTLU2wWOKS1SRSka5wgBcqByScDk8+tereGVH9mmY8vJISx+nAooqsV0/rsGD2l8v1Ol8IIsd7dXoUGZYZTk9DtPANeQa5ql3q2ozXd5KZJpGyx/oPQUUVcPhQVPjY3w7Zw32twQzgmMtkgHrXsFuixwIiAKoGABRRTJkSMcLVbe2etFFSyRjOx71A7HHWiipGcDqOtNpesaihsLC9jlmDGO8h3gMo4IIII6nIzg9wa6L4a6hc6nqGv313J5lxO8Ukj4xknf27fSiirn8BNH+Id7KxrA1WVliJBoorFnacbI5/0mf8A5aIvyn0rg7hi9w7McknNFFbU9jnq7nrHg+FIPDsLRjBcFifese8vZxfSDecZoopSM0QteTH+Kqz3UpPLUUVHQpGZrNxI2nkFv41rntb8R6tqWl2ul3l7NNbW8ryoJJGYlnxnJJ5xt49Mn1ooralsY1T/2Q==", 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", "info": {"video_id": "171484", "label": "taking a card out of a chest", "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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mulS8ZXVszZ2sRx6gVg+JbxHuZtOkxvmtPtEJ/vFSdw+vAP51a12Q212kw+ZodhXk/KCcZ/LNcX8TrowrpN/auweGaVBIOnOCAPXoa0aurGEb7o8q1mPydUuIx03kj6Hmu1+E2jQ6xqt1BPG7qVXaEOMHnr+tcfrci3MsF0uP3iYYDsR/kV7H+znHEJ/EU7qC0a2wDY6A78/yqXrEIvlndHrmjaBp3hi3LwxDz5OCxOTj0z2FZniLw7peo3C6jJapI064ZsnqK6jVrcXulSrESGXnA746j8qy7DF5pElsf9anzKKm2hopu9zymfTj9qe2TAYOVXP14rQttL+w+bl1dnbOQOwrSubbZrzH1+f9KdIuai2tzTmdrFHZxzXmfi2znm8WiG3iaSacKERepJH/ANavUnXHNcR4vSSy1jTNXhbY0ThSR9f8CacdyG2ldF7QvhxDAFn1qQXMvX7OhIjX6n+L+X1rpbwW1obe32LHDjaiINqj6Y47Vp28yzWkMq9HjVh+IzWD4nkKIjZY+WplCK2NxBGM+1bLcxbb3KPiSVHtzbMf3stu0qf7WwjP8xXhd6rW99PGrEDcenoa9Q8f3zRWGm39s/723uOoHADpyD25x0rzLUpFnlS4TgSLyPQjtUpWdxyvazPrm6V7mHZIqBMgkDk8VQvJ47W3eaRsKozWhI4VCSeBXm/jHXDK5tom+UHnB61jJnTFHLeIr1tWvnkYnGcL7Vp+FPBqXsD3V6uYzwg/rWTp9o19fRQqM7m5r2KxsktbKOFBgKuKm5UjiPEPhHTLfw7dvDbjzEXcG7ivH49P1HUZQttbSSZ6Njr+Jr6N1i3MukXsW3JaB8flmvN9IvkttHtowoWXyfvyHgA9MVSm0tDPkUnqcbbeENWkWTAQsjBWAOTk+9UU0ci4cOu8o2CM/ePoPxr0u31S3g3w2Uc97dyHJMaHr0H8zUNt4M1u7v5LwQRWIkbdiYgkE9wozz+VNTl1B0o9DEtNIWHwnJeMi4OoGNiFwNm3Z0+tecSJ9nuZYX/hYo34GvoS98O/ZfBF1pYk82RYnfeBjc+d+cfWvBdVx/aPn7ciQK5Hr6/yp03dszqqyOk8CSeQdQU9/L/9mr1jwtpj3Vyty6/LtyBXmPw6sjq2rXUcabItyHHXA54zX0JaWsdjZKqjaFXmokvfub03+7SKmr3kWlaa8nG7GFHvXk+JNV1PYcs0r4rd8Za39ruTAj/u096g8EWoudY808rEpP41PUp7HeaVpkWj2CQIPdie5rktZvhoXjzT9UJxFvQyH/YbMb/oc12t1JiM815z8RCr6fFOBnbujP0IyP5VcXqZSV0dL4j+Jum6S721swvp1yshjbag/wBnd2HsP0ry/wAQePtV14GK4uRHbD7ttD8sY/Dv+Nc3Z6dc322SVvLgxuB74+la9lY2cdvLJIgMYbhieSB/9etXOMdjKMJMwiXuZfmPy9K0ptNMXhXkf8fEbXSd/uOVP6VFp9nd3N5JHaQibDHDnhR6E11Wv2y2Gh6RGSGW3H2eQjuGXn9aznPVDhDc83to2uDsQEup3DHp3r7Jh/1a/QV8aWtzPpt8WhYCQZQkjPHQ19eLIyRKTM3TtgVVV7DorcdrMYlsJUyM4yv1FZVvCfKjjPRRipXYyyE7mI9zmng7BWDkdsYW1J0KxJ9K5zxJrK2tq53gcVfvr4RRNk44ryjxdq7XJliQ8YNEY3ZUpWRzmra4smuWV3HndAVc5PcNn+Ve9zXVtsinOGJG9AOpB5z9PevmOWJz++AJCn5vxrYufEup39rBYvO7oqKionG7AwN3djXYlZWPObTleR3vi3xfardNHC8dw2QSImyq47Fv4u/Tjk15/rfiO91l8TsCA2VjA4BqW00DUbp33bUZQMq3XmoIbFFupEdwpjYhi3YDrmjmQ3KdrLRMzZbd30Z5nHzpP39CMfzr2P8AZz2yf8JJETy6W/H08z/EVw2q6X9m8M6X8mPtVrJkf7W7ev6Gug+Ady9rrmoSA4jKxrJ9DurNy0ZPLqj6MtZSJVJzh/kYejCodO0prPULqbcPLbhF6nnnJ9PSny8zMqEfMMrjsw5/lS3FyVKTxvw64+hoQ2jktfsxbayzBSFKcH6mshhW94vmaDSX1BE3BMSEd8E4b8jj865+CZbm3jmX7rKDUvQ0Ww1lyK43x3ETo8LYyqzYb8VNdqwrC8SWZvNDvIVGXCb1+q8/0qU9RtEPhvXrWLwdZS3U6qYUMT7jzlTj+WK5fxR42tLglLU+cShX5QQB/wACPX8B+JriGt7y6uWitUZwMMeeBmtK38KTSXDRTXAEgTd8vTOema2cktzNJ/ZRk6vr99qqCKVl8lSNsSLhRjpWW0LfYWdlIZZMH6YrZk0+O31Ca3aQL5bY3se3r+NW9U0z7P4f02QJj7VBI3A77t4/Q0nLYmSlLWR7r4k1lbO1KK3zsK8ov70Szli2Sam1/XZLy7c7uM9KwFd5pQO5OBXPe52pWR6R4AsPOke8ccDha9HA4xXPeFrH7Bo0CYwxXca6EOMcnFMzeoyWJZEZG6MpB/GuWsfAWkWir9o828ZeglbCD/gIrpp5giEg9O9YsmvxIxUtmpvYLGrDbW1nF5dtDHCmPuxqFH6Uu8flWI+uw9d4qu+vRKThgaQWNycqyNu6EYNfM/iK2+y6hPB/zwmeP8M8V7rL4gjKEbu1eVppVt4m8e3tld3slskyyyRlI95d1QsF9hwefatKXxGVVe6dP8CIVkudZdhnYIcf+P16V4s1pbCyMSt87DFeZ/BC4W1h8QSMQAFgOT/wOmeKtca9vnIYlQcCqqbl0fhRjX160l25zkk16B8OkK2E9w3VjgGvLTIXcnPWvXvDMf2Dw5AG4LLu/OszVm1e3IRCOK8+8YymXSLlOoxuX6itvU9S2sea5u7uEukZHAKEYINCZFjh7O8me2itIYzKdv3U/rW5baPJPtl1CTcB92FOFWrVrFa2SeXBGqqPTqfqe9TNccYB4olPsEYaal2GSOBQkSqir0AGAKp+IpPtOh3Cd1Acfgah849aoaxcONOkCMQSQPr7VmrtlOyRxN1g3hYdGINfVYlabaAeMCvnnXtA0i28O2urabqF5ODdfZM3UAjW4IXc7xDO7apIU7v7w9wPoa1Ty4lz6Ct63Qzwqu2ywgCLVe4nVUNOmm2qcGud1XUPLQ81gjuZmeIdUbaYouXbgCvOLws1w6ucnODXR3V6EWa+kOdvyxg+vrXKxTG8utvVpGwK3ictR6m/4e8Oi70PVXdAfMhPlcfxDn+lZPh+S1tLaSRo0MwlbaSAOB6mvVtLtY9M0iKE4A2jd9a5Ky8GWMV1LJd3Bnh81migBwgBPGe5NU5JrUyirPQz7Oa6u98el25uJH4kuX+WNfp+tbWm+DbOGY3WpMLu4Y5IIwgP07/j+VbPnQW0QjiVERRhVUYA/Cq5vgf4qz5uxVr7mX49iU6BFMgA+yzKwAHRTxWT8JWW3n10D+9DtH4vUqTW+u+J5tE1XUrm3sbmTy1dJoo0j6EljJxjAPA5JwKpeEl/sXUvE1q6TxPBOsYW4AEi7S4w2CRnpnBI9KqWkGxU0p1lE9wHiR0s45nC7VZFJ75HG6t3OXkRTlZQHjPv/nNeXXczQ6C7MxLbM49+teh2UyPYRXEsojhiRZzITgKhXJ5pUp3RpXgotcpFrV3ZWXha9n1T5bfayqM8yMykbQPy/LNeeeDr8XWltAWy8Jx+Fcz488ZSeJdU2xFo9PtyVtoun1c+5/QcVB4EvpI9dMGCUmQhsdsc5q5O5ko6HpxqGSMNnI471NnimmoGeOk/2HrWoQkDcsgjXIycckYH5VtWGma3fqTbW4so5Dlri4++30Wu8Gm2S3r3wtYvtL4BlK5bgYH0qZnApSkNXtY5Sz8FabbP510GvZ+7zdM+y/45rP8AHtqv9hRTooH2aZTgDop+U/zFbnia9ntdHeW3laKQSKNy9cZrnPF+l63p/hWym1C6uWe/WTzYHTiHG0oGOPvENnHb86aTepEmlocpKSXJJzzWh4fiSbWbZHGVLUUVK2OmWx7vbKBAoAxgU+Q/LRRQzFGVqUjLZSEHsa8zu7mUTnDd6KKhmiIjdzZHzVG11MWxuoopDGSTSBfvGuTn1a50bxINRtNn2iMuF3ruHzKVPH0Y0UVtS3MK/wAJvfDyeSHRdf2HG7yAf/H6rXLs0hJPeiinP4mVR+AghAadAehYD9a9lf8Ad6bEq8AKAKKKhFvc47VXbewzWA8jK3BooqegmSL1pTRRUlIQ9KztXOLAn/aFFFOPxIU9mZviLxZJ4gWC3m0jTLU2wSOKS1SRSka5wgBcqByScDk8+tfRwYhB9BRRW1bdEYT7RSunO3rXFa3M5ZlzxmiisOp1nJeJ2MYigU4jVcgVB4OgSfxDCJBkLlh9aKK6Fscktz0XxDPJDaL5bYrmhezleXoorKQkRyXc2PvVXNzLj71FFKRZhPr8ml3t4j6fp1/FNIHaO9g8wBkHBBBBHU5GcHuDU/hC+uda8SXd3fymWa7uFlmYgDc3zHp0A9qKK1qfwvuIofx18/yPTryNZTBC4zG7kMPXg0nxG1S6sfDmkaZbSbLaeDfIB1bBAAz6e1FFY4f4TevujyOQksSa9K8E2FvBpiXKJ++lJ3MetFFbGfQ60VDKxB60UUmQRF229aidjnrRRUMZz3itj/Yjc/8ALVP51w+reIdUvtNg066vJpreCR5FEkjMSWxnOTzjbx6ZPrRRWkNjKe5//9k=", 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", 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", "info": {"video_id": "171484", "label": "taking a card out of a chest", "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": "fdae38d1b78cda537d381d87781e4e3a882209557ba8335e36fafb50262c38c8"} +{"episode": 68390, "episode_seed": 2773463650, "split": "train", "timestamp": "2025-10-13T03:35:56.648565", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2773463650, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'unfolding seed packet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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mh8u2PzRqMZFN0rVNOhRRCEjDEZAGMmunjmGR5eCr9qyqz7CWHThys8vu7gyWe2RclsEnPI9KxZH4wDkbuDXr+peHbS9t3eG1t47nIYPtwGPo2O1eU6vpV5pM5iu4WjJIK7sYIz1B7inCcZR5TKNN0nFW2a1+Zv8Ai7VIZPh9o9sl15sjKu+MODsCo3BA/DrXCa6fm09z30+H9Bj+lX9dkDWemRRwqoFmXdwACzFiBn16Vm6sS8OlE9DZgfkzCilHlS+Zbf72RtyXTiceZIqCJVRARzgrk4rT0K0h1i8ZJUSS2typLhSMjP3PxI5/GuQnlaS9dj0yRx6DivRfDkC6boCySDaXzM+fU9P0xXTSp3ijmaUpmt4ru3fTbO3Tl5JMhF7Ko/lyK5+9s7ldKs2aLdG83ls4OcHPSrF5q1pcklt4dUKq4boPpXQoy2/gq1BYkmWMg45yWrHG1+SiqcV1udNKFqin8jkLS6km8R37ABU80g46ADgV2OlyhZyrH5WHUmuF0+aRtRvo4oy7NcORjtzXTWumTNNG9zcuCeAkRwB/jXO3+6S8jpgrIk8SaNIlz/atum5cfvxnpjo30p3gOZxJqIDHBCd/dq6S3tZXspI3cyLIrIuVx27/AJ1yvgYNHqGo27gh1Rcg9iCQf511Uq7qYSdOX2bfdc450lDERmutx+taMU8XWt5bxxEXscqSCVdyFwh6jvkfyrzi1SVfFUqOEUBJl2p0HBGB7V7Tr7ra6LLfGHzTafvgmcZ4IIz9Ca8PhulOvQykEb53bjkBSrce/auOF3GXob1Pii+wzQppbWO+MRwwAX8zitc3kdvHhZY5Cp2Kuw4YE8gen/66523k2x3fl/xuoOfTk8Vc02B7y9t7cdWccjsO5/Ku+Ebts46ru7Ho/gmxitppdUCBJJuIRjGyMdT9TWLqWrr9rFzM5IlkeTd/s7sD+Vb11dfYtGuXjOwRwlUx24wK8/1SR/3EW1SqW6fXJ5/rXVBKkufrcVSPNHlPRvDV5DHpEtwH8wzPsZS2B09PpXNeUbm7gjJWQPMhUjquSMiuetb97eCOSMsjRuSpHOMir2i3AbV4J5J/kjDSEdOFBNXCqlCblrc0hScbW00KV4zebc71Kv5zZU9Qcmt7wsN8odT8yMKwb65N9eSzMu0yNnA7elaHhq7W1uSHOAT3rhxFKVOlys0ozjKWh6nq2lQ63pElnMBvYboX7o46V5d4itLq38LaczxW6upeInbiQFWYYJ7jrXq2nXS3UTAAZYZHse1cF8TJTDNaQiEKj5nEgPLdiuPrzn3rzcPJ35Ter8BwepKRo2jsT8yxsD/30a3XuX84eZKqCJVRARzgrk4/SucupI5dFs15AEsoA9Bu4q9FBd6nqbQW0RklYkKi+grvpxva/n+ZzVHpp5G7YW8etXosxtaNGGZVXBVARu/Ht+Ndl4qvVttN0+ygxHCDlY16BQMD+dU/DegvoqNFeFVu5WG9B/AvWq+sWV7qXiR4IUMiW0Kn0HJyOfy/KuujKEZ88notTNwap2XU568vBPqFvZK+MlfMbPRunP0FT67dBVi021ciOFCGc/xEdP0rB1O2uNN1S6iuc+cvO7+9nvVrR42vboz3R/cKQzY/iPYVx1m6tT2kjSnTUUmixq15enRbK2upC6OGdSepHRQfwrnSNkmPQ11fiW6iltorfYPOR9/HRRj/AD+Vc3MBuU461q1JO8uo3bZHovw8lzvj9RUmpaAbLxlDJaxw+RfRy/LKu5A207gR6d8Vn+AZQt3szjNd3reE0V74Q+c9mWlCZxnAIIz9Ca4KrtVaR1Q+E8WtElXxVKjhFULMu1Og4IwParXgRhBqk7PjYuB+ZNZ0V0p1+GQgjfO7cdArK3Hv2qz4cVmh1N4Ml1ZGA9cFq7aKvPXy/U5ltbzPbG12Kw1eyliVfKktl3oPUEq39Kr6TI39utZGZiokYLzyBg8/liuEutSKW1ldlsqh2t7bsY/UV1mhedd+IIr+aJhJPEWL9F4GOKpxTmodzpsoQbM/x3C+natFHbzSIk6mR1Bxk5x1HJrDfSL46ak0CAJICCScZArX+Jshj1ay6mQQ4Bz0+auUfWLqKwEMQwB8jZJOcnn6VzVIyg+WDvr1Obk0UjM1EXGmXAQS7iCCAtdVoXjPyUgW6dcNkDJ5BB5zVbw3Yf2zBNcOA0u7Zk9hiuQ1y0NlqU9urAiOQjIrWVG0E5PcqNWUW0e8WGqWt6d0UwPToaZ4n0WPXNGlg2jz0G+BvRx2+h6V4ho2sXNncIEuHVCecV7lol4bvS4ZC2TjGa4KkJU3c6ISU0eTa7b3EfhHS5vLtx96MNtxIMM3DHuOv0rndSUjRtHcn5ljZT/30a7X4iTC2u49OWDYEc3CyA/eD5JAH1zXC3ckcuiWajIxLKAPQbuK66aenr/mc8vjkzQ0TTJtW1pIFjJi3lncDgKOT/n3r0HVHhishBJJ5YY87euBTfCGnLp+jG8lTZJON2D1Cdvz6/lXGa7qc17eSFCQp/QV1KXKtDGnGyuyDWJYoGH2aV2BPO45rY0XxTPLpi2F7IoSFjIkh6kAHCfn3rjZN7dST6VsWH2GHTi13GXkLfKqOysfXsRj61lGlCs+Wo9NTSUmtYnSxXcFjLIYgFjY7ic8kmtG21qe5ZUgs55V/vBcAfia57Tr2wRVZkKsrEBnO447c4roLTxJZLhPNjGD3Nc1WHLodSmpWOv0q+vpcLJbSIhOfm6DjrWBY3awfELVCuAskTfmNprc0zU4J4yEYEdsHtXFXcv2bx07DgPJjn0YCpwavKpH+6/0Ma9ly27npeqwC50C9jAyJIHH5qa+cofm1ex3HhjzjjrxX0rbus+n7f7y4r5sdTB4gSFwQ0FwYz+D06D3QVnoQxB9khUbi0nT1612vgnR0kmkvbyRoFjyiqF5J7n6VyNi6icochjIQCOxr0qO3htNGhhsyWMS5ck5LE8k13rRHPGHNNvohni+F7bQ90D+bA7hS4HT6ir+m+E7O7sN97CsvmKh3EkFQFAAB/CqVhdpcrJazgNBMu1lJrq7acNprRxorNGAAvXIpyl7Xlpy6Nv1NJ07e8jkL3wDCI3WxuHHOfLlGcf8CFcudPuNOuZ1uRiRLViMehIX+temWOqwXMgSJ2U7tu08/wD6qxPGCx2aNeeVFK5AiCSjKnLBuR36VNWPJUjy7NpEqo+RxfY4D/lqP94U6B/LuFbtmuoeGygmgVrS1In4QpbKwVlUs2Tnn0wORznpWVrtrDbyFY7eKCWKVkkERbaTtU4AYkjGa668lVi0clN8srnovhmb/RI268Vj/FGy3aLaXI+9BKyn/dZSR+oo8GX6tEsbHla6XxPpp1zwzd26/wCsaPcuPUcivn/4dY9X4oHgKrnSLTk5Mrg8/T/GvQPBuk3MLTanlQZDsjXvgnk/yrgtpjsYY2BBSd1IPY4Fd7Yak1lNHbZ2gAYya9WnFtXRzQS0udVLObtWkUnzkGRnuR1FT6Hq0e6USBdzrtDY5z2rnry7Ntdpco37uY/Njs//ANehbWS5ut9o4TzBnHYNU3tJHXyJwaE8c6at3aC8RQs8ZwT/AHh6fga4wyzWsKQI+Fxub3NehasDJYxwzAl3PzBeScDPGPpXGw/2dcwNK0C7+etwwOQen5c1204R9rKb2R5s6jUVEyd7OHZySx6k1XuCQqGum0yK1vXuIYrKy/dgeUzBm3k+uWBP0HP5GnTWWnXtg08NpCsZcRq43RsGLFRxuYHJBPsBTxDU2rdCKUrMs+DBmSOVThlbmvU1gE1rLbSEFLiMrn3IwR+VeN+F78afdbHI+9ivW9OvvPs3IAyPnHsRzXz+IvGrc9SDTij5/MJi1+1hkzlZGRscdCRV3w5ffYZbpjyJCM5/Grni6yGnfEB1CkRyTLNGexVzu/qayLFdyTj0f+pr0Kb6nMtJM1mle+1GOzQ/uJJV49BnNe/abDbx6dBI2AI1OBXgGnzJZ3Uc7Lu2NnFdHcePNSuZobS3AijZwuRySKaVX2sVTV20Ock4vmZe8bTPrGrJLbRny4FKNNJ8qAZ9TXN3celhCr6kWckHFvCSD+JwKkuZBcSoZ/KmO9gxkeRgpUZOPmHHTtUTppn+izLbkxzlwpcuo44/vdc+9dMcAoK1SV35GMsU9oohTV5bW2e2sC8ELtlyTl37cnt9BWTKpluHLkknnJrcun0+1UPFaWztgEK0juM9xjPajXbKO3FrcRJBGkg27Yh1bGWycnpxx155q68IKmlBGcKjlO8mcyqbZtpr2bwLODonl+gzXj9wAJwfUV6X4FdhCoHIbivLxX8M7qK1ZB8XLbE2nXS9HikQ/hyP5mvLwu7R7Tk5Mrg8/T/GvZPidbmbwksu0l7OYEkDqjArn8yK8cQgabbjB4mYfoKqhK8UZ1F757Dqt8BYzeXwioQPyrzya3aVdxIA9B3rq9dnt4bOWKORnJU9e1c1Awe3zWtSXuKyHGzZjvF8+0etMY7Wx6VcIzO+euasw6FLfWFzepOkawZyrKcnC7v606UbtJk1JcquSWWo6ba26rILqQkkuoRAO3Q7vbriszUDazOslpHMisWLCVge/GMDj9ah0u2OpajDaCURmU43EZxxn+ldPa+DJboXcUd/F5ltgAFCN5K7sZzx6V1VpU1HlZyRk+bmG+C7p11ARM7bTwBnitLxLb3Ft4hgvSh8iVlAcdMjjFZHhaNlv43QA88jPSvVbjTYdU0RLdyDvH3scq3UH8DXjyrexrXS3Vjv5OeKTLWiT+bZAZ5xXinjCL+zvG2oQ7FCy3Uc6nHPPPH5n8q9W0OZ7WRrWcbZEO1hXAeINIj8Q/E2e0u9QltkKSCFkj3ksiFlT0A6nJ9KeH1m0GI+G5zug6W99rc7PxDa7pHPqew/E11iXLW0iITjPNc54RuZza6tMZM7vKLZ753VvJdRXkeyQZI6EdRXoRbUdSILsXTmSYyRACQdcDrVrT9WeJiGJVweazfNexVZCdyHvUrCG/VjG/lswxn61zSdzqgdDp19phiM1v5b7n8xmU8g/SsfxtqVu1lbsYhOjyfd3leg9q4fVbaXw/fpFDdFmaMPuUbe54/StaSBtY8PWlxc3LbhJgKqju4Xk/StvZ1IzjeV43+Z586ilfSzILfxXKrkmBuQFJFy+SB065H6U3WdStru3j8hZ1cZZ/NcN/CAMEAE9O4qxL4Ttl1BLeO8lCtE0mWQHkMB7etc5qUf2K8mtBJ5gicpvAxmuyMoPY5bNHW+E70Q3iHd8pr13T3ViqA5BXNeAaFcMgRs4wxxXpl5q9xbeGRPaXDxThkG9DzgnpXiYqDclY9SjL3LnL/EzQBpOotcW6Yt7iXzeOgYjkfpVLUY3lRJIyd68git3xiz33heO7TWb+7Q3HkD7VGqrMQuWePHO1ThTn1H0HLxXbwzmJ8sEODXdhm4w5ZGTabujRtrxry0a1mOCwyre471a03VZbSaJJxtO7aPc1ntbrNiaBx6ke9Itk+oNayrdbD5zR425wQCc/pVKDqOxrKo4RNXxF4ggVkheJpAyndt2/yIrnbTVrG0VVS2uXAJyJJFwfyWrN5oUk8N/eyXoY2zMuPL+9tAPrx1rF0izXUtSitWkMavklgM4wM11QmlCzfqefPWRsW2tW1qjCCxkQSDD4umBIz9OOvatSLX7W8wLlbuNRgnaySLkEHO3CnPGc56k+pqrb+E4JHvYzeyg27AKdg5+Tdzz71FNoX2DQrfU/tiSCUJmLYQVLDPXvTjKnJ6mbUkUIpALsHpk5/WvXPD8mbaMA8FcV4x5o+1qM9R/WvUvCV/us8d1FeZmENbo78JK8bGZ8TLExCwvVjDCKZYmfuFzlf5kflXn1mSlxeIf7/9TXpN2U17xRdaJqepXUNjJLsQpLGix4wckuMYH55xXm9xbz2Ov6naOJ1aGdo9twAJBgkDdjjP04p4e6hqE2ubQneT+EdSarG5RbsB9xRAd23ryKllYRJuPJPSobWw8+5tleQqLiRhnGSAO9duHnyzUjGrtYvnXlOAIJMBgwPmgHPHovt+NOfV7KWWGWS1m3x9NsiL+HCVIvhuJ44X+1P+8uPJ+4Om4jPX2qhremLpF8tsJ/Nygfdtx1z/AIVs6qnLQ53Fo0X1ayuFiSTTmcJnBNwQcYx2UVfj8Sqw2yWsu3aFO24zwOmAykev1yar2Xh63m0CDUWupBJI6qYwowMvt6/rWxJ4Kt11SK0g1JsSQvJukjBxtYDHB75/Sp56ezFZ9DnNTispEjks3uN5J3JMijaMeoPPOewrqfBWopbBUdgCD0NczqdqdPvLmzaRZGgcoXUYB9xRos2LuI9mI5rlxlJcvu7HZharvZnsmo26az4fuLNiAJ0aNSfUj5f/AB4CvALpma3nJRUZbo7gowAccjH1Feza/d3Fr4VMtrM0TiSPDp1615t4x8M6joWlWep3cs/napLJJPCY8CEgKVDH+8wYnHb8DXFhE7M1rtcyFuZpGDbmJyDnNMsiTH9KKK9DE/CTS3IrZBPqQjf7rPg4rf3ldE1gKAAGkAA7AIBRRWdPYyrbnJeG/wDkP2n1P/oJrurOZ459QZWIO9f/AEWKKKdf4vl+pitjIgYwyaW8eFMlsu7HfA6/WvUNHZvIiGfvHmiivLxfxHfQ2Ha7CkaPcoNs0YyGHf2PqK8k8Q6tc6d4gl1SDZ9pimYruXK/MhU8fRjRRV4PceI+AyfDRKR38YPy4jH5Zq8Ha3uf3ZxkjiiivS+yYxOhjYy25V8EY6Vi28rw3zIjEKT0oormOlFLxaSdUt8/8+yH9TWrYEjwrYgd5V/9G0UV1P8AhxPOl8bNGR2GsDnpbNj/AL7WuF1gk6zeZ/56t/Oiirp/oS9jQsYlj0jT3XOZDKW/BsV1k7t/wi7gnIEkfH40UVw1/iXqddL4GVNe19tYtYY5NOsYDCipG9urqVQA4UAsQBznp15rnJ2K6kxB6tmiit47MiJoMxif5DjPJFT6NI2Yhnpcy/8AoJooqqT0NK3QuXEjHw/qxz1eXP6Vznhb/kYbf/df/wBBNFFXD4JHHLdHYwu3/E1bPPmEf+QlrI12Rl8I2YB/54/+gUUU4br5BLqctbL5l5GGJ6k/pXoXgx2MrLngiiiufG9Towu4zUNWbTte1WM2VldxSTbil1DvAKjgjkEdeRnB7g1yN5dzX+s3V7cvvuLhvMkfGMsTRRUU/gQ5fEzO1J2Xbg9604DiXTccYkA/PNFFbrYiX+Ru27ERWQz/AMvZP/jzVheLWJ13ntEn9aKK0ofGZTOh08n/AIRLTx2Msef+/orWlkca5Hgn5bZ8f99rRRUy3fzEcPrMjtrl/lif37UzRnO5OejcUUVdf+Gh0fiPStedm8Fxknkyx15/4l1rUL/SIdPurqaWC3dpUDyMxLNjOcnnGOPTJ9aKK87DbM7K25//2Q==", "info": {"video_id": "27608", "label": "unfolding seed packet", "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": "27608", "label": "unfolding seed packet", "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": "27608", "label": "unfolding seed packet", "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": "136f49791407c0ee91f3434a45c8b77600717968b8731ea1f46041bf1b3c5a01"} +{"episode": 68391, "episode_seed": 293808405, "split": "train", "timestamp": "2025-10-13T03:35:59.163402", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 293808405, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pen so that it 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', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "89093", "label": "pushing pen so that it almost falls off but doesn't", "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": "89093", "label": "pushing pen so that it almost falls off but doesn't", "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": "b0f8cc8c657f4b5abebc29bb2558dfc5569d996be1f227253397a060628aafad"} +{"episode": 68392, "episode_seed": 3444277681, "split": "train", "timestamp": "2025-10-13T03:36:02.153659", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 3444277681, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend a stapler so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "163043", "label": "trying to bend a stapler so nothing happens", "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": "163043", "label": "trying to bend a stapler so nothing happens", "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": "163043", "label": "trying to bend a stapler so nothing happens", "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": "163043", "label": "trying to bend a stapler so nothing happens", "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": "c2e2d621767a6fa64806161a88b63be6f42faada43f15b86c5982858cef3f586"} +{"episode": 68393, "episode_seed": 2775068662, "split": "train", "timestamp": "2025-10-13T03:36:05.406572", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2775068662, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 keyboard 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, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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JVpJDyEjG5h74FWINPvZw001o8IKKFlnAj3AD35rRT9y5Lj7x0vhrRPCt/Fe/aII0unYiGOeUDC7TgrjHO4g8c8ehNNuIjK9nKWLRWV1tmMa7iOByB345rzVNbnxiREf3HymtbTdRvbySG2tZZo/MlDquflDL/F+Fb8qTTRnd2se/eH/DdjqVvFPa6vbzRuAwwpBI+hrWu/BtxDEzW7pKcdOlM8EJp32WFFmt1dkWUQbwGXeA+Mf8C4rp9ZMlvbGS3uPIcDIJOAa3U5XSuZWXY8n8V2UkO4lJot/WN0wASBkg9+lec6jFiNX/ALjq36//AF69T1zUtU1ayf7SkctvE/MyqAwPQZx9fSvN9Rj3Wcw77Tj8K6LOVNpkXtO6O4047tGs23dIFH5CrrXUGn6ZcXU74QL0HVz2ArB0m4ebw5ZFVzI8eAq9zzWG0GravfeVJcLH8+xY1GQntk14t7PU77XGz6vd3BbaEXcc/LGCfzNVbmHU5186Vbh41U5ZycAZH+IrfPhSWDSrh5bqR7uNC4CyfLxyf0rKsbiWS3CtI5Uq3BbjoP8AAflW9DDuqm0zGtVVK1zMt7WwuJFi1KFyhkT50YKUXPzH16eldve6doeky21xon2ZLaYiM+U+dx3Hbnnrggep7155rpv4YkubS3aSBDtlbZlVJ+7k9s4P5VQhudT+zx3v9n3KQM+FuIxlNw569iKUIqUFcqTtI9H8NW7W1zNpkwKz+Y8g4wHXPUHvivRLbQ2e3DbO1ecfDeRrq+kvNSnAjJ89ZZzjByEYnPTO8fior6AtFt3tF8l45Ex95GDD8xXbGryxOZwuzgUjMPnW7+YH+V4pI03OjKcjjuMZrzfV4SLpwSTjIBIwcA+navWNYvLrSdR32LwtJJ8u1lB/A56fnXnHiJZ21CSS5hEM7uWeMDgE88e1dEHdsh7IyvBg8rX7yPJGUb9Qp/xrt41DThGOTn864XQnMHi8KAAssBOc85Ga19cudQRAbMiNZDtMp6/QV5GIXLUa8ztp6xRd8U60sV2tpbFJHjUGVmG4BsdB9K5r7Rqd27LCZSz8YhXbn8utXdN8M395suJb0iEth8YQk/gPek1Ozk0XW4EhnmMboskbM+W9/wBamlT9rOyY6klTjdmBLb3MW0TxMr7Qfm64I4rT8NaJ4Vvor37RBGl2zERRzygYXacFcHruIPHPHuakvWLxIWJJ2Y5PpXmC61OOJER/cfKa1VLkqSg3sZqfPBSXU9JuIjK9nMWLRWV1tmMa7iOByB345r0nw94bstTt4p7bVreWNwGACkEj6GvAdN1K8vZo7S1lmQvKHC54DDo34V9JeB0077LCiz26uyLKIN4DLvAfGP8AgVb024qyZE9dWhb7wdcwRGSB1kKjIxxXG+IvtstotrLA4MeWHGScgZ/kK9Y1kyW9qZLe4MDgZBJwDXm2p6jquoYkPlfIxAuFUK2cdDjr+VbRqSS53Z/gSopvl2PLNUt2jUMysrI6sQRg4z/ga7/TznR7Nt3AgUfkKsGKw8SWX2HUo/3wXAmQ4dSPfuPrWvbadYWdvHbxrvWNcAyNuNcNesqjUkjsp0GtL6FW2XbaTuoZyV4VernPAqhaeHru4YyX80cYY5McKAn8WNdMnlqnygACmGYAdRXNds3VJLcLW0t7RQI15Hdjk/rXE/EaGwuZ9LS/jdo2kb50YAouV3H16V10l2gHXmvMPipqckT6V5ZQj97kMM/3a0pK8hVtIOxq3thoulzW1xov2dbeZhGfKfO47jtzz1wQPX1qp4ctjBcS6dNlZxI8gBHDrnqPpXmsWsP5ikKyODkMh7jvXpPw6Y3V7NeajOFTPnpLO2MHcEYkn18wfiK7KfuSujgn7yPQrbQ2eDcEJyKSe21XS3+0QwONoBVgvoepHevQ7C3tX09WhdJFx96Ng36iuN13U9QsLoR2t1HKH4Eb4YfQ56V0c/NokYr3TyXVo2a6cuOTn+dM8Hjytduo84yjY/Haf8a09fSb7c7XMXlTMxLpjoTzWVojmHxWqjG2SAnPuM0sWr07l0X71juoITNOEyOOST0qTW9L1O6jjOnJBOVALqzjd0xwDxWPdX9ztCWqnahDO3qav6Pq1xPdbdrA4wW7V5PMegoJ2MaTwz4rdWYW5Td1CSohP5GsdvCniAYD6ZOWxjPDfrmvV47pgAC2W+nWrKyFhnpRcbpo+XpNGkVyscsLkSGPAbByOR17HtWhpcb2pR2gEoW3c7DyG3EkDg+gPT0qFnacuxYDKjft4zggAj3ojuP3oeTkk8nbn/PP5V2nDqa7anrs9412gKGU/KgAAUAAAAHoAAAKqXniDXbeTM7XETN0xMwz+tRJcR87ncKcHAU9R+NLNmU/Mu8Lx83NF2uo7IdH4i1qaAMgunCsQZcFwfY8UHxDfqxjnjjbj5gy7eD61f0jVn0q1eBIcxu+/IbBU/5AqlHdn+2rnUtTMs6SBolKEBjxgdewBFNVJoOWJ0mg63PBp9tBHHEUtWO1vmO7OTzjtzxWtYLeXd0s0JiR0k37pMhdx9fX6Vx2jSxC2kI2oA2AHK5A/On2p1DxHqLW1peJYwWwBJZ8DrjPHU5rnlBczkkbQd9Geu/Zr1ImjuFjeSdNrmJjsyVwcZ6D615lZTSxxuphOEDAnI7CvVbS5iS1EUtysu1ArOeATjr7VmRQaPZM32eC3XPUgZ/nV4bEexvdBXwvtLWZ5/bR/bWhhM8MDuDhp5xCrYxxk8GltDNpUOq6Rc3eImYSFIJElSV+mCc4wBnJHPbFbHjB7a+1jw/AZV2NcENjpjcmf0Fee3873+r3U6H5ri4dgB/tMcfzopv3UjOrB871OotdbvH03Yk8TSWZ8tGliLGRGOQh9VXb0b8Knl1uUwxlJfLgck7Y5WVlIYDac9B1x7Vgy6f/AGdb3Mc+t2iTxSlWtV3M5ZeM5AwOp71BDeQWwjdrkuhbdLEin5uO5rRS7GVk3obsuo3SyFotRvsJgtFLIWHP8OQetUH1bWVP/HzDIM4w3/6hTWLW1wbd3jM6iNERQdoJA5PrwfzqNVV7lbYMC/8AqycfxZ5b8waam1syuVF3T9XvoNVt9QmtYt8JKKdxIbdx2zxXUnVZ7iCOKQRKkbmXc24fmT2ArjraWINxuCnoMZxV5SJBtjOeOVcZBrGqlNpy3NIaaI9U0PTc2Hlw3olhk/eRttPLZBxuz046VzfjYXEV3p8zwHcA8WN3oQf61R8I6rd6FfOJbhri0mbJjbqhJ/h/wru9UuNF1Bo/tDW87R8oHGSpNZ0pexqKRrUpqrCy0POALm6uII1tpD8pyFG7jPtXnMmkP5jLFLC58xkxuwfUHnse1fQg1OzjjMcRRRjAC8V8+yyySSNkgFuu3gEDGPxrb2ntJyna1zJ0vZwjFMu6TC9o3mNAJcQMdmchs5wOD6A9PStJ9T12e8a7QFPNPyoAAFAAAAB6AAAViRzsJd8hBJPJK5qxHcpyGdgpwSApxxV+hFu5YvPEGuwSDz3uImbpiZhn8jXqumROumQxvNI4VA7SMcs57kk9B6V5K8hlIOCxXoWySDXSad4u1C0hxLB9oUDg4wR7n1rOpzSVjWlyxZ3cqW2nym6aQKuMnJwMVnR+NLSSWTyI3kRTgOAcH6VwD+ILu4vJZdUkkeywyRxw4Xkj0PUcjrUWjyxfZnwQgDAAOVyB271mqXc1lW6RPRJvGDlSUibABPINXLKfUNTtYp4ZEUSqDgqcjPrXkF3r0r3GyIeXGpwcdW+tdhY6zu8Mzx/apLNhbjyDE2Nzq2cAdyemM1E6VldCjWbdmTr4k1Cffuj2hM5wemK5/wAQahJd2MM8jKZY23oGGeQR0B61c0z57a4nkEjW6KxkYAA4xzx61Q1KPTbixguIZvLRWYKk+SzMMcDAwMZHX1rtnSpxcXA5VWqSUlMLz7DJrccz6fppS8QI6wymOON2X7y7gNhB654p0OorBZNYqhg8tkjuJISGeSNTkFcnH3uoAwcDmsW+1BiscizMbhHDpICcq3rmoZZmA84kGYfebHXJ5pEpM6P+0L3yClvqhIDEfMjJx/Ccqeh/Q/nVT+0ddikybppEGPkN0fmB7YPSs9Z/uh3CoinauOTznHHapEuhtDF3LsnzHHXI6degp3fcaRK+taxFkyfMoGedrDH1FaPhrUZ73xHaSOsSPGG3HJ+6Rycf55NZH7tjkZA7f5/OrVpNNbzRz2smyZCSrkdMf/rqZSk01c0hFJps9YEcSxLJIu1VOCvTaD/e9yaWZxaOUh2mRsBea4yHxfexWrhrWGWUZ2tyAT6sO9YWma/fy6sWuS3m7WVUxjZn0rj9i2dbrRS0O/1bWdR0NrV9glSYspHTBGP8aVPG2CizROjMMgda5DXb4XmtR+Vey3EbojBGYMsb4wwz68Dj3qWUWqXtta3STC7dQECkAckgfrXRGjB0Ob7RzOtNVbbowFtlUHA68GnC1j6laotqeWCq5Zj0VFya1tP8N+IdYAaGweKI/wDLW5bYPy6mhzUVdiUW9iDZAn92pbO5theLFKAyOCpAjLsMjqFUgkjtXX6d8MkGG1S/kmP/ADyg+Rfz6n9K7XRfDunaPIhtLGGPHcLyfqTyaweKS+HU09g2tTyiy8L6tfvuW2+zxZ4e5+U4/wB0c1vp4Es2jVbiaaSUDl0IUflzXobWmewpjWoBycVjLETb3NY0UkcF/wAK8snHy3Nwv12n+lVG+HEPmMVvWB9TGP6GvT47T5eB+lNNmA/uelKWIlfRj9kjzv8A4QPUVtzFHqx8s/wkMAf1qmfA2pxt/wAfkcij+EySDNeqtBtTjrXDo95feM7zS21i4tIQZPKEaBssqbgvsODyfSrp1JydhTioo4LxTpNzo7WhnKDfu27JGbpjP3unWk07T431XTjEweNp4yx/EE/ypdXnu9X+z/a7iSXaDt3ds4zUln5lgIvKOWjyQSPUV1Rb5dTndrnP30xutRurg8mWZ3/NiabHA8rBQpweK1UssHO0CrCRrF71VyQuEDeJXnLr5QnByP7ox/hSW8arqH2jduxIXwO4yaXAzkAA1LFwOKVxjobMHGFxx3NXQFt1+Xlv5VFGelNuXOQq5JPQDvUt3GbGnXltGkhuN6yYzGyLuBPoR/UVan0G68QwRyQSrCI8g79wJz249Kg0HSJL26SIj58ZcjpGP8fSuv1+3k0Twsz2LtA8cscalTz15FYTqJStHc1jF21OVh8HaraxkLNEx/vefIDXC/YkUnrmvStVu7m20SK/ste1GUNObfM8aosxCZZ48c7VPynd6j6Dyx9SLPtV9zHoEXJram5a3M5WexbFknUg0hWCI87at2HhzxBq4DQ2LxRH/lrctsH5dTXT2PwyGA2o3zyt/wA84RsX/E0pV4R3Y1SkzlLG9tFvVjmQNGwKn92XIB7hVIJPpWtaaTrOpkrFbLawE8PPwcf7o5rvtI8M2ejzo9taRrt77eT9TVj7OUJOKyniHLYuFJqRxsfgO0MYFxcSSS93X5R+XNSf8K9tmHyXUwx2IU/0rqnUgk1JEWA4JqFVny7luEexwNx8PY0c/wClZPvGP8aIfAl0qEQ3seB0VkOP513Eykn73NEbNGvrUqvU7idOPY4H/hFL6OQgy274OCpDDP5Vja9pU1k1vujhG7P+qZj0x1zXZ2FwL7xrNpl7qd1aW8kuxJIpYkWPuSxk4xjPA5JwK5vWWuRqt1aXT3BNrM8arcgB1wcfNt4zwM44rrhKel2YyUdbHM/Y3cruGAGBP0p8lqz7hzg5rU49KG5Fa8xnYzvszZyaXygBjip3bGaizzRcCWCFT94/lWnCqIAAorLF0kQ9TVrTvturT+RYQeY38TnhE+pqZOxcTamktYrGOdA6Eny3DEEM+M/L36dqI/Cd3qwSdgLUjlAy/Nj3weK67QfBltZwreXLC4vQdvmMOF4/hHaujW1QEbcADvXFKvZ+6bqHMtTzOfwNqMKg/aYGGccqQajHhPUETDR2sh7MXYH9K7rxY81poTTW8jRSCVFDL15PNYWt2Wv6HoumXl3f3Qmuy/mRFMCHAUqCcfeIbOO351tCrUlG9zOUIp2Ou03w9pGlr/odhBEQPvBcn8zzWlGoY80UV5jbb1O1KxchhQY4q2yKO3QUUVpHYRXKgg57U0Iu4celFFDAsqihimOAM/WoWAO58chQRRRUANPCSNjlMha8n1a/n0vxfdXltt82OViNwyPmTaePoxoorpw/xGVXY58IqAY7DAzQScmiiu2OxyvcZnIqNulFFUhMYDzU0ZoopsCyhwKtW6hLeW4xmRQcE9qKKyqfCXD4j1HwzYQWmkwGJTvlVXdzySzdTSePVVPDjIANqyxkD8aKK4F/E+Z0/YOA1XXm1uKCOXTrGAxKscb26upVB/CAWIA5zwOvNdpp3h7SdMT/AEOwhiYD7wXLfmeaKK1xTasiKCNCNQ55q5DCmRxRRXJHc6GWZIkUnA6VSlhRkJI6UUVpISM+WFN54qBlAJUDgfrRRTjsJlSXozdwM1ETgMf7vAoooRLOGu9ZbS9Xv4zYWF7FNKHZLyHeAyjIIIII6nIzg9wayrq8uNRvri+upDJcXDmSR8Yyx9u1FFejDZHJLdkNIelFFaEFWY4qk7sSRmiimNEujW0epakILgt5Y52qcZr1fS7SCytwtvGI1Xoo6UUVy4l7GtI34p5FhxnOeTnvVpZGDYHsM/WiiuRnREx/GZxoTIOAsiEfnXD3Wt6jqGnwWF1dzSwQO0ih5GYktjOcnnG3j0yfWiiumj8JjU+I/9k=", 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", 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", "info": {"video_id": "141417", "label": "moving keyboard across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141417", "label": "moving keyboard across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "141417", "label": "moving keyboard across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ce754dd3c6c285a520e6de8b6bfd71e8c16c6614a59f227ab744df7912d4913d"} +{"episode": 68394, "episode_seed": 1633528685, "split": "train", "timestamp": "2025-10-13T03:36:06.797964", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1633528685, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a leaf 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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"info": {"video_id": "56056", "label": "putting a leaf 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": "56056", "label": "putting a leaf 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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JCqhF6HGKccbccYNanARYyVyBw5A/GlKkxccnIpDIsasTz8wPNZUmoShW2/KA3SkIvsmQueoO3+tVbjJKegzXO6dqUl94yfTb3Vbu0t5ZtsbxSxxrHjqWLjGMZ4HJOBUljcXaapqVpdy3LG3mMapcYDrgkc44zgDOOKLEs215OanGcVSSYBRng9atRt0I6UCJi2AMjtRg7iQcEY6GkYgr9B2/GnY5bn+ID9DTKRQ06yZ9YvtQkx8zmOPJ52gYJ/StcgnFRQQ7I1XIJHUj1qYADHtQkXKTk9SIZEgGO5HHuKIhwnf+fWnE4lVieN1VJ7xYJEjQZOcfrQSSFAWKkYB4/wAKiBKrweCOlYOv6zdQ6WZLeQxSCVfmXqBmqus2viDRdD0q9u727Wa7MnmQlMCDG0oCcfeIbOO34GixLMm9XdbsCTgcj2rjif8Aib247Bx/OiioidUjuTM8U8Ww48wFG9xj/wCtT4R8jnvuNFFT0LX8R+hSW4khvJCmMkY5rvNOvJpNLtnYgkxjPFFFaR2MavxlqS6kwTx09Kr3M7tGVJ4I/rRRTZkUyoDIfpXEXOoz6V4ouL+22edHK23eMj5lKnj6MaKKSJNHwuxihvCv8KrjPtmmtM80rSSNlieaKKmRrR3MfWHYRk55HSs+zuHt7KSVMb/UjOOaKKcTarsdBpMjvpquxyzDJNaPhO+n+130G/8AdqUIHuc0UUluFT+GjqjeTBiN3ao/tk3HzUUVZzEeS7AscnbWH4oONEkHbzk/rRRSJZjan4jbW0t4pdM0+3MCrHG9sjqVRc4QAuQBzngcnmuvjJ2UUU2Iz9XuJIoQiHAc4J9qwpTiI470UVnI6qGxylzcSfag2eQBg+nNdRNmLSvlJBUZBooqnsi4fFI7fT7qaa2iLuSSo5oa5l2D5zRRVHKRNPI7AMxIz/Wm9Q/1NFFJiZx1zrLaXrF/GbCwvYpZQ5S8h3gMoyCCCCOpyM4PcGr+i31xqN5e3t1J5lxcOJJHxjJOe3aiimSbikkdasxOcL9aKKQFt5WWIYx1PX6VC1zKrNhv4v8AGiimND4ryZwckd+1K95MpAyOQe1FFBRC15NkfN1zVYsXKljkljz+VFFAmYviTjSJMf30/nWDNr2p6hp8GnXd3NNb27PKnmSMxLNjqSecbePTJ9aKKZJ//9k=", "info": {"video_id": "56056", "label": "putting a leaf 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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"info": {"video_id": "56056", "label": "putting a leaf 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": "06453007c055f7c2b985fe6690fd32a164fefff181fe9cf25e2ccd8ffdfd3342"} +{"episode": 68395, "episode_seed": 2911596802, "split": "train", "timestamp": "2025-10-13T03:36:09.464669", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2911596802, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy car and remote control 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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", 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", 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", "info": {"video_id": "67190", "label": "moving toy car and remote control away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "67190", "label": "moving toy car and remote control away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4118ac761209a9974807fcfe5423f65901a945c68bbdeebfa74bdce11807c245"} +{"episode": 68396, "episode_seed": 1203423890, "split": "train", "timestamp": "2025-10-13T03:36:13.122868", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 1203423890, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 brush, pliers and radish 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11837", "label": "putting brush, pliers and radish on the table", "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": "11837", "label": "putting brush, pliers and radish on the table", "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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1zdyqg3/JubHJ616DBCEUADmuP8Cp819lcAbOfX71dwgwK450+eu0W5vkSFAwKWiiuxJJWRkZuuXy2GlzzscbVOK+bdTuJNW8a2GG/eDzJTkcAcAV698UdUaLT0soid8p5x6V45p8iReKpZbiVI3itVESucb8k9K5pO8W+52YaP7yMfmdDJp80GnNcIDlAS21cY79Kg8N2+20WdwMlC5wO7HP9KtXurXVh4cu55rYlGj2GRJAQC3A4OO5qbQ026f5exvlVecf7IohzvSSsbR5VRqST7EStFcgvCdwyR6c1A9ofOLEnJAz3rRkBWTIXC9Diq8hbdwpHOOa6Yo89lG4skkjZHJ2kYIBwfzrxkyNc6gGOSXkH869vkXb/DnAzx3rxCzG6/hH/TQfzqpbEneW0sX9oxDZ+9CnBPYV1lhYNf31tbR5zNIq4H6/pXAWfnvfrLkBSuOBz1r2L4V2Mmoa+1xIp8u0j3c92PA/rWDv0L2PSddmj0Lwi2DtMaBEA4yx4rw/U5ftOsWaqok2kNtHOfmz/wCy16d8SbzzjbaejcpmVx+grzLyx/aysuCEVBkAdfmNJrojWho2/J/kXpoBL4y0kZy6Rgt7ZYnH6Gu68lPLUgZx+lcZ4chfUfFUs7qU8kFcN14UD/2Y1381sIogPPQeoHPFa8uheIdowj5fm2zAmgHmZKtn5TwPardxCggts8jyhj86bIhaQ4+fIHAHqKsXkSpa2nJGIcbfxNFL4UjCZnsqjnHQ9a8k+LsIS80xxjLJID+BU/1r12Ro12gyKCTgZPevJfi4yO+lFJFdf3wypzzla2exh1ODskDWkgJwSeDVozE+XaWimSdsLkCs2JpJEW3iXLue1eueAfA32cJeXUe6ZuRkdK5qk1BXZvCDk7IteAvA/wBjiW5uU3XD8kkdK9k0uwEMajbzTNL0xYkBxW7HDtHSvPlJzd2dl1TVkRldq1ynie/jsLWSaVgoA6110vyqcntXkvxDumuLqCyj3YLhmwePbNaUl7yEm+Vs8y8R3lxqD+ZJM7RtcDYhOBgn0re0+ECwtwi9EGR0wax7+APfWcJV1/e72BIPCqTXSQI0cMalWA2AceuK7kr6mU3+5Xm2VPsuHYnJyee9QXVjDNEVlXcBzjt/9erzBmbGCM9jUb5XPyk4GOK1ijlZ9Hahci2tHcnoK+cPHWrT3uviOIb0TJYZFe0+NNVW0sHG7Awc1823Gp2txqk10xdiSQMDtXLFttyZvbljY2beeb7NKWiC5jIDDk5IqxoVgHsLdmMqyLuwyNj5c8c1hr4hskh2J5mfTYa1bDxjpltbxw7LhtgwQU6/jV2urEXad0dQbZGs32SNkjGGbJNR+FbyS1ma0+zuPnLFtvGPrWPD4x09ywaOUp6FB/jV6DxlpUTqwhutuPuiMY/nVRRrTxEqbk97qx6gbwyw8uUAHGehrIu2O8jzQfbFc6PiNoggWMC8xnktCMD9aybrx9phJZTNt94zVuxzxR0k0khjMqyhGH8JGRUJlc2+VmUOQe3Q1yknjnTdhG6XH/XM1U0jWh4g8Ty2Eer3VpBIsjQBI87iqFgvsODyfShMpnsfwv8AtZtbwXzxtOBHu2dOrV6HXjPwF1e51Ya61xNJJsFuV3npkP0r2alZXbJYU2RtqE+lOrK8QX66fpM87ttCqeaio7RHFXdjyDxvfjUPEDpuICfKOeK52K1t/tCtcokhX7pYDis2/wDFenXFzJKZSzs5PKnBFImv6QWy05Vz0Oxj/SiCsrFSd3c6bXo5NT8Ky2dkgeTfG/l5xuVWyQKtaP8AbY9L3XMf2eQn/VuRkAAAZxWPp3i7QoFXff7CBjmJ+R+VPvfGOiupMV6nJPG1h/MVo0r3HGrJQdPozSnlkD7cjLdGql58wm8pzGccht3WsN/Fmms3/H0nBzjP/wBas7U/Etq1q7W14qzhlxtPbvQmQdDdXd6t5FHHEjwsjbn3fdPavILAE6hHzghs16JrU9tbeHodV07Wr+ZHuTa5uIVjW4IQMzxAc7VJCnd6j3A83tJzb3KyAAnpg0Sd0SdPbIz3oCzMGQZHy8V9E/C61Ok+EvtlwQGumMzM/BEYGB/n3r5vg1RyjFPJDlSMMMfrXo2sfFBf+EPtNJ00E3BiWOVmXARAOV9yelc8+a6SKOn1TUJdW1K41BWBjcnyvUqOlYcaTLqMsjW7bDhlcYIJ2gY6/WuGi8b6uFCKtuoUYBVP/r1Jb+MNVbcVMI56eX/9eteQqM3FPzPQ/DV2G1TUFUlZUmbzR3AO3H8q7VnzAN0YdT1bNeIxeNNaidpU+yBiBuIgHP19auL8RfEDxt5klqU24AWAZB/wrW+mo6s+dp+SX3Hp39qxWjFpLUygADCzbc4/4DTb++W+kt5RbmIoMbS2ePwryOfxtre8Fngy3HEX/wBeqzeN9bWQESxZ6f6us1FRd0TdtHqd9b2148JmX/UyCVdpIORXmXxQjjDaWlvCqZaY4UdSSpJ/OpPDutT+IPFKafq+r3NpBOdqTQyxRLEe5YycYxngck4FT6XpdzrPiy8tNQe6kXS5mjRLsKJF+Yj5tvGcKM4yKqdRKLZMYNysSeAfBRLJfXaZc8hSOle56RpixxLwOKz9D0tYo0AQAAV2NrbhVGBj1ryKlVzlqdySpxJIIdoFWgoxSqvGBS4xSVzmlJtmbfsFjY+grxHXdRE+uSytzGJyAcEjCjHb3zXsHiO7W00+4lY4VEJJ/CvAdM8QeH7O8nujebHmYlwVds5OeOOK66NPmNnUUI69Ruq3NpdeIrZrZkbbA+8r2yQP5VqyyPvMYYL3BrkbrW9Om8T3d5HIpjaFEUgEZPUnmrLeKbEtk3AyPqf6V1QXKrXFWd6ULef5m0J5WkdXaMFOhB61SnuNRa4uEiaER+WPLkY/xehFYd74jtTbOba5KzlhyoPT8qveItL1fw9oGk6hez3SzX5k82ExkC3wEKBjj7xVs47dOoNaJnIz0n4r3k8enT7Xxwa+fwxwDnmiisIbG1TckDEsoz1qxB95h6UUVqZmnZRrkgjOSBzV5UUKWxzkiiiqEVpUUEEDGdx/nVeZF8gjHaiipY0UpQP0pmnancaNrCaha7PPiLBd65HzKVPH0Y0UVKGz2v8AZxG1vEijoPswH/kSvd6KKpEsK83+L93Nb+ELny2xlcUUVlU+JF09z5fIyOewq8I1CAjI+bFFFbIliSINi9f85qBh+8weaKKGIrOo8xj7A1Xk4560UVPUrobmu+LJPEFrBFNpOmWrW6LHFJapIpSNQcIAXKgc5OByea5kUUUyS1GTsXmraEsyg+lFFAEiKMvWjZqBG2B0aiiqAnUDy+mPloZApdR0CqfzNFFDAZMoI57GqMgGSfeiipZSLFnrR0Y3CHTdOv4pnDmO9g8wKyZ2kEEEdTkZwe4Nd78KryfWNY1y/vpDLc3DxyyOQBljuzx2HtRRWFf+Ey6Xxo9z0+NVQACtqMALRRXldDesTDpQ3Siiur7Jynn3xOnkh8KX7IcHyTXzHKg+Q85oorsw/wAJdXoVSAZOeuOtQMBuNFFavYzIjxnHrWpqHibV9U0i20u9vp57a2keVBJIzEs2OpJ5xt49Mn1oooA//9k=", 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", 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", "info": {"video_id": "11837", "label": "putting brush, pliers and radish on the table", "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": "11837", "label": "putting brush, pliers and radish on the table", "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": "c38fc00a7d525fa64d437ad288cb3ad6c0a227adfea6d714aebd831f4d274b6b"} +{"episode": 68397, "episode_seed": 2537796271, "split": "train", "timestamp": "2025-10-13T03:36:14.014348", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2537796271, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'large folder 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140275", "label": "large folder falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140275", "label": "large folder falling like a rock", "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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olf7Pm5/grJybLUbHL2l1iJWUkZrv9Hs11TSfsbXbLkorPAio6kHK7SDxyfT615dE5iuJIs8dRVL4c2uoWvjOzvFldY4yzXGWOGjwcqfXNVSgne5rTq8vu23PUNbgs9I8W2SRSyv5SqAWf7xwQAcDpW3Jc4bGRiuYuZzqOqT3rKuc7U9sf/rNT3N9twc1Mn2N6qUmu5svMHdVqd41YqMcfSues70TzLz04NdLE26BTmpTOeUbEJi2ngcVVnjyauScZOTiqznjj6UElYjaORXKeKlzKu0cqgI/M11LMQee9cnrsnm3knOQOPyoEzKhuN0SkVj+JtNk1Y2YSWOMRltxc+uOn5VZjkMc7J2bkVneIbh0FsUdl+9nBx6VdJPnViouF/3mx1+km30LweNMs2zJNIWmk7uxGP5dq3LG7WzlE4ywRdpGe1eVaLqRTUYxcSv5THBySQD2rvp1We0kiLYDkF8dxnp+IpVpONSPMdrlCpRkqPY9Dt7mOe2jmiYNG6hlb1FOLfNWPpF5G1lDCo+4u3jpxWiZs4HQUNnAk+pK4B9aqy+5PFBm3OQGz7CmO+R7CpuMglJGcZyfQVVZgBluq9aneT5Se9ZmqS+VYyMDgnCg/WhDOS1GTzpZHbksxNZttJt3RelXrs/MfesqRvLmDjvwae5B1muTm5uUhh5UD8PQfp/OqNrp0Ni3m8PMxLM59T6elWILaWCIee2+Ygbj2PGOKSaVVwvT2q4U1CCgW6zkrfMfcTrJCSvDdMe9eZapGxvZWPAckV387FVLCuNvYpLgFIkLyscqo6k06fuyG3zwOfVNjgH1rutK00LpNpKsajeokeRvqf6Yri5VdbnynjZJFOGUjvXY6dpXiDXLWCBAbezRAgZvlGB/OulyVtWcjTb0MK4uo3mLAAj/AOuT/WtHStK1XVJi1ta/uyPvSDCj39673RvAmlaYFluQbqcc5ccD6CujJjiUIiqo9AMAVzyraWRryXd2cXpvgW2gfzr+T7RIeSOi5rW1SOCz09YII1RSw4UdhW1K4JIrnNblLTiPPCJn86yu3uXZIwBM1vMzpnJxnFaEOsFyA+fQVWt4VmMuf4cU97RdpI61pFaEGopEw3A5psnKMD2FZdpeNbyCJzxmrlzNiF3/ANk07Aa/hHRre8klvrhA6xnZGp9e5rpodBsIrp5xCpZu+KxfBMp/sqYt08zA/LmukM+D1wKzky9x7Isa4Tj2FVZGBJpfOzzk81Xlk79zUDI5WPUA4rL1iXbYsq/xkCtGR84xWDrcmXjiB/hLEUwOWu/lkDjsf0rorbZaRYgjCj/ZGK564IJIIzXYJbr5fNaQCM3HYWwJWHB6k5pmpOEg3Zxg1ImIlqjqsgayf6im46DVRuVyzoh/elt2Q2MV1yy7YgoYZrj/AAyn7gnP8f6V0xKnkj6e1YlTd2WmkwMc596rvJhsentUTsM5JJ+lI7DqDSIGu45LcAcn6VxN4/mKZPUk11F7OsNpM75ICHPFchK4a2poTMm6bB355WsfXH3rb85+9/StaZs5B6Hg1z+pMR5aH+AmuigvfRlU+FlRDhq9B0q7Nxp8chJ3FQGyfTivOvMUdx+ddh4YlzZFTjG84/IVriKfNZ9hYet7NtProdrpV35UmAetbd5qtvZwbmbLMPlQHk1yJlaKJ5IyAyqcZ6ZrMS+km2yyOWkz827uK5YxuzebsjsrC+Nxd7pmID/3ew9vetmRGikKPnJGVbPDD1HtXHabcAPgnHp7V0smpZswrjJi+YYGeO49vX6irnC60M4y1HyHH8X51g69Ovlwpuw27O3PUetayyLMgkRgVYblI7g1zviEATQsOozWKNGYt63Q1lT/ADIw79RWjcnOMHtWaxJcCrRLOjh1YykCQAqeM+lTTQAkuDlT0Poay7mwa2i82MEjutT2V8Gi2Me1dEo6XRmmLIcRPnsDWfocCi4e6JG5flUenqas30oW2lPqKh0VCIJGI4LcVkzSL1sdfZaXpl1di+kto2uFXaCRW4dm3AGFHAArmtPufKwuTkdK2EuA4yT1rK5bRYeQ4Hz4pjEnHOajaQEdeOlRl8AjOaQhzPgk4x2rlr5y99Pls84/DFdE5JU1xGlWp1XxfcaZNqU1ojea0XlpvLOqlgvsODyfT3q4R5hSdi9pvP2kfT+tTDhuelYfhe7lmW6aWQtwhGe3WtouM4rdRsrGTepm3+EukI7mrdxl7VkX7zEAVTvxmRW9KtwnfOgPTGah6FI67QJUgtEthgBRz7mthn3jBPT0rkrGbyX5Jx2rdjut4yawvqatFt3GzrtA9KbnKAZP4mojKMEg9utRFwpOOnpQIkdyD16VzGqTK2pPhs4AHXp7V0BO4HqM+lcN4llktpZ5IWKMWHI4pxV9BMjuG2yke9dr5gKiuI1uytLfQYNU0/Vr+cNdfZs3MKxrcEJud4gOdqnCnd6j3A6wS/KK2UXEi9ySV8Vl3UnmxMnvVyWT5ayhJuc89SaG7Ia3NzSJhbKR0Oa3I7gMozk1ycEu1wc5rYtrjjJPBrnNnqazSAjHY1Fv+UAHj3quJlbGD0oLEUECX2Gs5ec/KRXG5/dMprq7qTdbOv4VyEpwSKaEzPuO/NYmqICwP95a3NEgstU8VjTNTvri1gmfYkscsUax9yWMnGMZ4HJOB3rE1WCW11i9spRcKbad4glwAJFAJGGxxn1xx6V1UouLUjKeqsYZhPcc103hg3KTcR/ucYZz/Sq1hp/2m4DMv7teW9/aumiAiAVQAB0Ap1KrWiBU1LcfqN/JbQfu0+Z+N3Yf/XrKs7ve2xjznn6//XrYljS5gaJv4hxXL3EUttOSB86cEeorCDNpK6OojuDGAcgY5yaxNT8RXGoXUdlat+7LBWYfx8/y/nWPd6lNdqII8jdw2O59K6HQdFFsqzSjdOe39wf41rJ8qM4xuzurK9EkCh+GXAIFZuvMWkU8nAq3a24iQE8nHSs/VZA8i/U8Vzx3NGYcx3LVBz+8p2qyvDakoxVtw5FS+IfDeqeHtC0jULyW4We+MnmwtGQIAAhQMf7zK2cdunUGtYwb1M2zoojviKtyMdKxEULeyKOmTRRW62M+oupk/Y192FWbAbbGLHGVzRRWT+Flr40aEJPmgVr27nLD2zRRXOzd7Frqg570xh3z3oopki/wsM9q80n1O40fxRNf2uzz4pH271yPmUqePoxoorSluTIf4a+VbpR0AQfzrcjJL0UVujJ7kN6Bg1NbfdB77aKKykaRLkbH5ea17ZyXUdulFFYM16F3JMZ96YW+aiimSLn+VcR4qP7uRjz86/1oopw+IUtjK17xO+vQ20MulabbGBEjiktkkUpGucIAXKhecnA5PNdpk4H0oorokZoglY461mwknr7/AM6KKiWxcdy6p6GtC3YkD2oornZqXY3YEe4NOLnJoooRJFM5ERX3rl5x/WiiqRLOe/t1tIvbuM6dp1/FNIHMd7B5gDJnaQQQR1ORnB7g1QmvrnVdSub+8kMlzcyeZK+MZY9eB0+lFFdcfhRkzprOJI7dVUYBFSg/PRRXPLc1WxOh+XNZ2rxr5McmPmJ259qKKlbl9CrpFpD57zlMuuAM9BXY2CgZIAyBRRRPclbGpjKHntmucvmJnIzwBxRRSQM57WCfsQbuWFZ1/wCItV1LTLfTLy9nntraR5UEkjMSz4zkk8428emT60UV0U9jJn//2Q==", 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", "info": {"video_id": "140275", "label": "large folder falling like a rock", "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": "1af9facacf2b4aa607c19d8ea0eca0c0658319f7bcf8ff2c11140580d10f749a"} +{"episode": 68398, "episode_seed": 2681025253, "split": "train", "timestamp": "2025-10-13T03:36:16.191676", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 2681025253, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 lighter up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "109759", "label": "moving lighter up", "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": "109759", "label": "moving lighter up", "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": "109759", "label": "moving lighter up", "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": "670d0b79b8fc5a9c1718fc84dc2877bda67abfc68c9403a8411d607533438ca2"} +{"episode": 68399, "episode_seed": 706265947, "split": "train", "timestamp": "2025-10-13T03:36:19.848348", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 725, "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": 706265947, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'bending plastic beyblade launcher 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "94687", "label": "bending plastic beyblade launcher so that it deforms", "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": "94687", "label": "bending plastic beyblade launcher so that it deforms", "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": "94687", "label": "bending plastic beyblade launcher so that it deforms", "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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4Iye5zXo3gfXLbVdHnkUNHcRXDRzhz94g4Vh7ED9DXlnjeddN8S3F/ulD3SpJEsYJEjhQpH6KfxrQ8EalLp76b5M7T2277NdBQR94Eq3PXDj/AMePrVRioSlIHLmirHsrToc4YZ+tee/FK6A8KzqD99416/7QP9K6SXUbdUDMJBk45WvPPiZqED6EBHuP71S3y4wBn/61Eq6cWrGlBWqRb7nlTn5SapvLiEDPYVLJIGgZ1bKlTg1nu5PHau3KPd55PyNM5lzuCXmx1va3OoLHDbWhZl4LRqef949Ktr4Y1ky7BZv1+9kY/OvX4NNhjB+YYxwAMCrcVlEIgGVS2ME1wOb6HMqK6s5nwv4Q1Q517VdddZ4dqR2yuS0g6YJ6bcV2sMs6gYmf061AFCgKOABjFJPOLa1kmc4EaFj+FZT1NoQSMtfE93Pqt3YwukaMColYbjwCG49xnHauAuZ7mxv49PaBPKDBlOFUSKD8hX9D+BrY0183kWpdBveIq3XlSfx6isXxeXtb6yCuyhLZSrA4bvz9MZH406UU0k+hFdKL0O78K3klprAkS5GNRtjuTb8vmRHIIHbKsa6y51G4jVCPLbIyeOleV+Hri6k1Tw9OFJCu6SBRjCuvH4Y7/SvR5DxSd3qzRRjd22OL8fS3eoWsRjjQmJixUdTxivOGlEtu5AIOMEelesaxGJHxjtXAaxpYtLn7XGuI24fA4U+tSnZ6nTC6XKno/wCrlvwJpsWoS3ryRRO0WzaXXO3O7p+Vehx6agkI527Rgg9643wIzGbUMgBf3e0jv96u6jkANdNWp7WXOzk9mqfup3sSQWqWzs6ZBPT2qZSd2e/rSCVCKejpt7Vk0NMy9TvY1n+yl8SCPeoB5z2x+VcPJcTtZXjSqZC1uWkUjOTkAc9uelSa5fSS+Irx1kKpG/lrjrwMf41NAC+jajC5RWaNY3GcMh3YGPfByKzowtUciqrShr1KttdQz+F9Tt4WVpDalmUnL5xkkkjPBrvfDd0brwrpsoY/NbIrc55UbT/KuEstLXTZLy5iX92AqHecllBCsfxJFdtoE8baPFHGqokJMe1RgAf5NazVm0yKfvJSH6mg8h8Hsa8z8QaSyOb23XDr98AdRXpuo/6k9DXOzxK2QVBHoayej0N1Zo82lhhXDs7KWP1r3KK2txCUUH5gAT3rzK80CBGJjDlc5CE8L9K9MifCge1bKbkkpO9iKvK5XirGkiIygbQfqKlKknpVOOcjFTC555odjNFXXb5tP0tpFIEjOqLkep5/QGsufUvOuLa5kO0SWjpt6jB7598fyqh48vEeLT4XfCmR2PPUgAf1rl5NQgJgiub1ioAjRWboPT6VhJLnv1NXG8R3jCVovFTssbP5SQt8q52gYwQf5j6V0vhuOZvGUV3FtWy/s4wYJwQd27GO/PNcxf3VvZNJJfmVjvBwG4fA4GPXgVuaTfRReIoDbuGglkVkweCrr/Qn9K6JzvaS9DCELNxfqehSnINcnqsImmfI9q6ZpQVYHHtXP3pBkfjqaxlsdEXqeb6tpTadeNLHG3kS85AyFb0q/wCDtDGo3V099bxuYduwuPu5z2/AV0kwBDDkZ461P4ejEMt0VOA23P604b3HUnKUFDoXIPDtnIFma2hEncmIZz9a37LfYWbW8LlEkGJFU4DfWoI5OB81WNy+vNa2OeyHIcDA71kXWuR3OlXXklvNSQBSOwBxu9xxV3U7gWukXdwp+aOFmH1xxXm1nfXMOnT2+FJmAG8/w4zxjv1rnqQjJq/TU1UXKLsdD49u2bSi4Zgs11ncM5iAXk8enJrG0vVfs/h9J920LdQo8aH5VxMCWHtgYzUOoXEt/aW9rfODDHIZ0CryzY4Un0p+mWK6ZpVoXjQ+cXLqfmBKlWAOfTI/KulzvBeTMI03GbXdHrc5JBUtkAnFctr8Alj2YDA5yDXQJOs8ayAjDqGH4isfVBuk7HisZJWOiLVzyLVNIOnXpUA/Zps4HofSsi4S3jcrlwR7Zr1C/sYLyJop4wynng4IPqDXM3mhxIpCxlsd2OSaqnVnHaVi58jhy8qb8z0GNxjNWUmAAyKz42ygPtUiuaLmVjRE65FYvjC/EXh+VUbBldYz9Ccn+VW8kc1w3jC/mu2kto3KxQSDIA6tjqfzqWxxWtxkWsafFpEVu0y/aI2Mrp3IJIwD6gAcfSn61HFc+WZJFYpbIokfB2jJzj8K4S5x5mVBAIzzUQYgEAkA9a3SSSscdSbcnc9GNzFZvpt3bPuiaBWU567GI/kBXfrMjgYOQwyK8KtrqaKJIjIzouSqZyFz1x+Qr1jS9SF9p0UqgoyqFZSehAFYy0kzrhrFE2oY83qelZMgByD+R71eupDI5I6YrF0q2bWPFMumz6lPaIyyGLy03lmVCwX0A4PJ9PeoSuypTUY3Zo6HCsMtxsxgheAPrW0GINcn4Ru5rj7SZpGf5UIz2611BbjrWm2hCd9SxuJHSqep6j/Z9mZQNzlgqKehJqVJKxvE8M02nJJEpcwyeYyjrtxzSbKW553qN3cSyXJlYBncs2O+TVa21jULRHjhuWCOQWBAOcdOtbawW2oK7MBuPesibR3hm2u+1D0YjrVwmkrGFaEpSuiS11zUBdTStJ5gliMUgbpt6jHuCAa9B8IanFPa3EYkUybg23vjFcNb6ZbKhDSMc85zitjQZktdRtEhxueUhvpg1EpKTNadNwjZnfXk+6LB55xWNKeatXExLgZ61jazcSw2LPExRwwAIqN2XeyuTTHPU11qH5R9K4zWba3t9Ag1PTtXv51a6+y5uYVjW4ITc7xAc7VOFO71HuB18UgKD6VpaxlGXMWFbsTUvTHzdaqFueKlVvl69KVyjzzXjJq4lkI3uJGCqT0A4GK4i9hlguCsqFW9677xDbjR7/7RG+beaTlT1Rjz+VV5LW11aLc23djgjqDRGXKwqQ50c3rOoSalDYAhi5i3Nx1bOOPyq3ohvLK9haBNu2RWHmD0PWp9q2DeVJEq7ejY4NPF5LPOkdpE0zgYwi5pOXRIcYWfM2en21+LqyiuRgbhyB2PQiqM7bi3PfNVtKhkstGggmIEoyWAOcEknGaC2V5PIqWykiKTp1FWNI4ebn0/rWRpIg1LxadM1HUbm1glk2JLHLFGsfcljJxjGeByTgVb0JZ7fV9Ys5zcZt5vLCXAAkXBYfNjjPAzjitUrIy505WOjWTHepBIarbtvNSJLlcUXKMXxPqLfZ5NOjbmWIlyOuOwFeV3V9dxbohMcAkZHBr0XxVbzxXCahEheIJskCjJXGefpzXMXmnwanbAxgLKeQwqU1ze8EruNolGy1Qjw5MsjZmgfEbMefm6fqDTdM1y5S0S0nIaFZzKrseQSMEfTgflVWPSZkMlvM4QEgkY54zjH51oRada28QYuSy8cmnKUUmiacZtpvoer6Nfx3GjWkkMgYCJQfqB0pL6Xe5xyMda53wtebjdxR48pAmPrzWq8xZ2A7VDehrbUqyHk1QuADnvRrdxLBYNJE7I+9RkVX8QaLrOgaFpV/eXFys16ZPNhZMCAAIUDHH3iGzjt9QaqEboznOzsb8RPlL9KloopIscWOyuA1Viut3yD7plz+maKKQ4lHVbOBrUPswwGcis60sIHyWUnnuaKKpN8pHKnPVF6SGJEUqig5A6V0nhmV2S+BPAkXA9ODRRWaNmabsTu571zJ1O40jxC9/a7PPidtu9cj5lKnj6MaKKqnuY1vhLnhL5GuQOgCD+ddaOn4UUVT3Jh8I5eKju2Ihf8P50UUizy6WZ7bVZhG2B5h4P1raGLy0ImUEY7UUUS3GYlxuileNHbaDgZrrtE0q1tEjukVmmYfec52564oop9Ab1NKdyXrM1s504k/31ooqI/EOfwspa54nfXYbaGXStNtjAixxSWySKUjXOEALlQOcnA5PNd1bfcH0FFFazOel1LSgcU91A49qKKk0OM8XL5luVYnG4n+VcjGGghWSOR1bGetFFIfRFu2v55lIkKtjpkVo6VdSHUiuQAFHAFFFT1NOh1YcmLn0qsSePeiipe40c/JrbaTqN7G2n6ffRSyBzHeweYAyjggggjqcjOD3BrV8NX1zqWo6nfXchkuLh1lkfGMsc9h0+lFFdD+E5F8Z0h5ANPjPy0UVBsVr92ERx/dNedmZ7TUVjiPyNGHIPOCSaKKGOJd1GJZ7cStkOoJDLWLZKb65ihldgjMAdvFFFJFdD0PTbSDTrcw2yBF6k9Sx9SaUufNzRRUy3BGZr5P8AZbc/8tFrBvvEGqahpsGm3d5NNb28jyoJJGYlnxnJJ5xt49Mn1oorWGxz1PiP/9k=", 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", "info": {"video_id": "94687", "label": "bending plastic beyblade launcher so that it deforms", "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": "827ab088c1c3d0f0e0c7a7aebc64486f46967102ec0fb9bfddd0f00bb7b50575"}