diff --git "a/video_unshuffle/reorder/train/batch_000916.jsonl" "b/video_unshuffle/reorder/train/batch_000916.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000916.jsonl" @@ -0,0 +1,100 @@ +{"episode": 91600, "episode_seed": 83851900, "split": "train", "timestamp": "2025-10-13T03:52:04.148364", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 83851900, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hammer next to axe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "20911", "label": "holding hammer next to axe", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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/M/jzWyJAzkMMcqc1i6RD5djbAg4EYRQRjBAwR9RjFakYdp1CEZLAY96ZJ4rYgSWzyFCCziKIhsLuPOCfYD9a9ZtjDpumwo6lMRqG8pSwBwM+55/SvI9Ft7zVbq1tNzNGkbbVJAAzySf8a9YsLZxZxW9w+5VYlixJJ98+mePYVUhRLVvfWty22CYMyjcVyQRnplTz1rlfF0hia4cvjZCScdOhP+FdLBaJGZbrJDFPLO45wqknj864fxvchdP1FlPDAKCPwFZs0QfCeHbZ31xtHMiLz34Jr0GeTy0835tp4IC5yK434aQvF4VLIBmWYkH1wAK7WSSNo8BkZSSu0How7fXmnLclbGRrDbbNTwN3H4dv51554oud2mW0RHLzySn2ACqP613WtgIIYxnaFJ5615xrcjSX1rbFgRswABz8zsef0pR+IcvgPTNBPk+GtLtgNskEQdWU4OWHI/WtozKUMbLsHQHHP/681kwOQqLH8vlgYJ5wRxVmaYyKJN5JbLYUAjGeo/WqFY5Dx9NltNB3Mo8wden3c/jUvg+zH9o3L/OY4owpf7o38ZGO/f8Ayap+NriW1utKnTy3lUSlQVzg/Lg4+pPryKseC4L23VLti4jmwXLceY3PU8/XI9MVX2SftHbm5s5WaFp4WI+9GSMn8D16iodTyuly7doO0/NjpnioLvTEvLdkY4aYMjYUNt7U3Wv3Ni0fAwVGAew//VUMtbnlPiAG58S6fbHBwQAB7tivaSi7FQjDLkA+grxy3U3nxNt0A3COVOB6AZr2WIksxCgH+EnIyO9D2QnuyhczfuJ+QGC7XCdvSuRinaKLVpuiLbfMc+u7H511WqFUtJpQSMgZAHB5riNQuJIdG1Z0ClZRHCwbt3H9an7SKXwss/DXyoDe3LpuXeqYPptP59a7m1dIEVCMrGAicchfr3xx+FcT4IZF0aWQ8l52OdvXAA5rsIZWEOw7UGSwfBJAx3rR7kR2LEszRsWhfkqQAO3FeN2IWWORtxG1eARncTgAfnn8q9X+aR9uVVf4iDtIz15NeS6Y9zetBYwxhUaRpCEQ5Zv4fy7elOIpHrulItnpFqJ5DG3lLu85hlT6e2DgVcWO3kmFyqxPJj/WYBOBnA3f561naek89hFb3XL7gGYkfKMdPfoB71Ja6ekE8t0mFHliPG3bjBJJ9z/nvUso5/xZK0TTMNqhITgegIJrM+E0O2yv5yCQ0iqfpgml8c3G2w1Fs84CAn8BV/4axGDwpvCEtJOzD3AAH+NJbMcuh10pjhT+BY24yf4T2/X+VZ2tMy2YZs5b5cH9a17hAYghX5SPlx1rA1qTasKFyf61L2HHc5XWZQnhK7GTvlu1XOc5Ax/hW94MWKPw1YSKgSXEiSkrneC+QfqOa5nxFJs8L28ZC7JbyR+epwMV0/hF/L0DTSibtseSDwDkmrXwkv4jqWkRo8RnYy8c8/8A681wHxGlllfSsAkIJAMDnHyj8eTXYzSEbSNnsvPHXg1w/wAQoS0WlsW+cs4Izn5RtxwO2cnp6U1uJ7DfDaxQa/axTyRxvbqXkKgEFz/AT0GBj8a76e8aC4WM2xkz/ErjP5HH864Lwfo8bRPcSODKspIQLlsgc59uf09q9AEeY+7NIVILHdwOv5jvRLcI7DEvIrnTTcJuRHVm5G0njHT8K8i8ZH9/ZQc5Zi2M/QV6zqQjtdOMcS4TZ5Y29B0HT868m1lDfeNdOtF5YmNPxLVK3K+yew2ERt7C2tx/DGq/ko/+vSMSLjyjkBeQWP6Y+lS7xAvmyM4jI2naDwM9aY5Ekm35cr0JH6j1pCOU111Z5tn3V+UYHXtXOeJnkfxxbRYxJEYUHGecg/1rfvm3zshH3pwv6gVzNzL9r+JG1ckLd8Z54Uf/AFqKe7HU6HqcMr75Zo1GGYk+m4kkj+f6Ussyu4ZR83Q57VVtncEKWdlYAsvYgU0Dcyhy4U475z+feqEcX4asVe9mMAkt1gjdJEJ+bJPyj3wP1Fdsk8cbpa+YqTToWIUbSTjnbx1yRXC2WuwaZG32cJLPIfNuY2z8nIA57/KR+Oa1LDX01bWvtcEEjxWsDB/Lw20Dd1+vHT+lNq5KZ2HmuqLH8zM2VzjAUe/v/OvL/HjtHpew4HmSj8sk13008OqafNGzON0W879yMGOG4+nT8683+IcpL2cGc73LYP0Aqepp0Z33guJrfwhp4Uf8s2c/iScfrWszRRxszqRuf5goySMdh3OB19qi02NbfTIIfM+RIRGcjoVABx+IqK5vorY5uJwksTZbcMjHJz+h59qHuSZeuSrJPuRidsXrnrmvN4btL7xTaMzbIg6AknoF7/oa7DUdRW6sri9jLeW5YLnHQD2rzJGAZZBnPcZ9aKerY6miSPcrNhL5ckUiSxOuVKNwy+taDuIQGddy4Hbpmub8IMX8K2ybSAqvlsjkFjW+JlliVmkBK/6xuMn60COH8Sz2t7rRUu+yAeWpUZXcQSc++dtdZo9vPa2UEdy6gxwKxxxtPPHHXjj8K4G0mhu9VumuZRDAZRMzscL8pO38zgfnXSt4utmsJ45IjDJJGRGQcg5XII/Piqa6E31udfHN5jpMjRiNk9jgc8gjr24rL1t/OSN41+XB+bHUDv8ASmaRqcEOnW9rv8t0iDhGUrkFmVRyPUD8Ki1cNC1zJ5zsrIrhWbcF+XnHscZqWXE4bwWou/iJc3DDIjErY/Qfzr1WXbJJCsgIKspVhxg9iP8APSvM/hdH5l/qd5lQ5wqk+pJY/oK9Knl8sqWZVRvlbHY4oYkUNVljXT5lSTLFxlccDn/D+VeU+Irt0vZokkIRlXeo6Njkfka7rUtXWXVVsFeIxorklU5f3z+fArkf7Gtr641K9vzItvDGUQocHfgnPvjjj3qU/eNORuNkL4QvLi41K0tFciGJZX2g8MT1zXqMALRGRlBYryT3FeQeCHK+IrQEErh1cAZyNpzXr0cvlzeVIQFYD5Txg9sfhitJGUdiO/uoILKe4zh4UPGep6flXE+F7LOoq1qzL5UcnmmReVyBgfU5PT0rW8aymLRUAwHlcAsB0xzVGx1e205prrctzcXJMkkYbDKq5AbHvnP40LYT3O4gkCIqMy+bKhbG7O045wD7kcVN5oWJY22lnBVVUdfc/wCe9crHrtpf6/BNFvMdvFJuOzO0c5Jx04A/Stya6XUdPm+z3RDGISh4m2spOCOMeh5+tJopannvjqVk0vYRjzJh+XJrtvB0f2Twjpygc+SZGPpkk/1Fef8AxDcs9nADy7lsfkK9S06MQabBApQJHEEBHYgYP6g0vsjluPAijiyXMamUk552n1/l+tY+vSBni5yArEZ7dK0pbqJCHmkiDISHR+PXNcjLqceoG78tcLC21TjGQenH0qZbFQV5HDa7qs9y/wBkLL5VuzeWAMdTya6rwpe3EniFbN2zbpZrHszkLtUHP1yTmuNurNDDcXskrK7O3lpjIYbsE+3/ANauj+HkLvf3d0mQIYQpbH8RYYH6VomuUzaaep6iTGh2yKFyAoweK5PxXapcTRvFcBHs4mJ4zv3jG38hmupcrcKD8pVlJb3Pt6V5fdX8kviK5UAFJJNoV/lVQvueADjH0z60kEju/Dlov2C3nMQE0zGd+3zMOnt1/nWlY3a6hHMzIAsUzKNzdh0I9M/rXm7eItTW+f7IfNvS7BoLUllA+U8D6Cuv8PR3v9i2d5FNE63BaZ0dOmQQBkeh5P0xTfcSfQ09WnV828soEn+sVVBxsHB+vOK830lPtfxRj7iFtxyem1f8cV6HqLkJEkqkSKjZ5J4Jz1NcH8Pgbvxhqd5tBAVup6BnAP6ZqUW9j1J1YAYIJ6kHvzUMlxje/k5hLY3jr/npTm3TRfuY/nj5UE4zzyK5TxHr0tpZTFLQqVbcd4O0Y/rx+tLYSTeiM3xHdta6bLMkjJKr5VgcFTurhLO7ZbqS5M7rMY32uOWLEY6+vJ5rrvEO680+1jiO43BTbjvnJriLiFrO+eHaVZedrDkcU6TKqp7nr3ggyzeGkeSVmbc5BPLAE8D6da3J71beNzOpEaAtu7Y96ydAtzpWl6fFsJcQgucYOW+Y/wA8VB4su47fw/MFlAZyE69d3X9Ke7I6Hm19c3lza28qTW/kNvjCwgKegB3jseK7fwtd6VY3l09tZ3NpFIkSNG2WG49Hz2zk8e1crplijafbTapBuspbpYUBX5mBUglfxxk/7IFbfhjWRZWpjuBJd29kxiaXYARhnCgZ+gPPTJp7ImJ3N68SRNAxCznGBjk4+8f8+teY+KI/tvjbTbIc5Ma/m1dnbavFqNwyR5JQFm44XJx+eOtcdB/p/wAV4k5ISTaPbap/rUrRmj+E9WYLuVmQAAEEHn61na/p41q2kI3x/ZiQOfvjHB+nPf3q47eTA+wjcXLKce2f55qna61ZX0jLDISx+VwRgMD3FSzWik22zzrTpRPp15ossgWeKYqD/sNjkfiTXPa5Yx6TqItoXZ49gPzHkf413EvhxG8YQ3qMVURsGH+0OB+lcV4pLjxFKkmCyKq/pnP604bhVjaF2eu+HVMHhfT4/K3o1upXaMnpk5/Osjxdq0dnYPZ29yBdzZOxTkxxn3/z1rmNJ8XXljYQ2BiiaGIZDEnPqKztLR/FHiyaz1DVJ4WlSV42VN5Z1QsF9hx19vertqc99CPTZpftDJFBbzyTY2ic4AxyT6U/TUtLqOb+1HuEukCJbSRgbUOcEuD17cCsjQGuru+hjRfNkZ02grnaSR8w9CK6eM2ukXkNzC4AeSe2ubZsuGYZZdufwGfXJp92Stz0+3u7W9h85GVggCyHB+VsDI/I1z3imZYdH1GVHBTy2CEHIOeOPzqY+ILGCEKGMU2SZty/x4OMf3jwOKw/G04h8KMqAIsjKgUDoOtQ0aosfC622eH7mcg5mnO0j/ZGOv4mu3ZYmtTA6bxKRGw64HY81zXgO3MXhHTn3EB3Zyv1Zgf6flXQrPG83kOVAZsr2JxRIdNXkkzzvxxZt4e1OyvoMlYyAwycEcg/oag1udR4NjnjBxO5de33umR9K6/xhYjU9IkgdQZACoJ7EdK43xfarB4YtNrFWXy1KehwalLVHRNWTZD8N4jN4hkkEe4x27MVbtkqK9Ome3kcyb1hVTl2lO0AfQ89e/tXi3hrV5tFvheQJvIXayE8MD2rpvEXjWWfRSloJIZHYF8sGAHoK0auzjTsQ+LNTe91P7P5pkghbgKRz6kHvWTd3Ny9nDJbRW6w5aLdGcs52gfNnkdOPWl1vT7G00G11fTNUvpwbr7Nm5hWNbghNzvEBztU4UhvUe4FjS7OGSxWXUISNP8AtUcQYAqzZDAkYxk4wCfanbYlvU6rwhNoun3lybWS4iilhjWRZxkiQ85BHY5xg+ldddiKO3ePISfj5c4J9ePT/GuH8NarBZxvbXrfao7N2heZY+SFdguc9TwD7Zrfi1aDUbkiNgzoC3T7uTjr6kY4qZGkTifEiG+8c6bZD5vmjX82zXrOFLqzAhCOQTjr1/WvKLPN/wDFlQCf3chwfTalepFvKjODubzDjOTx1/rS7A92N1Cwtb+7EckYDFcs3qwPGfX/AOvXmeo3C+HPE0sM24Wd4n3j0VlJ6e3OK9Kjv4r+4uTFjfC2PyGf/rVka3ottql5ZyyxK5hmEgyMjp3/AJ/hUdTqjG8FY4XXoFs/CFosseJjj5scjJJI/Wui+HkEcPh6W4mjYfaJuo7qoA69uc9axviTCtr9jjRiVkZmx7jj+tVvC/iiXSYPscqM1uGLKVbBXPUD1HtWkV7phWfv2O51u/8A7K0l5EuYhMvVUIYg9gR9O/tXlrrLKjTCJm+ceZMykogPQkjpn3GeOK17S9tfFXjQ2Wq3tzaW0z7YpElijEXcl2k4IxnjrnAFZkKXNrqep6PP9qis47kQymYDzItrnbuCnG44xxkZ6U7aGMnct24ax1WK/tS1jbybEE8D5WIupGOuQMqfyz3r0zQ/tsFkouJ4ZYUjAUooGZPX6Y/nXnniC7OlB7OBfKintoUiiJDfMjry3bIx198VfuNYk0yC3it7954nQNK3VS/Bz785/Km10CLR1urXhFjczybAI4mClc4IA4PtXNfCyNUstQu3LAySomQO3fP/AH0Km1yeSPwTcSySb3khGX9Sxq98NrRovBDXOARLcvn1AGB/MVBo+h2sBaMSABQVAOD61k6lZLqOkSQOo80ggsQOc96p69qUlpaNImVknO0HPbr1HetTTphf6fFdJ0kXBB7GpkjWhbU8t0BL+S6jsLuFxFpUxPnNx0BCr+ufpVHVCl/41SGR1SMSJEz5xx35+hr18WMEQndkX94fmOK8IvJVm1a8mVjtMrbSPTPFVDe4VlywSPdHlxkMFmKHKxKwQlh0BJ9vQ4rzXxPqaajqSJbqY41ONzAE7/6gHism58R6ouifZ1vZAmQM9Tj0z6e1O8SeGtV0LQNH1K+kuBcX3m+bCyEC3ACFAxx95lbJHbp1BxaVmczZqX8rf8IZHck5mQpIjH+Eq20Y9gM/nWZot7P/AGBc2e7ELfOwA5YscHJooo6Ex3Z03gpmk+1BiSBIoHt1qj4KO/4sXLtglfPIz6gYooqXuzX7KO71eXZBelUQExOOB06/4muDtpHjkDIxBAyCPpRRSNKfU7aH97bLMwG903Ej1ryLxHI0niu/Zuom2j6AYooohuaV/gQyMncTnoKqwapc6Nrg1C02efCW2713D5kKnI+jGiitDjNnwQzR6wIkJUSHy2YcNtAJ4PbOPyp11cNb+LtiqpiguGnSNuV3EAmiigXUu3t1LJrCTO2WkdA4I4P4fjWn8RiV0a0UHhpzn8AaKKh7o0jszudGhjj8B6OVQAi1Q8cZ3DJ6e9YPimR7fUbQxOy4j3gZ6HPaiikVD4kdBNKZ9Os53ALzRAvx1PrXnnxEkYW1pHn5TJn9KKKS3Oqp8DONt+EwOKlvyRZevK9aKK1OAn13xS/iC0gim0nTLVreNY4pLVJFKRqDhAC5UDJycDk810c0rN4IFwxzJE4MfomxgBgf8COfWiigUtjO0a+n/sK6tsjZMTLI2PmYkkcmul8Fu0oug5ztkUA98c8UUUpbGkd0U/AQEvxSvpJAGKLORkd8gfyNeh3KqJrlFG3apKlSQRgHpRRUdQZyfgy4k/twDPEiEsP1rtXG2VlA4BOKKKl7nZS+FHk3xImd9ftYyfkSHIH1PP8AKucts5JyelFFax2OSt8bG2+utpF3cxtp2nX8M0gZo72DzAGTO0gggjqcjOD3Bq3bX91qLaxqN1Oz3NyyvM3ADkkk8dugxjpRRSlsYy2M65vri6nkmlfJhi2xrjhQeOB/wI1oi8uIYwElIUnyyp5G3bnH50UURFE63xm7J4PKqcAmIEfgK3vAA87wfFG/3I3fao7Hg5+uTRRULY6JbozPGs7rPp0YxtMJc8fxZxmtXwZcynT7qItlEYFR6ZoooZrR6mvr08kOhXUiHDCJiD+BrwSAny855JooqoCxHQluXb7GgyeSKkvvEmralpVvpl5ezT21s7yoJJGYlnAzkk8428emT60UVocx/9k=", 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", "info": {"video_id": "20911", "label": "holding hammer next to axe", "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": "bedbe7b325870fecb3f0a63f62cb5125fb6454ce483d6d23c5b13dd9ededb1e7"} +{"episode": 91601, "episode_seed": 621388822, "split": "train", "timestamp": "2025-10-13T03:52:05.373131", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 621388822, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker behind a smartphone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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"info": {"video_id": "90034", "label": "putting a marker behind a smartphone", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "90034", "label": "putting a marker behind a smartphone", "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": "f1844cf51738e539bf0ddf99bb8b0283ae3b8973f7cb06dd7e3bc04dd1e2e8f5"} +{"episode": 91602, "episode_seed": 1642186066, "split": "train", "timestamp": "2025-10-13T03:52:08.310014", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1642186066, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting box in front of hair band'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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mB+wcDofqMflXP8FRx6M6WuekpdUdvJHyfSqM8eQa02Wq0iA8Vqc5iTpjnvWZcgbsHpW5PF830NZV1GrBsdRQBchGMY61egjzzVW3TitSFAFpAAj496818R/B+PVNTkvdKvY7Tzm3SQSRkqCepUjp9K9SVc1OiUwOZ8FeDLTwjpbwROZriVg005XG4joAOwH9a6GSPFXRGAFHrUciUAZE6FckDjuKozRgjI6VszR9azbhNmWx8vf296QGNcQKynAAb1xWJeLlGVh16100q4yfasa9iDxsQMEGgDN8PRvFLdRHlF2lfxzXTxZIwOn86w9IU+bMPpn9a6SBOlC0Q277liKL5RUV0yQRSFo9zMhVeKuIuBipRHu4I4piOOs/A+l6jcJci9eKfduZT39q79refTfAlxCnlMZCxd8/eUn/AAwP/wBdVBYW8p+aMD3HFVLiG8FiLWJWkk84bDIcRxoDnoOvToaq4WMrUJ4dOu7ONHYxCPnce/UmrC6nazlE3qcnpmqusW11Mubm0ST5uZE5IH0rHvNHk1PN5aPJb+WPLiQrt3Y6k/j/ACrjnQbd0zrjiUlax111ZQXcJMbDOO1c1qdnIsTI3IxUWjatcwSmzueJk+8PWtmeZJxtbGT3rmcbaM6VJSV0eb20xsb94H4Rzxn1rtoRgD1rndf0WSXaLaNpJ3b5Ag5rpbVT36120Jtxt2OHEQ5ZX7lLWtP+3R2+5gpVyc/hUEXh++jMTWGovCV7K3BrcvYt1iXAyYyGFZNvrjxagLSWxYuF3NtP3frXSjnZ0/hi78W29/8AYpb8Tvs3qjrnC84/WukvfFOs6RrS6dcWcF4oRXeeLKBAeORzznP5VjeCr6NvFd3eTqYhJarGplbptParOoa/pqatqbwXXmNvUvvPVlG3CD04/E5pNpaspJvRGF8VbK61DWLGQGIKbcqgB6YOSaTw4hh8L26u2ZJGOOMfKDgfyq9e3sd/DuuYW8vGTz8x9s1SWO4TErqFjwAqKMBR2ArirVU9FsdtGly6tamb4it/PtpmX768j61Ws7kXenRP/ERhvrWrqAWS2cr1K4rkdFujBfz2D8AkvH/Wpw07Tt3DEwvFPsX7rmM8Vo+Ex893nts/rVC4GQ9aPhNcy3fp8n9a72cCOtiBbA7dq5r4kXMtpo+mLEs5WS+HmiFCxKBG4I7jJHFdbAnIpdUgM1oERMuSQpyBg465NJFHGeHtD17ULnSteg0tntvIyA8iozNg8kE5+9+ldD8R9E8Ua9YQ6RoWlxppzBGnLOqNkH7oGenQ/hUJtNft7aST+1pY441Z9kLkYHYAD+Va+u2+o20No8Ou30Lm3Z5GeQ+USMY5HfnpT6iPPvEuk2WgeJrTTNHtmgs7ZMTFyxaVyu4kk9vu9O9O8Sae3lR3cBIlRg6sOoI5Bp+sG01HxBd3Vmvm3NwI1mkBJVAvHBJPLYGfpWvfHOmCPALKP6VxV5XldHfh42hZm5pGof2npFreEAGVBux2YcMPzBqaXjmuQ8B6iPtN9pDtkD9/Evp2YD9DXXS5Vip5B6H+ldEJc0UzkqR5ZNFC44Ix3rIuRgsa2J85+lZV2MscdKsg04Ywp61fiHSqkYyAR0NaEKDHuKQEyLkVMooQDbipVXvTAVRmkdetSgY5ppoApSJnNUJ4+taso5NU5Y80gMGZNgI/hPT2rKuV4NdBdR4B4rgI2udQ8Y3WlSatcWsP7zyRGm7LKhYL7Dg8n09TQBtaVD++nP8Au/1rfhXGK4jwFfXN698bmZ5SFjK7u2c13cK5NAFqNelWFSmxKBVkKMnFMATinbfl4pwXtS9sUAVJV4PFUZosdK1mX5TVOZKQzjde02RsXdsMTx84H8QrAj1ia6JQgo6cMp7V6BcRcGvPvG9lLa2Zv7JzHMGCnbxuzWVSmpa9TWlVcH5G14f1iKPWoBdLE+wZUS5xk8DofX61pwx7W5rzW/aPS7TT/EWlazqMssd6LdWuYVjWdlXczxDrtVsKdw/iHOcgenxfMgI7jrTpQcVZiqzU3dFjkREqMkDIH0rESGGPVZbqYyfvF5ATODxXRQJgZ71dVF2nIBP0ra5iP8Iw+bqV3c2ckMqpbeXslBA3Mc/yWuT8SI6W92SsbXBui4aP+IBiMfzropl1G3cyaXKkRZNrA9D7/wAvyqvbeHbVbOKO4XdMF+d1Y8nvUzSkrFwk4O6OY/tuT7G0ssTLEmAzEYAJrpbDWrO+tlXKt8uKRfDlmDh3klh5Pkucrn1rm9X0JtClF3Yljak/PH/c9xXLOhZXidUMRd2kdHeWsbKfLxjHrXnmvWU1tP8AbIvleNsg+tdENaWOJXEgZcdM1IkljrNxawXJXy3kAZd+3I781zL4tDpdnF3OZi8S2lxJBBIGSWVc/MMCux8HIGlvfon9a4O+0nTdU+Kl5peoSz2NiZhBC0M0cawquPvM/GAAeOucCur+HMlwmreILK4+0A2sywiO4AEiAFwA2MjOAM4JFenGV1qeU1roeiRDGKmnR5LVxHw+PlOcYNNiUZz2FaNuiFwHGVPUUwOT0pL+40+UajPdM5LqULkcdsEe3eq3iNLm/wBHPk3WpPLHEECyL5YHAJXA+96ZNehNBbndtiABGOlQW1lHawsweSRmIXLnOAB0FD1TQ4uzueS6bBPpilru3eJJ2ypYdSB0rYZ4riFlVuW4INd3qdhb6lZG2uI1KHnIAyp7EHsRXmmq2V9o1wRMjbRnZKF+ST8ex9q46lJx1R20qyloziNUup01iZ9J86ORd0Uckcm0HH+sJI5wOB9SfSut8E+LLvU55NI1aVJrlVJiuBx5mMblxgHgHg98GsLRLCNonuJpGaeViCWIO0Zzx+JNR3ekXllex6hZPsuIX3o69jTjUUXYmVJzXN1PTLjIPJ69D61l3OMHNctqHjZ7rRGicvZakroDt+64zyVP9Kh8QW/iDRdD068vL+7E155nmRFcCEAKUDHH3iGzj/69dSaeqORpp2Z6Hb9VrSi4xRRQItp0qdBk0UUwJBzmmGiikBFJUEijbnvRRQBmXQ4NeR6tqE+leLru9ttvnRTNt3jI+Zdp4+jGiigGX/h18smoAfwiMD/x6vRoOU/GiigC9FyRVpaKKYEo4XNBHA+lFFADT0qtKM0UUgKVwMAiuK8bADQmOP8Alon8zRRQwPM/EniqTXFt4ZNK022MASKOS2SRWWNc4QAuVC5OTgcnmvaLb7qj6UUUIOhpR+vqauJ92iimwJ06injlqKKQ0RHrUU8ayxsjqGUjkGiigGeX69ZRafquy33LGxJ2E8D6Vkrcyw69YxxuVVmUHHuwFFFcVRfvDrg37I2PG2qLo/jfWrZdM066t2nU+VdQbwrKvBGCCOpyM4PcGrvwvu59Q1bxBfXUhkuLl4pJXIxljv7dvpRRXTHc5n8J6pCMcVeg9aKK1ILyORgigsdm3tnNFFAEUnQVUvLaG8spredA8TrhlNFFAzxaw+WeRB0B79TW+nzplh1AoorzHuelHZHG+MoIv7NLBAG8xeR1rmh4m1bUrOHSL28mntbeRpU82RmYlsdSTzjbx6ZPrRRXVQ2OXE7n/9k=", "info": {"video_id": "22968", "label": "putting box in front of hair band", "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": "22968", "label": "putting box in front of hair band", "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": "791254a9caa82042ab68cbab7aaeb36ba0861e23f014602e6f4de0835650aeb4"} +{"episode": 91603, "episode_seed": 2449365820, "split": "train", "timestamp": "2025-10-13T03:52:12.591941", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2449365820, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic spoon so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "88172", "label": "pushing plastic spoon so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "88172", "label": "pushing plastic spoon so that it almost falls off but doesn't", "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": "2e03d88794f840643f760676d0f252ba47f12b9775389bae6f51917950cbc244"} +{"episode": 91604, "episode_seed": 350138536, "split": "train", "timestamp": "2025-10-13T03:52:14.104955", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 350138536, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 yoyo up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "184170", "label": "moving yoyo up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "184170", "label": "moving yoyo 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": "4dea272547dc4589da42a724545ff5919772fd0680a2669e37a66bc07c76bbbb"} +{"episode": 91605, "episode_seed": 2736103200, "split": "train", "timestamp": "2025-10-13T03:52:16.068166", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2736103200, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving mug away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "122765", "label": "moving mug away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "122765", "label": "moving mug away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5f87cbecf00c02fd26003db76461200e8dc3f17d975572e1e89fca99c111d372"} +{"episode": 91606, "episode_seed": 3615602344, "split": "train", "timestamp": "2025-10-13T03:52:17.951386", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3615602344, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming gate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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cg/N06YzxSYM+b5FUSspOMevrTPlGDnOR+VS3as9y77ThuR6YoR1QsDCrFgApyeDSQH3Yg4okUbRn1H86VTRKcRn2/wAawEhrqCBnoCM15PrjSxfCzTWhdlkgvli3JIUOPNdOCK9XuIkmi2SLuXPIPQ/X1ryfU1n074a3EYCPHaas8EQ5GFEzjnnk5IA6Yz7VpT3KeqOB1fUbie6s38uSVpLG1k8wlmYk28ecnuck81Y3OxeedREiOvX5VUdO9M1YuU0o5bDabBgbuT1GW9zjp6YqvBAJXjXZuKSK6oTgMwVsD/631rseiuRGKb1PaPh3eQweEoY3b5vOlBABPIIB/KneKL2OO21i8hXDx6USdwxnDnH8zXPaT4hsdItzZSCcpHI4UqoIPIycZ9QelR614n025+0WSpNIt9ZGDOzaFy/JPr16VzO7bTNvYytojymfWUvJ7lntwZZDlG3ElcZxj26flXN3M88MK28fRly2Rzj2Nd6fCemlm/0iYAnrnBpq+DdJRSBdS8kn5lzVpOJzqBk+BdNuNabUXkYsY/Lxk887s/yror3wX5yMrwqcjG7aMj3zXU/Drw/BYSam0Uol8zys4XGMbv8AGu6bTlP8IrjrNqbsaw00PBH8E+UP3ImTHGVbP6Gqg0i9iujbRzxvJsLqjqVZh6DtXtN14R0y7aSZ7RBMzsWkjZkYnPXKkGsG08N2Q8R3NncPPNE9pGyefKWZG8xgNrdR7VcKrS1ZbXZHkr6rcWtwFQtG6NhsnGO1WBrN39qklNxLvlTa5kOTj29BU11pqzwT3F4nmRRSrD5yH94P9YBx/FjYxJ/Q1QmspZ0R7WRJ1iAUsG+cj0K123Ud0c0ouWprrfXEsBkdySMAfyFadtOI3iWQ7l5ALcj865mLfBKYp1lgAU9VyF9z+YrrNUsNSi8HaZd3MDRRwK2EAzsDNkbvTjvVc5CpSkm0tjpoZjoq2epNdxokxJSIN84x3x2Hp+NbOjeLbEy3K31vA7TTKzyuMMc8HP5/rXEeFNXuXOwW1rcBR8puFVvLXkAAtwoJPWq+oT/2pqpaGKOCQqSq8qoGNxX25/nUtpiirHoL62dPmePSpniW8DbgkIKoSx5H54HpXzzOXvpDLaBGbezbFGGA/qP5V6XHrN5b2EKSRtCImKhwvBBHIJ+v8q8ts5I1RVUvGxJxzn6E1hOT6lpNmvol3eyXohe5+zLFksZc4GOx/HiuutUsJ7Hybm+E0+AUuo/4SBzu/iIz3I9MdK4Eq5ufM3eanlnHGCWPX+pqS0V4pNolaKToc9Khq67Eyge5eF5bCW3ksb2EDUPK8uGQFnEm7o+Rxg52n2rqdL8MvDq5vLm8WGCNsGONtuQANuW9PavLvCPiNtLaKXyoZrpcLA5JyinqD9f5GvVoPFMMNpaHWbaF7qQFkKkYYdiBVwraWYRaejN3WNXi0+0hWJlCS/u1Ydu2R9BXLaPrBtxcr5oZnYgktyeoB/XP41y+q+J0nedGnYlZTtiIJ25HJ3HsMfjUUWsQeQ1uWU5YMWA5yf8AP6VqrJWFKbcrnstlfRXEEGJUkdlGSp796uVxPgyWzYNMXKzqu0AtwwJzkD17Yre1bxBbacPKQiW5bAWMEdScVm2jeMrxuzYrwv4/W0Zv/DjyF5pX+0RwxrFu+YhcE+vOOMc/hXWt46uoJ5fM3AISWG0cY6gjqP8A61eUfG3xadeOheR+68jzWJRurHYQR9MUIFJM4Sz0a+ew1G8WzD2UM6RXMoYEjc/yqPxXHHcitnSY7e51uy09Lj7VNY5bzppSkboCWMZJPAwAPXk+lVIfG1rbeGbjSrXSIoZLuZHuZjIzlwvPQ9DkZyMHmqumeIDDr41v7FbmK2GJLaL5BKhBUk9ecEDPXpSBpnc6D4httCtLPWoBbXOorcpD9nkh4hU84Uj73HTuMZrXn8L3Wr6lcX1rLFbWgAuorqRMb2JO5Qw68nH5e9cCNU03Ubdp3RiwnMskflj50LKOMcKeWHPYD6Va8d+Pzr0wSxR7S3tysNvGuADEvTcB374pp2FY+qdDkSXQ7J0maUeSuXY5JOOc+9aFeP8AwJ8SW9/pl7pQed7iNzP8wLJGnChd3c8Z+n0r2DI9aC0FeI/F7xJCdRTT3gMUlrIrLKo+d+PQkZAzx6np0r26vOvFngPTbsatq2psGhEAYvgNMdoycMeFz04oBnzbPPENM8kFWl+Znz0wTuAxjn0zn8K5p85OcevFela34ek/te5s9LtIlspomkhaGTIIGPvEZ5HOQa5rXvCV94eSKLUDALl03GAyjzIweckZ4zn3pIEfZadKivbm3tbV5LqeKBNp+aVwo/WvE734neIL8FYZorKM9oE+b/vo5NcxeXdzeu0t1cSzyH+KVyx/WsLHbTwUn8Tse06n8S9AtEcQPPeOOgiTCn/gTYry++8WT6zoeo2AtoY7aXU5LgAnc6kvuAz07t2rAdjsGT2rHa5voYr2O2kMS+cWLDCknah69egq4OzubVcLCENNzq9Tijjs9IecxxAWIBLPjJEknJz6jn2GKxrzUbBLdhE8ssyESRmFTgMM9ScZHPIHX8a5+zje5nm3SAkkFi/znG0d6vi2jjG1wBycnJ6+1dDqX0PLjuWI/Fl3O5wgVmIAaT5yAOPYDufxp0Wo3N08kk0zMwjwueg57Csf7EWmaWOQxpnnkHOT2Fb3hy1sFunGsR3TwFMI9q6qQ2e4PXjtWfK0ejGtHks9zbsricQxLJkqvcdT7GtRUV0Bx1ohstNMnlWWoF8DKm5hMZb8RmrR0m+SP92hIz96Mbq2U7nBKNjp/h/D+81EY/55/wDs1d15VcZ8PYpYZNSSYSBx5ed67T/F2rvAK4q+s2JGckA8sjH8TfzNc3d2yjxTbJEMuY1Zh1IXeefpmuvRPkP1P8650qR49jHrpZ/9HisJUudcrNoT5XdHlF7Zw/2VqMuJUtmuEkBc7sMPtIbHT24rBj0kTZaWMBo28suhwc7RjkVtXWqeZomtQuYUWO4QEqS2cvcgggkgH5eo5rOtNTL2M8e7MnmBiNvUDHOa9ON1HU5nubHhjQrjU9ZsbZdRXdLuYrcQiQDAJ56E/d9a9Iv9G1uytna5m064tDhHVI2VtpIHRsgjnpkVxXgJ2i8aWAY8GR1H/fBP9a9W8ULLJ4a1AwuUdYt4IGfukMR+IFZTirm1OpOKsmeNar4ek0C51WG3lSGAP5aTeZswuAxUDnP0rjdQvGt7yExOZUEeAQfmAJPFdz8Ubu0/tua1kO2RxG/fkFe3v1615vqDQRXqm3YvEFPzdyM8cfSphJvcwa1ZvSXkM8TpLMxR1+Ut2rj38OXUJLQzcnr5i/1FRyawG3qsRKFs5Y/MB9a9wbw1DIg+QdPSscROVO1ioWW54S8V/aygSQMzEHaU5H6VasdS+zTxyOFaRGBVZV4GPY16zqPhbyYd8Vs07FgAisFP5niuZ1PTbeC2la7sruHapP762Lr0/vLkVlGvzdDflRR0/X44AAYgvU5TBA5J6H64H41onxHZtYmSQpJcQYaNZd7Y9cBcYH59KwNS0NrTT4WSA2t00XmADPlyqFLFlPTPQY61z8Ec8d88EhaCXkfMcZIyCPzyK2UIy9456kY30R29xrVldus4kjUyrvOV+ZSOMHGaadUWWc7mG5yOeg6f/qrjbeYlgrA4B+cL2roNNT7dqMENvtd5isafMAAxPU57ZxW8UoaGXLrY6vTNWnhK5ZxEGyT2BrsXgtdU0ee9t7+VbpMAwkfNLkgAKc5/rXnmi3Vtb6qba+KtCku2Rhwp555x+tdLdWWsCOee201LewOZI0M6sdhAwc5zjBznpU9eYLWNjU9N1q2tLqa908f6SE8zjJQ5GCT0Gc49Tk5rzv4taCNG0vw9J5ltIbnz2DwknIHl9c/y7c12Om+OZ3RbOYySA7FXzOcMpP8AiOa88+JzS+Zp8ciRIsbShUjP3R8vGP1pqom7WNI6SPP6UAseo6Z5NJRVGpqaHJI101ql0bcTjbwCd57Kce5re17wzJY3K20avdTKIlRoYjhyVLYx3OBg4/umuQjOHAyADxn0969X8J6totz5OmQ30tpPEpdLmYsIQ2RySDuXOB04/Oi9iWdz8JLa88P6Nea5epBY2Lx5e1hBZpmAyGOeAQMjA6nrg1zvjb4mapf6pY2lnPJFbbBmRfly2Ruz2yPao/EeuSaSIIP+Eg/taJ0KtHbjakYPQhMc5ODuJznPvXlovZTdxxyzuq7/AJi33lz169Dmi4tT6d8B+NpPEOs3FtdSjbHbiWIKMKq5wcn147+9eh7obmJ1BSRCCrDgg+xr4/8ADutanb6q6aaRcvMsilGGS67SCOeM4J/Wvpb4f2Y0vwxBFPIhvJVE8qB9zKCBjPpgUDixNH8IppOr3FytnaMJ8kuVG6MjoFAGNp4Nec/FDw7HDcedf3cl5cTgS7Fh24YEDAYcj6E+ldj4r+L2geFtVbTpEmurhMeb5RACZ5xk+2PzqJviD4Y8UaXdy2+pG1mtonbbLhHYcghQTgngc84yPWkmrgzxaFcAEmrJiJA3sEB456n8KhgnyhZE8sD+InJqjd6h8zpE25ycMy849axse7zJF6W8itYWchSwHBfqfoK557yS6uJZFUy+awJz04AB/pUiwu8u6bDgEHyz0P1xVlLeQRBAwCgcYUA/n1q4ructWunpEjtIliuS0cRPIOCeelWLhWRizgAscknnFXbaEQRcKB68VK1sJfvdfX0qr9jjjFRM+23vxyfqOlblnDIJQ77dvHamW0KRHAHJ71ooodCoPOKqKe43ItMVKmK3ULxl5vvCMep9s+ldX4cW0/sh55WluVigd50kYqyMCMbcd+mM+tcFZ2ciYBhZwD94elRaNd3t34vl05dZu9OG2TyhCu4llQsFI6AcE5P8zQpO+qIklY9l8HXsV7JfGJWjQMu1GcPtBzjmuuFeOfBC/ub3+2jPM0hAgIz2zvzXsIfkVz1HeVzO1hIjmME9Tnp9a5dLjzviJsEToI9MJyf4wZhzjtjHeumibdEDXMzW8T/EmxnKrvj02RgT6+aoH/oRqYLUo8hu9NVrTxAHuFCl4pDtQnbme4AB6D/loB165rMs7e1hkZt1xIHzydqAAnPuT/8AWrQtlQ2HiGMByC0bKMckCY/M3vgg/VjVKKJ8Zxhs85HA7/0B/GvRS0M1udN4Ikkl8SWdyYxFGszlRtJkChWQE5OOvOfQdK9Pv55p9KuEaZjmB844B+U+leUafqgt7e5a3n8uWOchzuIJ2F8Bc/xEuDx649K0D4m1S1hb7VqISEggmXbyMdsjJrlestzrjRc1eJm/E3SLy/1u1vLdN8ctjAc44zzXDTeHtXZQotlZR8pY8nBrp7TWpZViW6uXlLqoDu2cgDA4pNc1C4t9Oka2m2OrqCUwPwrSMHa5hUgoy5WcifCt/CQWtpcgjHA9fX0r6US2BQcdhXimqytbaHBqWna7qUytdfZs3Maos5ChmeIddqkhTu9R7ge8RgbB9BXHi76GdrGdNabpIxtHc/p/9esTxFZP/Yt6sSfO9vIo+pUgV1TrmRfZT/MVkeJbhbPQb6dlyqQkkDv04/WuLVbG0WedeObUzeHtMH2dmigLq5A3YAiChvbBP6VxWsQyW2t39g8BurVLh1QOR5u0SMOvc9eeOtem+KdOCR6bY3EzBGE3mbBuJ3bQOO/J/rXJ67AJfEV6vmRsVuvlKkHrKd3P5fSuzCyk6a51qTVcVN8uxxcGkW8rSi2uMTDpDKdjZ/HrXR+GPDepahqdolwvk29m4lefPJIOQg9un5e9S3NlbpfSpJHHKiKpUOuQRkV6N4I8Iafe+G3mW5v7WRrmRM29ywVVBGAFOR+laScrXTFT5OZOaPNPF2gXmjamtyil7KYjZMq85/utjv796sQXUUGko/nkTzEgxORhl+7lu+OmDntXpOq+G1U3um3F5cXcb2TSxGQ7W3A4528N27V5hrFxYWc1tA7y3EyoFywG1VOeBxnP6io52/dYqyi5XhsVoiLqORvOZL1JPlfdgMADnPfOcfka5zxmZDPa+ZJHJtUqHTvjHWr/AIWjsdU8Wiw1K+uLa3ncqkyTRRiPnlmMnGMA8DknA71ieKBNb6rPYS/aB9knkjCXIAkXBxhscZ47Ej0roiiIppmHRRRVmgDrzV621KW1tJYEVD5gA3sMlPXb6Z9ao0UAWBe3KqirM67G3qVOCD65phYOju7sZS2eTnPqTUVFAE8F1PbujxyMvlsHXB6HPWu2T4i+I9QiuobVG+1XIVS0AOdoAGMCuCrRsrPUUhXULeOVIBIIzOp2ru67c9M45xSaEya6dJreZ7rzFvMhw8rEmXoCMYPOeQSexqG7s4hqC28F3HJG6oVkDEKNwBw2emMkH0xWzqfiK01/U7i91W0X7V5SRQm3wsahRjJXnJOB045JrY1fw7J4Js9J1q4hkle+aQyQTQ4+z4CMgJI4Yhs4/D1AYGZHNLMZYWkbZEu4YPU7gOfzq/NiJo4YlEacKdvU565ooqIndXbuSoAgAAHNODkUUUjEnhdmIyxNXIjnOe1FFPoIsKTtJqWKV8qN3A6UUVtElmlG7CBmBwQDgiuOm1S50vxNPqFvsM6SNguuQcptPH0Y0UU2ZnoPwR+V9cx/0wH/AKHXsg6iiiuOp8QiKIkQqPavGvEPinVW8dtBFMLdY7SWENCMMVLqepz3wePSiinT3N6CTlqZFq7rpurNuJM0SvJk9SJEYfqxp1lCs1ykLEhCCeOMUUV2s5nuzjNe1u6GtzwRLFCoYLlF56k9ycHJJyO5qms8s6GSSRmdiAWJyTRRXNLc9HC/CzWtvnFsD/cP86n1Z2XTWTJK+YvBooraOxhiPjZFrHiV9citopdL062MCpHE9sjqUReiAFyoHOTgcnmvo+L7i/QUUVx4roc7HH/Wf8BH8zXOeNv+RWvR6+Wp+hkQGiiuFblLY5H4lEtrGkjJGEbocdZ4h/KuR1aQvrl4zKpIuZf/AEcBRRXoUf4aIluQo5kllc8FowcDoOcf0r2L4esw8K4z/wAvDn9Fooon8KGifV1P/CRW8m9vm064UrnjhkOfrXh+oN9ouhLKAStszKvQKdpOR+NFFZL4xS6HM2/iBtJvr9DpmmXsM0ocxXlvvVWXO0qQQR1ORnB7g1j6nqV3rGoT399L5tzPI0kj4AyxOTwOn0oorrWw0U6KKKYwooooAKKKKAHEAIp9c10Hhizj1WSS0uC4ijBlGxtpJ9/yoooYMqa7Yw6devFAG2qRgseR1/wo1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRQB//Z", "info": {"video_id": "52589", "label": "turning the camera upwards while filming gate", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "52589", "label": "turning the camera upwards while filming gate", "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": "fad0afa5277d06f7f7184ccb88511575b08f1103a3796c0701da98f3a2f543d9"} +{"episode": 91607, "episode_seed": 3266657694, "split": "train", "timestamp": "2025-10-13T03:52:18.421782", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3266657694, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 eraser down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "15148", "label": "moving eraser down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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VEhUheO9eI291rllqlwZ7ieG4WU7kJIwPpUt2Ju3ucgqk9qtxQcc09IlAyawfEPiOPT4Wghw0zDHHavHjFzdke3Kairsuaxrdto9uwDAzEfKK8zu7uW9uXnmbLMfypk9xLcyGSaRnY9yajr06NFU15nn1arm/IkhfZIDW5a6o8KjDEVz9PEh9a2MTqDrEhH3j+dVpNRds8mshJDtpS/vRcLFxrwnvUElwT3quWPXBojjlmYiNGbHtSCx0Phl9xuv+A/1ramkGTuPGKx/DtvJbC4MoA3bcc/WrV2xdyqiuSfxs7KT91GFrcIMiPHyAMECstbeVzgIa6hrYFPnGajjhCngAVqqllYPYqbu2Z9tou9VaVvwrZt7C3jAXFSRRselXobQ+YM+lQ6kmbxpQj0Kk2jm5VvI4bFcutrNa3ckcy4dDgg16daRiNhxVPX/C1/ql/Bc6bZyTbowJfLXOCDxn8P5VrSnJuzOfEU4qPNE87nQtO5U8E5FQ+RJJIqKMsxAH1r0yH4Ta9OAzWrKTzz2rUtfg/qluyzzKEVeST2rZs47o4ODwHq0ltBcFFKTDcmD2/wAit0sScV6D4M0XUbe5ji1CUSwQZRQOygcV50pPmH6muavJO1jfD9S1AuDzU8919mhLA84quX2Rlh2rLkvTdbEQEktgL6msoq7OhuyOg8KaLe6rq8d9HE0kMMqmVx/Dnpmuv+MHxM0uLQbnwlaQLe3U0YSeRj8sGMEfVsgfSuz0Gztvh18Pp5tTWNpRF5sygYZpCOIvfH+NfJVzLJd30s0hLSSuWPckk5rtSSRwyu5XNHw5reoeH9etNWsPLNxbPvQSruU8Ecj6E1f1nULzX9dutYnWCCa6fzJUgUhd2BkgEnrjP1NULfTbvaHEDAUssjQKyuCrehGKa5S25rU9T+H/AMXZPDi2GgTafFPZtcbXnDlZBvYDOOhxn8q+kq+E9NDyajC4P3ZVb8iDX3UjrIiupyrDIIoduhDbb1M/W9EtNdsfs10DwdyOvVD6ivMvGWgnQxafvvME2/kLjpjr+dev15/8TI/MbSx/11/9lqJLqHU4TTFcyZ5612+m7wFwa5/TLPBBxXZ6bbZCkiiNzObR0unMxt8Mea8++I/jS4s5n0TTXMb7R9omU4IyM7R6cdTXo1rH5ceK+ePiBJLYeMdSW5VtzzFwfVTyD+WK3gk5akttRRmRfMxBUEnnJFaEICoF2DJ7isCLXbKLG9m6/wB01fHifSjtO4jAwRsNbJmTuaaOyjIdsA+pBr2H4dahNqHhlvPmeZoLh4lZzk7cAgZ9s4rw2TxLpLMSJwM9tpFeu/CG5jufDd68Thk+2tgj/cWoq2sXS3PQDVC80yyvmBuLdHbpuI5rQNMIGc1zvVGkkfKOta21pE0UClnI6jtXntzHPNM0sm4sxyc16hr3hy2spCYrh3Ho4rnZNLM3AcZ75FcFGShsd07z3OL+zyZ6U4Wkp7V29poCSAqZQCT6Vvw+AZf7LF40y/Z2l2MR14H6cnFbqtcycEjysWUx/hqeLS5m/gJ/CvRrjwxbwITHKcE45q7oXhlLycJubHfij2rDlR55Do1yVytsD7lam/sq84xEq/8AAa+ldE+GuhPbh7mB3b/fIFb0Xw/8NRYxpkbY/vEmqTlJXRF0fJo0W8kbDE49q6Pw8brRruO1Fray+dGeJRzjJyQf05r6fh8MaLbD91ptsuP9gV4jqdzcar8T7/SpbxrSK2aZbUJCGIITOwH+EHBJJ/rSvNMW5D470uPT9M0SeKNEa5SQsFI7bfQe9cHs+bOOa2LvVrzWIYPtc8soiX5A7ZC5xnH5VVEPPSudt31Oun8KKflFuKfDaZc5FaMUI7irCRqGoubIZaWQyCRVkxhZ1VRkkYwPrUkbhRxVOW9aC4WRD86nIpxV2OUrK50Nvol7NLEBCV3Hq3Fe1+FNCTQ9IWM4aaX55G9fQV44njLz9MU7AtwowcV2Xhf4iPcQLaX2PNAwrjuK6IJJnDOcpI9PrN1+yn1DRLq2tn2TunyN71as7pbqBZF9Oa57x/qF3pnhd7iyuHgmE0ah064J5Fa7mRxNnY6rpx2zCQOAQ3fmvJUGW59a9S1HXdTi0mO9tPEOoygzGDMyKglIXLNHxnAPBz6j6V5dHjua5qsbG9HqOllCDBIrOhntrfUo5C4Xadw74Ipb9znanU1SWAImWOWNENDa19DuPGHxAfxLp9jYQiQQWyAyNI2TNLjlj7en1riIYY4+UhRfcDmkjQk4FalnZNIwBHWrcmyo04x2K8Qd3CjOKvtoceqW5imGP7r91NaNtpoVzkdCKvwxBZArKTxn6Ukn0KlNbM81t7CW11UWTZEyTBDj1z1r618E6hcXNmyTE7M/JmvFfDuiw6x47mYxKwxuzjuABXv+jaatlbqAMYFb76nmzaUrI2M1xfjyISy6cOv+s/8AZa56813UJPHl7pkutXlramfZGYpI0WPgHkuOmM++apWV9qV9ql5bajdXM32WUoi3GN6ckYOOM8DND2B7G5p1qDjjius0+DGCRjFYumx9B6V09rHgDjFOJzyu2XFGFFeTfGOxt7yWy2wgXKRsWlA5Kk8A/jmvWqwvEWgWviCNYJSYp0UtFLjI9wfXtV02lLU1mvdsj5Xm02XBwh61QeCVc5Q/lXvdx8MNRWQ+WbaRfXeR/MVyniHwJe6SwM8KgOCVKsCD610OKezMVJrdHk+xy+NjH8K+ofhHoU+heBYBdRtHcXcrXLRsMFQcBQfwAP414U+jSRXAJTH419RaMSdFs89fJTP5CueRuty6aYcVzXxA1C703wu9xZXDwTCaNd6dcE8iuB1XUfFek6VYXVxrF8JbkvvjKgeVjaVBOOpDZx/9epG0cZr8rtdEE8CqIjWO1Mij5sUUV5KO7oULWVxNwf4q9GmndPBGnqpA3XD7jjrhQR+rtRRWsdmRPoYd0P3UY9ATXa+D7SERRtt5PJNFFUyJfCeqRIqRqqjAAqSiiuuHwmIHpXgHit/sXxA1HUYUX7RFOwViMjlNpz68E0UUT2GjkPsyQYVMkYxyaXAyKKK45fEddP4R69DT1oooNELKxWMkdcVkD5pSTzRRW1MyrFmFQCRXU+FIUk1ZAwyApNFFavcwex7poY22qgdKxfib/wAie/8A13i/nRRWiMYnlOp622qRRRyWFnCYlCI0KsCqj+EAsQB36da4nJFFFYVuh00epVIDSMT1pQoYc0UVmjoRYtYULgYrfs4kXBAoooKL7fIzMByAT+lUI7qW41GCBiFSVwrbeDjNFFdNM5arPWPCXh3T9O1syQI4bZj5mzXooAC8UUVtPRnFT1ep4d4l1M2Hi/WUNpaXUclxuKXMW4AqBgjkEdenQ96m8MXMt9fX93cPvmlZXdumSc0UVk9jV7HoWn/Ku4DkCujtuYgaKKIma3LFGAfwoopmoVWvrG21C3MF1EsiHnB7GiinF2ZMtmc9deEtGK5+yDKnIro7RFjtY0UYVRgUUVtV2ObD7nK/E3/kT3/6+Iv515Fc6vfXdlFZXFzJJDC7Ou9yxJbHXJ5xjj0yfWiisDqZ/9k=", 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VEhUheO9eI291rllqlwZ7ieG4WU7kJIwPpUt2Ju3ucgqk9qtxQcc09IlAyawfEPiOPT4Wghw0zDHHavHjFzdke3Kairsuaxrdto9uwDAzEfKK8zu7uW9uXnmbLMfypk9xLcyGSaRnY9yajr06NFU15nn1arm/IkhfZIDW5a6o8KjDEVz9PEh9a2MTqDrEhH3j+dVpNRds8mshJDtpS/vRcLFxrwnvUElwT3quWPXBojjlmYiNGbHtSCx0Phl9xuv+A/1ramkGTuPGKx/DtvJbC4MoA3bcc/WrV2xdyqiuSfxs7KT91GFrcIMiPHyAMECstbeVzgIa6hrYFPnGajjhCngAVqqllYPYqbu2Z9tou9VaVvwrZt7C3jAXFSRRselXobQ+YM+lQ6kmbxpQj0Kk2jm5VvI4bFcutrNa3ckcy4dDgg16daRiNhxVPX/C1/ql/Bc6bZyTbowJfLXOCDxn8P5VrSnJuzOfEU4qPNE87nQtO5U8E5FQ+RJJIqKMsxAH1r0yH4Ta9OAzWrKTzz2rUtfg/qluyzzKEVeST2rZs47o4ODwHq0ltBcFFKTDcmD2/wAit0sScV6D4M0XUbe5ji1CUSwQZRQOygcV50pPmH6muavJO1jfD9S1AuDzU8919mhLA84quX2Rlh2rLkvTdbEQEktgL6msoq7OhuyOg8KaLe6rq8d9HE0kMMqmVx/Dnpmuv+MHxM0uLQbnwlaQLe3U0YSeRj8sGMEfVsgfSuz0Gztvh18Pp5tTWNpRF5sygYZpCOIvfH+NfJVzLJd30s0hLSSuWPckk5rtSSRwyu5XNHw5reoeH9etNWsPLNxbPvQSruU8Ecj6E1f1nULzX9dutYnWCCa6fzJUgUhd2BkgEnrjP1NULfTbvaHEDAUssjQKyuCrehGKa5S25rU9T+H/AMXZPDi2GgTafFPZtcbXnDlZBvYDOOhxn8q+kq+E9NDyajC4P3ZVb8iDX3UjrIiupyrDIIoduhDbb1M/W9EtNdsfs10DwdyOvVD6ivMvGWgnQxafvvME2/kLjpjr+dev15/8TI/MbSx/11/9lqJLqHU4TTFcyZ5612+m7wFwa5/TLPBBxXZ6bbZCkiiNzObR0unMxt8Mea8++I/jS4s5n0TTXMb7R9omU4IyM7R6cdTXo1rH5ceK+ePiBJLYeMdSW5VtzzFwfVTyD+WK3gk5akttRRmRfMxBUEnnJFaEICoF2DJ7isCLXbKLG9m6/wB01fHifSjtO4jAwRsNbJmTuaaOyjIdsA+pBr2H4dahNqHhlvPmeZoLh4lZzk7cAgZ9s4rw2TxLpLMSJwM9tpFeu/CG5jufDd68Thk+2tgj/cWoq2sXS3PQDVC80yyvmBuLdHbpuI5rQNMIGc1zvVGkkfKOta21pE0UClnI6jtXntzHPNM0sm4sxyc16hr3hy2spCYrh3Ho4rnZNLM3AcZ75FcFGShsd07z3OL+zyZ6U4Wkp7V29poCSAqZQCT6Vvw+AZf7LF40y/Z2l2MR14H6cnFbqtcycEjysWUx/hqeLS5m/gJ/CvRrjwxbwITHKcE45q7oXhlLycJubHfij2rDlR55Do1yVytsD7lam/sq84xEq/8AAa+ldE+GuhPbh7mB3b/fIFb0Xw/8NRYxpkbY/vEmqTlJXRF0fJo0W8kbDE49q6Pw8brRruO1Fray+dGeJRzjJyQf05r6fh8MaLbD91ptsuP9gV4jqdzcar8T7/SpbxrSK2aZbUJCGIITOwH+EHBJJ/rSvNMW5D470uPT9M0SeKNEa5SQsFI7bfQe9cHs+bOOa2LvVrzWIYPtc8soiX5A7ZC5xnH5VVEPPSudt31Oun8KKflFuKfDaZc5FaMUI7irCRqGoubIZaWQyCRVkxhZ1VRkkYwPrUkbhRxVOW9aC4WRD86nIpxV2OUrK50Nvol7NLEBCV3Hq3Fe1+FNCTQ9IWM4aaX55G9fQV44njLz9MU7AtwowcV2Xhf4iPcQLaX2PNAwrjuK6IJJnDOcpI9PrN1+yn1DRLq2tn2TunyN71as7pbqBZF9Oa57x/qF3pnhd7iyuHgmE0ah064J5Fa7mRxNnY6rpx2zCQOAQ3fmvJUGW59a9S1HXdTi0mO9tPEOoygzGDMyKglIXLNHxnAPBz6j6V5dHjua5qsbG9HqOllCDBIrOhntrfUo5C4Xadw74Ipb9znanU1SWAImWOWNENDa19DuPGHxAfxLp9jYQiQQWyAyNI2TNLjlj7en1riIYY4+UhRfcDmkjQk4FalnZNIwBHWrcmyo04x2K8Qd3CjOKvtoceqW5imGP7r91NaNtpoVzkdCKvwxBZArKTxn6Ukn0KlNbM81t7CW11UWTZEyTBDj1z1r618E6hcXNmyTE7M/JmvFfDuiw6x47mYxKwxuzjuABXv+jaatlbqAMYFb76nmzaUrI2M1xfjyISy6cOv+s/8AZa56813UJPHl7pkutXlramfZGYpI0WPgHkuOmM++apWV9qV9ql5bajdXM32WUoi3GN6ckYOOM8DND2B7G5p1qDjjius0+DGCRjFYumx9B6V09rHgDjFOJzyu2XFGFFeTfGOxt7yWy2wgXKRsWlA5Kk8A/jmvWqwvEWgWviCNYJSYp0UtFLjI9wfXtV02lLU1mvdsj5Xm02XBwh61QeCVc5Q/lXvdx8MNRWQ+WbaRfXeR/MVyniHwJe6SwM8KgOCVKsCD610OKezMVJrdHk+xy+NjH8K+ofhHoU+heBYBdRtHcXcrXLRsMFQcBQfwAP414U+jSRXAJTH419RaMSdFs89fJTP5CueRuty6aYcVzXxA1C703wu9xZXDwTCaNd6dcE8iuB1XUfFek6VYXVxrF8JbkvvjKgeVjaVBOOpDZx/9epG0cZr8rtdEE8CqIjWO1Mij5sUUV5KO7oULWVxNwf4q9GmndPBGnqpA3XD7jjrhQR+rtRRWsdmRPoYd0P3UY9ATXa+D7SERRtt5PJNFFUyJfCeqRIqRqqjAAqSiiuuHwmIHpXgHit/sXxA1HUYUX7RFOwViMjlNpz68E0UUT2GjkPsyQYVMkYxyaXAyKKK45fEddP4R69DT1oooNELKxWMkdcVkD5pSTzRRW1MyrFmFQCRXU+FIUk1ZAwyApNFFavcwex7poY22qgdKxfib/wAie/8A13i/nRRWiMYnlOp622qRRRyWFnCYlCI0KsCqj+EAsQB36da4nJFFFYVuh00epVIDSMT1pQoYc0UVmjoRYtYULgYrfs4kXBAoooKL7fIzMByAT+lUI7qW41GCBiFSVwrbeDjNFFdNM5arPWPCXh3T9O1syQI4bZj5mzXooAC8UUVtPRnFT1ep4d4l1M2Hi/WUNpaXUclxuKXMW4AqBgjkEdenQ96m8MXMt9fX93cPvmlZXdumSc0UVk9jV7HoWn/Ku4DkCujtuYgaKKIma3LFGAfwoopmoVWvrG21C3MF1EsiHnB7GiinF2ZMtmc9deEtGK5+yDKnIro7RFjtY0UYVRgUUVtV2ObD7nK/E3/kT3/6+Iv515Fc6vfXdlFZXFzJJDC7Ou9yxJbHXJ5xjj0yfWiisDqZ/9k=", 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", "info": {"video_id": "15148", "label": "moving eraser down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e421d3caf3ae06ad37c409f68c6b1cf623c03807ef600693baae1f39a710afc3"} +{"episode": 91608, "episode_seed": 4274640713, "split": "train", "timestamp": "2025-10-13T03:52:20.716040", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4274640713, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming calendar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "214858", "label": "turning the camera upwards while filming calendar", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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YgZ5yvc10VxDHPhZY1cBgwBHQjoayb2Nn13TkxhCzOxx/dHArpp+zatJGUuboy0uuXeMtod//AMBANDeJAg/e6ZqEf1hrWQYFSnJGMn86L0v5fxFafcpgYpwOKbnijNcjRpe4kn3D9KjnmCyAcfdHf2FSN901GJiuAUDe9b4epGDdyZptaE1m+8sasTMFQEjjNVBcAjb5OB7Gp4rhVGBBxnu2a7Pb0+5nyssWj5nj443Dmr9sMlz6sarQTjIxCB3q7bqAOPXNZV5xmlYIprc7XwTbRzyXfmxJIo2DDqCO9d4LGzXpbQj6IK43wJLDDFetK6rl1AyfY1gXmuapdeOdQ01NeurWAO/krGobkJuC9OBweTU009WNjPjJLDYtoypER5gmz5Yx02f415nb3q3NzFGFcMgZjuHY4qTxRrWoazNYf2heyXPlpIUEmDjO3OPyH5Vl6QANUkxjATtUVpOzR1xow9j7Tr/wToaQf6w/7poBpFP7xiemw1y0f4iMXsLCYoY0XzkOZDg7upJzgfnUZgRo8LcJzLuOW4B9OtQRizWSALMRhyyBh1Py8dPXFRxxacYgouflM25SR/FgcDivaWpi5uMnYvfZHcXAju1UyShwwb7vXg8/5x7VowQust7K0u5HQ7Vznb/hWQLe0ZZR9qU5ky+VHX5uP1P5Vq2tr5TXcu8EyIcgLjHPr3pz+FmSepagGYlru9DlEXw61oZ6LKfzUCuHt1/dr9KvavqN3Y/D2/jtGkjeaVUMikAYPUHPrXmQ0Zu2c2PMGnWccatkEINoO9i2cYrz2UhLbJ+9yDXdX9rLY6TZappetX7vDciGN50RBKypkyRc52qflO71HuBwMoY7ifXiuvF1FNRS6HXl6bc2/L9Tq9IXZpUA/wBmrpPy1WsRtsYR/sCp2OAa8uW5iPU/uVRgNpUHke5oWKLIYAcjn5qcjfJGuT90duKf5gKpsOCe7AivZpr3Eczk7jTGpUAHH0YHH6VNEFjkZwCSRjlqaGJdclQpOD1qXgnKEEdOfWtLEuUu48D/AEqX6g12fw4fHinYRkNbuP5GuOxm6kPqB/IV1XgB/L8YW+SAGjkXk/7Of6V5b/ifM2WxifFbEXje9IGA0MRIH0H+FcdpJJedj1JBP6103ixLfWfjDfaXquo3VvBIyxRyxyxRrEAAfmMnGMZ4HJOB3rmNPtZbHV9Vs5DP/o85jCzgB1wSMNjjPTOOPSuybXsmiLPnTNhTUqmoFqQGuBm5MDTwahVqeDSGScUp9KYDT/egCJkGenWnJEhwdoJNPxVizYx3cMi/eSRWB+hq47iYxIV7jFTeSrD7wFdn4q1/U7Tw9JNb3CxSiZFDpEoOCee1c9q174p0nSdPu7rUp/Nui++JoVxFjaVBOPvENnH/ANetI8slci7Ryx6UgoornkOIHpUWMtRRUFD1AqxGB6UUU0Bei7VoW9FFaolnongEAWd6e5mH/oNedeJb2XT/AB3qV1Bt8yO4bbuGRym0/oTRRW9PqQzgNfPlzWeOwcc/hTNCO69lYgZ2dqKKzrdT0Yf7r/Xc6CmjlnB6FDRRXPR/iI4nsQC0h3oSpPlnK5Y9eDn9BT0023wq/OQp3cseTwOfyoor2onNPcsCyjaEqWfDEuee+D/jWpAcwS/7hooon8LEizbj92v0qxr9tHL4Cd2zlbteh680UV5i3Nzn9S1NNYt4IpNOsrcwoqRvboylEAOFALEAc54HXmvPbgYwB0oorSp0PQwG0zrrfiBP90U6T7poorilucaGF3F7aoHYKy8gHg8D/Gk02aWWCIySMx3OCT3x0oor2qfwownui1E7fJ8x61aZzHHGRj5plU59CaKK0MFuTf8ALy30H8hXR+C0WTxfYI6hlbfkEZB+Q0UV5Uv4nzOpfCcj491g6V8SdZiOnafewzSK7R3kG8BkHykEEEdTkZwe4NY2mXtxqWoX99dyeZcXEgkkbGMsc0UV1T/hMlfEjVFPFFFcRsPHaniiigY9ak7UUUgHCpEOCGHXIoorSG4mdr4qt4n8F3EjIC4uIcGuCudTvLyxisri4llhhdpFDyMxJbHXJ5xjj0yfWiitoL3TJ7n/2Q==", 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"info": {"video_id": "214858", "label": "turning the camera upwards while filming calendar", "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": "a4fff0a2e92fefd8c8449ce70da291f3a7ea88843c4d0986e7d0f67a6d8f56f4"} +{"episode": 91609, "episode_seed": 2107983861, "split": "train", "timestamp": "2025-10-13T03:52:23.256318", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2107983861, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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yNukCAMx7nHNO8vmrOwA0m0Z6V6JwFcpjpXO+K4dScWk2n3E8bxlgVhJBOR19+ldSVHpVa4j3GM+kg/kR/WlJXVhxdnc8gvdLN5cSTXrzG9ZstI5O48cfpXOahoM0aNtbcPevQvGb/YtfgZuEmtxliehDEfyql+4uYCCBnFefUlOnLRnbBRnHYuW+m2typ3KNxqGfww7NuiGR6GtCzt5MgYrprWArDz1FemeQecXGkSWzEGI7SCAMd67Hw1qVu1mLSZBG8YC8dCB6VsRWkUqv5qBgeM1mXvh0LFI1vu2uMMV6j3FG5UXZnSR4ZQY2zTi4HDDHvXmum3viLTXYTsHhiJUjucf0+tdVD4ptMxpdMI2dQcngZ9OaSZvy32N7IPQ5oqvG0FwnmQS8Huhp4SYDifj3QGmSxt2dtu7D+EhvyIrlPiHaPP4daSKPfJBMrgAZ45B/nXUyQyOjK8/DDBwgFZ+ujdo14QM7YmYAe3NJ66Au55p4RjhumulkUADYSD2611U/h2OZcwjBPpXPeElab7TMG3l9uTjnv+deh6dA3VulCjyqyM5z55XZxk/h2aBCfL+Yc5FYuo6NJOS8e6OQHhexHfivXXgDyKCuR3FQ3mh29025FCyDpx3p6PcIycHeJ5xFaCzt4JFLJOf7h4P4GhPG+o6TdfZ50S4GeFJxn6elWPEmh6nHqiNbKAsoxk/wt7egrKGgyQRzySLG9yi7h5oJBPoMdP8APSs2mmd7q+0ikd1o/i3TtXjGGa2mzgpL0z9elbwdgB8hI9V5rxvTbqZbqSGWYhXHCIoUZ/Culs9Uu7Pi3uGRf7pO5fyNF5J2aFUoOB3zOp/hf/vg1T8ndLKArBGIcEjHJ6j9M/jXPN42ltB/pFukg/vRqw/PsKcfGk8kZkTTo9m3PM4JJ/Dj9atK5yuyepzHizRV07WFukBSG5Ocj+F+4/Hr+deoiKOSP5lGcV5nrPib+3R9ga2RYyQ4JzuBB6j0r1eG3yBx2FTGHK2FSpzpeQ230WMRl1xluapXGjSMxGzI9q6W1hkG0KDW2tqggBeME45qzE8quNOIR7eWPepG0ZNZmhQW+heL7eS+cLax73V2/wBw4+p7V7Bc+GYru2MsYUSHkDvXI6x4c82ykgeLF1Ecxn19vxrOrTUlzLdHRQquD5XszHsZL3xj4gMroy2qHO09IUzx7bjXociAVW0HTE0fR4LUAeZjdKw/ic9f8Pwq1IwPcUUouKvLdlVZqTstkU5RXO+IJJI7C4VUDq6EFfXiujkxnqKzruBLiN0YA5FaSvbQyja+p4jqs/2mNmaFo5M9M5H51Y8FRJNLepIAR8n/ALNRrlq0V5KkYJCkg8cA5qx4Lgf7RfHH9z+tcsZXqq+50zVqLtsdZN4ehnjBiABPpWdP4amgjJCZI6Guu06Bhgt0rTaHc6grn2rqucFjy66sLmZFiVzDllAPtnn9K9XkRfNg29Bux+VV7rRre7IIUK/bjvS2yzROsEwOUBAJ79KnlS1RtGbejLBWmEVM3SoScGmUNIqKdf3WfRlP6ips5qKf/USfSkM434haXLfW1pJbojSIWGWOMdCP8+9cBatcW7PFdBoZQdygjCkH0r1fxY0iaUJIgpKvnDfQ15bfXS39+sTb0QAkIw+9jv7VNSn7SFhwqKnO565Bo+0dOK0Y9NfbhR1ret7LIxjIJrWttOXI+XFUjmOXt9CkdeAa0rPRXKGN06+tdXHAkagBRQdqvuJAwKodjx3xv4f+xRteRRt5kR3Mo6OO9eeT6lBcxM5iR44s/uiu4nPGK+gfGUUU2mEgjJyDXzHqVlcWss7rny45Cu4Hpg0HbhIRqJxbs1saVlq0UErNYtNAu7BVXOAfpW+niTUolH+lnGP44ga88ivJUm3jDOeeVrcsriV4i13FsUcq7cbvbmoqO+sS62FqQ96TR1I8S6ozZ+0QlPUQ81UuPEd/JG6NcAqcqRsAyCKypLj5eMADoBVLRbYa54mfTZ9RltUZJWi8tN5Z1QsF9AODyfT3rKMnIw5bK7Oq+HmliW61TYcpmMhfQndmvSINMK8AVwPwOMl9JrLSOWIEB57Z317fbacpAJUVsm+pzyST0Och0iSSTO01oRaHJFIGI+X1rqIbdIwMAVMQMc1Qkjitf8NRXNg5kjyCM5HUV4xd3X9lXktjMuJFbAkfnINfS05je3kViCNpzXzp8Q9PZ9ZiaM5aQMoGcZwaDqwqjKfJLZ/gc7eT6eJlimth5wICzAbcnGe1WIVhmQsvmqB9DXMXD3FvK0Tkjac7TyBV6xvLx2QRwGRB1ULgY+vSpn7y8zsnhaqV1JNG01ur5CT8+hWopLGBXV2Z9+3awU4DfUd6mE8a5EZUsOGI7e1ZWr3bxWZaJyrhhyDzWClK9jicHLVhqNsJQjRuFljOVYjr9a+kLHTGcoGX+GvnLWrKzt/D9tqmnatfTq139lzcwrGtwQoZ3iA52qcKd3qPcD62t4ljiTAGdoya2TZlKK6FODSkQA8A1a+yrsK1YoqieVESQKhBHWobzT4bxfnUBh0bFW6KLjsjmJrRrQhJFX2PXNVW2c8D8q3NdVFs/OY42Hk+1cTL4n0WNir6paqw6gvzTKhCUtErmlLt9qoyOpchTk98CqbeKdDOANUtiT0wxP8ASmzavYAYN0mfx/wpN2KlTlHdHEeI7CQarOyyjynO4owyQSOx7Vb+H+m+dcaiAOV8v/2ashru21nx5Lp95qt1b2ksmyKWKWONYvUsZBjGM8dScCuq+ElrONd8TWc5uAbaeOMLcACRQC4+bHGeBnHFY8l5qQ3Jqm4s7GDSyOAtX4dGlkcEr0710cNmij5gDVpVCjAFbHOk2YcOiNHKrEjHenano8clu0ij51GeK26RsbTnp3p3K5TzZ5pVyDbk4OPlcfyNVnuwPvQzr/2zyP0zS65qdvpeo+VNvImc7Co6fWsWbxZo0UpjmuzE/o8bD9cUjaEJS2RsLewHrJj6qw/pSS3cDROBKpypHQ1RttbsJ1DRXsRU853EfzqyNVsXyFvoGI6gSjik2HK1pYpeIUSbQ33jgbTj9P615nq1ss6KUfZLHyjkZ5967Txrqscfhqf7NeIJS6D5HBOM81w3iTQ9X0DQNK1C9nuBPfGTzYWjIEGAhQMcfeZWzjt9Qam76Csup9MWpyn0rVhciOiiqRyoQzOHIzWJqF3N52N2BRRWgkY+t3EjWh3HPy968Cv2ZvEF+oYqBJ/CfeiipZ6GB+KXoQ3mLfT/ALREipKXwWAxkVz7zyOPmdiM5wTRRUnfRScm2WrW7mDrCW3IR37VFBqtzo2t/wBoWuzz4mbbvXI+ZSp4+jGiio+0YYpanqn7PxxLroHTEA/9Dr36FjmiirPLluTFyFJqjqFzJHD8pxRRVoltmK13N5D/ADda8c+JszB4DgZ3nn8KKKR04P8AjxOVtQs8yxzKJFP9/nGB2rEv7uY3boHKqrHAXjHtRRSPUSTq2ZXinlhcvG5Dfzqe9uHn0/e+M7hwKKKznumVi0uUl1zxXJ4gitYZtJ0y1NuqRxSWqSKUjXogBcqF5ycDk819np/q1+goorQ8d7jqKKKBBRRRQBkeI3KaTJjHOR+hr59hhi1ieZ7qJd6kfMhIJ+vNFFPodmEbXM15Gfe302m4+yBIssy/Ko6AkCqVjqt4btUeUusjchucfSiilP4GdtBKUJSlqyrca4+k6lfRtp+n30U0ocx3sHmAMo4IIII6nIzg9wa9P+Bt/c6nqviS+u5PMubh4ZZHIxljv7Dp9KKKzh0PKr7M9vU06iitDKOxDcuyREqcGsj7VMYZBuoopk9Tx34nXD4h+7neecVxum3j3E/kyoroFJwxY9B7nj8KKKD16H+6/eYt7fXE07ZcgBjgDt7VWiuZoZA8blW9RRRTR6FGMVT2LF7eS3OlFpCMhx0GKp3/AIj1XUtMt9MvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRWMNzxcVpJ2P//Z", 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", 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", "info": {"video_id": "75414", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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dwS8zsUDHqWPLH+Qruw/JAYHBwcHOK6MPFct31OetXknyo4RPBN2jF2uYA57qD+NGoeEri7tlhN5GGVtwJjyPyruXPFUZuufetVBR1Rwy13PF9Xsdd0y+aF7vfbo20eWFGQO3IyKy/tDK0vUlirE9yR/+qu58XQym9kAT5T8wfPfGMYrzmS4eFtrDmsqtSUWb0qcZRsen2+mW10DuVcmoZvCzu29BkehrRsbeTIHT3rpIIsQ9Occ1vscZ51Lpc9pIQsZ5HHtXQ+A7OSGbU5ZZd/mNGEHoBnP611EVpFLEwkjBz3xVdNLbTpBcWwJQn5gO9JxTd+pcJuOnQtwL+4X8T+ppxFOg/wBSn+7SPQaEZFIRS7qSkBAsYZp42GVY/oVFeKajpmoafeO6wAwh9zeV8xwOD9OO3Ne3Kf8ASH+in+deZeI72S0vLqNo8nc2xk7cnk+nai100DfK0yro6Q3ZdXYSIMEZrXn8OxzLmEYJ9KxfDMQdJJUJcyAMT69a7zToG6t0pU4ckbEVZqc7nGT+HZoEJ8v5hzkVi6jo0k5Lx7o5AeF7Ed+K9deAPIoK5HcVDeaHb3TbkULIOnHer0e5MZODvE84itBZ28EilknP9w8H8DQnjfUdJuvs86JcDPCk4z9PSrHiTQ9Tj1RGtlAWUYyf4W9vQVlDQZII55JFje5Rdw80Egn0GOn+elZtNM73V9pFI7rR/FunavGMM1tNnBSXpn69K3g7AD5CR6rzXjem3Uy3UkMsxCuOERQoz+FdLZ6pd2fFvcMi/wB0ncv5Gi8k7NCqUHA75nU/wv8A98Gqfk7pZQFYIxDgkY5PUfpn8a55vG0toP8ASLdJB/ejVh+fYU4+NJ5IzImnR7NueZwST+HH61aVzldk9Tl/Fmirp2rrdICkNyScj+F+4/Hr+dbdtptrcp8yjcayta8Tf26psGtkWMkOCc7sg9R6Vv2VvJ8oxUxhytiq1OZJGfP4Ydm3RDI9DWdcaRJbMQYjtIIAx3r0e1gKw89RTorSKVX81AwPGatMxMfw1qVu1mLSZBG8YC8dCB6V1MeGUGNs1zd74dCxSNb7trjDFeo9xXN6be+ItNdhOweGIlSO5x/T60nobwfMvM9KLgcMMe9NyD0OawYfFNpmNLphGzqDk8DPpzWtG0FwnmQS8HuhpjaaLFQXZ227sP4SG/IinBJgOJ+PdAajkhkdGV5+GGDhAKRJy3xDtHn8OtJFHvkgmVwAM8cg/wA6x/hmyyf2mCuP9USD2+9XY66N2jXhAztiZgB7c1y/wzXz11KYtvL+WScc/wAX50uVN8w5SaTj3O3XTYrqUAADHNTXWjkIBGOKu21uQQQCK3LC3aQ/OuQPWqMTz+fSJYgJdpB6fWsHWNH8+I3MMe2VMAgfxDvXtL6ZBdyeS0arnqT0rF1Lwy1pN5qJuhB5x2FKUVOLiy6c5U5cyOBg8RJYeDbHTdPfF3LvM7oeYxuPf+8f0Fdl4V0iXT9MMtwmyafDFD1AHTPuc5rP0nwtDF4na7CKbSIeYi9t56DHt1/KuxkYDqaxpQkneXTQ66tSLjaPXVlSRQKoXIPlnHXrWhKR61TmwVPIroOU8x8W3kgv9sluWDIAXVsdCccV53qP+uYqDgnIzxXrXjexj+zJOBgkkDAyc4ryu+gk5DA/jXFWk1pI7KKT1ifQtto5VQduRWlFpchXCr1rftLL5RnpmtGOBI+ijNdZwWuc/b6C5TnitC30lVg8uTHIrVooKUTh9Ys2064xFHuVucZxWTJcuD81tKP93Df1rrvFaj7EjZwynP4V5w3inTfIMrtKiA4OUzj8BQaQi3saRvYwcMJF/wB6Nh/Sni8tyP8AWr+RrFh8U6Ncvth1BC3oVYH+VaA1eyVQWvoFB6FpQKRThKLs1YnWZJbhijbhs5IHvXC+IY4otWuWxyxycn15rs5NSs8Z+1wn/toK84uANf8AH93p8mrSwQsshhMSB9zKhYL6AcHk+nvU3vsFu5qeAtJ3XOpKj7owYyq45UndmvQoNMK8AVwvwSeXUJNYaSQsQIDz2zvr2u205SASoqk29zCaSehzkOkSSSZ2mtCLQ5IpAxHy+tdRDbpGBgCpiBjmqEkcVr/hqK5sHMkeQRnI6ivGLu6/sq8lsZlxIrYEj85Br6WnMb28isQRtOa+dPiHp7PrMTRnLSBlAzjODQdWFUZT5JbP8DnbyfTxMsU1sPOBAWYDbk4z2qxCsMyFl81QPoa5i4e4t5WickbTnaeQKvWN5eOyCOAyIOqhcDH16VM/eXmdk8LVSupJo2mt1fISfn0K1FJYwK6uzPv27WCnAb6jvUwnjXIjKlhwxHb2rK1e7eKzLROVcMOQeawUpXscTg5asTUbYShGjcLLGcqxHX617Db6RtUccYryLW7Kyt/D9vqmnatfTq139lzcwrGtwQm53iA52qcKd3qPcD6LtbLMa8ZBx/Ktk31MZpLYwo9NfbhR1q5b6FI68A11Ftpy5Hy4rVjgSNQAoqkZ2ucpZ6K5QxunX1riPG/h/wCxRteRRt5kR3Mo6OO9exHar7iQMCub8ZRRTaYSCMnINMqL5WmfP0+pQXMTOYkeOLP7oruJzxiq1lq0UErNYtNAu7BVXOAfpWbqVlcWss7rny45Cu4Hpg1mxXkqTbxhnPPK0X6M9aWEcl+6loehp4k1KJR/pZxj+OIGnDxLqjNn7RCU9RDzXLWVxK8Ra7i2KOVduN3tzVmS4+XjAA6AVzylKLszilSlGXKatx4jv5I3RrgFTlSNgGQRW38JbDNzrXlnKHyjj0J31wmgrZ6t4qXTNSv7i1t5n2pLHNFGsfcljJxjGeByTgd69S+B1rJBrni60nWcfZZ4oglwAJFwZB82OM8c449K0i2ZySPTLPSFZFZh1FakVikQxnj6VaAAGAMClqzPlRB9lXeW9e1SeWuzaRkehp9FA7IxLvR1jYywKMY5Ws19vQhePausIDAg9DXEaxqNjpd1Il1dRQDccGRsZpjim3ZEj7PaqczIinJH5Vnt4q0POP7WtP8AvumLr+l3IZob+FwvUqTx+lJuxbpTSu0UvEdubrSHVWKsCGVunNeZ39m4XMjKzdyoxXZ+M9biTw/KbO82zF1AKA5xnntXF+JNG1nRNC0u+vbm5E16ZPMhZMCDAQoGOPvENnHb6g1hVh7RFUpODufUlqf3QqzRRW5zw2Csq9uZUmADYGaKKaG9zC8RXMptXJIPFfPFxeyxajclQB854BK9/Yiiig9HLt5kuo3skenW0saojy/M7KOvWueaaRj8zk/WiihHoYSK1dtS3aajcoyRb9yE4w3OPpVX+1bnR9fbUbXZ58TNt3rkfMpU8fRjRRWclaZyY5JPQ9N+APyy64B0xAP/AEOvfIWOaKKo8eW7Ji5Ck1R1C5kjh+U4ooq0S2zFa7m8h/m61458TZmDwHAzvPP4UUUjpwf8eJytqFnmWOZRIp/v84wO1Yl/dzG7dA5VVY4C8Y9qKKR6iSdWzK8U8sLl43Ib+dT3tw8+n73xncOBRRWc90ysWlykmueK5PEEVrDNpOmWpt1SOKS1SRSka9EALlQvOTgcnmvrGzP7pfYCiirPDqbo1oXIjpDM4cjNFFVEykzE1C7m87G7ArH1u4ka0O45+XvRRTKPAr9mbxBfqGKgSfwn3qG8xb6f9oiRUlL4LAYyKKKg9qXwx9Ec+88jj5nYjOcE1atbuYOsJbchHftRRSnqjecUqeiCDX30i5uo207Tr+KZw5jvYPMAZM7SCCCOpyM4PcGvZ/2fdQudV1DxZqF7KZbm5kt5ZXIxlj5hPA6D2ooojsePPdnuNFFFUQFFFFABXjPxPvHTUYYiiOjlgwYehFFFUjbD/wAVHGXGn2tmiSRQrukPO/5sfKTxmufuNav5SEM5VUPG0YoooielR9+qufX1HaheTXegeZKRu8xRkcVk3/iHVNR02DTbu8mmt7eR5UEkjMSz4zkk8428emT60UVzx6nLiEuc/9k=", "info": {"video_id": "75414", "label": "folding paper", "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": "e7bfb8cbab3cbda590bcdb47a1b9beae2f340765b368c988512a53f3149cad34"} +{"episode": 91610, "episode_seed": 3031087128, "split": "train", "timestamp": "2025-10-13T03:52:25.315244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3031087128, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy horse upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "142462", "label": "turning toy horse upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "142462", "label": "turning toy horse upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "47ec42fec028dd8281ffd50876ed151b057a6ee389ce94ad149a7c1bfa81960e"} +{"episode": 91611, "episode_seed": 3948090939, "split": "train", "timestamp": "2025-10-13T03:52:26.636266", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3948090939, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "120005", "label": "trying to bend spoon so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "120005", "label": "trying to bend spoon so nothing happens", "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": "52b632a4df9dda89adc6b0cd7802562e3ffd75a8b21c1d1ae45cf136623d19a5"} +{"episode": 91612, "episode_seed": 3341010795, "split": "train", "timestamp": "2025-10-13T03:52:28.309090", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3341010795, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging a plug into the wall but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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"info": {"video_id": "12600", "label": "plugging a plug into the wall but pulling it right out as you remove your hand", "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": "12600", "label": "plugging a plug into the wall but pulling it right out as you remove your hand", "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": "f7d315bc785ccb4eb9aa02739029f691e75aad8307cc207c4d2bf2f2a92a1d21"} +{"episode": 91613, "episode_seed": 2641843567, "split": "train", "timestamp": "2025-10-13T03:52:30.550866", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2641843567, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 packing box up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101771", "label": "moving packing box up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "101771", "label": "moving packing box 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": "0760f4359684a1ccf9396e99380e5b45ca33f772d150702a6de6fb54fb8c1570"} +{"episode": 91614, "episode_seed": 2544003027, "split": "train", "timestamp": "2025-10-13T03:52:35.529764", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2544003027, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 5 tomato onto tray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "150015", "label": "putting 5 tomato onto tray", "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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9XIej/Ru/o31rhnzE2B+Ar0+/1qG18ZxRJEkun6oPJlgP3WYnaR+OR+PNUPGPwl1nwtDLe2rxX1gGJPlg+bGvbcP4gB3FZYWrzQv0e3+Xy/IzxVB0qjg90cGJm3ZLcelaEkhcPsO/IySBWW4ITjAFWreSUBtmCNuTn0rqONnRO4Y4Y4z6+1dpqLbfhLogHQ3Erkf8DauLtzHMrq+AGI5x0967xIvtPwotgvzG1vZUOOg5z/7NVT3i/P8ARjj1JbGWS18C2U6tFiFfMZX7qWG78cVHprvfNLMzs6Ns2oOdgwSQPXOQKWwtYdU8KxQuShiDwbhzjODnFWtNtItOs1gRy08jHty2On5CvPxspxg5RPRw/s+X3upm6jbR3N5GWUxoj7sYxisa9spLpZZj8kyg7fmxu9c/571t6XC+oeIbywtI97keajyEjJXAPtzj8c1SlwlzIFlBdHKug9e6qe5HOa7KNZKm4y62M6uGm6kJu/uXfyZy8OnTLewXapsizuAz0/2TWh8SbCO6tdF8SHIZ0NjdFRyXQAox9yh/8dq1oQubgXtvcWrpIZNylj0A6AD+vvWjr9v9p+Guqxuu425iuUHoVfaf/HZB+VY1LWU10f56GCl7S8rWueVXUcUVrG6SEru6Z6ZqJ5jJKoTGD6VS3Fg0eODxz2pyOcjHpW1jM6PSpXZ5xKzM4AXk5x1/wrSkWQQbwwKnJIx0IFYWk7pWmcsdybT/AD5rbt7rIaLtt2n3raL0M2tTu/HEHmeJ7K5z8rJDJ9Rwad4qlnF7A6242xyMu9VyWXAIz2Az61LrqjUvCWiasnzEW4gkYf3k+Q/+g5/GraXS3OkwXBIwI9soPZlHP6DNZWvBL+tDroStUvYY0bWukKHD+aIgCqN3A/z+dY7fvLQyMuEkQOVJGevTj0rVubme6sLuVGcswCIU6gHg/U5H86ll0dPDvgIPexA3k1xiEsmREW6BuenB/GuPBqeHvKXV3/4J31KX1jR7vSzOXu7L7XbJLHbu4hbjapJIP8P6dPeui0rwDqySpPHa/Zkkw58xgGUn2H4V3U+nw6f4IheNGkm2As2OW9TXBWXjzVIZZ0bdLBEAQ5PK896qpi5Odrb6hHAp0eaMvdi7W/yOW+J/h/U9F8Uz6x9lP2K82SyMg+UTFQHz6ZIz+NeeXF0z3QlVQAy8r6Gvrq3lsvFXhhZZkjmikj5DAEH1FfPXj7wXY6PM9xpTlU3ZaBzkL/un+hqqVRJKLOGdF6tHERFCrbjyR8v1rp1ZdgZckkgkYrkB8px1rpz5iSbicAgAD0Arspu1zkmjp/A2R480hXXawlOff5GxW94L0saj8XpzcjMMLzzsD/EQcAfrXNeFb6K38UaRdMPljvE3MOm0naf51097eN4W+IF1I52CYumR23dP1FZVpON5eX5HThoc7Ub2KnxPhsLzVy8USxvG4AKcHGelWPDGmz63cx2ESENM25pOMKB1x/nvXH+IdVNzrGWbcZJOvrmvSvhfqENhFeXsqHe6BIS3A25JP615lGc0lKTsj6DH0oc6pwV5KK/r+uhzfiDR49DuJ9LjwcSHduPU1w+o6U8kzRIGcqu6Jiw+71I9jXQeKdXN/wCILqVpNxaQnd681mNdyW0lm4R3jMmGeIZyPQfXpXbhsQ6lPll0vbvZnHmuFjhZ+1W8opNdLr/hy34CSPV7bUvC1192/hZYd38EvWM/gwH/AH1XF21nMCEcrvjYh0PUHoRXW24Oj+PbWa3BTzHDp+WR+orK8dQLpfjvV1t2KJLOZ0A6bZAHH/oVWklU06r8v+H/AAPGa09DGXAEpkxuU/witDRpmZ2BBKgjj86wjITNI4Y4f5iP51uaB8yXO3Ab5SD+dbw3M5bG0QZMCMjp/F7dq6rw0Gl8F+KEA+Y+SSB6fP8A4VxisbY4JJA4H413ngSQXg1zT8ANc2QdQO5Q8/oxq6jvH7vzCnpI6f4emDSfhvqN2yr9onuH3Z67BhRj9fzrza48mbxFLcRoA0iEMRxnnmtG31xrXSbzSX3Aq5dcfr/L9a5vSrl7u+kKKWywUMPU9/oK8ep7SVZu2x9LSVGlgXd3cn+R1Nyy3a+TLs+QDKK2cD/Ir0XSY4D4DuimQwHOa4zwnp8N14kunuVX7DZWxeYE5MhHQZ+pNXF8Q5029hjwkUxYhR2xTq4jlgoSReAwM6l5ro0/lf8A4B5r4peSGSC5hbEltOJFPo2R/hXtvgbx1D4n0+S7usJNDGFlQnOCepHtxWN4E8O6Z4i8H6093bRzztMY1LDJUbQePSt+3t7aWzKC0gt54Y/L/dxhQy/4cU6UWqKIzSUJ4yfL5J/5nGfFrwPbWdgniDS7WOESf66KMYXB6NgdD6148SsUKvnaxHQV9hXunQeIfDMtpIAYpIynT2r5H8SaFeeG9Wl028B+Qkxv2dexFddOVlZngVY9UaS7kmAHRewPWvRvh9dpqOl61oEv3pIhdQj1K/Kw+uCp/CvPGR1nwuCTxmp9H1m70LX7TUrXDS27B9pOA69GU/UEit5K6M4uzO00m8OkzT2VwrFZgcezj7v59KtWuoj+1ZI5o2V0chYz97Hf6YqXxVY21/ZxaxphL2tynnQsOuO6n/aU5BrK0S5l1C5mllj3TKmwvuGNo56dcnnn2rCSc5Rcfmd2HnCMJRmr9jvvDNpp9lpd9eRylJyrCSU9UB5GP0/GvLLgyPbIJJfMlJLeavTaCc5PcnP+c10Xn6lE08NzK6Wsill3AbcA5ABHVe/1rMniSKcXcTuwkUHBxsDD+If571nKDm/dOrD4mNNzjUd/6/4IxLoWmqW7iQIBIpZCeT6r7+lbWpK58Ha4WXaptLhR+AQ/zArn7exfUdf0eBQW8y8RJAPvFSRn9Aa774oz2Vv4U1IWkIiT7LKpxnktLEmf0aqqRfs5L0OByV4K+up81xokzEM5V26E/d/GpCiqpVSBg4+o9ahbhmI4GePammYgc9fpW5zm/wCHfnW8YDOzbn9a0Iyq7j78Vn+F25vCn8QUfXqa1JQiCQqVJyAMHORWkdiXud14B1CHU9N1LwvOwMjZu7MH+IgfvFHvgBh9DVaX/iXXk1pdMwtpQeQxADYIDe/WuKsrqfTbtL21kMVzBMJInA5VhXpOrG18U+H4taskVC5KTQr/AMsZgMsn+6eq+x9qymtbPZmtKo4tSW6K2nM9taGaZmCLkoAuSI88YHcnr+VbGu+Ijrmi2lnB82PmkLJy7qcgY7H+prB0R7aSxazeFTMhyY+RvXGDj34H5UsjCJSIBtjVi5XOT155P1zmpdO0FHol8zrliW6ntet7np2jeIE1fw7DDKAsiAI6HhlI4wRXH+Jfh79quzf6bciJ3H7yJwdr/l0ri01K+g10vbSGIluQ5OD9a9n8P366zpUUrKVcjkH1rnlFxai2ae2g5P2el90Zvgq0uNH8ONZTkeYCSdpyMk9q4fxtYG8inY8ADrXqE8LQSHaMZ7VxXi5PLtpDj7wJNc85WehcdT56uQVkdONynHHtXVXSFUw2Qx6VymqAx6jJ2y2cV2E5EsIBHqwOOR3xXrUndXPJqq0rFWNjFECjYI5B9K9D8cL/AMJD4c0vxLbgM88H77b2lXhwf+BDP4ivNpk2RDk7mXIJrs/h9qykTeGb1x5GoHzLVpOiXGMbfYOPl+uKKnfsEJWdjBhgj1Czj1Pyk82HEcozznB+bHpj9RXQjUHh0lhCGQMMj1wemaydVtn0TUmiYbbd2w6ODgjPIIHPBq/qlldT2qm3cfdEjBHxkY9+ozXJVoc8ZLoz1cNjPZyjK2qOOu7n998xJOefWtXR5C0MpbcOQRk8AckD9SahOjxySyh5iZiu8bTyKuxgLF5Sj5eeD3PqaKNJx2LxuO+sq7G3O+61nQ3JBlWcI+3njeMfoap/EvDeJ4TxvewtmYnuQmP6CrPhlDJrumCQYVJ9zemF5P8AKs/4iSeZ4rKk8w2tvFj3ESk/qa0a1g/X9DzJ25pW8jmfJk37WI2jgEDg59K3fDCFzdkHaECgg9+tZsNleXFqrRqzRD7pFaXh9ZYZLlHBG4KGB/GtoNcxjNOxfukUS7SMEcGtXwzraaD4lsL+RiYI5Nk4HeNhtf8AQ5/CqNyplZWbuQM+2Kz5lDTbADjcRj2rSSvoQmdp440ufQ/En2m3G+Jpd4I5DqRn8iOfxqpb26W17F9nCvHMgdDjAHAySPbp+VbegXieJ/Cb6ZcNuvtLTapPJkt8/KfcoTg/7JHpWJpKPFqklnJLt3HaAVznAPTuPX8K5uXn66r+vxO+hX5L3V00dJBeCx068uFiAabcHPTduH/1q4WTUjApXdwQa09UhmtZJLhZFZJuHUE5BHAyOgx61xF7LLMw2BgM9SOlcFTDynWbex9BhMzp0MLyp+8j1T4W+K4dJ1e406eULHeqCuenmDp+Yr2aaziuY8hVzjsOtfL+leHdbvrSTWNOh8xbJ138/N+Ar6C+HWsS674eSSTJlhPlOO/410KPKuVbHkV63tpOq9GzStteuLKd7eZfMhAwMDlf8a8p+MlnBeabHqEQy0Eg59j1/pXrGq2O2RnVcEjmvN/GFv8Aa9EvLVwDlTwfWsnNxkvIy5FKLsechvMkxGmSFIGT1HJ/Cs9ZQJMjn5cAkVdSTyzL8mS0ZGScbfeqMocQIMdG5IHBz0Fekecdl4F8Rx27v4e1CQLY3jZglY8QT9AfZW6H8DU14J/D2sGVEI+cq6EcD1Brz+UjYSOP6V3mmasPFHh4R3TBtSsowkxP3pox92T6gcH6CuecvZy5uj38n0f6fcaw95WW5tOyXKefFIptyuQW6D2/Csu+MNvErSyMCzHAxk4J4/rWMLy5sIprF3dYJB94DOM/xD1rRS/04ZaS4eZQgjClPmwq4B9snmnGNWdVRuku/wCf6GFatKKulc7n4YRW2o6yl6ypG0CsEU8ZbkYHqeSTXP8Axt1aOLTp7K3IAnulgUD+7EC7n/vuQD/gNS+HdQlihE6QZcybbGIcF5z2z3A+8x9BXl3xC1pNS19bW3nM9tYJ5Cy/89XyWkf/AIE5JpVIKEo0U79X6Lb8bGmH5uRzn/VzmA2U9TjmoHJOCadnIPXitvwnolp4h10afdXklsrQyvGUj3F3VCwX2HB59q2GxfDXIuh/u9/rW1KVWxkYsu4yAYzyoHOfxrL8L28j293Oqkojxox7Atux/I1oyHaWUgDByferWxD3Kzjy3KK2cgNk1seGPEi+H9Sdbne2m3YEV2i9h2cf7Snn6ZFY8roQG4Uhee+TmqksiyHGDn6daipFSTTCLs7noetW0ulakbq2kDYwRIvRgejD2Iqc6pBetapBCzJIx85QPucZOfasHwtrA1K0XQ7qWMTxD/QmlOFcd4if5VJJYvBePFDK1tOMq8Er+W3054Ye9c13P3G/eX4+ZpNaXjsOubSe9lWdpjEhAYZHCcgjPrxXsfhGYpplvbKB5KEtGWGH+bk7q8fjMkV5DJql4mVcMsMbiWSQjsFXj8TXeaf4vtZfEMcK4iGACmehPrVYqdKjBRgv8y8rwdSrOTk9bf5no99GGw2O1cb4qt1uNLlUgZWuzEi3FuCOuK4bx+89p4emlt5GikMiLleuCTmuOor2O2Mrbnzt4jh8rU8etb7syxkBjjv/AJ/Gn+MNE09NHt9WtNSvLgtd/Zc3UKxrcEKGd4sc7VJCnd6j3An1ewm0zULqymBEkEhQ/hXpUU1HU8+s053RnXcbK0aDJdo8kEdM/wD1qqmQnBBKsOhB6H2qw775UcuwZQFDMf8APFUyNp29iTj88VqzE7+/uk8a+GRfP/yE4AI7wL3b+GX6Njn3z61j+HdRkurZtLuGP2mDPk567R1WsHRtYfQ9YS5wWt3UxXEY/jjPX8R1H0rU8QafJaXqanYOSpAlEifxKejf41zRvCXs+nT9V8vyN73XMvmbNzbr5h3N/q87yvbPtWdbXNs9x5DENnILY6Y6/wA6gtNXtrsSvdTyRzSsu8EZTC88H3NRz30Ml3EllBuOQCxX7xPBAHv0qqdKc4tyaX6mEq0+blSPSU8Ivp+nWV+3kBL+NILdo2B2mTgn8ELHPtXiniTU11fxVqd8n+qluGaP/cBwv6AV6BqWsvo3hSVo5pfs8IktrGNnyonlGJSnsi5Gf7zGvJQ3NDkp1NNo6f5/obKPLDXd6nf+CrmKaFrWQA7W7+hrc8R6D/ZT+fGmI3baSPXqP61xvgGOyvPE8Nnf31xZx3GEWeKaONUOc5YycYwDwOScDvXrVvpt7rfhfxRb3Ml1JPpkkbwpchfMXaXDBtvGcDnHHFTCDVXm6DlJOFjzhEaW6ROuev064qhITlpFP7tXwAffp+lWpTtZSwP54qpIEMbrnDcEjHfP6V1M5yzpOsXOiatbala4EsLZKH7rqRhlPsRkGul8Vxxy20Os6Ux+zzKJY2B+ZRnlT/tKeDXEvwCDwR2NbvhTUgyyaDdH91cMXttx4SU8FfowH51zVfdftF8/T/gf5m1N3902bS6i1rTzdk4ZVKygddw7/jWFq1vbwRiXBAZt42cgj1qhcpdaDeTeWG8mTKMvT8D6EVbk1zTVtQywzkoojWN+flAPOfcmnGMpTXvWX/D/AJ6E1KkorRHoPwt8T2dncvpE6rGt5LsjDD7zDgj8RXs2l6TZ2Blks1EcMrb2jTgbq+QtPmu73UY7754ktnDKY+u/sF9WJxX1H4E14axoOJ5Izf2zeXdopzscjP8AWs5pQla97m9NuUNTob6EOpPYjtXmniK2yzp0zkAmut8f39zp/hVrixuXgmE0a704OCTkV5T4pTxHpmk6de3uo3hlui/mRMuBDgKVBOPvENnH/wBesalJy1RtTqqOjOFlADIPUD9aqlzh884YHB6dcfyoor0DhWxnPM4bHGM9Kn0zULjTNVtru2YCRGXgjhgeoI9KKKyqJOLTKi7SR6NrtpBbeIo7FIwbeZQ+1v8AlmT12nqB7VLJ4b0+3t5rrEsjRruCO/yk++MH9aKKzwbcqMW+xWISU2ihf6ndWfw8uNfgcJfzSGzRgMLBFxkRj+HOeTyTXkMoxJn15oorLDO86jff9Ea1dIxXkSkBUyOu3d+NT6Vq1zouow39p5fnRBgu9dw+ZSp4+jGiiusxZ6F8M7OG78A+NzKuTCtpKhHZgZKwrrKbXUkN1ooq1sQ9yhL8jBh12Z/Gn2oD6beysBvWJcH0ywz/ACooqWIxbhiJCQSK6bw/4p1G7uIdP1AQX9sCFVbuIOVHs3UfnRRXJjEnSb6o6sP8di/4l16TR4vK0ywsLMyjDSRQ/OPoSTWR4OkeWTU5nYmVIhKrk8hgaKK5MOk8NKT3O+k2sXTS7n1f4KxN4WsLqQBppYgzsfWsj4qxRt4NclASJ4/50UV0xX+zpnFX/jy9WfPfjzXBqsFpG+l2EDRBI45IFdSiL0QAsVA5ycDk812nxjgjt/GBeJQpntUeT3PTP6UUV1UdjlqnmUgzA7ZOUYAc+v8A+qqcpZwdzHh6KK3ZJVlYiLOSee9dx4SlfUfDWoWlwcrp6edbOPvJnOVz/d46e9FFcWL0pp+a/M2o7kdjpNrqNsJnUxMTyIjgH8Oa0DpdvY6zp+nW+9Fu5FSSbP7wKTghT0H4CiiuuWkW12Ml8SOV+Id3I3iWTTlCx2engQW0KDCovX8yep71iaPZw3kk6zAkJHuGDjnNFFcmF/gR9Der/EZa07WzoctzCNN06+hkdWMd9B5gVlzggggjqcjOD3Br374Eahc65Z+ILzUZPOnuZUaViANxbfnjsPaiit3ujM8o16JbfVb2BM7Ip3VQewDGsG5crGSODtoorVmKIZVGSec8d6rzkx3W1CRtOQQeQQetFFQy0dxPM2qeFIdZuQrXhfyZCB8soBxlh3PvxWedLsDa/aGtVLBc7C7bfyzRRWOC+FrzZrX3QtpcPHpE+poqLLbq3koq4SPA6gevvXV/s+Xc7+I9bjeRmWW1Ej5PVhIOf1NFFZbyqNm+0IHqfxGJ/wCEQk/67xfzNeNarrOoXtlDYXN1LLBA7SKHdmJLY65POMcemT60UVS+Ej7R/9k=", 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9XIej/Ru/o31rhnzE2B+Ar0+/1qG18ZxRJEkun6oPJlgP3WYnaR+OR+PNUPGPwl1nwtDLe2rxX1gGJPlg+bGvbcP4gB3FZYWrzQv0e3+Xy/IzxVB0qjg90cGJm3ZLcelaEkhcPsO/IySBWW4ITjAFWreSUBtmCNuTn0rqONnRO4Y4Y4z6+1dpqLbfhLogHQ3Erkf8DauLtzHMrq+AGI5x0967xIvtPwotgvzG1vZUOOg5z/7NVT3i/P8ARjj1JbGWS18C2U6tFiFfMZX7qWG78cVHprvfNLMzs6Ns2oOdgwSQPXOQKWwtYdU8KxQuShiDwbhzjODnFWtNtItOs1gRy08jHty2On5CvPxspxg5RPRw/s+X3upm6jbR3N5GWUxoj7sYxisa9spLpZZj8kyg7fmxu9c/571t6XC+oeIbywtI97keajyEjJXAPtzj8c1SlwlzIFlBdHKug9e6qe5HOa7KNZKm4y62M6uGm6kJu/uXfyZy8OnTLewXapsizuAz0/2TWh8SbCO6tdF8SHIZ0NjdFRyXQAox9yh/8dq1oQubgXtvcWrpIZNylj0A6AD+vvWjr9v9p+Guqxuu425iuUHoVfaf/HZB+VY1LWU10f56GCl7S8rWueVXUcUVrG6SEru6Z6ZqJ5jJKoTGD6VS3Fg0eODxz2pyOcjHpW1jM6PSpXZ5xKzM4AXk5x1/wrSkWQQbwwKnJIx0IFYWk7pWmcsdybT/AD5rbt7rIaLtt2n3raL0M2tTu/HEHmeJ7K5z8rJDJ9Rwad4qlnF7A6242xyMu9VyWXAIz2Az61LrqjUvCWiasnzEW4gkYf3k+Q/+g5/GraXS3OkwXBIwI9soPZlHP6DNZWvBL+tDroStUvYY0bWukKHD+aIgCqN3A/z+dY7fvLQyMuEkQOVJGevTj0rVubme6sLuVGcswCIU6gHg/U5H86ll0dPDvgIPexA3k1xiEsmREW6BuenB/GuPBqeHvKXV3/4J31KX1jR7vSzOXu7L7XbJLHbu4hbjapJIP8P6dPeui0rwDqySpPHa/Zkkw58xgGUn2H4V3U+nw6f4IheNGkm2As2OW9TXBWXjzVIZZ0bdLBEAQ5PK896qpi5Odrb6hHAp0eaMvdi7W/yOW+J/h/U9F8Uz6x9lP2K82SyMg+UTFQHz6ZIz+NeeXF0z3QlVQAy8r6Gvrq3lsvFXhhZZkjmikj5DAEH1FfPXj7wXY6PM9xpTlU3ZaBzkL/un+hqqVRJKLOGdF6tHERFCrbjyR8v1rp1ZdgZckkgkYrkB8px1rpz5iSbicAgAD0Arspu1zkmjp/A2R480hXXawlOff5GxW94L0saj8XpzcjMMLzzsD/EQcAfrXNeFb6K38UaRdMPljvE3MOm0naf51097eN4W+IF1I52CYumR23dP1FZVpON5eX5HThoc7Ub2KnxPhsLzVy8USxvG4AKcHGelWPDGmz63cx2ESENM25pOMKB1x/nvXH+IdVNzrGWbcZJOvrmvSvhfqENhFeXsqHe6BIS3A25JP615lGc0lKTsj6DH0oc6pwV5KK/r+uhzfiDR49DuJ9LjwcSHduPU1w+o6U8kzRIGcqu6Jiw+71I9jXQeKdXN/wCILqVpNxaQnd681mNdyW0lm4R3jMmGeIZyPQfXpXbhsQ6lPll0vbvZnHmuFjhZ+1W8opNdLr/hy34CSPV7bUvC1192/hZYd38EvWM/gwH/AH1XF21nMCEcrvjYh0PUHoRXW24Oj+PbWa3BTzHDp+WR+orK8dQLpfjvV1t2KJLOZ0A6bZAHH/oVWklU06r8v+H/AAPGa09DGXAEpkxuU/witDRpmZ2BBKgjj86wjITNI4Y4f5iP51uaB8yXO3Ab5SD+dbw3M5bG0QZMCMjp/F7dq6rw0Gl8F+KEA+Y+SSB6fP8A4VxisbY4JJA4H413ngSQXg1zT8ANc2QdQO5Q8/oxq6jvH7vzCnpI6f4emDSfhvqN2yr9onuH3Z67BhRj9fzrza48mbxFLcRoA0iEMRxnnmtG31xrXSbzSX3Aq5dcfr/L9a5vSrl7u+kKKWywUMPU9/oK8ep7SVZu2x9LSVGlgXd3cn+R1Nyy3a+TLs+QDKK2cD/Ir0XSY4D4DuimQwHOa4zwnp8N14kunuVX7DZWxeYE5MhHQZ+pNXF8Q5029hjwkUxYhR2xTq4jlgoSReAwM6l5ro0/lf8A4B5r4peSGSC5hbEltOJFPo2R/hXtvgbx1D4n0+S7usJNDGFlQnOCepHtxWN4E8O6Z4i8H6093bRzztMY1LDJUbQePSt+3t7aWzKC0gt54Y/L/dxhQy/4cU6UWqKIzSUJ4yfL5J/5nGfFrwPbWdgniDS7WOESf66KMYXB6NgdD6148SsUKvnaxHQV9hXunQeIfDMtpIAYpIynT2r5H8SaFeeG9Wl028B+Qkxv2dexFddOVlZngVY9UaS7kmAHRewPWvRvh9dpqOl61oEv3pIhdQj1K/Kw+uCp/CvPGR1nwuCTxmp9H1m70LX7TUrXDS27B9pOA69GU/UEit5K6M4uzO00m8OkzT2VwrFZgcezj7v59KtWuoj+1ZI5o2V0chYz97Hf6YqXxVY21/ZxaxphL2tynnQsOuO6n/aU5BrK0S5l1C5mllj3TKmwvuGNo56dcnnn2rCSc5Rcfmd2HnCMJRmr9jvvDNpp9lpd9eRylJyrCSU9UB5GP0/GvLLgyPbIJJfMlJLeavTaCc5PcnP+c10Xn6lE08NzK6Wsill3AbcA5ABHVe/1rMniSKcXcTuwkUHBxsDD+If571nKDm/dOrD4mNNzjUd/6/4IxLoWmqW7iQIBIpZCeT6r7+lbWpK58Ha4WXaptLhR+AQ/zArn7exfUdf0eBQW8y8RJAPvFSRn9Aa774oz2Vv4U1IWkIiT7LKpxnktLEmf0aqqRfs5L0OByV4K+up81xokzEM5V26E/d/GpCiqpVSBg4+o9ahbhmI4GePammYgc9fpW5zm/wCHfnW8YDOzbn9a0Iyq7j78Vn+F25vCn8QUfXqa1JQiCQqVJyAMHORWkdiXud14B1CHU9N1LwvOwMjZu7MH+IgfvFHvgBh9DVaX/iXXk1pdMwtpQeQxADYIDe/WuKsrqfTbtL21kMVzBMJInA5VhXpOrG18U+H4taskVC5KTQr/AMsZgMsn+6eq+x9qymtbPZmtKo4tSW6K2nM9taGaZmCLkoAuSI88YHcnr+VbGu+Ijrmi2lnB82PmkLJy7qcgY7H+prB0R7aSxazeFTMhyY+RvXGDj34H5UsjCJSIBtjVi5XOT155P1zmpdO0FHol8zrliW6ntet7np2jeIE1fw7DDKAsiAI6HhlI4wRXH+Jfh79quzf6bciJ3H7yJwdr/l0ri01K+g10vbSGIluQ5OD9a9n8P366zpUUrKVcjkH1rnlFxai2ae2g5P2el90Zvgq0uNH8ONZTkeYCSdpyMk9q4fxtYG8inY8ADrXqE8LQSHaMZ7VxXi5PLtpDj7wJNc85WehcdT56uQVkdONynHHtXVXSFUw2Qx6VymqAx6jJ2y2cV2E5EsIBHqwOOR3xXrUndXPJqq0rFWNjFECjYI5B9K9D8cL/AMJD4c0vxLbgM88H77b2lXhwf+BDP4ivNpk2RDk7mXIJrs/h9qykTeGb1x5GoHzLVpOiXGMbfYOPl+uKKnfsEJWdjBhgj1Czj1Pyk82HEcozznB+bHpj9RXQjUHh0lhCGQMMj1wemaydVtn0TUmiYbbd2w6ODgjPIIHPBq/qlldT2qm3cfdEjBHxkY9+ozXJVoc8ZLoz1cNjPZyjK2qOOu7n998xJOefWtXR5C0MpbcOQRk8AckD9SahOjxySyh5iZiu8bTyKuxgLF5Sj5eeD3PqaKNJx2LxuO+sq7G3O+61nQ3JBlWcI+3njeMfoap/EvDeJ4TxvewtmYnuQmP6CrPhlDJrumCQYVJ9zemF5P8AKs/4iSeZ4rKk8w2tvFj3ESk/qa0a1g/X9DzJ25pW8jmfJk37WI2jgEDg59K3fDCFzdkHaECgg9+tZsNleXFqrRqzRD7pFaXh9ZYZLlHBG4KGB/GtoNcxjNOxfukUS7SMEcGtXwzraaD4lsL+RiYI5Nk4HeNhtf8AQ5/CqNyplZWbuQM+2Kz5lDTbADjcRj2rSSvoQmdp440ufQ/En2m3G+Jpd4I5DqRn8iOfxqpb26W17F9nCvHMgdDjAHAySPbp+VbegXieJ/Cb6ZcNuvtLTapPJkt8/KfcoTg/7JHpWJpKPFqklnJLt3HaAVznAPTuPX8K5uXn66r+vxO+hX5L3V00dJBeCx068uFiAabcHPTduH/1q4WTUjApXdwQa09UhmtZJLhZFZJuHUE5BHAyOgx61xF7LLMw2BgM9SOlcFTDynWbex9BhMzp0MLyp+8j1T4W+K4dJ1e406eULHeqCuenmDp+Yr2aaziuY8hVzjsOtfL+leHdbvrSTWNOh8xbJ138/N+Ar6C+HWsS674eSSTJlhPlOO/410KPKuVbHkV63tpOq9GzStteuLKd7eZfMhAwMDlf8a8p+MlnBeabHqEQy0Eg59j1/pXrGq2O2RnVcEjmvN/GFv8Aa9EvLVwDlTwfWsnNxkvIy5FKLsechvMkxGmSFIGT1HJ/Cs9ZQJMjn5cAkVdSTyzL8mS0ZGScbfeqMocQIMdG5IHBz0Fekecdl4F8Rx27v4e1CQLY3jZglY8QT9AfZW6H8DU14J/D2sGVEI+cq6EcD1Brz+UjYSOP6V3mmasPFHh4R3TBtSsowkxP3pox92T6gcH6CuecvZy5uj38n0f6fcaw95WW5tOyXKefFIptyuQW6D2/Csu+MNvErSyMCzHAxk4J4/rWMLy5sIprF3dYJB94DOM/xD1rRS/04ZaS4eZQgjClPmwq4B9snmnGNWdVRuku/wCf6GFatKKulc7n4YRW2o6yl6ypG0CsEU8ZbkYHqeSTXP8Axt1aOLTp7K3IAnulgUD+7EC7n/vuQD/gNS+HdQlihE6QZcybbGIcF5z2z3A+8x9BXl3xC1pNS19bW3nM9tYJ5Cy/89XyWkf/AIE5JpVIKEo0U79X6Lb8bGmH5uRzn/VzmA2U9TjmoHJOCadnIPXitvwnolp4h10afdXklsrQyvGUj3F3VCwX2HB59q2GxfDXIuh/u9/rW1KVWxkYsu4yAYzyoHOfxrL8L28j293Oqkojxox7Atux/I1oyHaWUgDByferWxD3Kzjy3KK2cgNk1seGPEi+H9Sdbne2m3YEV2i9h2cf7Snn6ZFY8roQG4Uhee+TmqksiyHGDn6daipFSTTCLs7noetW0ulakbq2kDYwRIvRgejD2Iqc6pBetapBCzJIx85QPucZOfasHwtrA1K0XQ7qWMTxD/QmlOFcd4if5VJJYvBePFDK1tOMq8Er+W3054Ye9c13P3G/eX4+ZpNaXjsOubSe9lWdpjEhAYZHCcgjPrxXsfhGYpplvbKB5KEtGWGH+bk7q8fjMkV5DJql4mVcMsMbiWSQjsFXj8TXeaf4vtZfEMcK4iGACmehPrVYqdKjBRgv8y8rwdSrOTk9bf5no99GGw2O1cb4qt1uNLlUgZWuzEi3FuCOuK4bx+89p4emlt5GikMiLleuCTmuOor2O2Mrbnzt4jh8rU8etb7syxkBjjv/AJ/Gn+MNE09NHt9WtNSvLgtd/Zc3UKxrcEKGd4sc7VJCnd6j3An1ewm0zULqymBEkEhQ/hXpUU1HU8+s053RnXcbK0aDJdo8kEdM/wD1qqmQnBBKsOhB6H2qw775UcuwZQFDMf8APFUyNp29iTj88VqzE7+/uk8a+GRfP/yE4AI7wL3b+GX6Njn3z61j+HdRkurZtLuGP2mDPk567R1WsHRtYfQ9YS5wWt3UxXEY/jjPX8R1H0rU8QafJaXqanYOSpAlEifxKejf41zRvCXs+nT9V8vyN73XMvmbNzbr5h3N/q87yvbPtWdbXNs9x5DENnILY6Y6/wA6gtNXtrsSvdTyRzSsu8EZTC88H3NRz30Ml3EllBuOQCxX7xPBAHv0qqdKc4tyaX6mEq0+blSPSU8Ivp+nWV+3kBL+NILdo2B2mTgn8ELHPtXiniTU11fxVqd8n+qluGaP/cBwv6AV6BqWsvo3hSVo5pfs8IktrGNnyonlGJSnsi5Gf7zGvJQ3NDkp1NNo6f5/obKPLDXd6nf+CrmKaFrWQA7W7+hrc8R6D/ZT+fGmI3baSPXqP61xvgGOyvPE8Nnf31xZx3GEWeKaONUOc5YycYwDwOScDvXrVvpt7rfhfxRb3Ml1JPpkkbwpchfMXaXDBtvGcDnHHFTCDVXm6DlJOFjzhEaW6ROuev064qhITlpFP7tXwAffp+lWpTtZSwP54qpIEMbrnDcEjHfP6V1M5yzpOsXOiatbala4EsLZKH7rqRhlPsRkGul8Vxxy20Os6Ux+zzKJY2B+ZRnlT/tKeDXEvwCDwR2NbvhTUgyyaDdH91cMXttx4SU8FfowH51zVfdftF8/T/gf5m1N3902bS6i1rTzdk4ZVKygddw7/jWFq1vbwRiXBAZt42cgj1qhcpdaDeTeWG8mTKMvT8D6EVbk1zTVtQywzkoojWN+flAPOfcmnGMpTXvWX/D/AJ6E1KkorRHoPwt8T2dncvpE6rGt5LsjDD7zDgj8RXs2l6TZ2Blks1EcMrb2jTgbq+QtPmu73UY7754ktnDKY+u/sF9WJxX1H4E14axoOJ5Izf2zeXdopzscjP8AWs5pQla97m9NuUNTob6EOpPYjtXmniK2yzp0zkAmut8f39zp/hVrixuXgmE0a704OCTkV5T4pTxHpmk6de3uo3hlui/mRMuBDgKVBOPvENnH/wBesalJy1RtTqqOjOFlADIPUD9aqlzh884YHB6dcfyoor0DhWxnPM4bHGM9Kn0zULjTNVtru2YCRGXgjhgeoI9KKKyqJOLTKi7SR6NrtpBbeIo7FIwbeZQ+1v8AlmT12nqB7VLJ4b0+3t5rrEsjRruCO/yk++MH9aKKzwbcqMW+xWISU2ihf6ndWfw8uNfgcJfzSGzRgMLBFxkRj+HOeTyTXkMoxJn15oorLDO86jff9Ea1dIxXkSkBUyOu3d+NT6Vq1zouow39p5fnRBgu9dw+ZSp4+jGiiusxZ6F8M7OG78A+NzKuTCtpKhHZgZKwrrKbXUkN1ooq1sQ9yhL8jBh12Z/Gn2oD6beysBvWJcH0ywz/ACooqWIxbhiJCQSK6bw/4p1G7uIdP1AQX9sCFVbuIOVHs3UfnRRXJjEnSb6o6sP8di/4l16TR4vK0ywsLMyjDSRQ/OPoSTWR4OkeWTU5nYmVIhKrk8hgaKK5MOk8NKT3O+k2sXTS7n1f4KxN4WsLqQBppYgzsfWsj4qxRt4NclASJ4/50UV0xX+zpnFX/jy9WfPfjzXBqsFpG+l2EDRBI45IFdSiL0QAsVA5ycDk812nxjgjt/GBeJQpntUeT3PTP6UUV1UdjlqnmUgzA7ZOUYAc+v8A+qqcpZwdzHh6KK3ZJVlYiLOSee9dx4SlfUfDWoWlwcrp6edbOPvJnOVz/d46e9FFcWL0pp+a/M2o7kdjpNrqNsJnUxMTyIjgH8Oa0DpdvY6zp+nW+9Fu5FSSbP7wKTghT0H4CiiuuWkW12Ml8SOV+Id3I3iWTTlCx2engQW0KDCovX8yep71iaPZw3kk6zAkJHuGDjnNFFcmF/gR9Der/EZa07WzoctzCNN06+hkdWMd9B5gVlzggggjqcjOD3Br374Eahc65Z+ILzUZPOnuZUaViANxbfnjsPaiit3ujM8o16JbfVb2BM7Ip3VQewDGsG5crGSODtoorVmKIZVGSec8d6rzkx3W1CRtOQQeQQetFFQy0dxPM2qeFIdZuQrXhfyZCB8soBxlh3PvxWedLsDa/aGtVLBc7C7bfyzRRWOC+FrzZrX3QtpcPHpE+poqLLbq3koq4SPA6gevvXV/s+Xc7+I9bjeRmWW1Ej5PVhIOf1NFFZbyqNm+0IHqfxGJ/wCEQk/67xfzNeNarrOoXtlDYXN1LLBA7SKHdmJLY65POMcemT60UVS+Ej7R/9k=", "info": {"video_id": "150015", "label": "putting 5 tomato onto tray", "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": "c09b7cc49333ef1412b75edf951743193f30d469ca5a35f3cc7e83af548ba6e4"} +{"episode": 91615, "episode_seed": 1880195471, "split": "train", "timestamp": "2025-10-13T03:52:37.311984", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1880195471, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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E5gkx1W2YWyoHd1P7vnAC8c89Pzqe3u/D7GS/e8tYIJG8v7WwH7w7ScdM9sUlBFqpJHPS+HJo/wDWyxqOCWDAhQehOOlQjwi91N5VtciYkkAx9GxycZA7c11kR8Pi0W2tdVtbWad1aGK2kEbyd1cEDg5GBUyQeG7oRW0mt2V1AcSTzzzq4iZu7se+fl7flT5Ii9pI4j/hA7uaOR4ZiyR4LP5eVXPTJBqs/wAP9RwHFxbgHoZFdR+eCK9Gtrbw9eahEWu7VI43MMV2zqsJKLvABBAPoPcVoQabpBivrqPVVDRlwsP2oHzNwyXhTfj5ugI7ijkQ/bSPLoPh14jmwLRLK55/5Y3aH9Dg13vw28Ja14bttTXVbB4JJ5EMfIYEAHPI+tb0OlWCfYTdayl+16VVJZWQtCNvAbbjb6Z55rciNva6pFpsN6yXEjmNGSU7GIQOfm6dD+dJ0otWF7WQtvOT8nlzKR13xsv6kc1YWXJxuFWYLi7lmvIVuDK1l/rQwU9Rkbf73FCzvcWFteLHA0FycRMUwW4J6djwaj6su4e0fY8Oiuxc3EjR31/PI6lNzxn5CRjOduAcetMVrdYUm+16g0agrHmPAd+PmPy8Af4ehrCi1/UlCCO5tNmAHHmMN34VYTxDqTSMoW0MQzsHn/lmtSbGwsmAwe71aSJV/eARH99LjjI2cqOen581p25Qzotxe6/KsqsdQIt2PmsN2xeE5Gccj1Nc5H4i13gJbWp+l2BVyPxL4mAG22tQP+v0CqTRJ0tmLtUhkuL3xIryuyX7i3Y/6Ln5UHyc/Lg4HPWphfILOK6i1fxAr71itpFhYAWZx8oOzHODgdcgVhr4o8VyR7NmnKpGPmvqki1PxM9olmZdGS2jx5e67JYEcrnHHXFDGdXpk2mwagyXeqeKLcKSbFIoXDRIOHAGwkDOOo9Knv8AX9Akv7bTh4l1+7umuIh9lvYmCHcQPm/djse59K5ZNU8Wy3Ud1Lr3h+CeLIRgzsAG+9kY5q/beJL/AEG5ttTub2z126+1O1xb2cggVkMW0E7uCQVFCAuaboV3e2unSW3jTUo5VSWGGLbCZbdU4ZDjscf+OiqmoWKaZqep6XPe6mfPsYpYBbxlo5ZANmZFUHHzKDnj9KyU8Yx2tr/o/hiOC8W/N2t2lxCH2FixiZhyRgleeOnFXb/xkNWvP7YtNRtdBvVd4xb3i/aQ8LBDwU4GHVjj3ouKxX1V7IiyM9rq0zzx+VLJeRuDFjqoYgZU+2envWAfsMjR7NDutka4ijEbFnYjIbGeeBk/hWhf6pqmsyxtc65p17HDk7be3ZOWwMf59DVIxavEgJubM3MzbR8jYVeh/Mc/QUuoyMmy+xSRjTLpWkfdPcBHwBjcF3Z4PU49TV6B9KGpPK+h6io8hktYEgl3DAB3bd3QKTz71XQajI0lt9qs/s0Q3udj7nbpx6Z6j2q6W16OFNTNzp5upyYEQLIAFJ2k9ep4x7AimikRL/Yken2cb2OoKlvcF7+YedgqGG5Q2efl2jFaqroov9UWbR9YE91EDZQiK43IAfnbbnKfwc1XNvrQuZ9HF3p5t41e4kkCuCzDaCB7E4x7ZrSXV/FMkDeIydK+0AyWnl/vAu3IBPXrnGPxFVZAyvDN4ZWz0a5NprA+yME1KXE5R2yQRnOHIcg8fy4qYw6KftttFBrkV7KBJZBVuRJGv3f+AANnr61aEPiOIt4cL6Z9mk8y7aYiQOG4JUD0zgjjpW5oMvjXUNRfV4l0NbqIvbGKR5QrJkHPAz1wRSC5nNc6JFBDLG2ui6iaNlW5F2UDAjO7f8uOvJ4rFeTRLbR/s815qSX1jfHzESaYR+WrnO0/cQ7cdMHt3r0fVbvx5Lp1xbzWHh0xyxMjbbmbOCCOPl61xMt34iitdX0qx0OG/wBP1REnaX7SoeDeg3HZ7EEjOORRqIpa1daR9ttb2zvtS+wQTASStJMswEi4PzMAx+ZB69cVzMtytteyQvq0/wBoSM71LDbH8oyenUdc11GrX3ibW9LaPV9EFq1lZkx3C3AcyspVhkdvuk/jXPob4Txw/Z7fawDzyCZSBjPAOPm68evNTINyis+nMrs2sTrG7fu8yLmU7h146AccetW4Lmy+12+7xJLGwXbcvuj/AHC8gouRgZ4XnNP83Umn3Lp1vuhQJEomXaMjGc44IH86fDZ6m1v9mOn2xjkPmSMZk5O3G3GOcdM/jQgCO+hXSG8rxGwlin32dsfLIY7QfM6ZJLDPpxW1azWdxquoQSeNI/slxb77m4Pk/v3BGEz0HBbpzzmowmsS38l8PD1tvaFoEj+1Q/IDjnOPbFPj0LUzY21odAtWSCc3HmfaIR5h3hseo9MmqAtWeoXSQ6Bfr4xgS9D/AGQq0MJFpBkpkr/uhDlv61ZLyrFq0Mfi60aO2fz7ZTFEfOlI3Fsg8/OOg45xUEDyXz6jqSeDy8d0rQbN8G5CjHJOTz17elR2iRxabpV8/hAva6ennLII4SJlBIO0Zzz1+YdvWkwOw07S7q4iXUIfG+m+dcxo0qtaRkDjgYDjBGSKyGg1S38XWlva61Y/apmnhe8MG6KTIWQDaHGDye/b3q1eat4Vt9PN7ffDiWOLaHMgsbd8g9Dwec5FcxcXXhrXLZ/+KfksdKW+tlkS4jNr5W4MpkXaQP7uc0JAaZs9TufD93Y3GpWMlrY3Mtr9lSI+Yu7IDBt2NuWU4x+PFYdzqsEmhaXd+IbrT5QY2jtl8ht64K7txOckfgOTW+ngXwouryy6evnfYZoxFLFeM4xtDDODjIORj2riL+WLRNWvrWLTpJbpLyTDRQ7y6sNyn8ASPxp9BFzz/DbkWy/YPtJLl0KDMYAzjkY4HPerIufCVxthabTfsEJJ5I2F9pxzjgtjNYMetIkDxiwuGlmCFnFsCUXJwGbtznNI+q2Ult9mNo4hgDmSQ2eEYgktg9z6VIG8lr4OeFZHTSzPIU+zqdoypJGQOpyaX+yPCIjggWLSnZtpuGDL8gDYbIB+XH6VltrmjSakt9Lp8YiQlIlewIO4qcYQDp3+tQ2+p6BAl6ZbGAz3m1owbMkmPkc8cZOMj2BosB1kWjeErqSXS3j03+y4FeaICcAedkDh93J29R9DUdv4X8JT6ZLdmxs1vYJSlugnYZUAFDt3ZPXqOvauVmu/DJ0KDSVtLM3VuXMyiBsh1YkktjB+UAdeRW4+oeBbjxBa6nFHYCzt2KNL5ThUBQ+WMYzwVGD2pgjZk8D+DVudMijsY/L1JlS5YXTfLkA8Ybs3rXX/APCo/CjaQulok4tRN54VZm+/jGc59O1ec26+AFe+ll/s2O3u1UxF3ZQwBIcL+IBx61LpWn+Ak06OG9ns0uoywcSX7o5Gcgn5h2IoEXtJ8B+G9T1dNOeG/tzHa+dE6XrseJCrLj0B5q/oHhPS7L7Rr0L6gL2wuZFe3e7aRMg4Y8j0bPSsU2uhzano6z3G7S1+0W8UsV40YwG3JiQHnrjk81b0/QNAfVdXtn1K8ELBHtTHqWFKkYIPOHwcZzz60xnB618MzofgiTVrq9l/tGPDPAmDGoJ6Z6kjuelct4h8Py6FfRQC5aVZbaK4Viu0/OucdexyK938eRef4J1WMf8APEn8jmvLfHw8+28P3/8Az309VLepGP8AGubmZolc4SOO4ddyzY/E0rC6Xjzz+BNSWiySS+UilmJwAK7TSPDQi2XNxtd85wTwn+NWuZsclFI5a20PWrpVZMqHGQXk21ch8Ja7LjEiKD3MhrvoNPA3HOSeAD2q9BAV4PCjtWtjG556vgbWGXL3sK/8CY/0pP8AhB9R5zfxY9Rur0N0I4BIGc5xVaUsQxVTg8miw7nBr4GvmOFvEPHoaefAtyv3tQUD/cPP612wRyCqcsvByeaz9PSTWPFUulz6nPax7ZPKCJuyyoWC+w4PJ9Peh2QGNpegR6TKZb26mkjLDasTFMkdM+3StTyLGWZ5vPuQJMqf3x6nk49O3SuR1C9a6SH7bcTMAMptbGOmag823aFIheXKqrFgMjqf/wBVCKWx3KWOlGIRme8VQxOVuCCc+p79Kura6RLK0j3GoEnJAW6IVc/3R2rz1Fg/6Cd0v+frU6RQf9Bm6A+n/wBeqHY9It9P0N1YG71UMckuL1txzjgnHTjpUhstN/taziS81IWbrJ5sH2olS23AYDGAeM+9edJFbd9evRz2H/16tpFp3ktG2v3/ACwOeMjGe+fekxWPRWsLIazAG1fWvLeJ98n2vMm4DgBiOFPcd6njigtdbhgh8Q6xb28kBLeXdAEuOjE45yPavOVtdFNs0Umtai6swY/OvUf/AK6clp4WSMxyXuoSKSGOZgM4/D3oSBHe6zPqT3Wy08carHaoke8swmbe77R0xgdK2bWHXfCvi+Gws7CHVbm60oQzedcCASGNj8wODzg8j0rzRbvw3YaXfW2lvNFPcxhfMmlLAEMCDgD1FR6r8QPE095DqcmtWbX9t8sM0EWxgCMNkYwc02B6pp1yZtAufPi2Pp0ZhvIyc7COOMfeGO/pXiX9p6ikSRxXFqxDHcxbr6V0eravd2GhTazpPiS8lOo3Js7lrq3WNLwhAXeIDkKpIU7vUe4DLj4N6vGN1tq9nLxwHV0/oaiU0CMcatq6rGIxbM2Du/edST/hipo9Y1/jbaQN9Jh/jWE3hzWI9KutSHltb2s5glIk5DA46enPWsc3NzGeXI/GjmQ2jvV1nxIOmnxf+BA/xq7Fr3ioABdLi46ZuR/jXm41C67SNTl1K9J+WWTPtTuLQ9Pg1XxVbK8NtptsYmYtl7lQcnr39c1Ot94vERs4rWwW05Ub7pdwQn2OM815el/qmcq05+gNTfa9cIOI7r/vhqAPVre48Zypb201zpKWEboCvm5fYrAjkd+BU+peM9OTwvqPh6+s7+4vk1B5ILgwl4mTzN65Y9sZGMGvIxNrw/5Z3f8A3yalU+JHwEjvPwBpsTPYY/iP4SsfFdjqFhptzZ6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", "info": {"video_id": "202078", "label": "moving keyboard towards the camera", "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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ce3etlLvwnMEmOq2zC2VA7up/d84AXjnnp+dT2934fYyX73lrBBI3l/a2A/eHaTjpntihQRSqSRz0vhyaP/WyxqOCWDAhQehOOlQjwi91N5VtciYkkAx9GxycZA7c11kR8Pi0W2tdVtbWad1aGK2kEbyd1cEDg5GBUyQeG7oRW0mt2V1AcSTzzzq4iZu7se+fl7flT5Ii9pI4j/hA7uaOR4ZiyR4LP5eVXPTJBqs/w/1HAcXFuAehkV1H54Ir0a2tvD15qERa7tUjjcwxXbOqwkou8AEEA+g9xWhBpukGK+uo9VUNGXCw/agfM3DJeFN+Pm6AjuKORD9tI8ug+HXiObAtEsrnn/ljdof0ODXe/DbwlrXhu21NdVsHgknkQx8hgQAc8j61vQ6VYJ9hN1rKX7XpVUllZC0I28BtuNvpnnmtyI29rqkWmw3rJcSOY0ZJTsYhA5+bp0P50nSi1YXtZC285PyeXMpHXfGy/qRzVhZcnG4VZguLuWa8hW4MrWX+tDBT1GRt/vcULO9xYW14scDQXJxExTBbgnp2PBqPqy7h7R9jw6K7FzcSNHfX88jqU3PGfkJGM524Bx60xWt1hSb7XqDRqCseY8B34+Y/LwB/h6GsKLX9SUII7m02YAceYw3fhVhPEOpNIyhbQxDOwef+Wa1JsbCyYDB7vVpIlX94BEf30uOMjZyo56fnzWnblDOi3F7r8qyqx1Ai3Y+aw3bF4TkZxyPU1zkfiLXeAltan6XYFXI/EviYAbba1A/6/QKpNEnS2Yu1SGS4vfEivK7JfuLdj/ouflQfJz8uDgc9amF8gs4rqLV/ECvvWK2kWFgBZnHyg7Mc4OB1yBWGvijxXJHs2acqkY+a+qSLU/Ez2iWZl0ZLaPHl7rslgRyuccdcUMZ1emTabBqDJd6p4otwpJsUihcNEg4cAbCQM46j0qe/1/QJL+204eJdfu7priIfZb2Jgh3ED5v3Y7HufSuWTVPFst1HdS694fgniyEYM7ABvvZGOav23iS/0G5ttTub2z126+1O1xb2cggVkMW0E7uCQVFCAuaboV3e2unSW3jTUo5VSWGGLbCZbdU4ZDjscf8AjoqpqFimmanqelz3upnz7GKWAW8ZaOWQDZmRVBx8yg54/SslPGMdra/6P4YjgvFvzdrdpcQh9hYsYmYckYJXnjpxV2/8ZDVrz+2LTUbXQb1XeMW94v2kPCwQ8FOBh1Y496LisU9dMYtILxr3V7YLCFna7Qhg+4YVWYDIxnkdPxrBa7t5kgjbUpnYgeVGzjDjn5m45547dK1r3VtS1f57rUtN1OOFWOIEMW0noMHqDj8MVX8/U1tTcfYrdriUHKmZcqpxgdOpx09hUvcqxWjuNODSMPEU6xFMST+YmWfaCF6cDOT+FWYLy3iNi8fiJo7lJcKuY8Wse4Hdgj+6ScnI5oWHUWeJRp8DRQHegMqDzWznkY4yeec9K0IItXEVwBo9tJLd4DubiMbACfbnrnj6VSAia6tHh1K3/wCEp3We4PHG3lZupPmByQPQKML/AFrctrovqunS/wDCbxC4v7Qpf3HlwfuRs3CPHRfnXHPPaqltp+q+fprjw9bFdPQIkf2mE+YdpXPPTrnmlNjdWtrLpk/hqJ5dWnG2RZYWWNtnIb8s5pgWYr25j0AGLxZbZ028ZbC2MURITI+frl/lZ/biti3tTe6vdaYfGdl9kmhWZ5jBFmV84IB3YXgKcD0rLcP/AG9aOPBr+f8AZHjSHMDMwAG5gc7RjHTrzx3rQ0KXS9PWXS7zwC924zdYW3gcKrn3PUHjipYGzqemXsdnG1x4o07UIVkUNBFapG77vkyCHP8AeJ6Vz1jJr0WjeHtTGtaemyf7GjNbndb5BUh8P8w+UDtjrTNb8Q+EreWS1tfA93Z6gm0rJHp0eYm4Kncp47GoR4b8IXx1ue7ggt9Qiv8AyWgW9ZPNjdlO4KWySQ2eOMjFO2gMklTVdN8YpBDfaf59zHJDLK8DGGXB3DChsj5ZO5PSuOmn07AmTRbjzVDRrHsb9yoIGcZ468E56mul8S+F9K8PaFA9vZtLa298sk0LuZNyt8p6n6Vy4tNSYLHHeWnBzNIyNgdwAPbp9aJCIVi09DEkmj3RgVsvhHxMwbBCnPPJx9KmDWsrXZbSLw3MwC48qT9ymdp3c/Lk4H0Appk1KMPcC4tAkTbYEKNkY5yfp0+tXLaHWpZktUvLBZLsA3DlHwnBbA57d/ehFIfbvoQm0qVtK1L7LEgH+rm/fykEAjB+f5xn8KI4tPl0nULeLTtU/tBpfNDAT4giI+XLZ+TkPwakjOsrE86XOniPTXRLZWWTLEZYbuew69OcVesbrxHE9vAkumM2tCPziVk/d5BKgc+h5681WgMmjn8JnW7a5Ol6yNImtTFAgiuP30hUbSq5+b5Q3zCoo10QaZJbG21n7ZbXDSTOftHEJIYKz57xjGPb15q5C/iUPEFbTMaDsNtkSfvOuN/PHGc4xzU8N54qeOKdRpOda2CdcyYiByBj14OD15pAmLaHQhfS3EX/AAkKabNGvkeUt4qbs5JCr0BBHPTiobufSIry0n87U00+G7KszNcJOPMj9T+8I3JXead/wnum6dDaQw+Hp4YEEaM80ysVHAz8uM4rmfE8nia4me6vbTS0vrdIp7YW1w2xjFJkhmcDHDmjUVzItb3w7azaosd9qbSCcT2is05Rk44dMdeGGW65z71hLdaJpsD2WpXLPPayyRrHclnRRuG1kBBA46gV08viLxomuXOqjwjGrXdusE1t9rG11Xo+ep6kdMVyWqzXWk6hG81jK89xBHIIUQSFJNpVj+S9fel0C5Y8/wANuRbL9g+0kuXQoMxgDOORjgc96si58JXG2FptN+wQknkjYX2nHOOC2M1gx60iQPGLC4aWYIWcWwJRcnAZu3Oc0j6rZSW32Y2jiGAOZJDZ4RiCS2D3PpSEbyWvg54VkdNLM8hT7Op2jKkkZA6nJpf7I8IiOCBYtKdm2m4YMvyANhsgH5cfpWW2uaNJqS30unxiJCUiV7Ag7ipxhAOnf61Db6noECXplsYDPebWjBsySY+Rzxxk4yPYGiwHWRaN4SupJdLePTf7LgV5ogJwB52QOH3cnb1H0NR2/hfwlPpkt2bGzW9glKW6CdhlQAUO3dk9eo69q5Wa78MnQoNJW0szdW5czKIGyHViSS2MH5QB15Fbj6h4FuPEFrqcUdgLO3Yo0vlOFQFD5YxjPBUYPamCNmTwP4NW50yKOxj8vUmVLlhdN8uQDxhuzetdf/wqPwo2kLpaJOLUTeeFWZvv4xnOfTtXnNuvgBXvpZf7Njt7tVMRd2UMASHC/iAcetS6Vp/gJNOjhvZ7NLqMsHEl+6ORnIJ+YdiKBF7SfAfhvU9XTTnhv7cx2vnROl67HiQqy49Aeav6B4T0uy+0a9C+oC9sLmRXt3u2kTIOGPI9Gz0rFNroc2p6Os9xu0tftFvFLFeNGMBtyYkB5645PNW9P0DQH1XV7Z9SvBCwR7Ux6lhSpGCDzh8HGc8+tMZwetfDM6H4Ik1a6vZf7RjwzwJgxqCemepI7npXLeIfD8uhX0UAuWlWW2iuFYrtPzrnHXscivd/HkXn+CdVjH/PEn8jmvLfHw8+28P3/wDz309VLepGP8a5uZmiVzhI47h13LNj8TSsLpePPP4E1JaLJJL5SKWYnAArtNI8NCLZc3G13znBPCf41a5mxyUUjlrbQ9aulVkyocZBeTbVyHwlrsuMSIoPcyGu+g08Dcc5J4APar0EBXg8KO1a2Mbnnq+BtYZcvewr/wACY/0pP+EH1HnN/Fj1G6vQ3QjgEgZznFVpSxDFVODyaLDucGvga+Y4W8Q8ehp58C3K/e1BQP8AcPP612wRyCqcsvByeaz9PSTWPFUulz6nPax7ZPKCJuyyoWC+w4PJ9Peh2QHMJp134emjcXkbpK3Kvlc7fz9afb6rqu/c72rgZOA+OccfrWjpPhbUPHUUrDVFha0C4Eqlg2/PcdPu1Q1r4e61oU9nE91aTfa5hDGUcj5j65HFTzK9i0SR6xrgwBDbPj0lA/rVqPWPEXaxiYe04/xrktUsNT0XUJrG7ws0JwwVww6Z4P41SF/crwJG/OnzIGj0KHXPEyNldNjP/bwP8auLq3ieYpI2mwCSFg8eblcE9Dnn0rzQajdj/lq9PXUNQb7skx+madxaHqQ1XxdK63H2CzSeM4TN0uNpBznnPpU8N941NyLtF0uG5I8vLXAK7evTPXNeXJfayw+UXLfRDT/tGuueI7vj/YamgPX7XWdW0N7TV9dkjuXTUEeaHTiXLxeWUOV6HHFNbxv4On1XxDc3miXZi1BAbWR7ANLC4XaTnqvOCMHtXkiy+ICflS7z67TRM3iKOLfKLxEz1ORQxHrEvjXS/EHhax0J2uE1Ty5Yrh5Iisb/ACkqxfv8yrg+5rmY4bBbT7N5t2ZC2Wbzzlm6DHoOelZWu6VFbeHINU0zVdTuN1z9lP2mIRrcEJuZ4hnO1ThTuH8Q75AwIJbWOZZVuLlXVtwO4HmluNHdR2mnK8TvNcsYsADzjtOPUdDViK00pEZRdX4LEEsLo7hjPQ9utcAot2PF/dL+IqdUgJ/5C90Pw/8Ar0x2PQ4bHRAYx5+pbVIOz7WcMR6jHP41oR6foiKWju9VDhBsb7a2Y8cjbxx/hXmixQHGdcux9B/9ep44bIn5vEF/+n+NMVj0bTbCyl0RGl1TVxcMjCVkuyPMIY43DHNT2lhYtoqStq+rLcCBuPtA8uN8nBRccYrzwwaVNO0ja9qAy27apCj8qkks/Dstw802qai7M24jzFA/lSSEekxXcieHhcp4u1qO7+zs217tdvmAHsRnGR0zVax0TVtVsNclvPEV1qy29o0MkM0WNrOgdSpzz0H5Vwgg8HM5kne9lcncd04GfyFaE3jW/sLu9fQdTtLa1u4oo5YriMyE7FwDnHpVDsegR+INWubHQdR1fSobWya3+ypdw3QlMhbG3cuAVGV9TgmsT4hXdzpl9awQWcs15sIIibBCt0Oe/Of1rkPD+uz63qEHhfVdclt9IaX9x5EsUaQnO7cWkHQc4HUnA70y81bXbvXtRjvTc3lzp7G2hjmCpKihiPnI4zgdsj0qb9CWSJqd9Eoso9Mu3klA8zYc7GGcgjvipxqV7dxixSwv/s9tlmlK/IQSeR/vbQKz4ZNUt4DMNNuWnkZlMasPlGOuffJ4q6t/qdrZLBHpN9L5kamTb0Vsk7cd8etSBc/4SSWaVdUm07UPLtpFA3R5Y7RjA7fLxn2p1t4risHlvpbPUFW8i8uPEHzYyp59j2qt9u1B0TTzpmoCNXY+d5Z2c98de2KlGq3lzHGkml6sq28KBQ8ByQpX5V9+tGoFmPXIYYH0p7S7E9zN5mz7KcEMqjk+o7+lTHxJpU+l22m+RN9qsolMitanAMZzwe/HT1py+K47q8OoraalshmZGH2cmQMVPYfrS2vimztri5nkjvFFxGF2rbMXXa38Y6j2oYi6fGPhm41u21QoslvAzLIXsj8oYHjbt9cZ9K0m8aeALh90raWCf+ellz+q1T0/xppGkJLaStNH9o2zgCAngjvx19att488M7SZr2IDH/LS3b/4mriDMTVNQ8OXRiurdbO40eDUUZ18vEQDoAw249RnpU3/ABQv/CSW0klppM+ktC0bIrYiik6g+xOPxrH8V65pepaVez6bJb3KYhEqhCBkMe2Bzg1ma/4NOhaJpV3dW7K98ZDJEYyogwFKBj/eKsTjt+dJvUZ6p4kG/wAPaircg27/AMq8q8WfN8OvC0p++Btz7bf/AKwoorlRcCbwzpNnFZeaI8ySAFmbrXQtGkcRVVAAYYooroRMtyxbgMrE9qkwOuPaiimSNnAOCe1UZCzPjcQM9qKKoRLHEpjc4wcdR1rjZdSn0nxHJf22zz4nbbvXI+ZSp4+jGiilIo6z4VfJ/ayjoPJH/oVa3j7/AFejP/EuoxY/76FFFc0viKjuct4j0u1vfGl7JcIXPlR8Z4+7/wDWrQtdI06OAbbKHgZ5QUUVrDYctywumWO5T9liyePuDir0VtACFEMYA7BRRRWpJL5UaHhB+VV2CktlV6elFFMTGNBGsYIQA+tY/ibH9i4wMCRKKKb2Aw9a8RtrkNvFLpenWxhRI43tkdSkYzhAC5UDnPA5PNTa/wCANJ0xGeCe84GcO6kf+g0UVkUjzqUeXK6gnAOOajLHPWiikmN7C7m9TRub1NFFV1EG9h/EaTzH/vH86KKbJYm5vU0uT6miikBqaNr76Os0Z07Tr+KVlcx30HmBWXOCCCCOpyM4PcGtXSNXvdQ1TUdQupjJc3UgllcjGWJPYdB7UUVK3E9jaF7OOQ/erCaldDGJKKK0Yuhbt9Tu2ODKcVtW+o3OQvmHFFFSIt6Nf3McNwqSEBpgxAPU7RzVi01G5g1e7kRxvnj8tyRnIyKKKRSB7+ca7ZzfKZFygYrkgEHIqLxAE1GOygu4YpYmuASrIOTtNFFNAzitVS2TwlcTQWVvbuzDcYU25wxx3rmj4q1nU7S00q9vpri1tpHlQSyMxLMB1JPOMcemT60UUmNn/9k=", 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", 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", "info": {"video_id": "202078", "label": "moving keyboard towards the camera", "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": "c64aec5696eb29edf348c03ebd5e2a0ddf505bc388609cf13bc7ecf33a0567c3"} +{"episode": 91616, "episode_seed": 2490613530, "split": "train", "timestamp": "2025-10-13T03:52:40.011659", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2490613530, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bowser from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "85789", "label": "pushing bowser from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "85789", "label": "pushing bowser from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cf4c5fb1aa126c3a1b7bd89e37850c6eb7664f5c9844f378f6af408b5a157556"} +{"episode": 91617, "episode_seed": 2401684397, "split": "train", "timestamp": "2025-10-13T03:52:41.235400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2401684397, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plug onto table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189308", "label": "putting plug onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189308", "label": "putting plug onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6163fef1bbf2341748a804508131d31ea260ae5784c18d4c25155504b0d195a0"} +{"episode": 91618, "episode_seed": 2244681738, "split": "train", "timestamp": "2025-10-13T03:52:42.691207", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2244681738, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leg weights onto dumbbell'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "80281", "label": "dropping leg weights onto dumbbell", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "80281", "label": "dropping leg weights onto dumbbell", "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": "26226a927ec70db3b016ba5b5b422fc003951744523ed90f6100d3d5fc8d0965"} +{"episode": 91619, "episode_seed": 2204052967, "split": "train", "timestamp": "2025-10-13T03:52:44.259479", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2204052967, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "207448", "label": "pushing lighter so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "207448", "label": "pushing lighter so that it falls off the table", "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": "642678d537336a4f0d09cfd02d132b1d1308fe25e3147679b76fffda6a3f1da8"} +{"episode": 91620, "episode_seed": 1074726528, "split": "train", "timestamp": "2025-10-13T03:52:47.568995", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1074726528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting box, handphone and comb on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13505", "label": "putting box, handphone and comb on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "13505", "label": "putting box, handphone and comb on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a2bdcb0315b1a200140a0e14013df852acc8d833acd4889e8d13a38417e6f27c"} +{"episode": 91621, "episode_seed": 3937988614, "split": "train", "timestamp": "2025-10-13T03:52:50.680646", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3937988614, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife until it breaks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "214978", "label": "bending plastic knife until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "214978", "label": "bending plastic knife until it breaks", "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": "284996916530f343223ca0e8732718075d267f245d3f36e7b1c198b9bd770741"} +{"episode": 91622, "episode_seed": 2467464851, "split": "train", "timestamp": "2025-10-13T03:52:51.853739", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2467464851, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "21314", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "21314", "label": "tearing paper into two pieces", "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": "964c17d5867ded9636395cf4909ba28d59ecf84c57d91c710d337ca72b273da1"} +{"episode": 91623, "episode_seed": 1762809794, "split": "train", "timestamp": "2025-10-13T03:52:54.195559", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1762809794, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting notebook with scissors on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "76155", "label": "lifting notebook with scissors on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "76155", "label": "lifting notebook with scissors on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ade127def4aaadefb82d9686b87efaff2f5ce740a42690e4cde5a4af96498b80"} +{"episode": 91624, "episode_seed": 2504896794, "split": "train", "timestamp": "2025-10-13T03:52:54.962313", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2504896794, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "185204", "label": "uncovering color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "185204", "label": "uncovering color pencils", "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": "d0d957bf6b920bccd0b1e080cc83e5dedc67780fd5a3b480a07ea91ce91ce073"} +{"episode": 91625, "episode_seed": 606591902, "split": "train", "timestamp": "2025-10-13T03:52:56.430120", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 606591902, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a hole into white soap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "12697", "label": "poking a hole into white soap", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "12697", "label": "poking a hole into white soap", "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": "34bf731468d4b80b715aae7b1b4133dfdcafc4bc44eecb7d58e35637f10a0e56"} +{"episode": 91626, "episode_seed": 4254000226, "split": "train", "timestamp": "2025-10-13T03:52:57.705769", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4254000226, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 crayon up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "152089", "label": "lifting crayon up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "152089", "label": "lifting crayon up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0abe1cc0e639a1e598fc7230c798ccfffe429544625a6492ff268d110c398787"} +{"episode": 91627, "episode_seed": 3135207822, "split": "train", "timestamp": "2025-10-13T03:52:58.850758", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3135207822, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'paper falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "140012", "label": "paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "140012", "label": "paper falling like a feather or paper", "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": "140db8441243518618264d8f17789cbf86a35b802407f6b5c3be5232f9c22fe1"} +{"episode": 91628, "episode_seed": 329073359, "split": "train", "timestamp": "2025-10-13T03:52:59.642581", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 329073359, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking brown shoes so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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85+VG5z7n/wCvVjwtPHYXUt9eSSCBoyiMe/P69KzfE3jCyvbzZYW0ckkf3ZHXIVvU56/TpWkIOasRNOE1OWi/rYuafDcmynuZEaOOWcum4degFdH4Y16y17TRDFlbm2lYSRZ5XBOG91I4/SuD8GXtzqk2py31y8sqQxhFboMuM4HQdKu69otzoclr4l0NvLlCb7mJRwPVsd1PGR+NelQpum2jz8TV9qktlrY9bssC0kJ5Uk8+nFfNk1izFrq2BkiLAEAZKkn/ABr6C8Oa3Bq+my7Nsd3Adtzb7slCRwR6qRyD/WvC/Dd5cQXs1pbYeKaQEjHpnB/r+FXVet0ZU1ZWNZtFktNGG/Mkr7d4QggMeVT8sk/Sug8AyT6Fq0Ek7n7PcRsHQHOVz98/iD+RrOJh86OweXJmIe4nB+4q9cAeqjk0uqX7QWTzIuya4IWNP7iYwq/gOvuTWLjdWfUpSadz3NoEeNZUIZGGVIPBBrF1ZEMLBgMd81k/DrxE95pp0e5cNNYwoUOOTGeBn1I4/Or2szjbIM15k4OMrHpQnzK55bcKba9lRQCImYBScZGa7Twr/wAi0GlZUQO/LHoK4zVpreHUZXlWR8AMwyEQD3b+grB1HxHdXimC0byoh3QbR+A/qf0rWnTk9Sqjhy2k/kv60NfXLvS9MvnkeSS6UnCwKABnrlv6CtONW8S6BC8yLareb41EQ4UBgoPv059a88ELyxSxkZfaXUnvjk/1r0nwkrf8I5pCsSR+8Iz2HmHj9K74UoqKa3ucFWtJ+7srFLw9r154S1V/D2vA/Z1+WKbBPlrnIIPdO/tWl8VLMXsGhokgLhJnjIOQwwp/ya2tV0iPWE81HVb6B90EzrkKcYKkd1I6j8a4GV7y31D+zrxZF/sssttbzfOYjIOQG/iQbflPvXTVvGNjkptSfMYNrbz2kiB1w/BP+zzyPrXvng7UBrOgRTPGEmjJikQDAyOMge4xXlllaEuzfI0k0m2NgOCcZZvooz+P1rqfDPiy20fxDHpe0LYmMrI4Gdr5+Un2xwa4K8XJeZ10anLLU9I8jGeKzdRChDnkGtudl2Fga5rVZwUODXmtanop3PJJbQ2N/PbtuVfMO047Z4NdL4SuY7ae8uLyZIoigG8jAODWX4j1ESXkS/ZFLQQhWuJpMR7dxI4HcZx1rlb7XZ7v91BIzDp5pUKB/uL0X69a6oUpSfMyZTpqNpb9kdP4p1/SftjTwxm4mQblQnAJHQn/AAo8Oapea/pt7PduvlwSRxxQqOFBDE/nXCRRskoY5YFsPnqc12ngqya0tNWgkBDpdJGfXgPXdThHkdtzgq1JXS2XYLmw1DwJrNvqGlHzdPu9gkhZuAT/AAt6c/db8Pr6zoeq2uq6SlxaMTglJYm+9E46qw7EfrWK0EN1BJb3EKyQvHsYNzkGuF1uLWPAOux38BNxptzGInJ4Ey4+5Jj+MDo3U4z612TjZHFCXM/M53S9useHbnT2hzewFp4ZfXA5X8s063YSaTbgdRIKn8CQhrsMR/Fj/P51SgV4pWs8EvHOy7foSK4urR2G74ELR35Az++jdeO5DZ/xra8R2NyJ5jsIcCOQA9cfdP6EGk8DafNZXWm3LLhlnyfo2Qf5132uWXmarDdIgYmPy2BGQevWuWc1qzqop6JkWi+BoovCi6nNcu9xLB5yIqgKD/dJ6k4+lV5IooEKyY2kcitry5Taqk0rFEXCpnhR7DpXG+ItSWCFucbe1cj5ZSukdMLwVm7nD+I/FurXs0tjFM8cMTGPOeTj09K5WSNz9nuFB3LIEbPY5yP61pzKZ53kByzvnFX4bDMNzbBAzMEm3Y5BRh0/AtXpYecYzSOPEKU4uTZ6rb83t+X2MHDK24DBz1yK5SS1m+H2ovqemrmykbcUYnay4+aEnse6N9R9eqUYubvgHLsPm6dTWvb2ltqNtdWl5CsttLHskjboQf8AP4V104r2RwTl+8PLfinrVp4gt/Dt3p2ZIZBKQxxlWyoKEdQwPX6jFeneG9K/s3SLW3bJaOMBye7Y5/WvNrT4ftpnxBtreeTztMjY3ELE/fxjCsP7wJXPqMV7LEnygVxYiWvKd2HjpzEkSZOaJ3CJUwGxc1l38+0GuSSOpbmZf38trf2lzARvhk3DP0I/rivNvFnjR9cnguH0yCwitkMEbyMZXcAk8LwCc57V2l/NubJPAOa8OuZnubyWaZ2di7Yz2GeBWtFXTT2M6j5JKS3LV5qd3qLEM8gjPGWbLMP6D2FVRblTujBDLyMU5JdrABDitOw8uUtgglh19Mdq2cuUytzv3ndm54SshaX2sqpBVooHUqcjDHd/iPwr0C2xtRCFK+Xgqec1yfhmBTYSSoDuwkD59VZ2H6NXUQH52GBgAc969Cg+Zt+h5uI0VjkfE2map4OvLPX9GbNkq7GXGfLDH/Vt6xnt6dPSvONPYI5lbcMMDhWwcd+a+lbmFZtKkt3jjdXi2MkgypyOhry74aeEUvYW1O+gDRMxECMMggdWx/KsK81BXZ0UYueiOX09L3V9XI063JYJlo1Y7QoAznPYntWheySXOsH7TAYI7RPmj9Djn8+P++q9x03w/pmk2zJY2cUIbliq8n6muM8aeFBdZubVmSbGGKjhh2z61yKuubXY6Hh9NNzzzw7r02keKItSJPlltk49Ubg/kcH8K7HV/EIa7KK2R7V5rKrwvLBIuJEbDD37f1/OmnVZ51bICseCe/pWlSmp+8TSm4+6yfVrp9S1ByzkxKcKuePrUUUakH1qvBH5z7RjpyTVyOwcOPLcK3qKl2SsWtdTQsIPIuLaXIJZgjem1vlI/Imu50G1az0nT7dh80Mbq318x64WAlrKRDwyZPFei2EnmQQuwAyijg57c59/8a2w8m3yvuY4lJK/ka9ofMdPmBBkxkdua534o7YlsbgQxGTDq8nG4rkAD3HJrotLw88OCG5J4GM9azfHHha+8TXOlxWbxqsRk8x3P3QdvPv0rqxEko6nHh4uTsjjdPu0g0OXUnkXESeVGM8juR+J5/IVhMzQafJLJ/r7kkn2H+cD869E1r4c29voUMVipM8OGc5/1uOua821QyNeGF42iI+RUcYIH+ea4qc4yOudNwPYPCni1NW8JRNLJm7tx5M4J5JHRvxH9aytR8QI0joG6CvNdK1N9Nu5WiYiKWMqVA6gdD9ev51DLrLO/wAobc4zuPbmsJYf3nbY6YVly67kmu3rX+ondITEnAXPGe5qrG0KEAsKijAeYLnBY9avrZKejNnvVuyVhK7dyxbWyOkhx83XHoK7Xw9Dizkm3bzcvE5PX5lj2tn3zXG2sQtbgRAkow4zXZeGHP2Bogx/dSO23HQFsZrTDtuVjPEJKFzprc5dsKQcgZ7GtnV7KHUtLmspoI54pQFaNzjP0PY+h7Vj2Xz3ONmMuO/XpW1eGNjCjFwTICHT1HT8+RXo1eh5tLqzx/wFbb3Y8jdGT9DyB/Kuht/DedfnvNmRcnzV46E/eH55qh4HaG2shNICilcZP8THHA9eK9F0xWlVcjao7d68arO10j2aNO9myGzsDbIixjDDHz4+79Pet0AzyDC8DualSBcDingBK5Xc6tGUtTlEMJUdccV4z4luJby7kiXO3dzzivT9auibxIwe1eWeIA1rrN1GR/GCufQjNVSWtxT2MZLWeLJBGwD5hnOa3tMl/wBPsJTkguEcD+IEEEfjVWFd5wcBcVsWXh68hu7SKRcI7CTr8y8dMevIrdNuSZhKyi0dmh3oxIALNkhj71v6VykhHqBisF4RbxpG/QBVyw+9jjP44zWRYX19eeKLvTV1i6tISZDEsShtzKm4L7dDya9XamkeTvUudNcW8dx4qspihjaFZQc/x524I/CurVNqCvDrLxDqH2y31C6v5ZY4FLYc9AxHH58V7NpuoJf2MVxGwKsueK82tFqdz0aErwt2J55AqkZrntRulAPNWtUvxBuyRXnOveJAsrKHAH1rGzk7I6E7asZ4n1wWlrNtI3FSo+p4rza3CyS7W5GK1dTmfUvODA/uip69Qf8AIrGx5EiMWAG7HJrqhT5Y+Zyzqc0jWSGIjAVasLGIJY3RdqEYOKit2BU5HNdboNlbvbPPcRiUsDHDAOd57nHp2qGm3Y0bUVcf4aBIuECtjezg9hhRn+ddRBkysML2Gf8AGobazg0bS0WRFV52/dxI2S5Pcewz1/AVma5d3FrYSvBK0brMihl4Nejh/djZ7nl4j3pX7nb3zRm0aNy+1iF3p1X0P4HFWtIsobK0igjQJHGoVQOwFeeatdz2+lW+qafruoysbg2wNxGqLcYUM7Rgc7VOAd3cj3A9RhA8tcema8/G6uPzO/B6cw+RgF61l30qiIk4xV6eQDPpXKa7f+VC+D0FcZ2o8l8YQqPEF00IGGQP/T/CsGeAxTllHyuA35jNXLu++3eI5ixyjBo1/L/EUs7Rrp8cjYBRdnHfB4r0oJqKTPOm7ybRWszifOegNbkCncuSBXO2s0jTGVgNh4xiui0/M1zBGMHzDgbjgGs6kTanJWNlfDs5tEuldU+0EqEbqR6/z4rsobJbCyRAMAZY85Occ4H4Cqur3lt4XsUv9UUTXRUi2thwX7YUfwKO7dewyabb3z399I10RveNURU4VBjO1R2A/PPXNb0l7N3Zy1W6iNrSHBkUqeAmc1uaa7SXc+4KVXG1lPX1B9wQfzrzzR7lpvGE2mXeqXVpA7+WkkUsaKncli4xjGeByTgV0vgqa7Gra9a3UlyTbTKgS4Ch15Yc44yQBnFPGSvBk4SLU0dhOQyFSODXmPxC8PQT6XLdQL+/i+YY64716JdS7ASTxXEeJ9RVbWUEjGDmvKi2pJo9VxTi0zxdpvLlhzj5mGfp0/lU8lqDExH3o5WX8Dz/AI1mXMgllLDhQfl+ldFHIrtOc/JJGsp49Of616jPNRloGSRCQeo5rbg2suSTkmueLPdT7lJWJTkYrbsPMuW8mJGeYkBUUZLH0ArKpE3pz7nV6do8N3YyXVyWVF+SIL95n9q6ix0+PStLiSQlJJWKrkfM7dT+A79hxVEz2nhfw9BdXm6W9dSIbNjtfrzn+4uSMt1PQc9MnQ9YvNTWHUL6UTXLPISMcKgIUKo6BQe3vV04+zXN1MqjdR26HX6c5a7XgABz07471pySOl7ujU54Vlzwy+o9wTj6GuX1y5lstON1ZzNE5dfnTrz1qrrlt4h0fStLv7vULwTXJctEVx5GApUE46srZI/+vXXUmnY46cGrlDw8TPBBeSndLIMDgBY1/uqBwBXpmmACJMUUV4lb4j3obG3GBj8KguOFOKKKzLW5xtwTJrGG55xXEfEONY9fgZRgvCufzNFFa0viJrfCVtBVX1GAOoYKd2D3wCRXo+gQR3KtfTr5k5heXLHj5QSFA7D9feiiumjucVfoZ8FxLdWf2mZt0kswZuMD6AdhXLXN/NpfiW5vLfb5scr7dwyOV2n9CaKK7I/w0cUv4hzl25S0WNeFdgW98DivQ/hvql09jNbs4McZwue1FFc2I+E6sP8AETeKbqVEchua8U1W8nuLyRZHJAJGBRRUYbdm2I2Rs253MpP8dupb34FYMp8+/YPyATgUUV0I5TYs2Jjcf3V4r1nw3aQW/hSXUVjDTpatOQ3RiM8Hvj6YooqIfGaT+BHJeHNQu9Uik1C8naS5lvMs57AJwAOwHYDpW34o/wCQQj9zIhPvRRW0PjZz1F7qMTWPELa2lrDLpthbmJVSN7dHUoi9FALEAc56cnmvZ7cn7Oh/2aKK5MV0OrC9SjfSMEbB7V534tuZUs5WDchSf0oorkh8SOyXwnkVs5F7CwPO8fzrUukDaUxJPy3AAHbkHP8AKiivUZ5iIXGyIbeMCu7+HiQi11C5lt4p3hs2mQSruAKt09h9OfeiilHcJbHMatqV3rNpJf38zTXEjEFj2XaMKPQDsK66zLLdyhWIxMmD3G4c/wAhRRUS2N4/p+pFeaudK1zUU+wWN5FNMHKXcO8BlGQQQQR1ORnB7g11Xw9vbjULvXLy6lMk88iSOx7k7jRRTxH8NmOH/iI6bU2Ij615T43uZVsZgG6/L+BoorzqP8RHo1PgZ5o/St/SEWdrcSDIKshHtg0UV6sjzUUrcYtRj3rufBllBb6NqGuKpa9s4HuIix+XcrLgEenPSiio6g9jBN9c6rqM13fTNNPNC25mPbHAHoB2A6Vt+H1B0qyJHWd0P0Zjn+lFFS9mbLp/XQ3taJ/4RY8/dmjA/HP+Fc9NrupX9hHp91dzTQW8jSJ5kjMSWAzkk84xx6ZPrRRW0fhRzz+Jn//Z", "info": {"video_id": "109047", "label": "poking brown shoes so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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85+VG5z7n/wCvVjwtPHYXUt9eSSCBoyiMe/P69KzfE3jCyvbzZYW0ckkf3ZHXIVvU56/TpWkIOasRNOE1OWi/rYuafDcmynuZEaOOWcum4degFdH4Y16y17TRDFlbm2lYSRZ5XBOG91I4/SuD8GXtzqk2py31y8sqQxhFboMuM4HQdKu69otzoclr4l0NvLlCb7mJRwPVsd1PGR+NelQpum2jz8TV9qktlrY9bssC0kJ5Uk8+nFfNk1izFrq2BkiLAEAZKkn/ABr6C8Oa3Bq+my7Nsd3Adtzb7slCRwR6qRyD/WvC/Dd5cQXs1pbYeKaQEjHpnB/r+FXVet0ZU1ZWNZtFktNGG/Mkr7d4QggMeVT8sk/Sug8AyT6Fq0Ek7n7PcRsHQHOVz98/iD+RrOJh86OweXJmIe4nB+4q9cAeqjk0uqX7QWTzIuya4IWNP7iYwq/gOvuTWLjdWfUpSadz3NoEeNZUIZGGVIPBBrF1ZEMLBgMd81k/DrxE95pp0e5cNNYwoUOOTGeBn1I4/Or2szjbIM15k4OMrHpQnzK55bcKba9lRQCImYBScZGa7Twr/wAi0GlZUQO/LHoK4zVpreHUZXlWR8AMwyEQD3b+grB1HxHdXimC0byoh3QbR+A/qf0rWnTk9Sqjhy2k/kv60NfXLvS9MvnkeSS6UnCwKABnrlv6CtONW8S6BC8yLareb41EQ4UBgoPv059a88ELyxSxkZfaXUnvjk/1r0nwkrf8I5pCsSR+8Iz2HmHj9K74UoqKa3ucFWtJ+7srFLw9r154S1V/D2vA/Z1+WKbBPlrnIIPdO/tWl8VLMXsGhokgLhJnjIOQwwp/ya2tV0iPWE81HVb6B90EzrkKcYKkd1I6j8a4GV7y31D+zrxZF/sssttbzfOYjIOQG/iQbflPvXTVvGNjkptSfMYNrbz2kiB1w/BP+zzyPrXvng7UBrOgRTPGEmjJikQDAyOMge4xXlllaEuzfI0k0m2NgOCcZZvooz+P1rqfDPiy20fxDHpe0LYmMrI4Gdr5+Un2xwa4K8XJeZ10anLLU9I8jGeKzdRChDnkGtudl2Fga5rVZwUODXmtanop3PJJbQ2N/PbtuVfMO047Z4NdL4SuY7ae8uLyZIoigG8jAODWX4j1ESXkS/ZFLQQhWuJpMR7dxI4HcZx1rlb7XZ7v91BIzDp5pUKB/uL0X69a6oUpSfMyZTpqNpb9kdP4p1/SftjTwxm4mQblQnAJHQn/AAo8Oapea/pt7PduvlwSRxxQqOFBDE/nXCRRskoY5YFsPnqc12ngqya0tNWgkBDpdJGfXgPXdThHkdtzgq1JXS2XYLmw1DwJrNvqGlHzdPu9gkhZuAT/AAt6c/db8Pr6zoeq2uq6SlxaMTglJYm+9E46qw7EfrWK0EN1BJb3EKyQvHsYNzkGuF1uLWPAOux38BNxptzGInJ4Ey4+5Jj+MDo3U4z612TjZHFCXM/M53S9useHbnT2hzewFp4ZfXA5X8s063YSaTbgdRIKn8CQhrsMR/Fj/P51SgV4pWs8EvHOy7foSK4urR2G74ELR35Az++jdeO5DZ/xra8R2NyJ5jsIcCOQA9cfdP6EGk8DafNZXWm3LLhlnyfo2Qf5132uWXmarDdIgYmPy2BGQevWuWc1qzqop6JkWi+BoovCi6nNcu9xLB5yIqgKD/dJ6k4+lV5IooEKyY2kcitry5Taqk0rFEXCpnhR7DpXG+ItSWCFucbe1cj5ZSukdMLwVm7nD+I/FurXs0tjFM8cMTGPOeTj09K5WSNz9nuFB3LIEbPY5yP61pzKZ53kByzvnFX4bDMNzbBAzMEm3Y5BRh0/AtXpYecYzSOPEKU4uTZ6rb83t+X2MHDK24DBz1yK5SS1m+H2ovqemrmykbcUYnay4+aEnse6N9R9eqUYubvgHLsPm6dTWvb2ltqNtdWl5CsttLHskjboQf8AP4V104r2RwTl+8PLfinrVp4gt/Dt3p2ZIZBKQxxlWyoKEdQwPX6jFeneG9K/s3SLW3bJaOMBye7Y5/WvNrT4ftpnxBtreeTztMjY3ELE/fxjCsP7wJXPqMV7LEnygVxYiWvKd2HjpzEkSZOaJ3CJUwGxc1l38+0GuSSOpbmZf38trf2lzARvhk3DP0I/rivNvFnjR9cnguH0yCwitkMEbyMZXcAk8LwCc57V2l/NubJPAOa8OuZnubyWaZ2di7Yz2GeBWtFXTT2M6j5JKS3LV5qd3qLEM8gjPGWbLMP6D2FVRblTujBDLyMU5JdrABDitOw8uUtgglh19Mdq2cuUytzv3ndm54SshaX2sqpBVooHUqcjDHd/iPwr0C2xtRCFK+Xgqec1yfhmBTYSSoDuwkD59VZ2H6NXUQH52GBgAc969Cg+Zt+h5uI0VjkfE2map4OvLPX9GbNkq7GXGfLDH/Vt6xnt6dPSvONPYI5lbcMMDhWwcd+a+lbmFZtKkt3jjdXi2MkgypyOhry74aeEUvYW1O+gDRMxECMMggdWx/KsK81BXZ0UYueiOX09L3V9XI063JYJlo1Y7QoAznPYntWheySXOsH7TAYI7RPmj9Djn8+P++q9x03w/pmk2zJY2cUIbliq8n6muM8aeFBdZubVmSbGGKjhh2z61yKuubXY6Hh9NNzzzw7r02keKItSJPlltk49Ubg/kcH8K7HV/EIa7KK2R7V5rKrwvLBIuJEbDD37f1/OmnVZ51bICseCe/pWlSmp+8TSm4+6yfVrp9S1ByzkxKcKuePrUUUakH1qvBH5z7RjpyTVyOwcOPLcK3qKl2SsWtdTQsIPIuLaXIJZgjem1vlI/Imu50G1az0nT7dh80Mbq318x64WAlrKRDwyZPFei2EnmQQuwAyijg57c59/8a2w8m3yvuY4lJK/ka9ofMdPmBBkxkdua534o7YlsbgQxGTDq8nG4rkAD3HJrotLw88OCG5J4GM9azfHHha+8TXOlxWbxqsRk8x3P3QdvPv0rqxEko6nHh4uTsjjdPu0g0OXUnkXESeVGM8juR+J5/IVhMzQafJLJ/r7kkn2H+cD869E1r4c29voUMVipM8OGc5/1uOua821QyNeGF42iI+RUcYIH+ea4qc4yOudNwPYPCni1NW8JRNLJm7tx5M4J5JHRvxH9aytR8QI0joG6CvNdK1N9Nu5WiYiKWMqVA6gdD9ev51DLrLO/wAobc4zuPbmsJYf3nbY6YVly67kmu3rX+ondITEnAXPGe5qrG0KEAsKijAeYLnBY9avrZKejNnvVuyVhK7dyxbWyOkhx83XHoK7Xw9Dizkm3bzcvE5PX5lj2tn3zXG2sQtbgRAkow4zXZeGHP2Bogx/dSO23HQFsZrTDtuVjPEJKFzprc5dsKQcgZ7GtnV7KHUtLmspoI54pQFaNzjP0PY+h7Vj2Xz3ONmMuO/XpW1eGNjCjFwTICHT1HT8+RXo1eh5tLqzx/wFbb3Y8jdGT9DyB/Kuht/DedfnvNmRcnzV46E/eH55qh4HaG2shNICilcZP8THHA9eK9F0xWlVcjao7d68arO10j2aNO9myGzsDbIixjDDHz4+79Pet0AzyDC8DualSBcDingBK5Xc6tGUtTlEMJUdccV4z4luJby7kiXO3dzzivT9auibxIwe1eWeIA1rrN1GR/GCufQjNVSWtxT2MZLWeLJBGwD5hnOa3tMl/wBPsJTkguEcD+IEEEfjVWFd5wcBcVsWXh68hu7SKRcI7CTr8y8dMevIrdNuSZhKyi0dmh3oxIALNkhj71v6VykhHqBisF4RbxpG/QBVyw+9jjP44zWRYX19eeKLvTV1i6tISZDEsShtzKm4L7dDya9XamkeTvUudNcW8dx4qspihjaFZQc/x524I/CurVNqCvDrLxDqH2y31C6v5ZY4FLYc9AxHH58V7NpuoJf2MVxGwKsueK82tFqdz0aErwt2J55AqkZrntRulAPNWtUvxBuyRXnOveJAsrKHAH1rGzk7I6E7asZ4n1wWlrNtI3FSo+p4rza3CyS7W5GK1dTmfUvODA/uip69Qf8AIrGx5EiMWAG7HJrqhT5Y+Zyzqc0jWSGIjAVasLGIJY3RdqEYOKit2BU5HNdboNlbvbPPcRiUsDHDAOd57nHp2qGm3Y0bUVcf4aBIuECtjezg9hhRn+ddRBkysML2Gf8AGobazg0bS0WRFV52/dxI2S5Pcewz1/AVma5d3FrYSvBK0brMihl4Nejh/djZ7nl4j3pX7nb3zRm0aNy+1iF3p1X0P4HFWtIsobK0igjQJHGoVQOwFeeatdz2+lW+qafruoysbg2wNxGqLcYUM7Rgc7VOAd3cj3A9RhA8tcema8/G6uPzO/B6cw+RgF61l30qiIk4xV6eQDPpXKa7f+VC+D0FcZ2o8l8YQqPEF00IGGQP/T/CsGeAxTllHyuA35jNXLu++3eI5ixyjBo1/L/EUs7Rrp8cjYBRdnHfB4r0oJqKTPOm7ybRWszifOegNbkCncuSBXO2s0jTGVgNh4xiui0/M1zBGMHzDgbjgGs6kTanJWNlfDs5tEuldU+0EqEbqR6/z4rsobJbCyRAMAZY85Occ4H4Cqur3lt4XsUv9UUTXRUi2thwX7YUfwKO7dewyabb3z399I10RveNURU4VBjO1R2A/PPXNb0l7N3Zy1W6iNrSHBkUqeAmc1uaa7SXc+4KVXG1lPX1B9wQfzrzzR7lpvGE2mXeqXVpA7+WkkUsaKncli4xjGeByTgV0vgqa7Gra9a3UlyTbTKgS4Ch15Yc44yQBnFPGSvBk4SLU0dhOQyFSODXmPxC8PQT6XLdQL+/i+YY64716JdS7ASTxXEeJ9RVbWUEjGDmvKi2pJo9VxTi0zxdpvLlhzj5mGfp0/lU8lqDExH3o5WX8Dz/AI1mXMgllLDhQfl+ldFHIrtOc/JJGsp49Of616jPNRloGSRCQeo5rbg2suSTkmueLPdT7lJWJTkYrbsPMuW8mJGeYkBUUZLH0ArKpE3pz7nV6do8N3YyXVyWVF+SIL95n9q6ix0+PStLiSQlJJWKrkfM7dT+A79hxVEz2nhfw9BdXm6W9dSIbNjtfrzn+4uSMt1PQc9MnQ9YvNTWHUL6UTXLPISMcKgIUKo6BQe3vV04+zXN1MqjdR26HX6c5a7XgABz07471pySOl7ujU54Vlzwy+o9wTj6GuX1y5lstON1ZzNE5dfnTrz1qrrlt4h0fStLv7vULwTXJctEVx5GApUE46srZI/+vXXUmnY46cGrlDw8TPBBeSndLIMDgBY1/uqBwBXpmmACJMUUV4lb4j3obG3GBj8KguOFOKKKzLW5xtwTJrGG55xXEfEONY9fgZRgvCufzNFFa0viJrfCVtBVX1GAOoYKd2D3wCRXo+gQR3KtfTr5k5heXLHj5QSFA7D9feiiumjucVfoZ8FxLdWf2mZt0kswZuMD6AdhXLXN/NpfiW5vLfb5scr7dwyOV2n9CaKK7I/w0cUv4hzl25S0WNeFdgW98DivQ/hvql09jNbs4McZwue1FFc2I+E6sP8AETeKbqVEchua8U1W8nuLyRZHJAJGBRRUYbdm2I2Rs253MpP8dupb34FYMp8+/YPyATgUUV0I5TYs2Jjcf3V4r1nw3aQW/hSXUVjDTpatOQ3RiM8Hvj6YooqIfGaT+BHJeHNQu9Uik1C8naS5lvMs57AJwAOwHYDpW34o/wCQQj9zIhPvRRW0PjZz1F7qMTWPELa2lrDLpthbmJVSN7dHUoi9FALEAc56cnmvZ7cn7Oh/2aKK5MV0OrC9SjfSMEbB7V534tuZUs5WDchSf0oorkh8SOyXwnkVs5F7CwPO8fzrUukDaUxJPy3AAHbkHP8AKiivUZ5iIXGyIbeMCu7+HiQi11C5lt4p3hs2mQSruAKt09h9OfeiilHcJbHMatqV3rNpJf38zTXEjEFj2XaMKPQDsK66zLLdyhWIxMmD3G4c/wAhRRUS2N4/p+pFeaudK1zUU+wWN5FNMHKXcO8BlGQQQQR1ORnB7g11Xw9vbjULvXLy6lMk88iSOx7k7jRRTxH8NmOH/iI6bU2Ij615T43uZVsZgG6/L+BoorzqP8RHo1PgZ5o/St/SEWdrcSDIKshHtg0UV6sjzUUrcYtRj3rufBllBb6NqGuKpa9s4HuIix+XcrLgEenPSiio6g9jBN9c6rqM13fTNNPNC25mPbHAHoB2A6Vt+H1B0qyJHWd0P0Zjn+lFFS9mbLp/XQ3taJ/4RY8/dmjA/HP+Fc9NrupX9hHp91dzTQW8jSJ5kjMSWAzkk84xx6ZPrRRW0fhRzz+Jn//Z", 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", 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", "info": {"video_id": "109047", "label": "poking brown shoes so lightly that it doesn't or almost doesn't move", "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": "3d86e7cc6cf90494251dd8c7b70db0ca79a1b066aa2856de1ade17754877c225"} +{"episode": 91629, "episode_seed": 566030035, "split": "train", "timestamp": "2025-10-13T03:53:02.233582", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 566030035, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bicycle pump and a knife on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95013", "label": "putting bicycle pump and a knife on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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i49D2x7Vcg0VNTnWTS5EtLwZ3Wzfckz1VfTPp+VZt5NbMgFqx8122rx0PrW8PDE9pDC99dC3IIx84GfXJP51Mk1uZqLb0Ma90+OzlW4E6yKy5kjAIZHXO5G9+P1rjr4tCbeRiQzGRuOnOOK9A1rXNBmi+zaZGslzhvOuGyQ+AVBGepweuK881CCXybJ3+5K7FCT1BUf4VpTTS1NIKzITOWtoi42j/AFeT/CQen0Pb6mrlneKcW7xMr9jjg46fhWpp2hW2q6fcGe7W3ijyoLjKsduTnv6Yqgbe7skW2lMd1GMbJI2GQCMg84PbH1FE2mrBJCySLCpMjgfU12Xwx1k2nidbfP8Ao92nlk/7XVT/AE/GuIutI1E2xuntJpIF+YsHDhBjk8c4/lUel381rNHNBKUeJgVKnHQ5FFOKJ5ep9EeNtKXU/DszAqstsDKrN0AA+Yfl/KvDtLgsrm+klEqyujZUKRj64r1S/wBabxslhoOmybY7qFZ9TlX/AJYxd4/95jx9K8/+JHhmHwzrkVzpiNBDKu+NV6L2IB/p703Eq6M3S7idxdsERrgS/MxwAfcgd+K6BTDcQRRalibPInQYaMnsPb2NYHh97Xy5jNJzKEPA+6cHP9K29G0u61m6nez5t4cAljgA+vv9KiafyM5K7LDeGp4rMRzX8L20it9lnIOCw58s+jdcVzt9H89tECTtYuzAdumB/hXZxDQ9BilXWbo3MTttEO7JJAznaOeDgdsVx2q3P9p6lBJZxqinc6qvpuzknuef0pU073LUXfU5e2nZWijByCGXJ6AkdPocYqSG5Ec3meW2FO1lHVadpcGZiONxl2KD67sVt6p4cOl3K3VjqMMsioTLG/D7Qcc9j+nFauSSsy5I9L+FN2l1pOp6c/KhxIAe4cYP8q8r8W2Z0zUJIyvzRSNGR9DxXb/C+7kh8WNA6bftEDIwyMblOf6Gofi1pfk6rNOq8TIso+vQ1BEdjgbBZVureaR0jnw0kXnDCEDrg9PWt6W2muSrX97Zwxt93aVJI9j/APXri3u528rdK7eUTs3HIUHsM1eW7s71Y49RhMflrtWa3UA+2V6EfTFKUL6lJI6bW4IdOsrKO3VXgeX592Dv6EHPY9elXLSW5jut3mJHGvITrv8Ar/hXGWc8kyG0ecmCIM8WfXjp9a6y8mt5FC2zMJXbavHT3p8r2RnPU04NGi1WdX06VLS8XObdvuS56qPTPp+VVLyxis5BOk4kUqfMj2kFHUfMje+f0NbB8MtZRQvqF2sHIA+cDI75J/Oqes6/olxD9l0yBTNtYS3DKfn4KgjPXg9cVnGLb0DkaWpwd7mHyHLEMd7cHjJxx+FeifCu/wDtF1Ppkyjbe2TIR/txnH/oJzXnN/by+VZO5+WVmK89io612HguaOy1ewvnm8qGC5KZ9cpyD7HpXTdamjWhnzMfCfjqSdLcOsE+8IeAySLg/kSKp+L9efXdQN3OvlIq7Y0znArq/irYSweIVMaDy7mIjI7EfMD+tcBLpd7JZC88kSw7fMYrMrbRjrjOcfyrKye5pOrOV4rYy4o5rx2WKNiiAswXrgCtOwYtaxx299Cke3dtb5WA71i+a6MSjkD1U44pLa7ltgVBBQ5BRxlSD2xRKF0ZxR12lw6e825bpbicc9en4V33wQvC9zrdvKd0rGN9/dtuRz69RXis09upiktElgmX7w3ZGfUHrXqHwevIbfxHjzMtcoqHH97aSf5CiMbDbtodP8UtM2ut0nRhzXjsv3iM4IPB9K+hPiTAJPDvmkZCHn8a8EeOzFvJJNIwmeUJGFP3RjkkfXArOS1O2DvBXEupFubeBE/hfc59PYVzc0gLIEPz56+ntWmsrtefZI8M/wB7I9uapWtvuuHGMt5pUfXdWsH7pzThGMrRPTPAvitNds20HV1E10qbVV+ftMYGMc/8tFHT+8OOoFcZ4z8KSeHb9Z7YmXTpzugl9P8AZPvTdR0OTTHS6s7xXnjBkIB2yLg9eP8APFeg6HrVp4z8PzW2pxKZtv8ApUfTd/03T05+8B0PPTNTKz1RHkzx4XwjA7se1aun72uYZHZEm5eIS/d461U8S+Hbnw1qrWk+WhfLQT44df8AH1FZ63c++MPI58s/LuOcUuVdBcp3bQXF3ta8ubWGM9CCOfof/r0/WbePT9OtkhCyRPJ+8LAHdxkHPb8K5mG5s7xY476MoEGBLAMH8V6Hn0p9nPJMjWbTkwIGePPY+31ojCzuN2Wp6B4k0v8As+SP7OQwRAJNp+63p/8AXqhNr/ntaPeq90sC7fJlY7QOhx6H0NdDdTGYP5/zlmLOT/ET61z+pWVvGQ+3EbgnA7Y96unK7s9zBS1LeqWOjX0+mw+Hy3nyklnLkkZPQ56Y5P4VS8Y2kEEq2trCYhDcgEEnGTHyRntwKm8LvDpl8L0nchXbg9VB6496g8RalJrerI8AJtfOWKJT1YHI/XNNN81jdNNDbK3jbRDdecoElx5TITyihc7j7En+VIW3tGhXbLESg9x6fyqOz8pdVnht0ea2aDZISOvGGb2HXFOiSRL5I5DuZFOJD/Gox19xWVRWZjPcxL6N0upBGzggFvlyQF7/AIVBaELLwQGYcjGADWrfrHM06RSbRk856e1U7bTxPHHJFeWokD4MTvtYn8eK0hNW1LWqPQfhRqosfFU9jIQEv4woJ/vpkj8wWr0Xx/oK674YmCrme3zLH6nA+YfiP5V4lsvtC1SC6eJopomSZD1BI5HIr2/WfEDy+H4X0kCS6vYVaM9REjfxt9Og96t66oR4x4U0lZodUM7Kqwquwk9Sc4H6U201K80W6mQSywF1KMUbBrctRDp81xYwSeYIyjzH+83OP61BdW0N2WDqPM/venesudXaexLdnYr6JP4du1eLVYjHJCC8biQgTDkkN/tfzpNJ0uKDSLvUZomaFZlW1wTlDu6+45A98Vhy2kMkyIpKSEZPPFdXPr8dj4YWwgGLraIo9o4x3b/Pc1c209DSLWzONsbZZtaa2Z/KWe7MaueiAvgk/rW1cH7Peyvw+2RomA5GOQD9DWP5KfYr2S4ZvNEjxxBe7ZByfYAn8xWlJ50tnb3HlneIgsiYx5q5OCPfqRU1F1JqF7w9dLpuvaXdIcRRXKjPohOCPyNem/EzTBeaJHcBeYiVJ9jXkS7RpsTBueGQ+1e5391BqXgM3czDZNaLJn/aIHH58Uo7Cgz5dmRoXlX+62D+dOH5GtW8024uXvJoYg0ecnYwJGD3HWqtrFbSsYbiQwsfuSkfKp9GHp79q0uWRJCWw8f3lwSK7bxHpgsnjNsQwRAJNv8AC3XFcfFG8V40Dja6Eg/Wu/uZmkVvO+fJJYn+In1qJT5WjObszAk13zZLaS7RrkQps8qViVCnggeh96vajZ6PqVzptvoClJXOXcsSRk9Dn0wTVPUbO3jIfZiNgWwOxFS+GZYdLvftn3lK7SD1APXHvVNpR5kVCS6kXjC2hhnW3trfyFiuMEc4+5yR9cCksIEbQ5J0kHmSSlTED8yBAGDfQ803Xb+XW9VSSIH7P5yxQoe4OR+vWm6Y6R61J9jR3txEA5I6jGCx9AcnA96NbK5c9tD0bxup1TwZpOsoD5iKm8+/Q/rmvFbmArdTpGGzGSwYDgL1/rXtnhmN9U+HeqaVM2+S0kYKfY9P1zXkN8iSTyAttBBVvZl7fr+lK9pMm+iZhyoOGU4c/e44zVd1ZZ5FPY9K24rGG5hQrfQJLuwYpAVJ984xUGp6Xd6ddZuYcBlVgwO5TkeoqnJbFJGYgDNz0rv/AIb2xt7i9v8AzFX7IY5I3J6sc4H44rjJ4IWgFxbbgAQJIjyUJ6EHuK67wVLJHb3YDfu28tmX1xux/M1EpaaCnorntPirUrPVfCd5HbyK8jRB1Xufp7j0r55u7dorol1KOMjkdK9DhuQjTRugdJV2yKTj3BHuPWuc1W4TUHWGQb5R9yZhtcqOzdifeos5ao6aNeChZmT4V8FatruuedYQtLbwsHaUsFAPpVUacY9ens5cws140XzfwfPgk/rXo3h7xNa+GYrJQhykgRwg++h+8x9+/wBcVJ8WPDtrb3J16HmG+j2jyxwZccMT6Ec/UVpB3RjKSbujiLmP7Peynh9jmM4546A/Q1lCW50O9jv7CQxhH3Iw52H+oPcVqlZZLO3uAh8wR7XUj/Wrk8j3znFROsLaYpYgg4K57j0NZJuLML6mrrFxbeOtGgsbaVLa6RDcrA4+64+XaCf4DyR6cZ4FeavbXEMU4lhdJLZgkoZfu845981sLHNZarbvHciHBHlSMeE9j7V23jmVLbwXp0Bhi/tTV1FxMYhkmMcJz3zjP5Vrp0NU7nmtrJuXBrQjhLKHj+8vzYqLSraB2MVy5hLfdkI4U/7Q9PftV6GJ4bswOMOpIIzRew5bHpqYurRZSeWHJ9D3qlLA2wq+HTB68jFKkslr4dFzOvzLcPCF754yD9OTTLe5+0xmbP4VlKNtUYSjYy/sM0UxaJwI2HzK38qgef8As5TIqOkiPuRiMgHkZ/Wtf7SDJLuUER4HHXJqnqAa9s5PKiZ5IwMqBnIPP8hVqTvqNN3KVnc32kXj3NumDIu1kdcq0fHBFOkN7c5heL7KJCHjcghkz0Iz1449xXSWJmt1F3dwrhWjijV4/mUE8n3qhqlyt1eSTgbd+GGTz0AqXUv0Ka0MGKDyoLiCRAsu4ZUenYj1BrJRikgZeoORXS3kZudKNyCFubWULz3Q57/WsZosyJc7QIpXKFD1VgOQfzFOD7jj5nSaTfLfGCymAk89BHGrdjnAH611HijW7XwP4c/sDTnM94VAuZyc7fRR9P0rzyziO8iKQiSJXeIg9xtNNSP/AISXxJNZXWqT26TLI0WxN5ZwhYLz0HBJJ9PempWbSBFvwZdy3V/fNMxJmK8npkZwK6eeAiQNG2D6Vw3w8kupb2MElkeWIc9AWzx+IzXWXF+E1GWyH8DGMt6kdaUo3ehEot6la+sRMMgbXA646+mapywTLGhmBkdeAU/rWtdTmCFmGCQBjPr0pkl0kLFSnA64pKTsJNmFcyvfCS1hUmONi33cEBiCxP1xj8KtHVdSuLSGBrfzTbKNkmw7gg7NjsOOTVi1truHULlLeFsSKqh2TK46d/of1rcu7qKCwnsFhVSj7fkGAQuCf5mqlUW1jS11qct5Vw0huHKiJj80a5xGc8kex7+9eq+BL19bitNNcbbXSR5jg/8ALVyx8sfRRk/XFebJN5NwgPMbEB8ds11vw2nOm+N57A8xXEDKpB4ypDD9M0QbZC3Ob8VWjaL4u1G3i+RS7MnuDzio5tJttesILuBlhnHDkrkMfQjvXW/FzThFq1nfqMGZNrH1I/8ArEV5u2oXGm6VItvM0Zk2OhU8g5wRRPujRPUf4gMcPiARIFUrbIg2jAJ6fyrq0xc2aSE8kc+x71w/iO3gfToNZsdXvrhjdfZS1zCsazlUyzxY52qTtO71HPUDrFlktfDq3Ey/OLh4QvfPGQfpyaTjdEzjfUHgbYVbDrg+4xWV9hlimLRuAhHzKw6+1aVvcfaYzNnn0FRi5zJNkAiMgcepFSm1dGaujLkuG0+MusbpIrZRuoHBBP5Gm2suoaXePcWylXkXDIRkMnAwRV29V760k8qJnkjAJA9PvZ/Stmz+0WaC6u48YdIo0dBlV74NX7SyNI3e50Hw5vJh4huLO4i8pNQtPM8sjGHH/wBbNcD4s08afrF/CBhlmEu32bg/qTXSWGsLb+JrHUzlVFwA3P8AC2OP/Qqm+J+nLJ4gNwqhY2QYk/vgkqcewNVu0wWzR5cCVfcvBBzXQabfJPKlrcqHhni2gNyAQen0rJ8obo58rtd2jdO4YDn86ntoVZiith1DmM+4wcflUzs0VfXQvXmlRaXpOotE5ZXjwqsoyv49+1P8GTAyzRZwrhVGfUZ/+vVWxubfW/EX9l6nqVza2l24RXjmijWPuSxk4wADwOScDvS+Fra7sfE95ZMk6iG9WLbcgB1+ZgA23IyQD049KmKutRyXNoddPCwkDI2D6Vk39mJl+7tcDrjqPerV1eiLUpbIEfI3llvcUl1OYIGYYOB36ZqVeL0MLNGRJbzLGnnDzGXgFOv41uv4x/tDwffeGLu1muAoQ2swIBjAIOG9hzg/hVWS5WFiCnQZbFUoLe6g1C4EELfOqqrlNwxnH+NaRnZXKjdlT+09QmtYrc2/m/Z1+R9p3BB2OOoHHNU7qCdwLmQKIt+XjU8RHPLfQ9/Q812F1dxW1lcWCxKCrBcoMAgAE/1rBWbyZVyuYyQHA9DUOd9kVLRmLqkaGTleDxRBcT3F7BJczvK8EAhg38hVUfKv0xxVq+s/I1CawUqUMgEDZ4Geg56ZzVWGMKUJwsiSbT+eK0T92zGtEdDNpFpr1lBe25WCfA3nbkMfQj+tZWviO31xIkCqVtlUbRwTyP5US3k+maXi3mZBMqOjL1BBwwqt4t0LWNJ0/SdUvp7g3F55nmxtHjyAoUoGOPvEOTjt9Qazjctu6OhvLue6SK2lkLRQkhB9e59TTNPdo5iqn5STxRRXRJaEdGQWUrn7Rk53HJ/Wp9KlkjW62SMubUk4PX5tv8iaKKiXUSO78UIptbTjg3Cqfpj/AOvXA3TH7TEM8FyCPwoorCI6m5FdTPFa/KeJN0bA9CMZH4ggYrCvZnU27huS4z78UUVtD4RLYkvpHhEckbFHWQkMDyOKw49bvNM1yO9g8sywu23euR8ylDkfRjRRSWxUdjo/B91Lp7XMts21lWNBxnjmtFxlhISS5fkk8miitIfCPqS6hM72tsGPUn9KS+dndCT1Rs478UUVPb5kLc7nwo7zmYSsX/0a3A3dg24kfmTXO6iB51we5uXUn24oorne5UvgRj2rEhWJyS5Bz9a3fC1xKnjbSWVvm+0LGT3IOVOfwoorenuzM7D4oSNdavpunyH9wsTTYHUsTjr+FeF69dSwTzRIR5avlVPQUUU5bGkdg1HxQ/iK3jSfSdNtngRYY5LVJFKxj+AAuVAySTgcnmuquLqa6WG3mkLRQnCD0oopw3YDLF2imKqcAluPpUFjIx8/n7/JoopS2ZMtyxpckiC52Oy5tucHrlgP5Eiu68TqptrTIHNwFI9sf/XoorKp8RotmcRMx2Pz/Ep/X/69dP4omdvhroNy2DLult8n+4GOPxGBRRWkdkYx3PMdTYx3IdeD5w/HIov2ZEjZWKsHJBHUcUUVUviKW6MuDxHLptzNDJp+nX8M0iuY7233gMucEEEEdTkZwe4NdL4d1q/l1TUtVkm3Xk7LJI5A+YnPbp9PTAooqV8RZcfLN5jMxcvksTyTT9Qmd7O3DN1Y5/CiitHuiZbIbeSNI8e49UOcd+K7Twu7TiTzWL/6JBjd23Fif50UVzy+Eqnujn9SQC4uiOpuXX8BWRbMSNxOSZCDnuM0UVK2MpblO6meWYK7E/JsJ7sFJAz78D8qz7CVpDNuOSspwfxooreWxb6lC9u5o4XjD5RZCyg9jk9KH8R6rqulR6de3k08FvK8iCSRmJLgZzk8428emT60UVLLP//Z", 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", 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", "info": {"video_id": "95013", "label": "putting bicycle pump and a knife on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8981d7e511345f00fda4f30ccc25dafe683dab9d747a1225d4fe2e1c509f1ac0"} +{"episode": 91630, "episode_seed": 1294471010, "split": "train", "timestamp": "2025-10-13T03:53:03.026356", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1294471010, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spilling milk behind iron'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "113461", "label": "spilling milk behind iron", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "113461", "label": "spilling milk behind iron", "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": "83d40c4f7d8bef8b67b0edc0c3777588323d619fc133f487135acfa8935b1b57"} +{"episode": 91631, "episode_seed": 1488246482, "split": "train", "timestamp": "2025-10-13T03:53:03.891186", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1488246482, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pear'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "197350", "label": "holding a pear", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ZlAyHXaPx617T4Z1+0vbh7eLd9phjRpBIeHBHJX6GvHtOtbnU9RcxRF2DF2xwF54ye1eiBf7Gv7HVLOycpFbok6omd+Rh84HYDPNVTk4yT6HPUSkmj0qV8eWyD5gC2PrXmGsMf+Flzs2N0lnExx0ztFeiWk8FxCk8cxfzVDDeMHGPy/KuS8TaMketxa1D8pKGKUY6/wB0/wBPyrTFUlKPOjno1LPlZc0VthuPqv8AWrtnF5l/bJnJklUfmazNNl2rK2eWwT+tXtBmA1ywJGcTK2PXHP8ASuOnpCx121PfY0EcSoOigCsuwXdr2qy+hijH4Ln+tcjpnxIuNQ1+2006fFGJZxEzeYSRnuK6zR336hq7f9PWPyUCthWEmgEUcUh48q1mH8q+T9Z1C4vNMtrw4KxXE0JI7HduGfqGP5V9R+LtTj0vwlqN4zgbLCYrz1JwB+pr5m8KspsL+G4jEkYkV3QjPbrQtEaQb5jkWkLpK59MfiTXQ+DdWt9GW/lulkkt/lwqdSQf/r1ma/JbK4is4VjhLliQOpFdD4Y0cpaXX2yz3NJbsYVbBO/IIODS13QptOVmeu6bdRT2yOpVotgdXHdeoz71g+NGdvBeqxEDYLffk9c714/nVPwlfGOD+xbxJ4jar+6cpgSJ79+CTXQapY2+qaXPZzYeKZCpI/nXZOKrQOBSdKZwGkndo1o3/TNRXZXJ8wqpOP8AIrkrG1fT4F0+RtzQfKT0zjvW9dT5ZPxrzaas2dm6R6X8NIR9kvZ/9sIP511HiIbtDuEHVyifm4Fea6H4ufwx4cR0tEn8+dySzlcYwPSuqtvED+IPC0N7LCkTNfpDtQkjhh61sth21OrkhBng9FVh+grxz4qXj6dP4VtIyv75HiYEdmXb/M17O5AmjyccE184/G3VFn8XaTbxPkWVrEzEHozNu/wprRgmeWXN25XynBG1jwex71UlybhNuQ6lQPr1rt/EVrpgkM0lpi6Zt525AeuR020udT1B2iiLkEuxHAXPTNGrNKr7nsPhvxBaXl3JbRbhcwxo7hz8rgjkr9DXVyvjymQfMAWIrzUqdG1Cx1azsnKxW6JMETO/Iw+SPQDPNegWk8FzCk8cxbzVDDeMHGPy/Kumi+eHJI4Ky5Z8yPO9YZv+Flzs2N0llExx0ztFdHojbPtGfVf61T8S6KkWtxa1F8pKGKUY6/3T/T8qm02XasjZ5bBP61wTp+zqpHRCXPG5p2cXmX9sgOTJKo/M17vGgjiVB0UAV4HoMwGuWBxnEytj1xz/AEru9M+JE+oa/baadPijEs4iZhISRnuOK1W5VtDr7Bd2varJ6GKMfguf61DcwCKBJenlWk4/lT9HffqGrt/09Y/JQKz/ABjqcel+ENRu2dRssJtvPUnAH6miwz5m1bUZr3wta3Bwfs95NE2O2cMp/H+lclLOZC7k8kH9eK6/wsy/2dqEFzGJIhIruhGf4etc5rptUm22cAijZskjvinc15vcNfwbq8OjQajLcLI8B24VDgk5xXs+l3cV1bRPGweF0EiP3KkZGfQ15N4Z0dorO6F5ZlmktyYlYAnfkEHBrr/CN8YYG0K6E0X2cZicx43p1x64yT07VtQk4ycX1OOurxTXQv8AjR3k8F6tGQNn2cuCev314/nXKaSd2i2jf9MxXfapY2+p6XPZykPFMhUkfzrhbG2fT4F0+RgzQ/IT0zjvXPi6PK7rqOhU5lZ9C3c3Hzrz2P8AOt1bWTUfDmn2sQy7sxHvmXH9KsSfDHXt48+S1iGP75bv7CrMsEvhWGxWeQOYmwrYwD+83fyoUJXV0aOas7Fq++z2/gK90azmunntLvN1uTY8LONwGQSM/Q1xSWsWpWEbRC6uLwy+SxmuXOfXvx259qTw943vYdY1VYtQktF1XUS0kwVCqAnbuO4ZwAe3pXRW2lDQBNaf2mNRN1K0wuhkbgQNv8+a2cFJ6AqnLHVanlfiHQ7nT7Zbu6uVkklcJ5YB+XHGMnrXT3wWTS4pCAWWEHp7VX8bSrd3MNsQck+cB7kAY/76Jq7fJ5GkSoOR5e0E9qJxSdkOnJtXZy3gKPzbvUYl5YwhgPo3/wBevXdCt1js2DqPoe9eRfDckeJ3YfcMTA/iRivULbVo4pZIC2NrHr6VvRV4XOWq7SsaM9ubN9qt+7bLKD+oFVL2Jb2xlhbHzqQPY9quyXcN1BsLjI5GDjFcdbzzXvjG50ptXurSL94YgihiWVCwX0HQ8n0960k0o6mKTlLQq2ErRRSKTyOD+RrS8Oz/APE9tiOdodsfRGNZPgTRNY8XpqMlq6P5IRn818Y3hunHPSu1sPAmpaTcrdzXETMisNkQJPKkdT9a8xU5dDvU0txNFs7bTdYTX9RmmhtILqPa6Rh1LHACkZyCSwxgGs/xQ2fGtyt5JeRxXExQxpOyKSehwO9ZXi7xE0Wl2mmI2Amoxynb1+QAfzFbAubnx9DDqN34hZTYXIY2EiqrSIMEsNuO5GM571vy+6ktwhOzu9jldU8O3N8zpakW1ozunmPIz7lGCBjP61k+FE+z6nqcBbcF+XPrg16HqF6DYyXBGBjzMDoCDz+hNcJ4agD3F5cgnMhDfiSSR+WKcoKKQQm5SuYHjBFS6gRRgAMenc16Vpdr5s1rMBlHiQg/UA15z45bdqUQAxgYr0fSLv7L4Z0uWT7yxKp/KtKCu2jOu7anWz2azoCnEsYypHXP/wCris8SYwCeDT7TV4nw28fnWN4sujbaRJd2krxv5iYZGx1roWmpxy10M7xFb+VqMVwnAlGD9R/9aq9zcfOvPY/zql4ikjbQLXULLWb+4X7WbYG5iVFnITLvFjnapIU7vUe4HZP8M9e3KZ5LWIY67y38hXn1I8024nbSfLFKRXS1k1Hw5p9rEMu7MR75lx/Stu98i38B3ujWU1089pd5utybHhZxuAyCRn6GqssEvhWGxWdw/lNhWIwD8+7+Vcn4e8cXkOsaqkWoSWi6rqJaSYKhVAfl3HcM4APanTVl7xTld6AttFqOnxtELm5vDL5Ledcuc+vfjtXG6/odzYW6Xd1cI8krqgjUH5cdsnrXqdrpQ0ETWv8AaY1E3UrTLdrn5lIG0/rXF+NpVu7qC25BJ84D3IAx/wB9E1ap2i2xzq80rR0RY1ALJpiSkZZIc9O+K5zwFH5s+pRL98xKwH0Yj+tdRqCCHR5UHICbQTXMfDUkeJJTjKGFgfzGKKfxoKz909c0K2VLIh1BHoe9PmtjZuFU/u2yyj09QKz7XWIopHty2NrHrWpJeQ3UG0sMjkc4xXYlZnDJ3Rn30S31jNC38SnH17VyVhK0cUgJ5HX8jVu1vY5/G0ulXmq3dnbSS7I3SaJBH3JYvxjGeOpOBTPDPhfWdd1XXrS23/6BP5breMFkTJcDIXIzxzjiuPEpSkrbm1BOKu9i14dnP9u2xHO0O2PojGt3RbK203WI9f1GaaC0guo9rpGHUscAKRnIJLDGAadYeA9S0m5W7muImZFYbIwSeVI6n61zPi7xC0Wl2emI2Amoxytt6/IAP5is4RafvI3lO6901PFDZ8aXK3kl5HFcTFDGk7IpJ6HA71zGq+Hrm+Z47Qi2tGd08ySRn3KMEDH9a6sXNz4+hh1C78QspsLkMbCRVVpEGCWG3HcjGc96fqF6DYyXBG0Y8zA6Ag8/mCa1jTUnfoOVW0bJannnhNPs+panCzBgvyE+uDWR4wVUu4EAwArHp+Nb/hmBXnu7kE5kIP4sSSP5Vh+OG3anEMYwMVm0Xf3T0iytTLPayqMo8aEH6jNdZNYrNGjIAJkG4MOufT8q5TSrwWnhzS5ZfvLGqn8q6Gz1iKTBDjtXdbqcEpMi8zHBI5rl/EUHlajFcpwJVwceo/8ArVpeLbo22kyXVrM8TeYmGRvXrx/npXM+K7DW9J0LR7y/urrzrtpC8TJgQYCFAxx95lbOO31BrLE2cOVhRT5ro+op0V1wwzXJ+MNLtNR0lbO5iDRM/UcFT6g9jRRWcCqnxnzdo1tGniK3tTl4hfbPm5yBJjn8q9MvGLXiknlZgAfqaKKKW7NKnQ46dFufG1mko3KHRce2Sal1tiukXIHZGooon1NKZy/w/laG/vmXGRCCM/7wqLxbqt7b63+4naL5dx2cZJ5oop3/AHSM7fvDPi8Za3CoC3K5H8RQZo07xJqUXiFdX81Xuk3kb1yvzKUPH0JoorNttFJJM9v/AGeECL4gUdALcf8AoyvY5YYw2/aM0UUUyK2yPnv4raRaW2pWuoQoUmmuXWQA/K3y5zj1o8GgR+HZ5VADvdEMfUBRj+Zooq/+Xgf8ux2tOYtDuwpwMuv0BA/xrP0OJI9BgdVwzTSAn1wBiiirmOmcP40YtrC5/wCeddlqt7NH4XIXA2W6OuB0O0D+tFFTS+0OrujzuDxHq1t9y8cj0bDfzqS68Vaxe2xt5rrMJIJUKB0+lFFZ8ztuVyq+xvaj4nfxDbWaTaTptq0CJHE9qkilI16IAXKhecnA5PNfYMiK8ShhngUUVMdxT+FnKeL9LtNS0lbO5iDRM/bgqfUHsa+bdItY0163tTl4hfbDu7gSY5/KiitKmyIo9T029YtdqSeVmAH0JxXHXCrc+N7NJQGUMi49sk0UVtLYmJJrrFNGuQOyNXM+AJngu790xkRKRn/eoorGH8RG9T4SDxbql7BrpENw8Q2hsIccnms6LxfrUIAW6GR3KAmiiiUnzMhJcqLGm+LLuO7uGvLLT9SW5ZZGS+t94VlztK4II68jOD3Br3H4EXtxqV94pvruQyXNy8EsrkYyx8zsOn0oorN7lo9blhj3b9ozXz58VtItLbUrXUIUKTTXLrIAflbC5zj1oorV/Ac8PjE8GAR+HZ5VADvdbWPqAowP1NLrbGLQ7tV4GXX8CB/jRRV0/gKl8ZQ0KFI9Bt3UYZppAT64xiuH8ZsTrIz2QUUVjM3j8J2Os3syeGnCELsgRlIHcrivPIPEWq2p+S8cj0fmiitard0ZU0rMlu/FesXtqbaW5xESDhVA6Vpv4h1XVNGtNOvb2eeC3dpU8yVmJZ8Zzk8428emT60UVhJt7lxSWx//2Q==", "info": {"video_id": "197350", "label": "holding a pear", "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": "96b11192e166e5c5db6e7faa07f99f45c7e1f9c35a41e3447d1af02d0054e055"} +{"episode": 91632, "episode_seed": 1702105864, "split": "train", "timestamp": "2025-10-13T03:53:04.836998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1702105864, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile phone battery from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "183356", "label": "pushing mobile phone battery from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "183356", "label": "pushing mobile phone battery from right to left", "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": "21e3f45352a092b5f5c84cbcc82cb3958c13916e5b461d6d9d4fcad7503f09a2"} +{"episode": 91633, "episode_seed": 2835998380, "split": "train", "timestamp": "2025-10-13T03:53:07.291457", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2835998380, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "192261", "label": "opening deodorant", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "192261", "label": "opening deodorant", "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": "6206a8e47b87e4d52d9a7211f78737d1b141c9ad88e94edf508fb2f8cb8c0b30"} +{"episode": 91634, "episode_seed": 1832948281, "split": "train", "timestamp": "2025-10-13T03:53:10.872502", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1832948281, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "61955", "label": "pretending to put cup on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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uGmjVJ4GKzQsHRl6givWfBfiweILKMyqEuYhslA6E+o+tc9VSg+eJ6GGlCrH2U+mxr6BYQ6daC3jJIiwhY9WPc/icms7xY5k0i9B4J2kD8f8A61azFo2kA4+b86xPFD5028I9F/rXLF3mmehNJU2l2PNZOByarMARirLjcpNV3XivSR4DMa4b9+4z/Eeav2hIiYE8kc1l3XEzgf3jWlG+y3JPGf8ACmSKrk4qVWHHeqsRzj0qwBzwKARbSfyLKRh1Y4ra0GeG1CXE0mxzvAYnGDj5T+dZlrYSXtr+7QttfDAfTI/kao30zxy+V028EVD10LSe56FYa9bXto6u4BHHNbvhm5jvTcQq2VjGB7V41ZzP9oeIMRuAJ/Ou9+Ht09vrVxaueXQMfwOP61hVppRdjtws/fR0nj+y8/wzBdYzJbvyfY8GvJ2I717tq9ut7o95ZN/y0UhfqR/jXhkkTI7KwwwOCPejDSvFonGxtJSMe9YC4PpgCmW5DP8AypdRGLlhjsKZZDdJiuo4WaFw2HUZ7UxORmoJGLXBHpVlOmKAHCpASDTVOadxmkUP3kYqxu3L+FUmbpVmE7gPakA7JyKHwcHNRyHaaCSVB7UwK+oLts3b3H86w+5rX1GTNoVHcisc0yTbt33ITkE7eKiizuyepNQvBcWaEr88W7bkdQcVJFMDEB19T6UAX1II5OKkj5GeoqshD9TxViNQuMUmMzrK7l067lKnBVgR+de1eDPFMeqWIjZx5qDkV4lqcXlyCUDhuDV7wtqz6XqQuAxC9GHqKyqw5kdGHrulLyPo0Sb0IHeqc0pHAqnpGpxXtorowJI9akuWxIDXnvc9e6eqOE8ZD9w5P/PQGvPtTk/0Nl9SK9C8ZkG1lPuDXF+H9Ig8Ra82nXd9JbI0cjR7I95d1QsF9hwTn29676Hwnk4v4zEsuZm68YPFSO264JJyBxVS3laJmcBiBgkjtViKRZA7t3PGK3OUvRnJp2DkioEcnAXk47VKgZSTu70DJMjOM0ulalLoGuxXMRxBKQsi9qaB84xUd1CJrZk6t1H1pNXVmUpOLuj26G8S9szMhByQePpWHr7+ZayxZ++MVi+DdTN1oRxKfOg4dTV/VJvOQMOMj5q4OTlnY9pVOenfucHvJGaA2OtRqcMyNwVOKrXczJCdhwc9q70eGzJnbdI5/wBo/wA6vTcQRr0zWvr3h/R7Tw1Bq2maheTBro2pN1AI1uSE3O8Qzu2qcKd394e4HPrOzOsbjGDyDTJLcWAtWcEEciqgkXJ28VMqFiCTigaOp8IanDp+rrDcY2XAI59R0/nWr488LoI49Xsl+RlzKo/nXAXUjQiCUE5R8g17L4fv4dY0RIZcMrLtINYVW4tSR34blqwdKR4xKBa+ZIG+Zh8tdZ8OluZ9Wl1GXONoQH15rRvvhs0urEiVjbbsqvtXX6do8OlQi2iULtqKtaLjZFUMPOM7y6G1eTqhiOeGODXjfiFFh1+8C/dMhYfjXp+oOUtck8jGK8n8RSltZuTnPzVGGWrKxzXIkc1fPvvZT9P5Uy1lWOQk4rf8M6VpWr+Kk03WLmW3iuCFWeOaONYz1JYycYAzx1JwKzrzRvs+r6rY7LiJrOR1WOdQJBtbGGAJGcehxXaeWQjDu7KePerCPj8RVAI0LhGcBD/F2B966Ww8IeIL21W7s9OluYGGVeLDA/TmgEZkZfcSRwamVfmq9P4f1ixH+maXdwj1eFgPzxVbyXXORg+4pXKRGy/L70QsQSOxqUoAMd6hVSGXPWkMJAWJxTBIdhQ9qnYfLxVdlwSfwpiK9wENpMzrnAAXnGCT1/nWTWneybbcwjqzg/gM/wCNa3iPwTe+GvDuj6jeCVZ74yebCYyBbgBCgY/3mVs47dOucMkLKNZ9FeR+W35z74rEnla2ulkQAkjLBhkN9aKKBnudj8PPD2qeH7a/a3lt5pIlY+RKQuSPRs15vqthFp2ozWsLO0aNgFyCf0oorNbjMrVIU+zlccDkVzoYqSASKKKsTPUvh9eTtZxKXyBxz9a9AnYsoJ9KKK8+t8bPZw38NHE+LebOSvPLXVbnRNTXUbTZ58TsF3ruHzIVPH0Y0UV1UPhPPxfxlfSQGN0p6GE/zFRyhUkV1UDkAjseaKK3OU0prZID8hb8TToxkc88UUUikO7t7UuOBRRQDJfCkzw65dxIcI8bEj6ciu7vQDanPpn9KKK5q3xHoYX+GcRrKLFqSsgxvQMfrWTPztz/AHhRRXRHZHDV+JlnxB4tk8RW1vDPpGl2pt1WOKS1SRSka5wgBcqByScDk8+tVNSjQ3E3yjJOc0UVRmT6XZxXdqZJNwZTj5T1pFUKxAJ4oooGht/zYufcV0nw+1G5XVXgD5jznBoorOp8DNsO7VUexI5JqnP/AMfJ+tFFeae3IytZY/Y+vevJ9Y51W5B/vmiiuvDdTzcZ8KK1rrz6PeXsZ07Tr+KWRWMd9b+YFZc7SCCCOpyM4PcGooNXvtQ8QT3t1OZLi8dnnbAG4nnp2/DpRRXWeeZ15O0szKQqqrHAUVc0TxJq3h25E+mXskJzkpnKN9V6Giihgj6m8Fa3d67oltc3nll5IwzBRxn8a6K40jTb2J47qwtpUbqHiBzRRXGaI8z+IXgHQNL0RtQsbeSCZWHyrISvPsa8ZkQKcCiiuiGwhn8NQP3+tFFaCZl6gcSqRVrUPE+sapo9tpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFBJ/9k=", "info": {"video_id": "61955", "label": "pretending to put cup 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": "90d7cbfb34f9d5bf2f6ac26090bf5c1a2d9486f111b3750ad19ea687d1afab26"} +{"episode": 91635, "episode_seed": 3552093746, "split": "train", "timestamp": "2025-10-13T03:53:11.782285", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3552093746, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cucumber'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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qW128sVvcq8sLYdR2qa6jQnJGf1zWJb6THaaxJfwkgOhUIB0yc19Amz1WbMkckkiyCZlUA7lxkHjvXjV6Q81vEuDvk5+gr2ZZGeNx0OCM14zZwyXHiCCNuRGhY4HqaKgo7neeHLMtsOMDAFei2dliEelc34esyQvGAOgrvLeHZDXnN3Z3RVkc/c2QcMrDI9DXN6xHFBGsSqqlmyAB6V2WpSqgzxXn1zefb9QuHXBWOTyR+HX+daRkwlK0RPA6M095jGDcvntn5jXQarEx1STJBYxg5HA61heCZFjuryPgYun/APQjXQ3nOqgE53xHGfrXFRlbFu54EZf7T82Y0NzPFcNCyHacbTVqO5Dl1DIzIfmXOSKbeQg85wR6Vz8eltaa+b6GT906kMMnLE17abPRZvytO8qMhTZzu3dfwrzrxrYQ2l5pccUYVDNNIQOhJ2k16NHJvU4HP0rz74itNHPpjJHl1Ep/9Bqp/CSlqQwjMeVPbj2q/FgKB3HesDTbmeS3VnRm9GyOfwFbMCyMRkYrmZojRRecDAyByRV+yhmIZ52X5WONn933rPhUFyxJ3AflWtabR8rHcCAME1kzVFuQfuGKenBNYWlRRt4yBcZEcIP4kn/Ct+bCwEZ2gjvWPpEY/wCEwkLYI8lCM/jXPiHakzmxr/cyO01nDfZNowcEkehxWehaV02TlCjZZTjDD0rV1XY0logXofp1BrAurXy7gTKzA9MCt8vl+5ObBu9N+pqp0yGyRyBT5Jiq4yd3pXOjXoY9XTT5IZV80fJIem70rWe3WbaXLDaQwKtj/wDXXoJm7Rv2tsXxWsIlt4STjNJaRBEFVNcvktrKWQnAVSTXmJHdzHnfii6a91RhnKQ8D/eIqlp0KtEhaT5tuSPSmKxubQzt95pCx/GoNMmkjupYdjMB0PpWdGfNJnl4Wt7avORr3UQ8pTuHuBxVXw3N5XiPUV5x5oOSfYVYujI6R7VJyecGqGjgp4iu0IKsTG+T6Ff/AK1GK/hs1x38G52V/n+0LWT+GRWHH4/4VSvVXa2RVvWs28VrNkKIzg8eoB/rWU12zW5LHO49SK1wMv3djDAyvTa8yo2nxzXiXwjxKowDmr0O9gVboKhFyFiLE4PTFRm5BlBXgEV3xZ1s29IjKSSqG3Z2gfrXpGmx7bZFHpXl/hW8lvdZvbdoCkdv5e1z/ETnPHtj9a9YsVxEo9q82u/3zOyDtSRheKQy2nANeKz2f9s+LNK0lU3KlwbmfHZV6fma981uATWzDGSBXKeF/DKRavc6k8f7yT5QT6CmpWRoveSb2R0rwLaaQx6bUJ/SvMbKXzrV06YLLyPUk/1r1DxFIsOkvGePMAT868v0tzFPPEVJXh8Edxwf6Vi5WkonHVxF8RCD6p/1+BZ8E4bTrVUJI24PGMEHB/lW7qsjW2p7yowYgAT/AJ9qwPBMhWaWJRtCXUigH/ez/WtzxSmPKlYEAFhkfXP9a4KMuTFNeZ4mtLEa9GU5ZkeMErz1PNNEgCA8be1U2dGKKJPmC5K1E08ZUqWPHYGvo0z2XqXmn2MwXkEdq4Lwpo7ySve3APmzHIX+6vYV18ckTYw25hUuhWQCL8tY4idoqxpSjdnUaLbLFGvHOK3JZRHF15qnaxCOME9qh1G6W2tJ7iVsJGpY/hXHFnUct4l1UiX7PA2ZcHp2965LS38pJIc5O/ccnrx/9an6LeHWDcX0jH95IWx6DsP0p0apDrMsZXKNkD2xzWca3NUa7HjvF+0xSitkTeF8x399ggs10+cH8f611WqN5N5aOwJGwjOPr/8AWrlNDdI/El/HGBgyI/tyg/wrq/E6FrRH5Xa2Tj3A/wADXPzcuJOKs/Z4i/mZ80qSxFuQT0AqMFBHnAwPWqW/dFEA67j+oprSrt2byAK+gR6zLvmrG5AA5FcZ40uoLnU7KJJVaWFX8xe6524z+RrpY3jLAl8kcda4fxakNtqiXCIA0hYuVGSRxj+Zok/dF1J7GFAoG1cZJPHWtaEBmwBwKyLQyLyMY962LeORUAGAG5/OudotFtIxkDAK9xmtS2aITKgRc4zWPDav55dpSMjG3PB96vJZy/bUmEoA24OBWTNY6mndCMW5yuOexrnrV9ni8sMACBM4+preuoibUbpMAEc1hYMHieHLjbLAc49Vbj+dc+J1ptHNjE3RZ21+xe2tpc8iUDn8Kq3YGG4BGO1W9QRW0NXXJKYcAeucf1rCW8PksxJAJ55qsul7jRwZfL3ZRGPYpdTxXDRqZIvuHoRV+HzAdpPGKqx3OI2LE5HSk+1bmVlyPXHNeomd56BLMIo+Otee+M9bGFs0b55OW57Vv+INZisbWSRmACjOc14w2oSaj4iluJmJDoCq56AGvNqJ8jaKxMmqTsdZp6FrB1P8J6U+FjDM2E3MQDinaawZpE/hYbv0qGaYW9wpLAKR94nFc1CVmeNgZ8la3c07nzGWMBHXkc1mRiWHxaokAHmQKRz1wxH9aS41ywjCNNfwgAdBJ3/Cswa3Z33iSx+zT+Ydrp374Pf6V014N05adD18RrSaPSdbiL6SW67Qp5H4f1rjor2KYRwBNzBsN/s12byfavDxHVmg/Irz/SvFdR8Sy6Rrl3DHEGMcrcn1z1/WsstndNHn4HRyR3jTsjkFPzHFJFcEZG0KM9c15lL4z1N33KwH15q74VluvEviD7Fd6zcWu+GV4/LTdudULBfQDjr7V6queiz2TwRiXVb4gf8APMk+vWvVbbhRXgnwLurm9uNYa5neXaIMbjnGd9e+QD5RXl4h/vmdcf4SFuIvN47Gpba1SFAAMVKi9zTmbapNCepm5u3KjjvGdz80dup5Clyvt0/rXnpuDBrdvKqoolDRkDvkdSPqtXdd8TQXPj67g3bktUWKRfUN3Fc/4ljb+yb5imDHlg4boDyMfWuSc7Yiz8jyMTJxxafayNXw5d+Vr2pEdPPWQfioz+tdl4pjEmlEgZYP+hBFeLeAL42/iK4tpGO24iDLuP8AEv8AkV7TfSpNo5YHOYlYH6EZrlxMXSxV+9jPFwaqSfc8ktPFum2CyLNNvkUbcdcn1zVWT4g6crt+5JPbaO9ecTvm4lOON7fzNQt93Ir6bU9ZPQ78/EjbIQlkQOg+YV7fodiFhVmHYGvnrV/D+j2+gWmq6XqF5OHu/submARrcEKGeSIZztU4U7v7w9wPpi2xFCq+w/lXNiVaxtRd7k8rAJjoBXAeOdaQQx6cHOJOXwe1ddqd6ttau7MAAMkmvnrWfFa32rz3QUupJC5PYdKxpRb1RpUlZWOo8ISLE11aDJ2EsB9D/hWjdzCK9tZwnIlAcluueP5EVxfhfW0fXXm27MYYrn7w6Gur1lQ8dyY1Yqq742HYY6/yrmmvZ1nc+eqx9nXv5luCZYvF0jKoAe3ViB0yrH+ld1rQWfRGfGeEce47/wA68K8NavcHxRavdzvIsytGS7dCa9vEqz6KBncfJK/Qg1jjIunXUu5eNg+dyPMLfXbOyu3F3cDdESNpPPccVXm8aaWshO0/8B71wGsv/wAT7UD2NzJ/6EaoHrxXvRu1c9KLukd83xAgjc+XaNjscjNVpNSk8QJJfxxeULUgNuOd27v+GP1rI8HaZpOteIYNO1e4mtoZzsWZJo41jPUljJxjGeOpOB3ro7G1i0fTvFllMs0Zt5FjVLgASLtdhhgMjPTOCRTloiormdina3N5/aajcvkgc8Zrq4VkeMFZEBwO1cbaanawuGaTHbOK118T6fCAEkY+vy4rIaOsVfmB80dMg46VdVMdLjP0FcJJ4xsio2+YSO+BTh49tUxiCRsf7WP6Vm02Wmeg3OwWy/vWbPT5etc/qAjj13TJUcsHLx49MjI/lXPT/EdWhAh08DB43SH/AArP/wCEqmvdSsJJYkREmU5BJxUVacpQa8jOt70Gke5lVuNDO3B/dMfy5/pXCrfN9pNmoHEmCW7j/JrtdIffpYjDcbyoPsRXiPi3WbvTPFE8NtJtVVXt3IFcOVyd3E8nBJxqNeR6E00scvGMduaEu2DYOwA98143J4h1R24uXU+q10HiTQdd8OaBo+qXt3eLc35k82FlI+zgBCisf7zK2cdunUHHtq56ht/ETVLpLqOFX+Qkkj6Vx+lXUs+rxb2zlCKKK5n8DHX+FnpGlORaRHu24E/QVl+J/wDkETeysB+FFFebR+JHgw/io8yBJj5J61paTI0Wp2EiHDCZRmiivXnsz3pfCz36wdm0nB/6aL+GK+fvFH/Iz6j/ANd2oory8r+OR5+G/iMyetXdJ1W50TU4tQtNnnxBgu9dw+ZSp4+hNFFe0d57J8BAN+scdoP/AGevfIR0oorya/8AGZ0r+Gi2KparI0VhKynBCk0UUQM4fEj5KOoXC+OPtW7Mk920UmejKT0/Sun8R3s0mjmJiNu9Y+nO3OcUUVniEvrFM4qyTxETjoZntb61uIjtkWZQD7E4Ir2vULyaLwhcyIcMtsxHt8uaKKyzFe/T9f1HikfOZRePpTnVViJCjqKKK9s6Tc1XxZJ4iFpDPpGmWpt1SOKS1SRSka5wgBcqByScDJPOetfTeTsH0FFFc2L6GtDqcB8S72e28M3ZifaWATPsTg14L2H0oop4f4Qq/EWNOme31O2ljOG8wKfcHrXomq3Uo0S6QHAjjYKe+PSiiubGJe1gefiEvaROB3tCqzIcPGQ6n0INe4aZdynw35mRu8ot+ODRRWWY7R9S8VsfPsrGWd3c5ZmLE++aWNF7iiivX6G6NHSNdbRvPjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NPvtVvdRvp7y6uGea7l82c9A7HnoPTsO1FFEthx3KWoncyHAH0FQHoPrRRUQ+FBLcE+5Te9FFUA9f9SPrVjpCSOoG4fUc0UUhnu/hG6ln0pXdskqh/HivGfHblvGmog/wuqj6BRRRXlZcv8AaJnn0f4r9DnQT171r6h4n1jVNIttLvb6ae2t5XlQSSMxLMFHJJ5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"info": {"video_id": "89342", "label": "taking cucumber", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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GoUt1r107nc0PubI3K28l0kbyQSb0K9j07+1dFEm2x6dBWRPvIyFyAK2clrcIO4rKu7NGtBbnnfi+B7nWbayiiZ5H+ZVUcniu18NeHV0vTAJsGYjLn+lXrPTV+1G4ZQ0zDbvI5A9Kj8T6oNK0qVYj+/YbI/qa52435jRxjGTqy7HM6pKs1+EixtjJUsfrVeZQITxknjNVbLdJAqu2D1Pue9XJRiDAFU7vUHLm1KfhGBB4kvpWYjyyoH5Cup1pcaovQ7Yhgn61znhCPOu35OQBMBxx2FdRqkaHUgq5wYzkZzzkf41xU3/tX9djx7/7V8ygnmySIySr5YyJFI6+nNWhxyG3EdhWRJC9tdGTzTsYYIx0FQ2+u2supyafiRZQMozDhvUV7PMd7RuTS/Lszz3rzPxddLqEukMYpU8uaZCkgx0K16A9usro7bgUyRhiBz/OuD8fl4Z9PaBdxHmtj04Xmib90lLUSEZjyp7ce1X4sBQO471gabczyW6s6M3o2Rz+ArZgWRiMjFczNUaKLzgYGQOSKv2UMxDPOy/Kxxs/u+9Z8KguWJO4D8q1rTaPlY7gQBgmsmaotyD9wxT04JrC0qKNvGQLjIjhB/Ek/wCFb82FgIztBHesfSIx/wAJhIWwR5KEZ/GufEO1JnNjX+5kdprOG+ybRg4JI9Dis9C0rpsnKFGyynGGHpWrquxpLRAvQ/TqDWBdWvl3AmVmB6YFb5fL9yc2Dd6b9TVTpkNkjkCnyTFVxk7vSudGvQx6umnyQyr5o+SQ9N3pWs9us20uWG0hgVbH/wCuvQTN2jq9CTfcl+w4FdTIh8g/SsDQI9qA+tdMRmI/SvFgz0qkrNHjvjGZYJmmlGEjYk5qz8H9GZNHl1KeMrLfTNOQR0Un5R+X862PFOhDVZRa7MrIw3fSux0fTk06wSFFCqiYAFayldWKbs3NnE+NpxDqlgo7bj+YxXLXm0a9prMcZSVV478HH5Vu+NpPO1LzUzujO0Y9Rgj+tYeszDz9JnCc/aBg4xwykVzzlzxkjy51Pbe2iun+X/AO3jR20WYgZJTj+f8AjWQl0CiIyjCr0zW7p26XSQMA5yMfUY/rXIqyQzzKzFQvJzWWVT1aPPwE+Wo13RcDr5p2jBPTmh5V2tyMiqJkRFDFyQRkN0phmi38ucHrnvXupnqGB41gm1WfS7VQRG28yN/sjbx+NdN4d01IVQBeAKpzQpPc2+0ZC7v6V1uk2u1RxXHiZvmsdNFK1zetFEcYA6Yqjq98lvA8jMAqirbHYm1TXnnj3WBFf2OlI3Mp3yY9B0H51jzWTZVWoqcXN9DD1a7ku7uC4Ynyo3yme5z1qPVyJ47Mkjb9rQ5J+oFXtRtlGn9fmBAz6ZyKoam8T+HRMV2ujRvx6hh/9esqVT2kXfqeTh6zr+0v1O60otJp79SPLIwe/FZ8NwogjiKkHJ/DmtPw9IWsGO0YBBP51zsg8nUpI2Yjk8HtUZdP32jmwcuWtbuWSY/PJGT6Zocpg8DiqIkA/eFwRk7StMaRC2TKeeua9tM9MuT6jBb2zTXEgiiUfMzcCuqtLbeAa4HU4be505oZFDx7gSG5yK9Ts4hHGv0rDEa2NaTtcURLbwknGa8v8UXTXuqMM5SHgf7xFeia5fJbWUshOAqkmvK1Y3NoZ2+80hY/jXFWlZJHLmNfkpqC6j9OhVokLSfNtyR6Vduoh5SncPcDisjTJpI7qWHYzAdD6Vq3RkdI9qk5PODXSneNzqg7xTK/hubyvEeorzjzQck+wrq7/P8AaFrJ/DIrDj8f8K43RwU8RXaEFWJjfJ9Cv/1q7DWs28VrNkKIzg8eoB/rXn35cTc8aq+TE38ypequ1sisptPjmvEvhHiVRgHNW2u2a3JY53HqRTBchYixOD0xXtI9Vk0O9gVboK5LxjDsvNPJcEbZBz/wGujNyDKCvAIrivF+pyS6nFE8DpHbggOB98nGePbH61U37oluTWMKBQNq4ySeOta0IDNgDgVkWhkXkYx71sW8cioAMANz+dczRaLaRjIGAV7jNals0QmVAi5xmseG1fzy7SkZGNueD71eSzl+2pMJQBtwcCsmax1NO6EYtzlcc9jXPWr7PF5YYAECZx9TW9dRE2o3SYAI5rCwYPE8OXG2WA5x6q3H8658TrTaObGJuiztr9i9tbS55EoHP4VVuwMNwCMdqt6gitoauuSUw4A9c4/rWEt4fJZiSATzzVZdL3Gjgy+XuyiMexS6niuGjUyRfcPQir8PmA7SeMVVjucRsWJyOlJ9q3MrLkeuOa9RM7z0zRk2wA1ujmPFZGmLtiUVsIMivDgztq7lZLNXm3sOfWrF0y21pJIeAqk1OAAK5P4ia7FofhO8uJWwCoQY68nFbxZlzOUtTidUl84yMyo/mfOpY8eufyzXPX92X8MWwJBe3mUA/wC6+P5VoRXYudJhCgO8GFcg9U7H9cflXnPjBJItWnjTcjBA4QNwD2/kK48JLnk4M8XBybqyT6pnvugXAksnXshB/A81574yvINJ1jfNJsjLsox35Bz+ArpvBWpR32lQTKwzNbgjHcjHFcB8amX7Vp5UcMzsP++VrDLbwxHs/UVCLjWVxt3480uONUQCQKoGcfyrMufiJbKv+j2rOfVjgV54TnjHStjwpotr4g13+zrq8ktg0MjRlI9xd1QsF9hx19q+jSuetc9T8B663im6uh5BjFsE6nOd2f8ACvWbeFYIwAOcV4x8Ckydak9PJ/8AZ69meXC1wV9Js6qfwoq6hex2cLzO2Aqk5rxHXb8X+qR6kzNuEp69h2H6V1PxL8TJZWqWan55ycgH+Eda8nn15TbmPyc9CDn0NXCm5R9TLEWlFxPW5JUms42KF1kjBxnGTj1+orKaQS+HdRt3UbkLgHOTyNwpulXqXHh8Ih3yRAOh9UNct4ouLi0uxDbyywxzISVDfe9DXJhdJch4uD92ty9z13wfdCfTgP4mhV/6VzXjidLDUmmL+XGXJJHcEZxT/htqK3Gk2hZ8OEaFue4rH+MZH9m2ZXjdKv6KwNY4VOniuTzFTg4V0VpfFmlQWqR71kIGSVPFZtx46sI0HkwvI3vwBXnZOR3pp4r37HrHdyePknUQrZuwOBjcBzX0VJOIoRjrgV816j4d0e10C11bStQvJVa6+ylriARrckJud4hnIVThTu/vDvkD3HXtZisbNpGYAKuck+1Y1lsVAwfGetjC2aN88nLc9qw9PQtYOp/hPSuTbUJNR8RS3EzEh0BVc9ADXY6awZpE/hYbv0rza91UPGzGTdT0GwsYZmwm5iAcVfufMZYwEdeRzWZNMLe4UlgFI+8TikuNcsIwjTX8IAHQSd/wrrp+9A9LCVOajF9tBYxLD4tUSADzIFI564Yj+tdrrcRfSS3XaFPI/D+tebDW7O+8SWP2afzDtdO/fB7/AEr0t5PtXh4jqzQfkV5/pXn4m8K6fkefjl+9ucZFexTCOAJuYNhv9mpWnZHIKfmOK4PUfEsuka5dwxxBjHK3J9c9f1rNl8Z6m77lYD6817kXdXPSi7pM9NiuCMjaFGeua57xHBJPJ9riZQIT82e+7v8ApWF4RvV13xJFY6xqt3axXB2rNHNHEsZ6ksZOMYzx1JwO9aVpJJZ2Xi6zvnud1rIscaXeBImHYYbGRnpnBIpt6Fxjd2KVrc3n9pqNy+SBzxmurhWR4wVkQHA7VxtpqdrC4ZpMds4rXXxPp8IASRj6/LisRo6xV+YHzR0yDjpV1Ux0uM/QVwknjGyKjb5hI74FOHj21TGIJGx/tY/pWbTZaZ6Dc7BbL+9Zs9Pl61z+oCOPXdMlRywcvHj0yMj+Vc9P8R1aECHTwMHjdIf8Kz/+EqmvdSsJJYkREmU5BJxUVacpQa8jOt70Gke5lVuNDO3B/dMfy5/pXCrfN9pNmoHEmCW7j/JrtdIffpYjDcbyoPsRXiPi3WbvTPFE8NtJtVVXt3IFcOVyd3E8nBJxqNeR6E00scvGMduaEu2DYOwA98143J4h1R24uXU+q10HiTQdd8OaBo+qXt3eLc35k82FlI+zgBCisf7zK2cdunUHHtq56h9U6cP3QrWi6UUV4sdjqrbkleJfHW6lNnZWu79y8mWX1wKKK6ae5nDZnEeDtSuf7EXLBjFI0AJGcp6GsPWJGm1a5d+u/b+AAoorCgksTM4cOl7aZ1/wuu5VNzbhv3cMmIx6A4OP1NYvxamebxBaROcpHb5UfU//AFhRRUUl/wAKD9Aa/fL5nn6IuelWLDVLjQ9WTULMJ58W4LvXI+ZSp4+jGiivaW50vY9W+BwxDrWP+mH/ALPXqN47LCxB7UUV59f+IddL4T508eXU114uullbIiUKg9B1rmG5A+lFFdkPhRzy+JnbeDLyaPT3wQfJl2Ln+6R0qj4mkaTWsMchYhgenWiiuGCX1qRxUkvbs2fh3cyxavcQKf3YAkA9GP8A+qpfi5PI8+nQk/Jh2x7/AOTRRUW/25en6FSX75HmiqDT5FVUBAFFFer1OjodJqviyTxDbW8c2kaZatbqkUUlqkilI1zhAC5UDnJwOTz1ro/iHql0lxFCr/IeSPpRRUVN0VDZnIaVdSz6vFvbOUIr0jSnItIj3bcCfoKKK87F/Gjysd8Rl+J/+QRN7KwH4V5kCTHyT1oorpwnwG2X/wANmlpMjRanYSIcMJlGa9+sHZtJwf8Apov4YoorizLeIY0+fvFH/Iz6j/13asnrRRXsU/gXodNP4Ua2ja82jJNGdN02/ilZHMd7b+YFZc4IIII6nIzg9walu9VvdRu5ry6nZ5ryXzZz0Dseeg4+g7UUU57GkdynqJ3MhwB9BUB6D60UVnD4UOW4J9ym96KKoB6/6kfWrHSEkdQNw+o5oopDPd/CN1LPpSu7ZJVD+PFeM+O3LeNNRB/hdVH0CiiivKy5f7RM8+j/ABX6HOgnr3rX1DxPrGqaRbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRXtHaf/9k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"info": {"video_id": "89342", "label": "taking cucumber", "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": "1e7397bfe073aa1dd33b25869242243d35bd6cffa3b91f0b78fa08c1fa946a9b"} +{"episode": 91636, "episode_seed": 803230688, "split": "train", "timestamp": "2025-10-13T03:53:17.138720", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 803230688, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper towel holder with a book on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "30944", "label": "lifting a paper towel holder with a book on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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W/dsAIhIw8wjOSSBXg8XiTxMpCrreoDPT/S3/AMa9L+HniSe8luItX1SWSQusduk824ucc7c9+RWM6KUk3uK7abYz4ryeYdLg7F5ZP/QV/wAa4GO0C/Nj6V3njyNr3xBaoOUittx56bnJ/pXO/ZgDg/dHvWNWetgiifwvcCx+1ZON205/Op9U17ClQ/P1rCvpPsKjYf8AWZ/SshpJLl+5J7VMKfM+ZnRGVolia5mu5sfMxJwAOc12/h7weLPZeakoNyRmOFukZ7EnoW9u1TfD/TbWzjfUpoEnugWSNZFyseDgn69fw9K7aZ/MkVSHZWI2KrZAGPukkeorpnHliYSqXZ4v4uilh1W9CzNGyKCcE8nPtXNRXmowncl7cIR6TMP611fjdSNYuo9uzKDgcgEE8VyBI3EHoD39MVtSadx1E7JminiHxDGfk1nUAB6Xb/410fhzxN4kfVrG2l1i/cTzquDcsePfmuQGMqQQQx6Z6f54rc0KaWxu4dTeMEWI87aTjeccDNFW2iJprdnsXjmXy/B98vQvGsY/FwP6V5Jb2vyAsvNeh6tq0fifwnbTRgqZZlMkZbJTbuz+uK5hoFB2hcBTxk1xVp20CCMSSBlPAIz3qjY2U99cCG3jaR+pA7D1rpVjEj7WAwOK6TRrFNIs4YoYN7tKwdxw8nXH4dMdua0wq5txylyl/QNMew0csdPeG3hI82Rp0LknjO0ZzzxjNdFHdy2EIhtwkhkO4lui8fhWVc3Mcfh7SrSVHMVzdxRzL3cKSWHHJz61rvPazqXhtxvwCV3bwwJHceg/A16NedqfKc0LuV2clr8DHSrluMGIluM8n0PpXk7oJQuDyePrXsuvqg0e4CyMQVI2oDt+pz0PWvHo2VbWCQ8DPB9q8t+7H3T0cO1rcox2JkiDmYgnqMVatEW3hSRycsp+vNbkWnRNau+XG0kjB455H86zL9PLb5CMKNgFFSrJ2XcKajd2PUPhjI0ui3c7f39gP+6tcn4zBufG19jkR7I/yQV0XgDXbS2tV0ORyLubdMDtG1ge2exwKy9TgDazf3TAkzXDlfpnA/lVTlywOeWs2c61sAmADWfeXJsghKFwxIHOMV0rRiMdOtYfiZVitbYADLOx4HoBRg2nVV/P8gloira67NCRsjSMEdSCTXWeDNXuh4t0iUsdk03kBzlRggggYPv+NcRpxAuCZImZUUswwMAccn6V3emBxdae4GFiuoZFVBkkBx0H0r6dSUqDS7HFUdpq57r9lL9W3f8AAM/zzXinxQi8jxRHGBhi/GRj+FTXqniS6ntrSNoZ5I8uQdjEZrxzxzO8lzbTyM0jhz8zHJPHrXzMqi5nA7qMXzJowoSkl9JAcjcDwTmtie0gjt45VgRM4OR2wP61z8Mv2m/DoWEcbqcccnrz7e1dLquG0uZGfIcBSD3+npVQwzcb/wAxVWsua3Y5a6RTcJ82N7bjivdvCcSW/hLTQoBxGp3Y5PJNfP4PltNDuJMZ4LHJx2FfQOjYt/CdiDwEtgT/AN8E1FODg3F9Cq8uaCkup86XepTyyzTrHaIGkblbZCep7kVqSXMy6bZgSYaa3IcgAAgsew4prrp8O4pbRkMcktKz4+gAFJeSLI9s4ASNYkGFyQtaTmnsznii5eajuY4PNUd7zNznFRWVpc6jeRW1tE808rbUjQZLH0ArsrvwVe+HoYl1QQie4ljSKOOUE4Iy2SRgcbfXqamnBJ2NpTsdD4M0ePSoVuZIpGuZQQ5C/Mgzj5T6cjP09K7S4s3hXexiDyIQxY8Dvnn8vxrn7c3MttGkk5QRSqFGcKRnHUAD8M/StufypVVo3M+9CzuM9Bx8uc9Dnt3+lVVVjFO+54R4lXOq3QIPyzZH5c1hKwVvm9OeOnqa6XxGmdevgF4DA/XgVjrYIWcvGTzkHJ6YqoVeVtM6J0uaKkiOAO8oWM9MEEntyTW15E1hFp90Q2PP8xmA4RvlIH5Cs+OP7JEuFG9gTye1dfZ20l34NSE2wkkLs/mZJPBwAOwrN1uaVxTp8sLHR6kyagftQdZDIowydGXtisaSEY2g5PsKQ6Tqfh6ITWE731ht3SW7jEkYxyQBwfqPxHep4LuC9tluIMMrfmp9DXLWpyg7szhJM5nxBESbRVySS2AB344qzY6R9j06W8nYidoysSKM7CePmPY4zXa+GtNuptTbUrF9OjeyUMZb6BpvK3HG5FBHIx1PbpV3x3FfW2ky3GsavZ3K7D5UFraCEGRzjeTuJJADe3NdeGaSTZNST2Rl+FIZV0GOeZoVXPmbiArLknJ9SPboa7KOW3k0+N2mElxIA2UHAPcgYrjtDMTW7bDHKiIFbhUAYDHy8cn2HXiuitrlF0tIzC8BIU+ZISGxxkgdRjj68mrqyT1uSjy/x0qDxG6oGCsvCnnAyfSuQa082VeWAKk8fWu18bMH8UI3BUxk5C4zz6cYrD0qOO4l8t1UshyQeykdaxvJSVjsvH2Wplw2YSR9zkqADk1t6VDJq73dlHuUPCWGFJwRgDoD9Kj1FIIHaAbUJ+baO47Vo+D38qa4Y3LQvIvlA9Mbj69RwKlyk5O4O3s9Cz4b1u3tbdtKu2EUiMSjueGyeQfTmtqeAhiEwfwp1npGnXdjcW13DDOrymRGAw8eRjKsOR0/HuDWbJFceHriO2uJWm06U7YbhusZ/ut/n6dxSq0eZc8TljOzsyQp5bg4JBrShlvLm2MTQSCMOSPL2qRzj+JvbP1HtVXaS20klT6V3Yk0S9sEitPB3iVgpALpGULYHAJdxnOfTvTwjsncKnQ4O/1CZtW0uyZS8KMZkRGXK8dCR3wD+JrudOV5ZfIMTDd0Ln7gAztOPvcHGf8ACuKuYHi8SrItq1pMqPMIHkUtACcKGI68AE49TXRwXCNeQXFxPJF+7YOZNxIAx06buvYHqK7KslJGcdC94ggWLTbqETqABnbnlieox7cfnXhIlLLHbBcHcfmH93vXvd1bxTWepRxg+XDbsVyedwGecdc8nnvmvn4tLFfvtViM4xjqKxhG9mzojK0ZI6/TyI9LTLn5VPv/APrrlZP3c7JuYqy7lyc4PtXQrq9tDaCP96Bg9E6Vyt5dGacmNQEDfKMYx/kVvVjGUWrGdGTUkzobYtpOpaZqU6E27RK3y8twCDx+NdrK0N7EJ4JI5Iz0ZTnNUHs/tthpSPBBJBD5YKEDDcAtu7njtTr3w7JpjyXmgM4TrJYuxYMP9gnn8Dz6HtXHKn7RXW6G5WkNkgbnKgAdMCsTWdOm1KS0SCLcF37izYVc4rbtbxL+1W4hJx0Knqp7g1agurK1k/0uTYZBlRsZs46/dBrLDJ+1SZcmuW5y+neFb+G/hfyY7iPILEHCg577uor0i1tI7cqyALgg57mqtvqlnIVWFLyT/cs5P6gVtrHA0scPl3sTSKGH2iELkd8AFj6dcda+hpNRW5xzlzM1vEp36Wrejg15H47Roba1lZSAxLjPccj+lek3t9PdqbaRUWBWAPI3HHpzXOeP9Eu9cs9GXTbVpdtsFcDgKVLA5z06j868R0/3jl5HXSlytHmWiOk0qx7cHO84/irqdRKmzdSgwBn6YGazo/h14ggK77R0bPOGxikuPAmtFXJwD0AYnBH5V2Rl5mMtzmGukmvYwoIBOOe4Pc19B3L/AGbwg5HHl2T/APouvIrD4fanJqEUTTQDHzk84xn1xXq/iRvI8J34BBxauowc9QBWMnd3NJPRI8Mhtd6rjNWTBtPI4x0rQgszHEGwee2Kke0yAc81xyneRSRp6fqUvhV7jS9M0O4uLx0jD3GwF955AVhnap4IA9Oagnu9b8SapbXWtNJDbJI/zIrOdwGGGAOOw/GrOnQanP5puLe2kaSQPIxlYK3X5Rt+6Bkjj2rU0+wvzMJrV2baPKRrcYQjOWDbj97gDPP410KdiHvc0LVTp9tHHIZHRTs+zyRYAI6NgnGcAHnua1rTzryUCRkkVn3ny1yVX0xnBPQEjp9ao6fbafP/AK6KRrkhlRWLFT/eJ3Hp1z61aW5C6hNEoUyrhEkjG1c5yQxPIwD1+tZt3A8s8TFF8Ramd+A2CM8cfSpNGzJaMWDA/d/+v+tHjuBbfxZdRKpKBsc9wKk054Y7PcZFBbnBYDHHSumFON23uXUm+VJGHeyiWV0Me3afzUeldvowt10yMeY8H7lGZlHAJPB5OCB/jXA38iC6IQlsHbu65FdzZzxWljFGiLcSqQzQuvbGDwBzx096wqQUHaOxTnzQV9ze0+6fYInZy8ZK7mXaWx3xWFr9udDlbVbJQIZmC3EGPl3E/eHpnn8frV+1kR5RLayRvFKfMMUcZUxcDn8eM+9Uo45dc8VXWjXGpTQW7rKI0WMPlghIXn7vc59vU1rFqcbM57WYSaxq9kkb6I8YjuYi0m99vGRjuM8seKx20zV9VnEd/fRTIssaCKKQbZM/3T7c59Ki8JtqOp2zRif5Y4whJTcRz0H5fpXURabJdTvmYP5RLEECBEcjG9NvoOfw5rKLcFyot6u5ajitbJS5gSKRdrQx/aAXjY9iOxPBrQtmedllklkR5SY9w3bcDIzzznrk8Y7Z4pbKP7DLKtxZi7SHADDBBJ6ZY84x1Jz1/Cpru/FveoI5PPVMvPHuxGuMgcgcEe/YCpbuBw3xKiNlrVuy4T9yCNrEjoO55rF0GLDbwQflOW9TXc+JvC114slt2s5rcfZkW3l8x9mJOoGD7Y+tZkfw88RacjJEsePUSA5/Suqk1Ec5Xil2OV11SZy3yAjG0/StHwtL/o04VA3myKWHOdijJ6fhnNSap4H8RSh5JY42WNSSTIBxVfw60FhbIzqJZQzBdpzgnHP+JqK1nqOErQa7nTpPjUFkitxG0u4OdrAyY5BAPHQ598VrSww3tk8M4DRSLgg9vQ/UdawBPII/I1EXDLEPMgdJAuOvYYxt4Hf6c1Y1e7ntdAJguAJ1dFLxsDnNTSl9lmUl1M7REubSS7sL1fntnUjP8Ibn8u/41rXHxZvJYY306zm8yKLy3dUOwKO5JzjnkfUisbxBAtnZxaxY6zfzSSstoxuIlRbjam4vHjnapwp3D+Ic9QJ7Q3FxZoqW1wI/KCgyTrGrckkOv905Ix9KTSjJvuV0RUsEvdU1e6v9Tdo7pgjJAQWMmBkdO2B+tdjFcvb4QTC5kKZileMfugRgDnhRkDNZli18kcrPJIIpGLybQw8ofdUCT0wp6c9B3rds7OymAlile4umIkYSuWEY5AycdeamUr7jLNl+7R5roqYI4WSSSNCQQRg9yQMH0/SpbDwx4SvXkjjsLfjuJG3j/eGf1HFZnmfabWeG2TZJIzB1j+VNmB8ysfvdDx7+lcFqbyWt4Xj3wkD5TE52jHHUUU272EerT+CPDcabjaxgKMc88Vxmo6V4W89YbW0gLwkmUocjHpn171xEut6hPHJHPezuMd5GOBS6ZcypMxik8tSMEjBwOmR+NaybsKKsdYr2bRSIjywqX2RMrKG6Yz1wdx6ge3Na2m3jXECFgyttHDHn9OK5uC9Syt4RGvniJSJg6Fio6nA9QfyFaemOI7jbFMJoDljtj2+USc4+nWs6crMJK6KfiOCTS7+LVLJCscj/AOlBR8uemT25z+daok8qGTykPmZHXsOQe/vVCEJrPiW90bU9TubWxnby98csaLGAQcsX4wMcd84rMhu57LVL+1vDcu8EhhRLk7ZEwcfNszzwM44/OtHD94pIF8LR20V1cPqkavAwUTRs2zlQPT6Gro1a7l8TTRJJLGtvbCNQflyGckk+2B9a58XEt1N5vlzqzDAjWFlXd9eO4J7ciotK1E3mt6hcvIzMSFVtnyqUBByOcDBJ49a61J8hk0mztJDHJGrHa5xu8yTIOc9CRVAam1heXCRytKjoA0cwyh68YPbpzWjZxC+tSMFAo2neehx1X2wRVW44mE8k4UFcbUAJReuSPwHavPlJpm6RpW/iMxxJCbEZxkLE+R9AW/l2qhqOvySwny4o0UkruL5APocVRke2t7Y7IZ2wTh1bv6kZyB+GKyLtUhhk81T+7QDr8pJIycgYAFL2khWQt5qt3o1lLqDxRNg/cbPIHTBHQE+tPg8SQ+KPD80a27Qs3ySLu3Acg8HvmqmqWTXFrPa5UwcJlVLMxIy3znGQMg9AOPauP0fVX8Ozy2l4m+Bmw7oeVYcDB6EdafM5RaW4bM3prdlkYenHJ6VVZNsnBGPzp+uX0UmjC5sphy6jeh59wf8ACqviDRtY0HQtKvbu5uVmvDIZIWTAgwFKBjj7xDZx2+oNc0acpamt0dRpCsb+30oyyfZXtTKwBAYktgjI5A+larQR2V75cIO1JkUbmJ4Kk/pRRWzM0N1O+mhvILKMIsUgkB+UZGB2p+lRpeXuoROixx2b+XEsY2/eyCT3JxRRUrYfU0IPCOj62FvL+3aW4dTl/MI+6do9ugqndeAdCj4WKbAP/PU0UV1mbOS8XeENK0XS47y1SUymQA75CRzWbp8726SXSY37+h6d/wDAUUVnPctbGvosYuWuTIWzsypDEbcnnGOlYJ1K40zxFcX9vt8+ISMu4ZGdhX+Roop0/iYnsM+HqMzCITSojld4RsbuGPJ6/lXf3lnbWkypb28calQflXod45FFFYz+IfQq6pq15FHbpFJ5fmBSzKOex4z9an0tm1DVrW1uGLQND5rx54djk5b160UUugGL4n1W68O+Jo5tPYKJyqTRuNySDJ6j8K9JtNRnmsY5G25Kg8Ciiumn8CJlueZ/EPxFqKz/ANnxyLHDKnzlBhiPTPpWFo0CG3Rm+bbFvAPTNFFFT4QibWp2/wBntFuxLI8kUIkQPghSCO2KxvF2r3FvY7Y0hCzGN3GzqeT160UVEd0NmXqHiyXxL5a3OlabbyQokcctskissa5wgBcqF5zwOTzXeSnzx9mwqRiLedqj5vY5zxRRSq/EPobdirOpikkeSPyU+Vjxg5447cCi9cfb47UIqrKyKzLlWI57g+woorDqPoUDDG+m6jIEEYhbykRBhcKRj3z71xniiCKCOz8tMZiDcknrjj6c0UVrT3Ezkt2ZdpA56nv1q9piq90sTAbQQffrRRXTLYR1UDCxshNEoLSblIbkev8AU1a0qNZLG6ZtxaMja245xycfT2oornlsPqYeoeJJLBtTlbTdNukuJI3eG6hLoGHQjnI69M4PcGtHwdNN4g8Wg38rNJfyCSeRQAxPJ44wB+HYUUVs90SvhOx8UaRBpmqSWMcsskMcAkXzCMg49gP8mue8M3clkbtoVj3NICxZQc5IH4de1FFbr4UZo6ixmmltXWSV2DMSRuxnrxx2q2LSKW4tyw/1h5AAwPlycfjRRXFU+JmsSrqMEZeXKj5cjgbSRtPBIwaxdLQXFlFLISSDIdueDtXPT37/AFNFFZPYpE0TtJfyTuxZoYIpFU8rllGcj26CszSZGl128Mm1hNb/ALxSg2tyMAjGMUUVpQ+ImWxzXjSxg0WW2fT1MKXY3yRKfkBDY4Hb/OKz9Q1/U9Q023027vJpre3keVBJIzEs2M5yecbePTJ9aKK1qbhDY//Z", 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", "info": {"video_id": "30944", "label": "lifting a paper towel holder with a book on it", "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": "d97d43f9d9469ddbd9bc8407cfbd9a22249ada03d960bc036fc892b0be33a656"} +{"episode": 91637, "episode_seed": 881812286, "split": "train", "timestamp": "2025-10-13T03:53:20.968889", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 881812286, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "45820", "label": "taking book from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "45820", "label": "taking book from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "47cfe1ab80a00c03a04349e06540318758708b0a5bf0f494d62baffe035f4dcc"} +{"episode": 91638, "episode_seed": 2195529082, "split": "train", "timestamp": "2025-10-13T03:53:22.278080", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2195529082, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping pencil up with 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": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "68043", "label": "scooping pencil up with pencil", "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": "68043", "label": "scooping pencil up with pencil", "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": "8a6e4f7ff91194343cee42927e844493956d16b46b41839c4ad56ef9dcb532f2"} +{"episode": 91639, "episode_seed": 3892200336, "split": "train", "timestamp": "2025-10-13T03:53:24.674942", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3892200336, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving plastic clip and cell phone charger closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160441", "label": "moving plastic clip and cell phone charger closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "160441", "label": "moving plastic clip and cell phone charger closer to each other", "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": "4fd31a205542fd7f184a9946f6899b1e27e3c5b720ac653082cb0625e2c6005a"} +{"episode": 91640, "episode_seed": 1580032370, "split": "train", "timestamp": "2025-10-13T03:53:27.723943", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1580032370, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 battery next to box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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NEw/TityOzUjj0plzYu0LKq5ypA5pnOz51gLN/E45/hNOlEQXrOT6mQY/lUkUZguJophsdGKlW4II7U26KHG0jpWtkIoPtz0P4mkkhkjRXaJlVvuk9DVkLCUAZJC+eSvcUFZJUVDbzuF+7jJxWbbvoikkUKcrc9B+VXv7LunhDx2s5JY/KImJx+VOj0HVXPGn3H4oR/OgEz3qIfMOTV2NcHNQQw9+enrVyOLB70hE0KA9afJBGyj5cmnRxfias+SWpgeTX/wwim1Oea21IxRSOW8totxXJzwc9KsRfC6IoFfVZiPRY1FekfZNrk46mpVtWwMCjmY7HnA+FelKoMlzeSf8CUf0pR8ONBTrBO3+9Mf6V6O9pIc4VsfSonsJWX7jCldgkjzuXwdo6dbAOVGBvkZuPzpbbQrC1mV4LKGJgQQypyPxrt5dPlJHy4+tV/7OcOCxGAemaVwskcN4yPlDTs/9NP8A2WsuzDXMewDAP8VdN4ws4zJp/mKGK+ZgH/gNULNCCBgcDoBS9nd3ZXtGlZFjT7ARgMVB7c1u6fp0UlwD5SZznpVa3UjaNorptJhKkfLV2Rndm1bx4jVQMADGMUy5iPlnA59auQL7VZa38yEjb71T2J6nOyQMRuJFQPBg/Nnn3roGsXx93jFQzWBHUAVAznJoAVOCeKypbUgk5JH1rqp7BstyBVKSxPIJXpSGclcWx5IJx9alhCsOmDWvPp5weVrPhhBUdDTGixbqMVeiXAx/KoIYAMDH5VehjwAKBk8UQZTkfnUV5YxSxMhz8y7Tj3q5FHjg9KleElTj0oEeBXvgDXbSaWKC2FzFvOyRHHI9wehrMk8F+IVP/IMlP0Zf8a99+zZLZJqGS3GQcd+9HOPlPBD4V1+OMq2kysuc8gH+tVn8PayuQ2lS9f7te9ywKVxtxkVmTWi7iRU8yHZnib+H9TEYP2CcNnldnAH1rV8PWdzYNcfaYXi37du4dcZr0O5tQxyKw9Rsj5sILHvwp+lKTurFU/dldnQaFd26WHlMPnLH8c111sv7sDpwK4jR4Ft5YyysB6nmu9tCrxggHB9qpbDqSUnoW4QcdDmpnXPXNOiUZHBFXEiDZGD0qkYs5iXRbC7uGlm0+2kkzy7xKSfxpw0XT0xtsLZfpEv+FdCLFtxKqac1gxXle9LUDnjYW6LhIox9EFVZLUAkjGPbiumk05iByBxVdtOI4LD8qTKVjkri3PUM2MetZ7WjZyQDz3NddNpy4PzfpVV9Nj4+Y9PSgaYkQGBVqNRVOKPj7p496uQIBjk0xFyJVzxV6FBmqUK5x81XoRxw3GaBFuOGMgfKM1OIkxjAqKIYI5Jqzj5etMCJol5PFQvGMnpVplJ5z2qN1I9elIDLmiGMjFUZAoJBwK1Jkyp9vWvPHub698a3umNrFzaRAyeUsahssqbgvsODyf60hieMwN9nsGfv/wBKyLQtjJU81nR6jeakVa8uZJtgyu8/dz1rZtI1wo3HPeqQmall80igqa6zTsAKc1hadH827kj1rpLNQAvAFNCNWFuOcVoJjGPUVQhIKAhauoFxznpSuBM20mopQCOc/lT+N3ANRuMrx/OkwKVwq8561mTAZzmtWVCSOT61yXjS6utP8PtcWszwy+aihl4OCTQgLcqKQeRXPQr9KyNVvrmHR4tQste1GUNcfZ8zxqizkLlnjxztU/Kd3qPoNOBcFfvDjNA0acY61ehU8c1nRgkDDnr3rRgDY6ZoGXolbPXNXY03df5VShLZHy81eikIAyOc0ARnT9wJBx+FRSWHy+taHmcADNNdhz7etKwzFmsFIGcjiqMunqD1P5VvSt7ZFUJ+nvSsM52fT0BY7j+VYOrW8NrJC+CxIYDI+lTR3j3fja40u81S7tLZ5tkbRyxosfQksXGMYzx1JxWO7XsmsXdndTXLfZpmjC3GA6gEjnHGeBnHFOwrmvpiefKGIOB7V2dptVFUY4FYmk24jiHOfwroIAPQdKEDL0JBweOa0IccelUIAueVq9EFIBxjmmSXk24x3p5AH0qJAMDAqQge1O4iJwvGf5VUlAq2QMA5qvIoI4x19aRSM2ZRk9fxqhIAp9aq+NLq4sNBee1meGXzUXenXBPNcjraeI9G0fTry61K8Et2X3xFcCHAUqCcfeIbOP8A69AHSRE4HPWr0JyfwNFFIZdi4P5VdhGcD3oooAvxDGPoKnABWiimSI3H51DKcMB2xRRSBFOQ8GvIdb1CfTPGl9eW+3zY5227hkcrtP6E0UUDZlacoyy9hgV0lmgABoopgdNp6jYgHet+2PzAe1FFAmakI+T8KuRqCX9qKKCSTqT9aibnIPSiigCnM2GxxiuQ8fjHhZz/ANN04/GiikB57q/iBtXigjk06xgMKqkb26upVB0UAsQBzngdea6+Fznt2oooKRoxHKqavRUUUxl+AkE1biJCjnqaKKQExYhc0EZWiimIrOAR+NU5gME470UUijyvWNWOmeI9UjNjY3kUs4Ypdw7wGUcEEEEdeRnB7g1Ho9zNqeqXd5duZJ538yRumSc0UUMS3O7slCquK1o+P0oooGX4eo/CtC3525oooEy2np7U896KKYhGAIFVZRxRRSGjjfH4x4ak/wCu0f8AM15tea1qF7YQ2FzdSywQO0i75GYktjrk84xx6ZPrRRQJn//Z", 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", "info": {"video_id": "62752", "label": "pretending to put a battery next to box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "62752", "label": "pretending to put a battery next to box", "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": "42268da96ac587d4b674342d59b90ca9e42cf22fe39fd374a7071770a4db36b3"} +{"episode": 91641, "episode_seed": 3440059023, "split": "train", "timestamp": "2025-10-13T03:53:29.376374", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3440059023, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "124728", "label": "squeezing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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rqw07O54PaRz/AG0/Yy27A5Vfzrt9Dt7yLP22XzAwwq4+6fUmm3WiJoepSyLIPIufmUYxsIJyPpyKtx3kFvJCkjYaVgqADOSaqN7WCryubZoWJL6z9kVY/KK7jhTkse3pXoNphDtHAArk/ByRT65cTzRx+YibIjjkev8A+uuwto91zLFnb6H3pzepEStruuiPw/qg0uf/AEy1TD4XlDxyPfFeI6teXuo6ibi+uHmmVAoduu33r0DU2bw54ovmvonfTb9SZUH8QIwSPcH9K4aGNHkLEZPqa4K9R7Ho0KStc9G+E2sh4LrRZW/1a+dADx8pPzD8Cc/jXoF1GFKZzjPavGvDcqaf4g0y4LeWonCMw4+VvlOfbmvX9WuF0qE3GoXUMEKHG+Tv7D1Nb4apzQ16GGJp8s/URmjBALAD1NJJg424wOaijSO8VJI/nR1DqSCDj6HpTvuwsNuRnFdBzNFWSJnDHGAQa8c0TTby3nSee4kO0nEO7IOfWvYXDKDjdj0zXly31vb27Tu2UXPTkkjnA9elCfYlpbl+8keO6sRG5RTKN2MAH8/6Vr2dt5j+eZmAI2bc8Hnr+mKxo79PNt7li6oyBlTbk5PTP581b0rxbpasYxb3YByN5jBBJ5zjPGa0SdiHJX1Z1SxhY3kdGAHOc4DVzXiSBk06C/kLZluGAiHQqq4DfzH41vRalDqCiK3Dhh8zB0xwP/r4qbxqLVfDmiJEqk7nSQ9ywAz+tYYltU2dGGs6isYfwyhVfEWmKRtOZH/8cavZNTuGS1laNTKyxswQcZwM9f0rxPSdQj0jXdN1CTiKCUGQjshBB/IHP4V7FFqdjqM2oC2uo5vKjVX8ts7QVyOnrmubBTTi15nTjIvnT6WPnnxH4t8aeJbaSC4nt9PsGHFpDlQB/tN1J+prjUtGWJltbc3ZRCZZQPkHqcnv9K6LTo5/EV7K88LLYoxMMOMebz1PqB/OulsLV7SI/aESEE7Svv2wfSumTTNbU4q9NHlEMV1enbGnzbtgXaQB6c+lbnhy1uLa5uBcwtHINuCw+vQ11+p21ykimxjtQr5Mks24kemAvWuZnnuPIUSyGOc7WaEsC0RJ6H29M0Je8c9ao3BqTOnt3VGUMwG7gZPWpLWHzJp5RuQuQoy3y8HOcdKw2CNrunxhy7CXJU9Ewv8AWqesTyTEW0FrNPLL1RFzgAng49z3reMe557l2PVbOFHUHOcceoxVm5j8u3xCAHJCoOgyTgV5poumahaokl2n2GJhwJGbcT7KK7bTpmWzkLTNIBLGELEkgk47/WnKFkONS7tY5jxLMBfW1mjEpAhPuWYk5PuR/OrWnrthrndRvkvPE13JGd0ZmKof9lflH8q6SxbMfPFeDiHeo2e/h42ppGmni3U9N0G50W2YRxSMSJgfnVW+8o9MnnPua7Dw/flPCemvO6AeUApdsbuSOfyrzpbGfVtSFna43bS7u33Y0HVj/nk4FaWtXUMy2+myJLHp1pCsUbno5A5J9O9deDcnvscuJhBuy3NXxVcGTTp/sF/EZ8bUTG5eep4rxtfCc6jN3JuUEgtggkfj713+IoY0W2IdOjP3I7c96wtbsbG5WS5uVJk8sqpJY7eOoUHGRXbzHP7K2xueGXFzfwgRvhoWkBx06DB9+a7qKVowB5YJ9wa4HwpPHFqiRvKeLbBQDO05HNd/C0RBKzMTjgDIqWYrY5zxbo8uomHU9PzHqNr93yidzAdPxHb8qw9S8aDUvCtzp+r2rLqA2+W0S/Kzg9SD909c+teqRxjAIzn1NebfFPS4YJLDUYgA0rNDJgY3YGQT79ayqRaTkjelJO0ZHnO8s2RnFegfC3WY7LXpbC4YCO+QBCenmL0H4gkVwCsA2DipV3K4eMnIOQQeRXJF8srnbJc0bH021uq9OR2z2prPjG5AcHvXj9l8TPENlYiOVbW6CLhWmQ7vxIPNaPhjxrrms6y0csEDwZBKxREbQTz82eMda7VWjLY4XQktz0tiqtKyn5SMgVn3ILRsF64OParbujHCnj6VSkkKOcjIAzVmJ5r8RsLDbKVGSGBGOudvuK5+4KrrGmp5armVfn/vAKePw/rXQ/Ekh59IHGZJGH4Ar7GuVll3a7B5fmb0SV/xCgDANaQMpnovgDTnmk1C8l4YNtjHqPWuoglEN8FkHU4c+nvXnnh291Syjc73VmkDEysMdBnOOldjJrVjqEaeXMpu/usE5GfrSmtblwa2LPxD0lLvwrczhsvbATKcZyOh5+h/SvGIHw2Pwr226unuPC+oWVwD+8tZFUn/AHSQPzrwmOcbwQa8/Ex1TPSwstGjTuX/AHOB1rW0S5vfFHiuz/te7lu/JQsBIcr8o446dcVhGYMvJr0P4d6VDbaWNVlAMt1ISme0SnA/M5P4Cow8XzWLxLSjfqdiRdptKSjKjgEcfSqja3CiurKvnA/NHvAGa57xR8SLK0t57Sxj8y6GV3Dop+teQTapdvNJKZm3yHLEEjJr0G2tjClgatRcz0R7ZdeJVWJyxigwDnf2/GvMVJHhqZ0jXH70knA29eR15/xrk57qeXPmTOwPUFjzXRzOsfhYE7yTEzLt6c+uAB3qqbuYYvD+xtrubf2G9vdPgWydEb7PGoeUYCnjJ9TxmrOi+DLNJXWbVPtkyY3Rj5FB7ZxzUVjbXUt9FuSRreMBV3ScY2Y4A+vU10OnTQWU7xpOJZ5f+WUaglOSfoPqa3vY4Uk3sXoLZ9OniMjWy7vlCRZHHfr9BVXxxqOyCxsTj5J5XBHuE/rmr03kRI8hdmnZSR/Ec4rzHW9Vmu/Ek4ldmWNgiAnoOD+ua48VNSg0juwdNqomzorl91uOecVe8B3w0vSfEl7NP5MEaxQg5wCzFv6HNYX2nFvhjzUthrEFr4dubbqz3Zl2+WDkhQBkntwenrXn4W6noj1atJ1VyRW4zX/EtnZ+SmkWDzyhflZG27FHqACfzxWSvi/WJowJre19fnLD+VF5q99dlvMuGAYYIQBcj047VjynnFejyTtqdUcstrNm3qHihZLYpDERIRgktkD8q57TkVWZVzuklTcxOS3JqN6saUN2qQpgcndySOgNOmmpLU48fh4QoSa8vzN24Zhr1o0iqwjWR1AbBOFFbNhqM9xZzGARx7SFVYPmbp6ngmsbNmur/OHMvkyMUx8u3uST64qaPWb2a/Wx0q2hTIBaTG7Hv6CupLQ+ee53Gm3FxHYRFhJLNs+7Icc+5rP8SaudJ0aZnb/Tbp1W3jCYAKkE49hjOams4ntow8kzT3Bxukf+g7CvP9Z1KTWvEkriQvDb/uYueOD8xH1P8q56taydjqpUOaSTF0S0cShpfmb+tdG90LZDu4x1qKwtxFbBmGOKr/akN8zkFkh+YDHBbsD/ADryEnVnZHtwi/hibqX76fpIit7m3t7q7fzLiaRuUQfdTA69fzrhddtn1C4a4n1cykkAQRByoHrknir2pajc3hVZZCUQcKOAPwrKc8V6kKHL1OuGXQtepqytEi2rK6FyyHKnzCMGnX2o3d6u2eZmT+6TxTXPWoCrOwVQST0ApOCTCdClHZHpPg8u2uyGRE8oQMAR9V6/rXosa20a7wQp9jXl/gzNxqd4qzFQsSZGfVm/wr0e3gtolAyzue5Oat7nzKNO3ugXYE85+UH0rjfizcQHw3axPIBcvdAxKOSQAdx+gBH6V0UkiwMrO68Z5PYDkk+w9a8Z8U683ibxC9yhP2SEeVbD/ZHVv+BHn8qmbtFmlOLckZtvb5HXNWEPlXSqR8ppYRtXNdz8OtH82/k1u4hDxw5it1bu/wDE34dPqfauGCc5WO+clCN2a/hDwNFIiX2uwNub5obVuij1cdz7dq7T7PHCW8hFVR2UYqdbpJty7dpxnmgsoAK4OO1d0YKCsjzpzc3dlMMvmbGJw3f0NVbmQxsVkG1geo6GprpB5zhSQNuRiuBa+vNQ8X3OlT61cWsX7wQhFDEsqFgvsOCcn096rcgqePdo1nRVDErmcgA8AgLXLyam9vqzIwjIS1eUNt+YnsM1Qk1y41bVrd57qS4EMbEFjwNwHSrtvZw3Esk7qWZl2YPoO34mtI6Gc0yW0jn1nVWNzdPHbRBSUaTG76AcfjXdWzJF5P2dV/dfcC1wt5p5ltLcOqRhG2gDt1/+tWroekrbzJK0kqsv3RvPFFW1rtjoqV7JHX+IPE1pZeHLnzd0dzLGUjiYclmBA/qfwryO3QlhzmrnibUl1DWzbwHdBakruzne/wDEc+3T8DUcEZVCa8+tI9PDxtdhsae+t7RZFTznCl2OAoPUn6DJrotZ8TGER2GjTulnBEIQ/dwOMiuTUeddNJ1CcD3NPlyByMV0YeFo3PUw+HjJ+0mQSMSSScmq7mpXPWqd07LGSpwc1ozevPlTZPFatcJIwkjQIMku2K6i4vGtfDYniCsFhGBJ83Jxgn1rJ13RtLtfDVvqumalezBrk2ubmERrcEJud4hnO1SQp3f3h7gX4Yo7yyt7WUnaUXIHQgYOKqKsfOYysqtmixqV/cXZa1ikZELRqzBsKMgEkgc4611+if2fplmLeG6geTALuHGWP+FYdtZYmIijRFddrSHqf8iq2m6FAz5YBlB5P9BWk3FrVnDTUlLRXZ1+okJam7aSNIUUsXLZ4HXA715Ysrajqcl3tIEjAgHqAAAPxwK6/wAY3sGnaBFp1sAst1+7wOqxjlvz6fia5zSrYom4joM151aVkepQg1K7JbydosAdx0pVi8qAIeo5P170q28l9eM6LmO3wzcdSeg/rVlrSZ87QT9FJrXB07LmPbwdk3JmXJxmqkh5q7OjKzZHQ9RVCQ4zmuqR3zkmiBzg1dt78XOqWKCCKIQhwNgxnjvTvDNnp2r+Jk03Vbue1hmbYsySxxrGepLGTjGM8dScCq6WsmneJb62ZJkFrM8Wy4AEi4JGGAyM+uCRUrc+cx+JjOMoW/q5ry2k93qLThxGnkGLP16mpV+06dCs+myHzZMJI2wbWA6cf561LZSxKrAg9fzq7PPCLRvMZY4lbe5HYCteey1PEdNyfu7mTf8AiLWLSyCNLC0s+Y0wnI45YfT+dQaBpoDIMHj1rOjmfWNVa7ZdsY+WFP7iDp/jXa6XbCGENjnFeZjK13ZHqYSjyq7dxb+Ux2whiXLMdqgdyelZ11GLeMRYOVXk/wB49zV8L9o1mKPIxGN/49BU11pxvbv5flc/KEbq3PWtMDT05z1KE4xldnKy/Nk5HHrVOQ12V94TuYbRpQUkIGSqg5/CuTvLOa3IDoy5GQGGOK7pI7oYmnUXusoPUBkMbBlOCOQabeTiNQgfa56VreJPCeoeG/D2kahetMs98ZPNhaMgW+AhQMf7zK2cdunUHGTTODE4uEJcvU6Pwe3l3d0ygbmCZP0LV6XZfMBmiipe54C2OC8baldJo022Uj7Vdm3fHaNcnaPQHHPrXEWajjiiisK+x0Ybc0X+WIkelegXmt3PhrwdpUenxQDNujbpFLHLDcT1x1NFFThN2dc0m4pnIN4w8QGf7SNUmWTnG3AAz7YxUDeMfEe8t/bN1luvzD/Ciiutnrexp/yr7jNvfEOs3asLjVLuQN1BlODWJaavd6RrS6jbMrXEZbaZBuHzKVOfwY0UUkefjoxUFZCaKB5sjdwABXSWNzJtbBAxIyjjsKKKpHiT3NZDkR552twTT9TvZrLR7qeFsSJGdp9D0z+tFFYz+I66K/dnGaYgIBPJNbEvywnHpRRXHW+I66XwmpommW09val1bMiFmIPep/EmlWlnbxPAhUlgCM5Boor1ofCjrjJqcVc46YAMcVQuT+4YnnEgH6UUVi9y8X8DL/iDxXJ4ht7eGbSNMtTboscUlqkilI1BwgBcqBzk4GSefWte2maFrdVxhm2nPpg/4UUVR83PodBazOwDk5PT2q3bMUQBeBRRWVQ6MNscRqlzLfeJbkznIiPlIOwUf/rrZiGy0JXjiiiuLEfEd1LqbOgxImixzKMSyPI5b3BwP0FdrpsEYsY22DLrlj6miivSo/w0TiG1TMHXdFsTbzzCLbIfmypxivIdcleOYwocJ3x3oorVl88vqctRmk+I5tKWdJLDT9QjmZXZL6DzMMucEEEEdTkZwe4NOi1S81TVLy/vJjJc3MnmyvjGWJPYdPpRRU9Txm2zbs5GJ5NVPEN1KIYbcNiORvnx3x2oopT+FCo/GzQ0KJAF4rsF4hOPSiivEq/Ee7D4TM0+Rhf3L9TuK89sY/xrqNMhT7YOPuruHsaKK9fDfwkTU2ZvuAY+RXG+N0SPQbydUXzEj+RiPu5IHFFFbM8qm2ndHibOzNuLEn1rV1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRRIx3P//Z", "info": {"video_id": "124728", "label": "squeezing paper", "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": "51b50e7bb7e66f1ee4948304d9253ec89309c96883253fe8fdd5999f2c2340da"} +{"episode": 91642, "episode_seed": 4044593078, "split": "train", "timestamp": "2025-10-13T03:53:30.474108", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4044593078, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "197372", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "197372", "label": "throwing color pencils", "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": "d292e242ac7c24a5c3fb9ffc223f44cd30c6bfe186e0e4bfda9eb44782345684"} +{"episode": 91643, "episode_seed": 1584174599, "split": "train", "timestamp": "2025-10-13T03:53:33.948201", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1584174599, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting (wringing) a wash cloth wet until water comes out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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3gmzcMDs2MnHt9KcVyUnFbi53Odykngu+DLHGF+dcx7uAw7YP9K5XX9I1Cxjkae0dQM/NjIxX0n4g8N2Muj2lshkKlQ6zKwVsgDGMcfhXlXjOS8i8P3djdO0knksBcgYD45wfRsfnXKp2q8q3W6LVeMrwe57P4b8PWugabHaWyDd1dgOWP+FSavqy6awQDc3f2rQlnFtAX/iPC1wfijUFtLIzv80jNhFPc/4V0u0USk5SNGTxhKASsIrxrxc32Txo2ppEIodQO8gdBIPvfn1/GurtdYMhKXaCPPIZRx+Irn/H1zaNojQqPOuFdXTYfudy35fzqE1U0R0QpzpzvYfHJ9vZZ1PO0xkfqP61n6ZqlxYzzWci5BYnntWV4R1lGm8i4fC8MTWnqPlnUjLGQVPII71xSp8snFnepKS5kbtlhAdvGe1b2k6bZ+Io7vw/qH/HvfxYVh1jlXlWHuOa463vCuBnBre0q+ktL62u4+WhkV8euD0/Koi3CakTUjzRaMDQTrngnxbceHLjVLzS5nJYTQKJI5wAdshRhyMDnHP5V6DpGnw6nqUtvquqzSajKvmQukYjjmTHO0dCR1I9CD61v+NfCVr450CC5spRDqUA87T7teCrddpPoeh9DXzrJ4l1SwE+k6s06T2k5IG7bJDKpPKkdDn/ADzXpzpRrLU8aceZcrPW9O+HaN4xvBdRDyVCP5gX7689PQ9j9M16Vd3unaBpoluZEtrdBtRQOTjso7mvLvhx4yu5rbWNZ8SajJIgSGK1WUL5jKN5wAAMsSeTWN4g1+7128e7uGwvKxRA/LGvoP6nvU3VNaas6aVKU7J7I09T8f6zqepyCzne0tc4jijIDY9Wbuf0qjNqV8JluZ76dGTOHMpY+/U1zcMoS6VuNx6ZNX7q6t0QSzOJCv8AADkf4ZrCcpNnfCEUtEOuNTbU0kW7aa9RvuGbk59iazp4mfSJ7SytWjupv3XYbQcAk+2M1TvvEyNKgiX6qq5rV0O6u77UFk+ytGrrgb+Cfwpe9FqTG4xcXFHoXhH4b3GmeHUt4dV06+MuHkiuYCdnsrA5wOT06k+teoiMpHGh/gUD8hXj9rfXVk26CV0x2B4rpNO8czROqXyb07muhz5tzyXCxV+K3giXxDpaatpin+19PBZAvWaPqU+o6iuP8BePNYfQH0dbC31aCAMxjln8q4UFiT14bBJOcg17ZZaja6nAJbWUMMcr3FePfEnwpL4X1KXxjodsGt5Ri/t142MSCJVx05Az/gTWitJcrEXRoepa7p0t0baHy2LKIfNBdMHoe2f8RXW+BPA9l4YsllECfbJB8zY5Qf3c/wA68k0j4ky2tzHqFpHCHchb21ZtsdwOzg9EcDv0I49MfRayLFEZW6AZx61jSoezbIhHkvbqV9Qvo9OUGU4J7VlN4rt1HCMapazI93udiSc1gNHgcitZMtIl8SahpmtQOlzpcFxIU2h5IwWH0PWvF4fC97p1xbylTIIJDJwME4PSvWZIqrSQhhjFQqjjsXyozfhn8PtSKzaxNqdmk9wWxZ3EPmKc9zyMHBI4zwa9We6tfBvhuE6o8MaebsxbIdu5iThR1rzr7YdNhaYyNGqdWFct4z8cXOpaPDauHeKK4WRZC3QgEdPxqk5zTaNKeGlL3ktFudT8TUii8RaPrkTLLZahb+S7DplOQfxVv0rl/DzXnh2/863mj3K5a3kbJX0G4fTg1Wg1m51nw5FYyTloEfzI4zg7Wxg4q/ZRiW3WN/vRHB/oa4pzdzupwtGzNfRre48ReJZVuXgiuJZXlYxKfL4XHAPOKpXGgtoXiG+WVdplCEMB8rgZwR+fI7GqGp+dp9q97bXE8M0GJUlhOHQjuPX6dDUMXjTVvFYafUDC0dsgjikjh8vzCeWYjJ9BRGCcHJGLhy4iLW1v8zXaaNSSTwKw9Q1yW2kEluv3Dk1Hc36letcxqmolnIU4HeqhT5jolNROw07V3uGeacjJDO3oBUc9tB4htZbGLb9oSWOYSbckY6qD+WR9K5CzvC8It0Zg1yQrkHlUU5P5nH5V0Vjcf2e8UcRKhQdvOT75rqo4Rt897WN6dL6xTaexLpmiQ29xd2V46zJdH95GDgEK2RnH516BpbjT7WCzslQRREFFZQ+wjoQTzn8a8/0yzf8AtySSMnykBbcec55H+fausgvFtk+9k4zXBiZ1IzauYfV4Q9y2x3Q8T61tybqP8IVri/Emk2/iDVv7TvJHjvTH5TSW58suO2cd/eqMviY7doPQ1iXviiONsl/mz61EJVm92T7KkuiPSY9d1600aDT82V/EkYjDXAMcgAGAcrkE/gKhutBGtaPcLHdwXswi3vEiFXxjkLngkVyVp4oS407apzKxxuPYd609N1WW0mSeKQrIhyCDXXTwrq/vKm62PNxVOnzpR6Hp+ozgk5YKqjJJPAFeTeINRfWL+R4ixto1KxAdwOS2PU/yxW/4w8RwzQpY2c6yCcBpXQ9E7L+Pf2+tc3GyCIDsvP0NOtP7KO3C0ftM55dTZ7yYK+QvP4GsrXWu9RnEdjHyQNwx6CrG9U8ZsqqAk8WWA6FvUV0ULSeG7vzrzyvLuUCxsvPXnB/CoTdKSkjsjezR5DFJJbykAlZEOK2LXV52URucgd6b4rML69NdW4HlyNk49e9Z2x4ucGu1qNSKk0ebeVOTh2OqtL8SMMtzXX2VwBbof4jwK8stborMATjmu1sbvfCgU5wK46tB3SR0Qqrluz1Twx4wj0mP7Dco8luX3Kyn/VZ68dx3/Osv4hfDuz1rxZb6/HIv2e6iHnKg/wBY6jhgfdcflXJwzHcDk11uk+IZP7P/ALNumLQht0Lk8xn0+h/SuqdKUKVoPWxwKopVLtHN61ZrplvFDEoC8gfQVhTXBC4J4rq/GTCNrQEjDK5B/KvPJbva5DHgGuSjG8E/63O9S3HHzZbyIA8Z6elbV/pTyxx28cqxqwDSSHqo9veuYOrxw3G5uMHggVevPEn2iAJGdqhcbu7VrKErqxUZRtuXC+naO8aWy5znc5OWb6mrMXiSGTU7aOMqjZwCoJx9a4kNc6lciG3Uu/r6e9dloek22lyh5wGkcYZzyRU1KcYq8nqOFRyfubHdQXNrMgWOYMRxzwaSWPjIqC0W0aMlSMVJINijkqD0I6VzqvbdGc8NfVMvaBfS6fqkTq5CFtrDPBzXqjxw3to8U0ayQzIVdGGQykYINeMxzupO5Rhedwr1vQ7kXWmQyA5yo5rrp1FJaHJUpyhufNOq/Dm/sPGd9pkUb/YYZd8UrdGjJyv44OPwr6ZvZv3Kxg9qxPFdqPNguQmd2Ub+Yq+xMpB9quNWUpyUuljOUUopoi8jzVZcckViSwlSQRyK6q2iy44qnq+nMrtNGvykcj0psSOXki46VAYq0JAOQarnGeMVi0Wcb41u1tLCG33bWnYnOMjC/wD1yK85u7iWS0ljmCMpHDp0/EV3PxJGJNPycDY5H1yK87mkVIyuQQeprvw6tTPWw75aHrcueHLhlYbWIz2zxXcWk484SA/Kw2tXm+nLLaolxtIjLna3Y46/zrstNuA7f7LV52JhaVznoTurM6qSISROrjcGXoe4rBv4INJsbWKBQscinFb9rJ5kQPXHymuW8cTtDaaaijGHmGf++T/WuaknKaia1HZXMC7uiHIzWPMDI5OakkdpcE801kbyyF+8a9OMbHJJ3HWEqLfbehK7Qfw/xreSR5zEig+YHAP48H+lcq1vMlxHtVizn5QByTXTaM4iVp5xtkBKYPt1P8h+dbyqclO52YSu4xcWbUOrw2v2i3R8lCEDeuBjP4mq/wDa7NIBv6gCuPvLh/tcjIcFjT1uJE+bkmvPeHv7z6mLru7N/V9QW2f5DncOa5i5ufP+cE5zzRdNJOCzHnOMZqovykqe9dNGkoo56lRtnUaLeeWI13A+v1P+R/nFdja3YMa8j0wP8/5/KvNLK4MU2c9T+lddp91lRuOR1yR/n36+/vjqtZWOO93cvWUwlEgzyeR9attdbbV33YKjPNc7YXHljk4ZGIrStreXWbhdPt3VJJsjcew7mvKlH3tT3Kcly3MBJLk3ttq7ArbrP5ZbPc/0r0HxBp8WvaZYx/aPKwQ4ZOTkDH9a5LxX4ffw9oVukd2LqCYsHwuDFID0PsRj9ax/D2q3CPtluHKAYUMelbVk5x54PYzhVXNyvqa9l4IvbnVjbvcQtH/C755GRnj1xXsWqfCrStct/OSP7PI4+/EB1x3HSvNNC1SS68Rx28CNPK4KIi/3mGAT6AZyfpX0fYqYrfyz/Dj+VKDk4pyOPE2jO0T5a8Z/DHWvCYN5s+0WIP8Ax8Rjhf8AeH8P8qzdEuGWBQx+bqea+tb+2gvbKa2uY1lglQpIjDIZT1FfJuv6f/wjfi7UtKV2eO2nKIzDBK4BH6Gumk77nNKTsdBBNkg8Z/Q1oRSd81zdndBlBBq5ocbax4lk02XU57SNlkMXlpuLMqFgvoBwTk+nvW5lcteJr+RoLNHbcI0k2k/hx+lefXd0ZH3Ka1Jby6vmtkklaQudqhj03YFX9Q+GvivS4TLcaPO0Y6tCRKB9dpJrOUYppm9ObtY5I7pDyafFbyXNxFaW4LzSHaAO1STRSQbkZCrjqCMEVveFYm022m1i4gkCyEwwysh2k4y2D3PSlJ2jcqKcpKPct6YLbR2dMcooG4jBZu9U9R8QG4vESIgDPXNUdZ1IS3MrYHmuxbA96dZWVmbcSyguJF5PcMPT0rKnhud80j0IXm/Z07aHXaXqcCQhnfPTGTTtT8QEERJL8oyFrh5X+xXACTrNGRuDA9/Q+9bv+i3uiiQQiOaNdwdm+ZwPauaphlCWoSk7tdUdBY6rJGjgtu3DA3c12PgvxCdM1FEuJW+yy/I4J4X0P4V5dZTkpGT/AHR/KtO9vJYNOMkLlHDDkda7KNCMI+bPMrVnOXkj6I16EXGkyEEZQhwR7f8A1qbAm4CvLP7dvY/DUEtj4j1SaMTG1Q3EaxrcbUBZoh12qSFO7nkfQetWg+QfSolT5ZXJUrqxbt4sc4p9wcR7D0NTQrikuIQ6ehpDOSvbWGW5UquPXFZ1xY+WFkZCIt23f059K6KSydTnrzXHXfijTTrN/pOpMIXsbYC1DSYaSR2JJRerEnaoA/lQoKQ3KxyXxf0K5gsNJvI2JiffHuI4B4YZ/DP5V5Tpmg6prVzNDZwS3EkcbSssQz8o6mvrm90Cx8ReGotM1iHzYyqswDEFXHcEdD1qLRPCWjeFreVdMtgjyDDysdzsOwz6VcKijGxupwcEpbo8F8Q+EbrSPBmgytGytFCwuUI5V3bcM/yrB0e5Ec6qx4FfQnim0ivLSSCZA0ci7WFfPusaZPoWpNFKp2g5RuzL2NYy99NMdKdmdfa3AhmIz8j1u6f4Fs/HDv8AbLye3W1xtEKqdxbuc/7tcH4anttW8Rx6fqGo3NrBMwVJY5oo1j7ksZOMYzwOScCvUfg+blNY8UWdy9zm1mjiVLnG9ADIPmA4zwM44rKlhpRfO2XWxMWnBbkR+Adk2PK12dR/t2yn+TCqU3wBvBcwmDXYGh3DzC8DKyr3K4JBP1xXuMY4qWuxI4XVkjkofCOgaTBaJbaVa7rUERSvGC4Y4BYt1yfWvmvxrqT3vjHUZIIyIzIyRhR1AOAfxxX1tdQCQDtzXiln8O73w5dar4k1SNbl7USNZwKQwduSrt7A44qGveNqVSybueE6paXFleNBcIySpw6nqrdcfrVVbmYEAuePXmvbbv4eJ46mfU9AvImW4s0uXWRW/wCPjG1k3EDGSM+xryq90Cawv5LO/iktLiM4eKVcMp/z3roirqw4wdR3g9Spb/aLnIYbh7DpU66FfTw3N1HA7QW6eZK/ZR0r3z4IaREfCGprdQxTxfbf3YljDAfu1yRn8K2vFGjQTaJqFjb28cazQuoWNQozjjpWUm4yCbteDWqPlhSUbv8ASt3S7puBnnqMdf8AP+frl39s9tIVYEEHHSug1rwnqPhbQNG1G7aeOe+MnmwmMj7PgIUDH+8Q2cdvqDjoOW9i/YWsd0Zd+QVyQVOKW8U6Tc29xaSOshbGSe2KKK83qe9Be6XdX1K4u9MuIZyro4VmBHU+tWrDwLo02m21wftCyP8AeKy9f0oopXaWhlUS5j2XwP4e0nT9D0+e2sIEuDHtabYN74JGSe9dZH/rpPwoorTojzZ/Ewl+7XzX8Z7aKDxxLLGuGmgikf3bGP6CiitaXxGb2OQ092woz3qaHU7jR9dN/a7POiY7d65HzKVOR9GNFFdJmy74ZsYb3xDplvKD5ZnQHB9CP8K+pYeuaKKxqbo2RU1XwtofiGMRarplvc5/jKYcfRhg15R8eJzovh7Q9E01EtbB2cmKNcY8sAKB7fMT70UUobk3PCCPkV/4uua3rBFktnhcZQ54/L/GiiuqnuengUvaEc9tCmiXCrEoMUq7Xx83J9a0LdVHhWZwPn2A579QKKK58X9n5GlVJS0/l/zIrN2O3ntWjesTpZJ/vLRRW54ZZ1HxTLrItFbTNOtXt1RIpLZHUoi9EALlQvOTgcnmvpWz+4n0oorCt0LgaadBSyfdNFFZIsrsBkViXnhrSLzW4dUnso3vIfuSkcjFFFDKNncQMCmSMSGBNFFZDRzmtkmA5rzXx5axTaA8zrl4SCh+pANFFNblRPMNO119IaeM6dp19DM6u0d7B5gDIDtIIII6nIzg9wa9m+B1/c6nqXiW+u5PMubl4ZJXxjLHf2HT6UUV1P4DCXxntydKfRRSiQ9xrCopI0kjKOoZWGCCOCKKKhjQyysbawhEVrCkUY6KgwK8v+O2kWUvhuz1ZoF+2Q3KRCQfxI2cqfUZANFFaU90a0P4qE+BrN/wieqR7iUS+KqPT5RXW6mo840UVNf4ma1/4r/rofPXxR0+3stacwKU37XIB4yeuK5DUPEur6npVtpd7fTT21tI8qCSRmJZgvUk8428emT60UVrT+FHLLc//9k=", 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", 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", "info": {"video_id": "198210", "label": "twisting (wringing) a wash cloth wet until water comes out", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "198210", "label": "twisting (wringing) a wash cloth wet until water comes out", "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": "913f464c381b6363aa166ac9849e67a947d01fc0b91b0813a80dd8495dd6cdce"} +{"episode": 91644, "episode_seed": 2651545406, "split": "train", "timestamp": "2025-10-13T03:53:35.619856", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2651545406, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 small water tank towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "169993", "label": "moving small water tank towards the camera", "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": "169993", "label": "moving small water tank towards the camera", "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": "843a9d3cbc1e552326451ce14592340b6ea01fe5c2a476615a25857d13ffdaaf"} +{"episode": 91645, "episode_seed": 3709790264, "split": "train", "timestamp": "2025-10-13T03:53:37.328137", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3709790264, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 kettle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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EZI8j+NfmH8sfjXnmmp5Oj2kRGMQIMHtxXp934m0eEktfNLjrsG7+Wa88uSpldx90kkfjWVR6WOrCr3mzNvTtHsRXG3xbzX2HDBsnPpiuvvWBT3FcdqbrFKznnI4HqfSnSLxHwkF7fxzw6faux2QrmQ+5b+g/nWhqMizm3ZflDo649Dx/hXMFt1wS/wAwGMj1rff7T5tleXo+aSbLduuOo7dOldLVjzUzJFsyG2acbYHOCykHI78VNa2ZvdTWLc0cB3bJHUge2f0rq/FWiJLplqum24ARjuCckAjqaWWFF060WOSJ0ICBVPzKV45HbNS22hqOpc8K7dKtZxMpKzvszjsOhHtXu/lR4GWPT0rwyQqtvEq5xgE59e9eg6/4/bSrkQW1l5wVAXk3BQD/AHecduazaNE7HaLDbg/dlY/7IFSNHGq8W0v/AAI//WryOb4taksh2LZxoOz3Iz/46ap3XxUupV5vIlz12Ox/9kP86OVjujufiJoR13wfdxRQf6RB+/iA6kr1H4jNeO+IfGt3q/gnStIJKiA7Lhs/63aPkz+GPxrt/BniqXXNYmWa8kkSJd+CWCgYPrj+VeZ6tDDc6peQw7IhLMZIQThQcn5fYHNXFW0ZnJ9Uc8DWpoV7JYaj5iNjMbg+hwpI/UVRubK7tJzDcWs0Uo/hdCD/APXpwR7aNvNG2V12hT1UHqT6Vq7WM1ubGkXLLqxczrGNheR37nrj6k4FAs31PyfLWU/O6lkGSOfSo9C0w6k2ZGKwRt823qTXWeE2WzutQtJHVQrbhuYDjPv+FQ7LYtK5xMMbJLNp6RLJO77VZxgjHpXrfwa017CPWY7iP96zRHcpyCvzY/rXG3GlW9jr8mpCeGaN2JVI3BZM9c4PpmtyLxHL4eN9Jo04W0kYfvLqM7gq5xwAecmolrsOKSd2e2LEM8W4P+81SEmME4to+PUE/wBa+ebr4jatcNxq8wHpBDj+eKbD4l1jUZooCmoTbmAZ3XgD1OQ3alyMvmTZ694uvNNutAvrC8njkWWPaUXqD1B/AgV4eZp4LQWXnsYoiRGueFBOTj8Tn8a6a6k/cTuf4jtHA6CuJupj9sZl5wc4NKDZvOkorXcSWBjKoycnvVe8cRQ7ckncMk96uXWsxu5ZLNUY9Rkf5/SsS4ne4l3P+AHatUnc5G1Y1dIkuBcNHaoJHlIaRsD5QDkAHt7/AJVteH9GOrwiVpVUQOytGV3ZyareFWUW8qZXerA9OSDVrTtXbQb+/iWASh5MgF9uO/pz1/Sh7gtjP0HSjearcwvbeesWVSPHJbPp9Aa6LTLdRIIlAWCAl442/h9cfjzVBtTN3L9shgS1YMS7QEglsdSfX3rpLSz8vRbe9YjNwzADOTwB1qJalRRwNqZZ7su65jyck8AV6l4EiW8tWbZ8qShAT9Of6Vx17AdpwmG6Zr1DwFphsdEtInXEjgzP9WOf5Yom9DOjrLQytZg+x6hetIAWkmIiHcDAJNWvD82VnX6GrHjuyaHVLa5Gdk0eP+BDr+mKy9AkIvHT+8n8qnobnGeOUN1ruoSA/wCraKPn/cJxWPol3Z2D295NEly6zfNbvkB0x3Ira17zbq48RbIA0YuQxl342beOneuNaPCA/dcc1rHYxluV7uVZLp3UAKzHAqsxwwPfNOJO/JFWtOs/PvIy5GN2Qvdj2FWSegeBrYzymFxlbctn8R/9euVvrRre7u7cgfuJGUZ9N3+GK7XwVDc22uvHPH5ZuIxONj5UryvPHXOKx/G9sbTxPcDGBIode3Xg/wAqz6mq2MpNal0+xjht7i4j8z76wdTj3z/SiPUdXdTJFZ6hIjcB5ZCBn6hR/Oun8BWcd1LevJAH8qNT84zyA3+FWVsobiP7VL84Y4G7170roLM5xND8ValEHFnbpGf45Zg+PzZv5V1F3mIpHIRvCgMPfFdPoDQwaayqqKqMSeB9a43V79ZbmWZjy7EgelZVHc6sP7tzL1C5CzbQeK5TXJwZFC4yec+lal7OSxOa5q7mMs7dwoxV0o6ixFT3bEVuwSdHxkqc49a67Vis+j+cvRSsg+n+TXLacvmalAnbcM11tpF9p0ZoCOQjR/lkVrI44GSda1CaRI5LyZlJ2ld2Bj8K0NG2z6tFDIQF/iOBn/PtXOLlCh/jU85q7Y3jpfxvE21ywBz6dKTQ7nWzSgnAPA6UyNF8QPJDdqtwS28OPlO7Hr6VXL5yc8Yq/wCEg8uv2lsvzDBdzjqAM0ge6NKXwXpVjYwzraLLM7YCylivA54zS6X4dtF1CMTW1oEdhuXyFOM9ueld5rVhGNKtbiX7kEhdh68cfrXJQXDm5WVjyX3H86hSbNOVGj4hsNO0XQLq4gt1V2XyVCIFB3nHOOteMupnuZM5JLGvZPG779Gtos/627iX+ZryjzhpetM/kiQwsVZG6EjI/KrhsRMXU4dV02xtBPPcpbTR74FMjbSucZX2yO1c9JnOc9a0NR1Ca8SFZJHZIl2oCeFHXA9Kzn4AHtWiRDZ0XhW4ZJpIv4XGR9R/+utDxLZG01NQQP30KSDPr0NUfDsHlvYOyk+ZOcgDkgjH9K7Px9ap5WnX6LxjaMj2yKzluVHY47TlDRS5xjPQCtvT4vMt7Z5fmSWR1YNyrAbeDng8mueWd4BI8eMMcMODmtXw/FJqGuafbqx2PMGYA8ADkn8hSG+x30ukQad4eaTyIlbeqGRUAOCeegrLaxWCUM7u855JZicZ+vtXo9xYLN4fuMx7yo80L6lTmvPQzTEysfmdi1ZOWh00YXmihqMH7lsdMVw4thJqgidwiseWboK9DuxuiIrhNXtcXHUjtkUUnqb4pWV0Z09qospJ/wCIn5foKyGP8q6DUMR6SUHsorAC+ZIAzBRXRB3PPqx5bI6Lw8PKeGU/8tg6/lgj+tXNZtTHqUbnASaIZJ9Rx/hUEEcsCWMgEYgDqV67sNx9K6fxXYtHoFjdgdJCrfQj/EVLeoR2OYtZo47V4pGKuTxxxXW2Wpm+0e1gKbVtQYwc5DZOc+1cM+WgHTrkYHNbmlXm23IznBIYUmNXO+vPDAglt47WMG1VVDuzcqB1Pvn+tdtoxBcEDA9PasfVZ/KhSMH5pDj8BWnpLhEXJrFlxilsWPHVoLjwyZ1Hz27rID7dD/OvPtCfGrQjPXI/SvTdadZ/DGoqeR9nc/pXlmgEtqUbdkVnP4CnHYctxnh2GLUI9XEo3Jc3zo30O6vN9Q099K1ea1nyfKYpk/Tg/liu88N3xsfD7XCp5s814whj/vuVOM+w6k9gDS654VnudAF3FGbq9VzJcAcPKrdWHuD29MDtWydmZNXR5m5TeWBye1dT4J0NL/Uy0jKGjUOM9euOBWHa6Y93qC29tDPLKf8Aln5ZBHrn0HvXqVloippFmbQpBewqJI5gON5HzBvVT0I+npVSZMUWLSZY/EtkGQRzCCWB09CpVhj2wDWX8TrMG4sroKCGVoyf1FXL2/ikltNVeBobqzvFiuYSctHvBUj3HIIPcVS1GFvE/iGXTLjVZ4bYGR7cRoHyyxlgo9BweT/WoSLbsi58JbfzptVRmDfJGpI991M1ICG6Fmg2pbApj/a70fAmSS4k1neScCAjPvvrS8fxQ6f4hkdGXM8YkKg8qehz+VQ3aTRaXMlYxptVNpp0tupwZCMn29K4y9umeUnNWL27LkjNY80nPWluzde6rDJ5zsZiegrEyfm9T3rUYq2VYjpnms+QAZUHJNbwVkclWV2XNEtnmvv3ThXVS24rnAHtXVaEjCS4gdt5WTOcYzkZ6fnWZ4VhRXlYkbzgY74I61rWLeVrcgHAeNT+IOP60pMIo5W+i8jUJ4ugWQ4P15qGFvKuA5HG6tjxLEINYL4BDqGwfUcVhT7kjyD3xkU1qJ6G9NdFbR8H+HAr0TwBpJS8ur+QHOBDHn35b+lefa1oumWvhq11PS9Tvp0N19lH2mERrcEJud4hnO1ThTuH8Q9wPatCtvscMdsWDMnLsOhY9azqXirDiuaV+x1Goab9v8O3NvjLGPK/UcivKPu4HQ+npXtliR5IB9K8f1+2Fj4hvYBwokJX6Hn+tZxNmN8YFriy0OKN2VprgEFTgghe351594ns/wCytcnV3kYt8yu3JcHvn1zmu71aTzL/AMKxdfnZv1Aqt450uPUbGzMQ3Xm59qgZJjBJY/hx+daxdjKSueVXK4w2MA9qhQASLld3tVq7EseInXBXin6dZvcz/KBxyd3StTKx29hokb6BLfSRoLqONWU90w2ePbFdd4zsxceD2ZcHyCrg/T/61Y0V4uo6T/o48u4VGhaI+4+6f6Guntcap4PCNz5tsMj324P61i2bJHjHVWUgA9z2rtvhlapJqV5cNgtDGiJ7bs5P5L+tcx4btLDVPEyaTq15cWkEr7FljlijWMg8ljJxjAPHUnA711/w6tpLDxD4gsXWdPs86xhLgASLguPmA4z6449Kc0+W4otN2PbNOjU220jIIwRXleqWX9m6tc2faOUhf93qP0Neo6fLtQV554xb/iqbr6L/ACrmlsduH+MxJsFDXJavHufIHINdTcNhDiua1D+LNKG50VVdHN6u+LZF7ZFZdtF5s65Hyg5Jx0Hc1rXsYmiO4SbQeqoWGfQ+la2laXJp0LzzwvG0yERq4w23I5I7V2Rdonl1VeZbvYkGmBlxhEypH+yciu28QW4vPAblOqIJVP61w0OLYLDJ/wAeTttBP/LInsf9n+VdvoFy194VNpOPnWHyz/tAZXP6VDBHlhAwAgblvmOfX0qGO7eE7kf5jwR1zUd5m38xNxDq2zHpg4/pWv4k8J6j4d8PaPqN6ZlnvjJ5sBjIFvgIUDH+8ytnHbp1zi0iHKx6xrzsL+EZ4EYx+JrWsGPlCiiuc3L+qyMvhXUiDz5DD9K4Lw+oFvfy/wASW7YP4GiiqiTIwvBcYnCPIS3lyLCi54UOu5j9TgDPoK9F3FCGU4I9KKKue5KMe7ncavdsoVW/s8ElRjPztV62RUhjVRwFAH5UUUhmB46jFtDb38OUneSGFyOjrnIyO+CMg9ua56/1CbSdWvL21CCWGSXYGXIGQVPH0Y0UVcSJGl8G7qSx0/xNcQ43wwQsu4ZGQH61kape3F5cS3FxK0ksh3MzdSaKKzn8TOih8JgTsapyHJoopoqRf1PTreHS7KZQ2+WAOxJ7kmufjjUy45ooreOxxy3OlIFtaR3EXyyQBSp9RkZB9qu5xrFuR3Vwf0NFFZstFfxgo3W79zkfpXLz8J06AcUUVUdiZGnrvi2TxDDbQzaRplqbdUjiktUkUpGucIAXKgcknAyTz617xohLEMepxmiiordCqXU7SzJAXmvMvHHHiy4x3jQ/pRRWUdzWRkX4/wCKj8ML2EJP61oaEftWr3VzN80kczwp6KikYH/jxJ9zRRWnQze55/4+sYdI8QSwWoIhkAfY/IQnrt9BUelQpHZxyAfNIMsTRRVv4SFuaau1te2s8TENJKInHZhjv7iuv8GTOba6ty2YlMhUHt85ooqXsaLc8zvdbOh6/qsA03Tr6CW53GO9g8wKy5IIIII+8cjOD3BrrfhnqN1qmr61qF5L5t1cuksr4xljuJ4HQe1FFVP4DOPxnr9nM+9RniuG8VsT4luyfVf/AEEUUVxyO/D/ABGJcf6uud1D7jUUU4bnRU2NXw8xj8EauVxl3Ocj0C4pNfkeTVJC5zgYoorc817lSBVcFGUMpwCCOCK2PCRMUN1ApPlxTyRoCc4UEkD9TRRT6C6nnfiRRHrF4F4HnE/oDUOo+JtX1PS7fS729mntraR5UEkjMSzgZySecbePTJ9aKK1jsYy3P//Z", 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P/wBVQWc54x0GfWPCWoWaRsZDEZI8j+NfmH8sfjXnmmp5Oj2kRGMQIMHtxXp934m0eEktfNLjrsG7+Wa88uSpldx90kkfjWdR6WOnCr3mzNvTtHsRXG3xbzX2HDBsnPpiuvvWBT3FcdqbrFKznnI4HqfSnSLxHwkF7fxzw6faux2QrmQ+5b+g/nWhqMizm3ZflDo649Dx/hXMFt1wS/zAYyPWt9/tPm2V5ej5pJst2646jt06V0tWPNTMkWzIbZpxtgc4LKQcjvxU1rZm91NYtzRwHdskdSB7Z/Sur8VaIkumWq6bbgBGO4JyQCOppZYUXTrRY5InQgIFU/MpXjkds1LbaGo6lzwrt0q1nEykrO+zOOw6Ee1e7+VHgZY9PSvDJCq28SrnGATn1716Dr/j9tKuRBbWXnBUBeTcFAP93nHbms2jROx2iw24P3ZWP+yBUjRxqvFtL/wI/wD1q8jm+LWpLIdi2caDs9yM/wDjpqndfFS6lXm8iXPXY7H/ANkP86OVjujufiJoR13wfdxRQf6RB+/iA6kr1H4jNeO+IfGt3q/gnStIJKiA7Lhs/wCt2j5M/hj8a7fwZ4ql1zWJlmvJJEiXfglgoGD64/lXmerQw3OqXkMOyISzGSEE4UHJ+X2BzVxVtGZyfVHPA1qaFeyWGo+YjYzG4PocKSP1FUbmyu7Scw3FrNFKP4XQg/8A16cEe2jbzRtlddoU9VB6k+lau1jNbmxpFyy6sXM6xjYXkd+564+pOBQLN9T8ny1lPzupZBkjn0qPQtMOpNmRisEbfNt6k11nhNls7rULSR1UK24bmA4z7/hUOy2LSucTDGySzaekSyTu+1WcYIx6V618G7NtLTWUuhiRmiO5TkFcN/8AXrjrjSrex1+TUhPDNG7EqkbgsmeucH0zXR2PiCy0GS/e1E08EzqIFl+UkLnOfzqJa7DjZas9O1TxJo+krGbu6CeYSFB745NZDfEnwxG20ylz7ZNebapqs3iCdgVFtKUAiIw4U++Rnp6VVj8J6w1ibuTV2ji44VTu56DGRSUUtylO+x6nJ8R9F25hiDZ/2uf51Hp3jePVdQW0gs1GeSxY46/SvKovDlzcTrF/aeoMjNtU4x+m6uq0vwhN4WuJNXF5JKYYnZvPxgAAnPXk5ApuKC7OD8W6ZFZeJNWs7L/UmXfGnuOSo+mTiuUzXQatdSXuqSzlv3hbcWXjn1HpUVw9vNEHudPQzHrNE5j3+7KOM+4xWqehk1cyoB5kqjoB8zH0AqzDK8syyKN0ivlExnnOcmopZV27I41ij7quST9SeTWr4XEf9qndjlDtz2PFNvqCXQ0dKsJNU1We1v3eOeQLI56nd1z+tVfFVhJZazHDAXcvGuCx5Pb+YrYu5zpeuQ6gse8NGcqTjdjg89uop0/iBdUkEcunwCQAlJCxZl+lZ9bl20sdB4b0qLUGjllijkdPlbeoYnPTJPoKu6lYRvqd5CCYooWwyISoxjjpxV74a2LnSBcSZzPMzLn+6vA/XNXPF8H2XVxGibVuCJmb+9gY/pWblqXCN0jm1t0EeEHA4Ga5PxDAQM/nXZgYWsDW4PMRjisoy949KpC0LI5P7GsttB867pWIZc8qBjmsy+RYrp0UYGMitazhCTlskn7oHpWTqbZ1CbHTpXUnrY8ya93me4ywj8+9ii7McH6V2dvEb/QWi6t5BH4j/wDVXMaHAzTloijTAFgGzgAdeldz4LgaeeW3kCkpKwO3pzz/AFpzZnA5GL5WhmOOD8wHUV0Oi6wmn63HcwAyblMeOVIyMZ/An6GsW9ha11Se3ON0UrDn6/4VFZyeReAk4UsB7VDLOj1zV59NWJILi4j87O4QdWxjqc+/vWTHqOrupkis9QkRuA8shAz9Qo/nXceFok1CS4eWJJPJQN8wzzgn+lV1sobiP7VL84Y4G7170JoLM5xND8ValEHFnbpGf45Zg+PzZv5V1F3mIpHIRvCgMPfFdPoDQwaayqqKqMSeB9a43V79ZbmWZjy7EgelZVHc6sP7tzL1C5CzbQeK5TXJwZFC4yec+lal7OSxOa5q7mMs7dwoxV0o6ixFT3bEVuwSdHxkqc49a67Vis+j+cvRSsg+n+TXLacvmalAnbcM11tpF9p0ZoCOQjR/lkVrI44GSda1CaRI5LyZlJ2ld2Bj8K0NG2z6tFDIQF/iOBn/AD7Vzi5Qof41POau2N46X8bxNtcsAc+nSk0O51s0oJwDwOlMjRfEDyQ3arcEtvDj5Tux6+lVy+cnPGKv+Eg8uv2lsvzDBdzjqAM0ge6NKXwXpVjYwzraLLM7YCylivA54zS6X4dtF1CMTW1oEdhuXyFOM9ueld5rVhGNKtbiX7kEhdh68cfrXJQXDm5WVjyX3H86hSbNOVGj4hsNO0XQLq4gt1V2XyVCIFB3nHOOteMupnuZM5JLGvZPG779Gtos/wCtu4l/ma8o84aXrTP5IkMLFWRuhIyPyq4bETF1OHVdNsbQTz3KW00e+BTI20rnGV9sjtXPSZznPWtDUdQmvEhWSR2SJdqAnhR1wPSs5+AB7VokQ2dF4VuGSaSL+FxkfUf/AK60PEtkbTU1BA/fQpIM+vQ1R8OweW9g7KT5k5yAOSCMf0rs/H1qnladfovGNoyPbIrOW5UdjjtOUNFLnGM9AKdqZlGkWkgLFpppF4BOcYOP1qus7wCR48YY4YcHNaml5ngkPVeMKDwDz+vFHmE9EJoRMV3aqyfvpHCgDnkmvWr/AExm0LEACkTpz2xnGa8/8K6Y114pglK4itgZiMdxwP1I/KvZjYG70K4t14d4ztPoccfrUTeo6K9081M8a3P7oYjRsLj271qeMZ8eErwDjzFRPzYVgKCgwRg96veLpy3hG2wMtLNCAM4zjn+lHUt7HmU9usWsmOVtqGUhj6AHmptXv7WTSILKC3QNDLJi4Gd0ikjGR7Y/WneIIZP7bmeaDyTJhzGG3bcjjmsK4BXAByvUe1bIxZAfmUfWtDQyUu1lHRZFU/8AAjis4KzgKAAa6PTNNuG05xbxrIQDNI27GNvPHHpTewludT4s01ofD+mXIX51Yhv+BD/9Vcrabbe+DMVC4BBr0zVoWv8A4ftMu4sIxMm7kgZyP0ry5SDkAEjbgY7d6yRsfQfhuzisre3tYh8kKBF98d/zzUnjvTxLpUF6o+a3k2k/7LcfzxS6K2FU1d8VSbvCl57Bf5iudm0FqjzJTkVmaoAYzV9T8tZmoMSpFZx3PRlscsy+VK5/KuauTuuZPXdXT3hxJwOazrXR5b++eOCGZmB3SFoyoQd9xP8Ak12U31PMxC2Re8L26qZC2A7DAB6lSOv0z/Ku18FBY9fuk9UST+a/4VzskQzAbc7JIFURMfYdD7HvWhoWoG31mCcR7XKvDcR55XGGB9xwSPah6mKVil41tVtvFNwSCUk2yAD1Ix/SuZkLKRuOMkjk8ZruPiVCDdWl0p4ZShI/MVyfhrTYNf8AEJ06e/ktkeKRoike4u6oWC+gzgkk+nvTirhJ2PQ/hAzX0mrJI25VWNQSOcHcKXUgIboWaDalsCmP9rvUfwFLSza2WJPEHX/gda3j+KHT/EMjoy5njEhUHlT0OfyrNu0mi4pySMabVTaadLbqcGQjJ9vSuMvbpnlJzVi9uy5IzWPNJz1pbs6F7qsMnnOxmJ6CsTJ+b1PetRirZViOmeaz5ABlQck1vBWRyVZXZc0S2ea+/dOFdVLbiucAe1dVoSMJLiB23lZM5xjORnp+dZnhWFFeViRvOBjvgjrWtYt5WtyAcB41P4g4/rSkwijlb6LyNQni6BZDg/XmoYW8q4Dkcbq2PEsQg1gvgEOobB9RxWFPuSPIPfGRTWonob010VtHwf4cCvRPAGklLy6v5Ac4EMefflv6V59rWi6Za+GrXU9L1O+nQ3X2UfaYRGtwQm53iGc7VOFO4fxD3A9q0K2+xwx2xYMycuw6Fj1rOpeKsOK5pX7HUahpv2/w7c2+MsY8r9RyK8o+7gdD6ele2WJHkgH0rx/X7YWPiG9gHCiQlfoef61nE2Y3xgWuLLQ4o3ZWmuAQVOCCF7fnXn3iez/srXJ1d5GLfMrtyXB759c5ru9Wk8y/8KxdfnZv1Aqt450uPUbGzMQ3Xm59qgZJjBJY/hx+daxdjKSueVXK4w2MA9qhQASLld3tVq7EseInXBXin6dZvcz/ACgccnd0rUysdvYaJG+gS30kaC6jjVlPdMNnj2xXXeM7MXHg9mXB8gq4P0/+tWNFeLqOk/6OPLuFRoWiPuPun+hrp7XGqeDwjc+bbDI99uD+tYtmyR4x1VlIAPc9q67wDpMepf2o7/NJDEiwjPAJzk/+O4/GsDw3aWGqeJk0nVry4tIJX2LLHLFGsZB5LGTjGAeOpOB3rtPhvavY6z4mspFnT7POkYW4AEigFx82MjPrjj0qpL3SU03Y6Pw/YSWDSieJY5pGHyg5wo6fmc16LphHkgHrXCWVx9ov5Jc8ZwPpXY2M4AUA81zs2iklY8z8TWv2DxJewLwhfzEHs3P9az9fk83RdChP8d7z+AP+Nb3xCwviWNh/HbqT+BIrnNWBMnhiA9WmeTH4itI9CJFb4g6N51omqRA7o5Ghkx/dLfL+vH4152xTyVUnaw6ivXyP7d1H7OwJ0+2mcv6SybiCfcLnA/2s/wB2vPPE+gS6PqM0dxC6xkkwzopKSL2+h9a1i+hnJGDFD577F+6Oc161pOlRaTo0PCtBcJtd152bhkH6HNc34J0Q/a1up7dxFtLRNKuNxBHIHpzXYIBombZ1/wCJTcOAhPS2c/wn/YYnj0PHQilJ30HFGnoIW98HQwkAhrYRn8BtP8q8blgaCWVCQpQlGX1IJFehjUJNK0W/sLWV4JrW8KoR18tjux/49XJeMPDWp+H9P07VLuWcz6hLK0sTR4EGAhQMf7zBs47fXNCVxuVj2XTpGWIYNWPEUjN4VucnqU/nRRXNI6IfEjzpD1rNve9FFRE9CWxhwKH16yRvum4TP/fQrtdYuZTd6qdwG6KHOBjs9FFdC2PNq/Ecqv3qmmRUurK5UYl+0LFuHdWByDRRVIzNLxz+88Pwu33lkUg/jivNtP1W50TVF1C02efFuC+Yu4fMpU8fRjRRVwIqHpXwXupLLT/E91Ft8yGGJl3DIyA/WsvVL24vLiW4uJWklkO5mbqTRRWU/jZ0UPhMCdjVOQ5NFFNFSL+p6dbw6XZTKG3ywB2JPck1z8camXHNFFbx2OOW50pAtrSO4i+WSAKVPqMjIPtV3ONYtyO6uD+hoorNlor+MFG63fucj9K5efhOnQDiiiqjsTI09d8WyeIYbaGbSNMtTbqkcUlqkilI1zhAC5UDkk4GSefWveNEJYhj1OM0UVFboVS6naWZIC815l4448WXGO8aH9KKKyjuayMi/H/FR+GF7CEn9a0NCP2rV7q5m+aSOZ4U9FRSMD/x4k+5oorToZvc8/8AH1jDpHiCWC1BEMgD7H5CE9dvoKj0qFI7OOQD5pBliaKKt/CQtzTV2tr21niYhpJRE47MMd/cV1/gyZzbXVuWzEpkKg9vnNFFS9jRbnmd7rZ0PX9VgGm6dfQS3O4x3sHmBWXJBBBBH3jkZwe4Ndf8ONSu9TbxPqV3KZLu4CSyPjGWIc9B0+lFFVP4DOPxHU6Ox8wj0xXWWbHzF5oornZucZ48dm8TqCeBboB+Zrn/ABqz2+p6KsLmMrBhWXquWAyPeiitIdCJHVaLbx29k0US7UjdolHoqnA/z71Nqkjf2NeoQrL9nk4YZx8poopPcCrbsZbiEvzttI8e2ev8q0jBFcWlxBMiyRSRlWRhkEelFFMZ5zIzqmqwM7OLe/SJHc5YqEIGT34A59qwPFPiDU723ttMubyaW2ty8yB5GYlmx1yecbePTJ9aKK0iZSP/2Q==", "info": {"video_id": "90075", "label": "uncovering kettle", "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": "90075", "label": "uncovering kettle", "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": "9ca99ea3ecb1bfaefb3faf53a8f30f8a50188a3241747d829c15a7ff183c33f4"} +{"episode": 91646, "episode_seed": 2045780226, "split": "train", "timestamp": "2025-10-13T03:53:38.608104", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2045780226, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glove'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "88193", "label": "squeezing glove", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "88193", "label": "squeezing glove", "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": "ef0e9f5f8d9cfe787ed541f75b7a0c0b739df19253e255802c1640c0dd91b06e"} +{"episode": 91647, "episode_seed": 1749108647, "split": "train", "timestamp": "2025-10-13T03:53:41.350343", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1749108647, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'coconut(like rock) falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "57478", "label": "coconut(like rock) falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "57478", "label": "coconut(like rock) falling like a rock", "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": "32a06b360e1e416530c3cdd270676bb9fc5526db6066f23e536e9003eb97ddfa"} +{"episode": 91648, "episode_seed": 3407914922, "split": "train", "timestamp": "2025-10-13T03:53:44.326080", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3407914922, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an empty bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "159200", "label": "squeezing an empty bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "159200", "label": "squeezing an empty bottle", "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": "52c10cdbd3844f717a94451714a63fb4c4b60892ef2f6ce7eaeb6659e53987aa"} +{"episode": 91649, "episode_seed": 599147555, "split": "train", "timestamp": "2025-10-13T03:53:47.398526", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 599147555, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cards'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199106", "label": "holding cards", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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zwM16enLeo715lLDHbalcwQfMkErgHGQeTj/PtXLidkell7s2jp/hOUCartznegY4/wB6vSwx6ivLPhPMSdXBPR4z+ZavTlkyK3o/w0LFfxWS7vWvDPHUrL4s1MEDPng8f7or28vgV4d8QBjxdqPuUP8A46Kzr7IMPux3g6SKC81G7fDOljGApH8PJJ/Dbj8a9HgV0gAkZWbGSyjAY45OO3Oa8d0PUo9N1qKe4ANu0Ecc4P8AcMgyfwOD+FezHODnHU4weorSL0OGqrTYg6ZpwbtXN3eryx6/Habv3YO3H4ZrPvtR1BNVuJLaWQmGQJ5fmgKq4GPlPDE8mnCXNcKkOS3mdpGqRRhI1CIowFUYArmfFon8/T5ERTDGZCWPYkD+ma2NJu5r6wW4mjRGLMBsJIIBxnmoPEckUWizNKSASApHZs8VNVXizTDytUTR55fpujs3dwA0pyfT8a91jbKD6V4LqbiNLQEA4lzjPH09q9xhmBUY9KywvU9LG/ZLueeDXO+OS3/CG6hg4wqt9cOK3Q3GawPGuX8IamB0EWf/AB4V0VPhZx037yPDZXLNOD3if/0A16T4ddb2x0wJnyYrFSu1v9W2AuPc/e/IV5k/+uk/65P/AOgNXZfDnUH8y601mwhhinj+u0Bh+IAP4VjQegsYveO+PLADqTSb1zwQSOOPWq+oymGxnkXO5UJGPWuWsL6eXR9SVGbzFVtpHUcc4/Wr5vesYRheDl2OyVweQc04nIrgLC5ubOZG0+a3WKYL5cSg4JPTI78c5Fd7gjqQT7VozNHH6+s51cec/wAjsNhVei4x+fFaXw0Cpea4ATnzUB9vvVD4pZGmtYtvz4L7iOMdMfnTPhxORea3wBmRD/6FXJBWrHsqTlhf67np4b5aUEVVikyBUhfOcfSuxs4Dxz4jfL4su8fxRRsfrtrB0TUFsNZt5nYLG9q0bMeQuZSAxHfBIP4Vv/EpceKZeettGf0NcVKjGIgAn/RX6D/ppXLD+IzavrSR7lBEtvAluhJWJQgyc9BVK91WKznhgK/PIw5z0Bpvh+++36JAzBhLCBDJuHO5VHP4gg1zPia5xrMWM5BXH51pUlZI5aEE5NPsbuo6+LC4CCNGRVDSMz7cZ6Ae/FaNjqVtqCFreTcVxuU9Vz61yV7cxyasmMhXjMUpkTKhgMg/lmt3wqhGmNO6BXlfpjoBwBWvQx6mreW6XdrJA4yrjH0rzHU9q2L7xucTgNyckV6oyeYjpnG5SBXlOtK8FkEfhvN+YZ7j/PeuTELVHq5e90e029yGAOauGcADNc9p84ManNavmDv6ZrrkcEmZXjeUS+C9Qx2CN+TivHbS40lmlhurS7ebyXLMlwqqRjsNpPT3r1nxXI8/hfUIlPymEkge2D/SvK9PudPtgJJNJjuLgqVZ5ZWwQf8AZHtXLUdp3Z0UrzptLudB4Lvrd/EKW2maXIjXACyuZ2fCKpGSOn6daPGt+DqTwqzFYRznpnvXWQ38Hh7wzttNPgtr2dA05hjPcZA7nA968r1KafVbu4iLMrBC+Dxms3Ny0Lp01FuSR6DpVkl5oggY7JGjCiQDJUggj9QK3dOtU0uwYT3CtgmSaZgFBPrjsMAAD2rkNJ1P7Pp1ndTTGOFEB8pcFpjtII9sH+VU73XptXvJLa+mNrYsyIqIM4U8lj3J4rolUUYnNCg5z1NDXPGryagdO04FIQAXm/ifnoPQfrXOWLsLy5yCU3sPbqe3eo7+xey18bvmQx7kkHRx2qOOVPOkKbiWkII9RmuOUnJ6np0YxhG0TrPhdMEm1cdMsn82r1GKYcV5F8PnMV5qY6KZBj82r06CXK1309KaOLESvUbNH7Qm7Geprx3x+0H/AAmd19pleOFo4yzom8gbB0GRn869UeVUwcAnrXlHjpYZ/FhN55ghkgTd5QG7ABHGfpWdX4VcnDy95pdjFltvD5hRmvNQkE0AGFgRMDfnux9K9P0DV7fVtHE0Bk/ckxMJMbuBxnHt/KvO4hoRjghj0y8uHRfLTzLjG7JJ6KPU16GNKt/CPhqZnhitb25GTCjl9nHGSe/Ws/bWCdC++7OQvLwT+JkZH3L5o5FTXsF19qmmuTHmeBgTsClVVsBuOpAJ/MVz9jciXxHCjPvdizZ7f5616PHbWGprGk8UVw1u4IDclGwD/LHFa0HpdmeJWqXYvaXF9n0q1ixgrEuR6HGai19YT4fvRO6ovlkqWP8AEOR+opuqa1Dpmn3FxEq3MsP3o0cfKf8Aa9K87v8AWLvWbeKW8mG5nBCAYVOvAFKrVS0Kw9CUpKW1irrUga3tCc7t3OeD+WK9is7oMinPavFtTfzIIicsUlUY9eO/vxXqmm3AaJfpSwq0Z2Yp6RR0hnwAMd6yPFMvm+EdVwCP9HY/lVwSjjPpWRrsj3Gh30SsfmgcYHfjpWstUzhjK0keR2V7p63AgutOM7sjkyfaGXjaeNoq3p/iGy0+8huLfSYI2Qp83muThRju2OhPaoNNvorQI39m2k0wyPNmBY4PbGcV2vhCzk1u5lmuorGz0+2wXMdsoZz/AHQT/OuVVLKyOqpTTbcjT8S3aQ6SXAYrKPkxx7jNcp4fjnuYZ44JmidpF+dTggd/0qz461i3vLsQ27EQxcKq96peEb2K3sJrmciNEdy+ewHP8qunLmnzGU4clLl7l/R7cNq1pblwxtZJDszllAP8X/joH1ruRk1RDWdsj3snkwhwC8pAUsO2T1NYuv8AiueyuYbSyhASVN/2hucj/ZH+NbzqKKuznp0pSdkW/FHlrHatu/fKzDap52kdx1xkVieBZvL1LVdmAC6/zasJ7oy3E8zys8hOCWOSen+fatDwrMIdVv8Ak4Z1wc5z1rnpS5qtz0pQ9nQcT1aCYkdaf5r5zuAGeprNtJwy59qfLcfKvtmuqW558meefESaZPFcUto7eeLdChj5O4E9Pes2K58YXFjbMn9osSrbjgg/e4z0re8WaRqF/q1rd6dG7MqFSyNgqQc5/Wqtj4a12a6hN+8y2+8GTM5J29+M1yybi2dMeWcYtm14St9cistQvdaM4gAUx+e2SSM5xzXGXl415rasc/PLgbj+Ndr4w167a0S2hgaKALhVC4GBXm1uXkuba/dj8lxtKk9uhP61Ck21fYcY2Ta3Z6NLpz3llE1sYknV9/7wEq2Rg5x+H5Vu2FqLOyjh37hGvzOeMnqT+ea5mDWF00O95KCSgCW6clSCckn3GPyqu+tN4jtrmxTdDMSfJCt8r8fdNdMqiijmhRlLXoaur+LrazgkFgVuJlIG7PyA5/WuF1mZ5NPUyFS7Sb2K9CTk5/Wookkt7MQSRNv37SuOc56UajHILIq0TIVdVBZSMfn0rkc3N6nqUKcaa0PRtHuS8aEmt8y/LnJrzvwzqRksbYludoB/lXapKGXk16Ejx2SOhkTYwBRuCCOo6GltNE0iBk8uwt1HXOwdKejAqB6HvVXV78Wlp5oPPKjBrCo7RbNKSd7Ip+KdTVlNvAESMfePJyf5Zry2Vw+suFfAK4LZ/GtzVb958sGJJ7E1k6TpT3080rEgHhWA7+tcidj0FGyRb+y/ZZGVM7ZgCuTn6/zzUawLeardbPOLJLEqKigg4XnPPHAzXS6Lpc2ravY6fsJmDkED2UnIz+dcrb3w0nWNnM6xzhpH27C+Mg4q4xckzGtU5Jq2h7Ha+FtPuNNtLK5jVkkTEVxnLxMQP0z29q5LxDpJ8OeFI1cWwaS53yBHDOh34HJ5CkenUGu50bX9P1jQZLiAPE+7ZtkOGznGQPT6VxF1YT6540v9Pub+4gsgZGhYx7suseQmDwBwTn245NZ0ZtvlaJqK1mmcz4OuiNU1A7uXkB/U16fZzfu+vWvIdHMVhqFvJFICLlG3YfIyMHj8zXpGmXZeLrXow0hY56suaTZsSyEkAHkVmXWgafrF0s99EWeMFQQxGR74q8kg3g5NTxkKSTjmpavuRG8XdFWz8N6ZaypJZ2KefGdysckgjoea5XxoLqSUia5UkDoAc5/E/wBK6+41RbS1l+bDNwPp26V5rruoJiUg5Y5JOK46jTlod1JN6sw7GWOJLS4IbzYZGZyo5Kk4OPwreu/ED2+nuLAfZ4pEBaT/AJaScAAk9uMVjaFyFRl+/lsnv7f59al1C38mymEjII4nVfmOCR1AHqen5Vak78qHOMeXnZ1XgrSJb3U7pTKtwiZ8xEBIlBxxyP8APNa938P4je6c2nRzT2U8h/d4BKlRkqenBHSoPh7r+nNI8NxP5FxLMViDLyQecDtXS+PLy50zRLl7C6aF0kTGw4JyeQPesOflqckkS5SlHnTPJvFDxW1zcw20CwLHcrtjBJ8v5emTya6/QrsS28b5+8oIrB8QeHrO90mPVrLUtQld7o27PeW4jFyQm5njGdwVSQp3eo9wK3ha+P2CFDn5Rt/I130VZsxnPmirnpvm/J9KgIYjOeCarxzZTnpVlHBXBIHNUzC1ySCys4VBS0hX6IB/SmazCIbEySTiFSOFUgE5+v8AhTpLgBR3xyfpXNeINWWYncSQvGB0z/Ouas9onVRTerOG1YJFfwS7mcCUEljwas6bfNZXDN9lDeexkRmPCnHzcd88Vl6jO15qESKOjZxWqiG408uQRLG2ceh7ioUnHVHQ4KV0x1xdXGqylZ55nkj2siKmQST0xkYGAa9N0/wtY3Oj2NteIWWUfu7gn5omI5/AHHH+FeSDUUstVwilwGjLEDb0zkD16nmvb9B13TNX0Wa4tndTFhSJMLg8Y4/rWdZyhaVjKElO8U9jitV8PP4e8M3s89tFvadgJSQ7ptIwV6YB/Hg+1cbpV9jxROCflkLYweMjFdu4/tfxzc6TqF7eJYSOIxKkkSJDxzvMgxjGTxyTj1rz/VNNbQvEyxf6QhW5kj2XAAdQDj5tvGcenFdVJptSRm5vllFs9U0+5Dx9elXC298HOK5nRrglOT1ArdSXJHNby3MLXZdgXZI2OBVgXcdvHJK+CQMKDzVD7QACQOa53xBqZhnMCHI4z71hWlaNu5tRhdmd4j1BrmWSSVwBk4UADiuR0uNLoOrngscL7HvU2pzPLu2knPFXdP0mSC0jnAJkTkj1HcVzp6HYkrlK4DwWMkeGLxArzySc/wD167vwJpMEupTzPHHHGowrJltjDAzz64rmtU0y5fRLnVIbZpIhMkXmAnCNtJyce3FX/h/r2pwatHp8NmLx7qXLLt+Ycc4/nTlGbp80dzB1EqnK3oejahoVjfy2d3eNFbzwTfvnMYbfH/CceoJ/GvJvG08x1S7WV2k3vHtlIP7wAEd/TjivT/G9xPJo9w1oksMjSRojEbD154PvXC+J/Dt7pOl6Vca9ds8l28u+JoiqW5G0qC2OGYNkj/A06LlKOqJuoTTMTwm7fYo/Yn+degwu2wc0UV3dEcvUshzxWV4hP+iRAgEcnBoornxHwo6KXxHD3p+d/YcV0+kwxwWDbFxtXiiiuRnYzsfhaqyeNpJHALJaOVPocqP6mtLx18OvD0mv6RPHBJbm/vPLnSFwFPBJIBBwT7UUV00vgPOxPxlq1gisLCGxtY0itoMiNAo+XPXnrzXm+rXElr4svrqM5ltnkeItyAShU8fRjRRRT3B7HBJaRWk+mNECGkZwxPfgV6FoznZj2FFFdMdjNm4jEGn7229aKKZcdjnfEs8iXrIrEKvQA8dK4nUj5mS3tRRXmo718Juw2kMelq6rhoxuU+hrsbHwxpusfDPWr66R/tFpcmSN1OOiAYPHI5oorSn8RliP4Zz/AMN9HsrrW5bm4i837L8yRMfkJORyOv612XjIJBobGONRmeMnOWzz6nmiitJq8zlh8J5b4l8VT67q0VvJp9javbssUc9qJEdY1zhAC5ULzk4HJ5qn4WY+QeejmiiumO4j0KBj5S89qsq7etFFMqIy7kZLC4YdSoH615/cTOQ/PHpRRXDV/iM7KXwkGkwRyag7MMlcYroPs0f9owx4wszKHHr8wH8jRRUdS+h3fxQ8B6Fa6ppdzaQPbNfXSxTJEwC4J5IBBwf09q1bPTrTSLFNOtLeMQQsxUsoZ8nqSx5NFFdFU86j1PP9c1drC91uOSxsr6EyCXyryLeoZeh4IPfkZwe4Nec6jeXGo30WqXczS3d3cNNK54BYkdAOBRRWkNkN7neaOx29e1b0RJxzRRWrGtyzFzIoPTNcprsjfbp/Y4oorkr7o6aO5z9rGst6u8Zxz+NdW3yWqbeMjNFFYM6D1D4ZlP8AhFFtWhieK5upBKrrkOOBgj6U5tE0vSTINOsILUvIzsYwcnPbJPQY4FFFXd7f1scc0ua/9bnLeN5GTw8SOvmpyfrXGXt/dazp9haX9xLNDBK8qh5GO5mA5OTzjbx6ZPrRRW9PYzmf/9k=", 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", 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", "info": {"video_id": "199106", "label": "holding cards", "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": "9b4b23127628472c56e5fb9c7c3c051f7f60d1909bf5286add1143630e0b8c4b"} +{"episode": 91650, "episode_seed": 3246164242, "split": "train", "timestamp": "2025-10-13T03:53:50.762537", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3246164242, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a chilli in front of a knife'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "74275", "label": "dropping a chilli in front of a knife", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "74275", "label": "dropping a chilli in front of a knife", "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": "a3afbe19a3032b93d077f28cd782c2a9c3ca2ef32713824d3ecf788cd09e80d9"} +{"episode": 91651, "episode_seed": 3367749011, "split": "train", "timestamp": "2025-10-13T03:53:54.321673", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3367749011, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'removing led bulb box, revealing good knight mosquito repellent cartridge box behind'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "76234", "label": "removing led bulb box, revealing good knight mosquito repellent cartridge box behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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VHLMZIsow/eZXLSZHQ4GR1Pr3p7wOfLklQOSBiSIqSMcfMB3P5VSlhivYZYwjWykOjGJ1Vie54GffmmiW0cF8SDL/AMSwS26RECTlTncfl9q4OvYNb8EX3ilIo7G5h82xXa73JYNPkDB6dfl/WuHv/h74psLuO2k0W6d5DhDCvmKx/wB4cD8cVtGSsYyi73MXSNKu9Zv1tbOFpZAjSMF7Ioyx/Kt1be5sNuY2QEBlbBwR2Ne0fD3wKng3S2mu3zq94o8141DGFRyEU/Xqe5+ldu6QRxYm8uRAgDQlF5XHf9fSs5VNdDWlFJanBfDzX7S80oiUqNQhykjkKC6E5GSe2SePWu1utXtoY1aSeMgYzskUH8DXkmv+F5PCPiuK+ijP9iXbH5VfPl5HMZ9MdQfT6VzB1bQftcsXm3gCuQrqM55Jz396OZLeNxyjK91Kx9ARalHflXtnjaORPlKE70buDjjr06etRbjtjkSHznI+Vk5IPv6iuO+Hd9bX2n6i1ssrxxyJFvYbS3y5/wAOvFdkIvPjcyeUVHzqGcg+/PSsbt62t5GlktL3Ks94ZZZYpoAjLj5xhup6EYyB1z1qqQkWJGu44iTkBSqrKPTHT8qvxRyRlvszBVRAsiKd209wABkjB6+9Oa0tXICzoLlfmVUwre5wOMc1RDuYm6+82UTpbi0MQ2TbizB88oQfw+lfObxnewHXJr6W1iOS0s2nLq8SYDCY4K9s8dc+9dZeeHtK1ZAl9pdnJGRykkCkn0OccYq4ysZy1dj5I0fSLzW9XttMsYt9zcOEQdh6k+wHJ+lfXfhzRrfwzodpo9mQ0VrFhgPvyN1L9e5yfxqvo3hLw94ZkludM0uC2lddrOgYuw9MnPHsK2f4WkeNHJXgIOv4mqlK4JHm/in4ZnW/El1PFOkFrdxGVZMg7Jx229weScV5Lq2sX3h+9fSbdljubN2hnYLkFl44z/Ovp8yfOd3EagsVXHHufavm3xxYG4+IerGGyMhmdJ1LSbUVWQHn1zgnFRZPdXNHUlYb4U1qS+8Z6Gbq9u5JftiAKoCoMgg9Oe5r6LVyfL8zJONpO7t1FfPmkeFZbHVdP1UzeW8V3FMV2YTbvXhQeRjPevoNsPK8fmDC8ErwV59e39KUocooy5ipPNMVKrcnzQMKETpjnncMUkkbZV5YyScESRAHoMfMB3PNWJSsi5UvICChRiCP1HUf5zUUc9lAFYu0m8AIc/MecYHYcigbfUz5beO9tZ47bzrNWDrviZFIboW4PrzTF8rd9lluGmnWMbn3fNJtwCwA6HkfnW7JbRTEM0KhnXlD8zY79DzWG1lLa6408nmSIkflxO+CcEglR3A4Gc9eKUtiU9UTW9tFERI0eGHCu33gv6+9SGOzIMK227GHG8Eg+h5//XRDdCZQfMVwC2Oc5/H2p0ZleNiQGOeFDEA898jj6ioNLkoWKEM4bcuAdo5C/T06dqY1w0oQsrCNjxv+Xt/L29aWHKxoDFsh2gbcqFTvwcZqpc75o90SozI2VL7ioII57Giw0XGmAi82NXk3DgdQTnpUcl0pnCrMdxQEJgjIB+nXrxXlfiPxFr0PiW9t7TXruytLV/lhh2ruyAehHHJP513mkXMl3pNjPLO01wbdHkZ+CzsAecfX6e9U0rGsqMormZPt82VJTM2wAny3YnA9fcjim3Ox382K58wRqdyYBJ6cnkEUSBZV8t/Lcod22VjwD24/z0qv5cH2gSTkDzEyjQkDPJxg8secf/qqSGNFxLuVQjSxh9o8uIcY9QSTj6GqElzFLcSRxX7JcIhcorZJUnGduDx+ozWlLBd7FKOWGf3mYhuK+4OR1qldLFb7ZmhEU4Tak0ihWC9SoOOT7ZpmcnpqZYV5CuDtUHncMk+w9Ks8Y3ysoWMZPHP5GqouJVQgRNIcDBYjH6U77Q3kszINwO4KhOMA/pWpBYUKzGSSFMbTgqcsw9P09aAymTaFKQr8xVV5z7+1UXM8rMikxpjJYtgAf59fWkSVBCYVkEuR1BPyrnOMjHGPf8DSZSR558QPETWurwR21ujK0AYNKc5AZgCPY4zWBbeI7icLstbJJCwBYHDdQOnetDx7Gb3xJCEtllb7Go/cOAgO5uQfSueh0e4ivLa6EaCFZoyyh920ZHJPp/Kq9lGS2IdRxla57u/zTPGZR8vykrgEenPb6DpTpihjUp5kinKFHYFT+fTjnOMZoDW90q/NJ5obP7t8CQ+/8vxqq4jF2khEsE7j+DhQg7N16ZyKzNXcBcWVttf55QRhc53emM9BzVyW3jnZHkhQPIvERw5YA8gH19qq3c81nAJFRpFlYRgRjd15LMc9Pb2pHgU2jQnKbjjIJLHGOR1HFUZs1PDVv9gv9R38w/IFLyAlDzlcDpgHv1rplvIml8uMvyeu3j9DmuX8OwT2v2vdI779gUOvIxuxz3JHrW8t0EdYXi3zbckI+04Pc569+np70BFWLMl0sMkkm4lt2Gznp2qulxcTtu2DyiMbkBDD3HXPoBTpB5eW8qPdJg4ZgNo+o6nj9az9QuFDkNKFkJwqs7BeOvHf39aTNEZnjx4ZPCetHLBls5BHhMIBxn1+br6cZr54SEt81tOZZcjCxRtnn3xXtHi+6uZ/C+rlpGit1tWWKIYXcBjOVzwf8+1cRDr3h21tElYyGR1yLeME7Oc4PQfnWtKN1uZVpWaO3+Du658PaitzLKWN7gszHOQigL+prv5UnC7Bcxx3WcqUGVT35x9O9cH8PL6O60u8vIYjFFNdMFRnCksFUZGDjOev4eldpaSTXcQR0TcwYbDjCjHIJHT+VYy0k0jSPw6jghliXzIwWGUCwOWDZPQZwKS0mhWeRLKVQhYpJtJky3QgHOcfyzUtu7WoZvmhhVQqgkbV/mSe386qxvHZz7VEEVtLJn5UIIJ9vxx9aAaFurnUY5CkUSyR7xs5Ac46hiRyB6da7MvOBtjVS2Bgs2f8iuFvdSjsp0gZ4wH+Zi6/dUe+eO2c9K6+UiMGUfM65CYJ2kjuTgH29KCNGWjI6xbmG6TIPyjrzVedZG372CQgbixbHBqKW/htrQ3F9dExgcoArYI4/h561Wn1S2hQyGaQoWGWIOxfy98D+lNsqKLRmjMJRZBIgG5nYHC45wTxgdOK8e8daw2lePkukgiuI7uxjdxGcAshdQVJ6Dp716BfTm/QgtJDuUyPg5cKOydvwwTzXKa3omna+q38iyRqsQiVgzJt53HCjqOevqTRGVncc4XVjirceJvFd1DdkpBZRTqdu/ailWB57k/Wvoh2inKnLtIhztR8CT615t4StdO0SL7NbXEQWfjzhkq7DGeuOOfau0ikM3kuHkEKHG1wDv545/OlKbb1GqaUS5iIXSuDJFK67mA4XaOBnOemadeSy2iKBEz+c4QGNdwHqzHPT0obbJCB5o64cbSQPT+dRTXCPN9jbcrbcqVyoIBxxgYx7ZoRLJXt99t5G5kYnhlbLDnqP5cVQe3eKT9/MzbvmwExjtyR1zxUr30cVk4n3Nh/LVnYt5hI4yR+HNZ7TTuhN1FMr8tnfnr6HPYfz4oYktTQJUfISnoFBGfypJWDSHzVBiU7VUA8H1/Ws+E2mEldliJ/565wR2wfx/lTn8qQSO8x8tgFDKOGP4c1JZO19HJMIQz8rhVIwuecevNR3ZumKRQySIkIDNtwC3HCj1Xrn8KrTy/Zo8xRqI/V1YlifQd+M/8A6qzJtViS8KCEs8K/vpCMFc9to6g49SeKTLSPP/EMcU3ijVvNheaZWJ/d8ALtHavU9LSc6FYRm3Xd9miCbm5YbBnjHbivOLrWbM+J491pIrglmEVsd+7dwPTH3a9Csb+5acB2QAKPKIYg464IxwaucFGKdzSdb2j5Utv+GLqXnl27SQiSSKMkP5a8n1AGOvPFMjnMvzQOsyvkEK2CvpjHI6c8ipDdrdMJPMyFJyMAqD1B/DjtTYcSBorsbjt3SNGQEPI4A9D/AJxWdzJ3FhnuEl2XcirER8qQ4cNxyScZHPaq2oNZ3NpLaSv5UpAONgdkzxvBbAIpts7R386XF7G0hkHlKg2kL2UYPX/E0t1DaTZ+1JGCcYV1J3noFBxziquZtXRy0hMUnmeZ88ZIXawOT6Z7f/qpRdbLMTXsqRQDOd0e05HYkGm+U88nlo45++XbqvTiq1x9mjicPbxt5eAGP3W9iQDntk49q2JLE2oQCMl7sENgAE4UD64PT8ByKybmc3qOsUkkfmKWYjkqg6kAcH8e2KuzND9nMZdI/lywwCM9Qe3P05qjexwxgC4kQdTGAcP65GOc+/uKRRw2vatBY+Io2hhE1u1ou9AAMkMxHX61np4kvtSvrWBbRIbd5kUnaWwNwzz07Vr67o1teagsvmP/AKsL8hK/T8qfommyHy7dJJnjjOPKZsqQfYdRmteZqNkY8qcrs7hJDJ5f71/KRiDlB83PqTjGQfwrRYK0GFlwVJ3pgnAHQ+x+maxoxMqkRQZaMjIUldxx2ByP5+laayxW7RRyXURRod4RjhVY8EEnjjrgd/pWCN3qE88SlbIghmX5Svyg4xwAB0555FQfbY4YJhOrtHG4G9iX3ZGAD/X0p009ylzK8cf7t1DROJMh89cgdx6da56xlvdV8V3OnXGqyWQPmmOOD94CyqSFweAOMk/h1NUkQ2dp4Umuil35w2MSjAlywPXAHPp+VbSlowZ3Z7deQCVGQf7xyOh9K4v4ealPepffbmabKxqm84C5znB/Kutae5uLh4nCrDEAyyyEsp564Hpjik1qOOwxbSAXU7CS5dnGSxJCHAOAMcdvzNUZLMRyyPHDlW6ASkgA9foP5n1pdrufMiNszO25kHLSEdCB6Dv+FRSSRxq3lTb55U+YI54bHA56Y6/iaRpexz3ijTJLrSbuJpd7eQI1JAUgDkA9j0x64rz2y0GaK7je5S1uVK7QkisBk9Ohr02SCzu7RVtFlYKPml3YyR/eLc/nz1PSqg0yDGAGbGMlh8w9/wCtUtrMzktblvwxbR6fYpGIxEC24IifICTg4UnPPGfw6V1NjO86zMkZk8j5pU5UjPT2HbjJFZMcOoQ28dtiGWTdkStg9+wwAG6dSatXN1KwhWOOSR3baYUGUkXgkOc5Ax6Z5zUPcvdGtqEsNvZGSfGHIRxtLAlhgc8HHvVZZLbdFZxQSjyun7tmjG3HU/XA5qKxYW13cQ3FzJ50gK/Z36QIOVypPIYc+nHGO2L4t1K4stJa4sp3gDSJ5TxHZkHg5PJP196e4nodJFaW0LXDvG8Rdg5zjBPUkAnjpXVGMyuqljGpGW3D7649a8b1LVr6HR4L+w8SahIXuvs+66RUE5C5dou+0E4OfUe4HrUzTXdiw810ZhlZBwRx29KbVtyU7iXM5SFykC/LgRyeXu+nHBIFQ3dwpiYO7oBlcop5bsBnqefbmoZJYFm8pUkMkSnzZPuknHGAevTjHWqkTxQQrcRW0oVgVWF2wU989/WoZaI9QNphYZT9oLgtFGqFiB7Y6dhnPesWa4ha52RAPtUrtYAH9PwHsK13mu8xzxpG+/MeNwBC5PzDsRz1PTtmmvA0OXIjcsvJ8tQSfYD8OfpSKTKenwmZtjRRxuoxiTGOR1Geo7c1uol2ql44F8xTj5jsLjGM9CPXtz7VRtI7S6uhGz7Z0y0bp/yz4wck5Hr1zWha2pguZMPI0jEGQschhg8g/wB3rx0BFAXND7Zb2znfdq8IQMpPCDJ556E/l1phnvFmm8uFdrMPKO4lWU8kkDuD/Osv7I8aN9sjSc+aZRZRKyq+07SBkkZ5GQTjp061fkumns1SYFGkXa8mduCOVzg8evp1qiCzAXmh3SvbLcHl41cuvU8YI69umP0qvq7FXjBh77gQvOBxxzXn6aveT+NrnSLnVryztmlMcZt5YoljXA5JYdPYc5xVrw3d3d1qOs22oXl20ltMFAvCpkU/MBuA4zgDOOKprS5KepvRMXu/NHz7Rg/PtU4P3enX0p5fVHuJA/krEFAQAHcoHXp7/SmPcRSN9kijxKvLLCPm59Pr3+vaq/mrFcebhmL4G/yRuUAYwTnk9cfjWbLWoyR7l7tt91EFBJ3Rgruz6j68Ae3WqIWZWSGOMQRlT5i7R8xP3ihz6Z9x1rZMkgjLSrGy7NybuDgA4Jz+PsMVSlW+ECyE24aRMmIYHGevzckfrjmkWUDZxm4i8u3VkYYWV2IdV46AdcjjmtKznmeJA0IQgcumHLLnj3/+tUP2G6CqxZopByFzuHPP0/8A11I8lmIPOZmt5VONrDc/B6AA5GSOD0oeoloadpKkEipGkYCt8qsNoH1AGR9DUz4WIywbE3fckXnnnOPyPNUcwWUMz7ZJopU2EOSUgOepHpk80qzy6kl1ZlZYhCqgzwtkFlxwvHIGO3YjmgH3HP8AapLSKVpEWYbWLo5ZR+J5Pf8AyKguba9vblmDlY4uY2TLBwe7A85z/hWL4wuJ9OsGuba8uUuo5IzmKQ4UEEc5HPTj+VYmsP4h0HR7C+udUvYZr3f5sRGPKwFKgkD7xDZx2/OrjFtGcmupo31zIttMy7Q0XCkDoCcf1qI7v7OtLjzH3S53Dd8vA7D/AD1oorQlbEUMP+k3MLSSOsKyuu9s5K9CfWoodrTNIUXMVuWUAcA7qKKEORkoI7ozSvBEGU4+Ue4Gfqaf9mjDvKAfMiIKk85ypPI70UUdCHuWrCWV70lpXJYAcnoPQDsOakhhS61P+z3GLaV42dFOMkjn88nNFFSti+xpg+ZYsBlOXhGwlcKrMB+PArz2TUZ9N8TtfW4jEqSHAK8fMpU8fRjRRTgTLc674ZQLG2sHczFFiALHP96uwu8XJiikX5ZGGcE570UVMtylsNtrSCWdZHjBZN6qem0AkAce386gvIltbOO8jJMhy2G5GcDn680UUMtFMORAkgA3SQo78feLA5yevOKJ7dHCklstIVYg4JA9xRRSBmwYY10qdAv7uNoUWMnIwzkHr34Bz61DPfSx2c4VUzHd+UCRnKkqDkHj+In649KKKARbu7eK2nhijT5ihxKxJdduAOe/rzmua8ewrbaQUjJ8t5MmMn5eG7UUUR3JZx+qa6dcxay6bY2wtUVIpLZHVlReiDLEBecnA5PNeyT3s6X7Wu8lFgaQEnkY2jGfTk+9FFXMmAbm/tEoWYogyEJOMlRyfU8mm2tzNLeNCzkqltLKp7grgD+dFFZo0Kt4oihFymRJIAp5OMccYpgmdFZxglHVQCOOpH50UUmBrW1nH/ZtwyvKjIytlXIznOQR0Iqst5LP4fa9fH2nzMl1JUsc4B4PUD0oopolBZyyrpd/drKwnyH3YB6Accjp3+vNXHnZZorUgOHjAaR/mdsKDyT/ALxooprYb3PHdQ1h7DVL3fZ2V4k0ocpdQ7gGXkEYII69M4PcGug8F3c+oX99eXL77i4kV5JAMEk5Paiirl8JmviOr1GVrOJpoQBI5CFiOcEnvVc3E0FzawCVnikhDuj8hiQx5oorI1RNsZruGJ5ZHj89IwjNwFIOQBUkdhFbXTwKWdQ0oRpTvZMKTwT/AFzRRSQ3sRuBHM0agbBgY/HrmrEsxl0X+0JERpkJGCvykBscj8KKKQx11pltN5SSBmjWV8IGwPlHHTH+RVG7ne28R2VpEcW7wJPszwrvlWI9MgDjpRRVdBHPeNiZPCKXTkmUzKCx5/iP5dO1cDe+JNTubK2064uGnt4naVRKzOctjOSTzjHHpk+tFFaQ2Mpbn//Z", 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", 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", "info": {"video_id": "76234", "label": "removing led bulb box, revealing good knight mosquito repellent cartridge box behind", "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": "62faa7727c8fa084af82feec2eb14a2f1bccf2dbbe063432ab3416318e2f8488"} +{"episode": 91652, "episode_seed": 1071653663, "split": "train", "timestamp": "2025-10-13T03:53:58.102455", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1071653663, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen and a pencil closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8411", "label": "moving a pen and a pencil closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "8411", "label": "moving a pen and a pencil closer to each other", "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": "fde496a7e715725f00a1f35c66fa03cade03e6dc5a462d4a93657596988de643"} +{"episode": 91653, "episode_seed": 2964216813, "split": "train", "timestamp": "2025-10-13T03:53:59.950104", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2964216813, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick toy dinosaur up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "23949", "label": "pretending to pick toy dinosaur up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "23949", "label": "pretending to pick toy dinosaur up", "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": "6c8eb94b2573a8473b40756928655cde8034d39d1b51caa4272461ed8e797d9e"} +{"episode": 91654, "episode_seed": 579274751, "split": "train", "timestamp": "2025-10-13T03:54:00.996648", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 579274751, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mixie jar from slab'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "173090", "label": "taking mixie jar from slab", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "173090", "label": "taking mixie jar from slab", "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": "f671c0f7d649dd74f453205f8517ab9a1a4f7814a926a5f7fe3471727d136ab1"} +{"episode": 91655, "episode_seed": 1443819522, "split": "train", "timestamp": "2025-10-13T03:54:03.546010", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1443819522, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cube from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "127079", "label": "pushing cube from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "127079", "label": "pushing cube from left to right", "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": "fb7eab588628a1cd1c2e1a627b727dc8f1437f26f8c1bae1b8060e638cc2af90"} +{"episode": 91656, "episode_seed": 447184954, "split": "train", "timestamp": "2025-10-13T03:54:04.405763", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 447184954, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 electric plug so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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ce3Wuh8PsCZzt6bcYP1rKovdNYS1OiDUHkUwMPepI03yKuQCfU1zG5veDfDkWq62mo3Ue6CwIePI4Mvb646/lXqu0Vl+H7G303R7e2iA3bd0hH8TnkmtWu6nG0TgqS5mOAxz3pRjFRbsHFPDD1rQySHqPmFXAvHSqkZGavD7uallIpzxBj0qBrVW6gVcfrUdFiyjThSYpwBpAxyjFPxTQaWgkd5Ktyc1yuveFJ77c9rcLG2cqWGcV1qnih+RUuKYmeMahoeuWbmOee3mHqF2muY1D7VpsG6ZlZmYg7RgYxwK9u1yw85A4615b4l0uYhwV3L6Gs1SindIzp0oQlzJHmwv5VlDCRlYcgg4INaN9r1xqqAXciSyBQu9hhjjpk9zWfeWLJKexHY1RbchwRg1djqvc9j+CzLbNrbO4PmeSf/Q69cW5iPcV85eB9ZOkm8O7HmbP0z/jXdw+Mgf4/wBatEy3PVg6MeDT+D0rziHxgmBl/wBa0IfF0Z/j/WmyWdyKkTrmuRi8URnjeKuxeIoTj5xSEdPn5aY/NZKa3C2PmH51OmpxP/EKLBcxde00SlnCg7uTxXk3ifw2kpd0Ta+ete6SywzoRkVymsaXHKGZSM+lS0CPnW5tZLSQo4OR3roE147Qs9rLEf7w5HFdHrvh/duIQHNTvbxOm1kUjGORUTs7XNot9DCh8SPA6gPweVrcs/GDqFBc/nWZd6DZMTceWysikgKcDNczeK0Y3KSp9quLuRJHrVl4yViuX5+tdDaeKYXK5f8AWvnqPUbiL+LP1q/beIZY2GSw985qyD6Nh1u3mXaWHPvWXqsFvdqxzya8isvFpUr+9H0JxW5F4qLx4Zjz70mAut6IsgYBc153qejzWzsUBwDXop1dZxnd196zr0Q3CHjmgpHmRkeNsOMVpaZeXUUjpa/MzjlSuQauappoBLAVpeCIMPf7gMjZ1H+9Uy21Ki3fQYuuXUBC3dg6HHWP/A1ej1a0liEu/bhsfMMEV0b2yPnMaNx3FZOo+HbS+XoYmz1SsbRNbs6uw8ZKdoL9sYzXQ2viuNyAX/WvKtV0+KwsoGtwVcHaTn7wx1PvWVHrk1o+HZh710J3Odo+godZhmwdwPFW1u42UEEZrw2w8VyDGJA3410dn4rZlGWqrknqcdyN3WtGO5BXrXmlt4lViMt+tbVtrsbAfvRz70AdiZQxozWFbamH6MK1IrhXH3hTRRlJrER/iFTrqkR/iFeJR+KnH/LT8jV2PxawxlzUAz2UahE3cVIt3Ef4hXkMfi4/36uxeLQT/rB+dAj1dbiP1qTzVboa8yi8Vg/8tB+dX4fFI7uPzoEdxOiyoRmuW1rSRMjYXJxTY/EiMOWFLJrUbqcsKT1GjzTW9CB3fu/0rhL+xkgYgqdua9mv7iKYsCBzXCQadHrfi240ybUJbaIiUxBI9xZlQsF9hweT6e9CKOW0pSwnz224/WnS3M8MpCuQPepdFVj5zMSdwU/zpl/HtnJpgNGqXKH7wP4VKmv3MZGf51nN3qNulNknQxeKZV5O8fjWhD4vK4zKR9a4vPQelKxGaQHo1v4yPGJgf+BVq2/jAjH7z8jXj7t2pgmkTlZGX6GnYD3WDxl6yVNL4oWZeGBP1rwddUvIz8tw3481K3iLUBGVEuDnqOtHKCPY5tUSYEMwxVUkVx2sPBZ+HLfVtN1jUJ1e6+y5uYVjW4ITc7xD721SQp3f3h7gdWHyBWNVWsawYs7fuHH+ya43UEzBu9K62Q5VuexrmNQ/49GophM51+CajzT5DzURNamQ5uU/GhLqWHBSVh+NN3fKcmonIA4pgaUOuzxN84DD24NaEPiOFztdyhPrXLk1CxpgdpJdxzqcSBgfQ1reFwEa7I77P61yHg6w0zVvEUOnardz2sM52rPHNHEsZ7ljJxjGeOpOB3rpfDUctjrGuWEwuF+zTiJUuQBIoDMMNgkZ4GcEioqL3SoPU63f70hfFQ780hbmuY3KWtvvtY1P9+uL1FdsxFdlqhzEn+9XH6t/x8n6VvT2Mp7mduIOQSD61Zg1CeHGHJx2NUyeaFYZqzM6G28QqMCQsp/MVuWmuhgNr5+hrgOlR+bJGwZGKkdwaaA9hs/EboR8/FdRp/idWAy9fP39t3kcO0SHOR8w611etadrfhrQNI1C8urqOe+MnmwshAt8BCgY4+8ytnHbp1BqkByw6ZpA7hQQxH40UUmNiC8uFPErfnT49Tug3+sz9RRRSYIuxardZ+8v5Vq29/cEA7yPpRRSJL0WoXIIxKauR6jcnrJRRQNEv2uZurZrmZNVudK8Ry6hbFPPidtu9cj5lKnj6MaKKURsbogHlzD+6UA/Wm6soEvHpRRVdR9DGNMbpRRQyRlB6UUUgIpOtQv0ooqhkRqJjjnGaKKoRva94tk8RQW0M2kaZam3VI4pLVJFKRrnCAFyoHJJwMk8+tehhjtHPaiisK3Q0pjMkg5PasDUP+PVqKKmmOZzcn3jULd6KK2Mhv8ADUcnQUUUAQ9jUZ6UUVSEX9J15tGE8Z03Tb+KZlcx31v5gVlzggggjqcjOD3BrpPCupXWq6lq+oXkplubmRZZXxjLEseg6D2ooqanwsqHxHVK59aNx9aKK5Tcq3xJhXP96uT1b/j5P+6KKK2hsZzMk9aaKKKszEyahfqaKKaAhl4UH3q9f+JtX1TSbbS729mntraV5UEkjMSzBepJ5xt49Mn1ooqkI//Z", "info": {"video_id": "16607", "label": "pushing electric plug so that it almost falls off but doesn't", "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": "16607", "label": "pushing electric plug so that it almost falls off but doesn't", "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": "b6b9d060e6f50029fd69d01a2081c44d0d4e7d813edaf63c48fe4a74f6484239"} +{"episode": 91657, "episode_seed": 97238535, "split": "train", "timestamp": "2025-10-13T03:54:07.177872", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 97238535, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 polythene cover'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79914", "label": "squeezing polythene cover", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "79914", "label": "squeezing polythene cover", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "937696ca0ebe926c8a983c1aa9843169c94dd1a5fe7589e0c10c04fa470468ba"} +{"episode": 91658, "episode_seed": 1454974634, "split": "train", "timestamp": "2025-10-13T03:54:08.702944", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1454974634, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into cup until it overflows'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "152393", "label": "pouring water into cup until it overflows", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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bePTJ9aKKtEH/2Q==", 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"info": {"video_id": "152393", "label": "pouring water into cup until it overflows", "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": "1fde9c257c82e42a553b5908eeee2d48f94f93ea5af092e23a30320f2ed89902"} +{"episode": 91659, "episode_seed": 643013528, "split": "train", "timestamp": "2025-10-13T03:54:09.611103", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 643013528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 over box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "202016", "label": "holding pen over box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "202016", "label": "holding pen over box", "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": "f1fa6f02bbedce3db4380d1b951ebc35848dacecab8d3a9f51877a43114d9b94"} +{"episode": 91660, "episode_seed": 1403814858, "split": "train", "timestamp": "2025-10-13T03:54:11.222764", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1403814858, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 garlic behind a bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "201551", "label": "pretending to put a garlic behind a bowl", "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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QcU/HHBqM8YpMsOlS2Fib7w96qyDDVZXOMmoJMtJgVW4HE/FO5WHwWYicNNcxqvvjJP8AKvESx9a9A+LeuLdaxaaPE2RZqXlwf426D8B/OvPMnFcdd3md1BWgaFg5/eYJ7Zq6NzHBPFZ+nHiX8K0o1PSuaW50x2O++GYAi1eHPLLG4+gLD+tdV/y0rgPA2oppvieGKZsR3amBiegJ5X9QPzr0W4iMVwRjHNd2HlemefiI2qGjZxjbk1dA/Cq9n/q6lYnJFatmA85XnNI3zLx3pmTnFPXhOaaYWKzcNXnPxlkSPwtZLn52vFx+CNXozctXi3xp1ZbjVtP0qJs/ZozNKPRm4H6D9aUvhZcPiOAglPHNdJ2xzXIQvjArsEBY1wVVY9Ck7jtgK4r23zhd6VY3a/dlt0b/AMdFeLqoxyRmvSvAOpjUdDm0qQgXFmxZAe8bHjH0OR+Iq8LL3mjPFw91PsdDZjL1tKMKB2rHtVKTbTwa2QMpXYeeKGXoaUHBqLBqRFOOaSY7DJRxUKgk8cmppjgVmaxqkOhaLdapcMBHboWx/ePYficD8aoaPnn4k3q3fxF1WRTlY3WHI9VUA/rmq2incsv4f1rEu55b27mu5jmWaRpHPuTk/wA61vD7HFwPTb/WuWrqmzro6SSNtRlutdT4CmS28XW4Jx56PD+Y4/UVzCLxmrMc8lnNFc25/exOsin3BzXLGXLJM65w5otHs0ylJyCO9adko2A1mW93DrWl22q2uDHOmSB/C3cfgc1p2X3BXqeZ47VtC5kDrTsg9KjYfNSAEsMVNwJj8y1UYYarZ+VcVVA3vVDR518X7tU0jTLTPzSTtJj2C4/ma8k3YwRXT/ETX11vxZJHC+63sl+zoR0Zgcsfz4/CuUOceorirO8z0KKtBG0r7Tx/So2umVtoI/EU1iuDnFV9oLkgjisFY6Wdp4F8ZRaJfPp2pOF0+6cEOekMnTP0Pf8AOvW0hMEgZTuRuhFfMd+pZSP51u+E/ijqvhZVsrpPt+nLwIpG+eMf7Lensa7aM9LM4K9PW6Po5cOoxT1jrgdK+Lfg/UEBk1B9Pl7pcxkD8xkVozfEvwhDGXfxDbMoHATLE/gBW+hy2Z1jtjpXJ+NfGNn4P0g3EjLJeygi3gzy7ep/2R3NcP4i+OVpHDJDoFo80zcC4uBtRfoOp/SvHdR1a/1vUHvdQuXuLhzyzHoPQDsPahysVGDe5o/a5r+7lvLuUyTzuZJGPdjVkFT0NV7SIeSKm8P6cmteJG0241CW1Vo5GiMce4s6oWC+w4JyfT3rj5eeWh3c3JHUvafgGXv0/rV5pii9Rx6iuf8AD80k6TGRi3CkZ7da1pBxxn86wmrSszeDvG6JWvHYZHBXkMOoPqK9m8LeIYfFuiq5ZRqVuAtzH3J/vj2P8814cFKofX3qvZ6zqHh7VY9S06YxTx8eqsvdWHcGtqEuV2MK8OZXPpy0Yp8jcEVcKZOcV594X+KWg+II0iv5V03UehSU4jc/7Lf0NegQuzxh4mSSM9GU5Brt0Z57TW49Yh19KjchQcU8yNtZmAVV65PArkPEvxC8P+G7dzcXiT3f8NtAQzn6+n40WsG5p6/rln4Z0ebU75wI0Hyr/FI3ZR7k18x6hqFxrWq3OpXbZmuJC7eg9APYDA/CrXi3xnqXjLU0luz5dtHxBbIfljHqfU+9ZVwjR2e9OGyORWU5dDopxsrjsYauu3gY6Vi61pGnWvh231XTNTvZw119lzcwCNbghNzvEM52qcKd3qPcDXLYUVz11ax04eSlexHJcEN8rHn0NWtN1660DVYNStmy8XDKScOp6qfY1QbaZOT+dQ3S5Tj9KyjKzTNZq6sfQ2jatp/ibTY9T0yUMD/rIyfmjburD1ragcEbW4NfKel+INU8MamLzS7lopP4l6q49GHevWNE+OGk3SLHrllLZzdDLAN6Z9cdRXoRmpI8ydNxeh62I80rkKuM/WuPT4l+DZIw0fiCD6Plf5isnV/jF4TsFxa3Mt/IB92BDgn6nAqtCLM7yRlBLSMFQDJJ6AV4D8TfHqeIr8aPpkm7TLd9zyL0ncdx/sjt6nmsjxj8T9Y8Vh7ZP9B09uDBG3Lj/abv9OlclZRFmyR3qJy0NqcNS3tXZjHNaehHabj/AID/AFpvh2y0/VfEyabql5PbQTNsSaOWKNY+5LGTjGM8DknA71JY20ljrGrWUi3C/Z5zGEuABIuCww2OM+uOK55xfI2dEJJ1EjVMgCn/AAqATMWIycfWnM2BzmolKYPOPY1ypo62jo/B3jn/AIRbUDaX259KuGzJgZMTf3wP5ivbLSWC4gjurKZJ7aQbleM5BHsa+Xr6PcCR+lP8PeNtd8JTH+zrs+Qx+e3kG6Nvw7H3Fd1GppY8+vS1uj6uUh+/NSBQnJxXi2m/HqzMYGq6JKsmOXtpAQfwNXJvjvoSRsYNLvpJMcK21R+ea3ujn5WeryNkHB+przL4k/EWDRbR9H0mdX1OVSskiHP2cH/2b0HbrXnviL4xa/rMD21iqabbtwTEcyEf73b8K4OHdLOGYliTkknJJqZSLjDU2LY7QCQTnv1q0HU1Tut0VhuQlWBHIrQ1/wAM6p4d0HSdQvJJ1nvjJ5sJjIEAAQoGP95g2cdunUGuXk59UdbqKGjNFlGwnHaqbgYJHWiiuVbnYyB/mQ55rCvUCyHFFFdFHc562xQbg0yiius4hRVy0UF+RRRUy2LhudHGoEQAHasmPU7jRdeN/abPPhZtu9cj5lKnj6MaKK56PxG9f4S34cUBbgegUD9a15UGzNFFZVvjZtR/horMzLlQeKpXqgoTiiilDcctjAlHWrVprWq6eu2z1K7gX+7HMwH5ZoorviefIkufEmuXcZjuNYvpUPVWnbH86zASSSTyepooqhFq0QGQE1o3qhbDp3FFFc8/iRvD4GO17xU/iCG2hm0nTLU26LHFJapIpSNc4QAuVC85OByea6YAFenaiioxXQrB9SpKo+biq+OcUUVzo62Zeoxrye9Yz0UV2Udjiq7kZooorY5xyckVuWaKF4FFFY1tjoo7iQ642kXF1GdO06+imcOY72DzArJnBBBBHU5GcHuDV3Rr+51XUNSv7yQy3Nw4lkfGMscnoOn0oopVP4IU/wCMa8oAXiqrAHrRRXDE7mQuitGc1z16irKcUUV00dznr7FFhzTcUUV1nExwrV02JWwx60UVnU+E1pfEX9SGLE47MtU77xFqupaZb6ZeXs09tbSPKgkkZiWfGcknnG3j0yfWiippfCOv8R//2Q==", 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QcU/HHBqM8YpMsOlS2Fib7w96qyDDVZXOMmoJMtJgVW4HE/FO5WHwWYicNNcxqvvjJP8AKvESx9a9A+LeuLdaxaaPE2RZqXlwf426D8B/OvPMnFcdd3md1BWgaFg5/eYJ7Zq6NzHBPFZ+nHiX8K0o1PSuaW50x2O++GYAi1eHPLLG4+gLD+tdV/y0rgPA2oppvieGKZsR3amBiegJ5X9QPzr0W4iMVwRjHNd2HlemefiI2qGjZxjbk1dA/Cq9n/q6lYnJFatmA85XnNI3zLx3pmTnFPXhOaaYWKzcNXnPxlkSPwtZLn52vFx+CNXozctXi3xp1ZbjVtP0qJs/ZozNKPRm4H6D9aUvhZcPiOAglPHNdJ2xzXIQvjArsEBY1wVVY9Ck7jtgK4r23zhd6VY3a/dlt0b/AMdFeLqoxyRmvSvAOpjUdDm0qQgXFmxZAe8bHjH0OR+Iq8LL3mjPFw91PsdDZjL1tKMKB2rHtVKTbTwa2QMpXYeeKGXoaUHBqLBqRFOOaSY7DJRxUKgk8cmppjgVmaxqkOhaLdapcMBHboWx/ePYficD8aoaPnn4k3q3fxF1WRTlY3WHI9VUA/rmq2incsv4f1rEu55b27mu5jmWaRpHPuTk/wA61vD7HFwPTb/WuWrqmzro6SSNtRlutdT4CmS28XW4Jx56PD+Y4/UVzCLxmrMc8lnNFc25/exOsin3BzXLGXLJM65w5otHs0ylJyCO9adko2A1mW93DrWl22q2uDHOmSB/C3cfgc1p2X3BXqeZ47VtC5kDrTsg9KjYfNSAEsMVNwJj8y1UYYarZ+VcVVA3vVDR518X7tU0jTLTPzSTtJj2C4/ma8k3YwRXT/ETX11vxZJHC+63sl+zoR0Zgcsfz4/CuUOceorirO8z0KKtBG0r7Tx/So2umVtoI/EU1iuDnFV9oLkgjisFY6Wdp4F8ZRaJfPp2pOF0+6cEOekMnTP0Pf8AOvW0hMEgZTuRuhFfMd+pZSP51u+E/ijqvhZVsrpPt+nLwIpG+eMf7Lensa7aM9LM4K9PW6Po5cOoxT1jrgdK+Lfg/UEBk1B9Pl7pcxkD8xkVozfEvwhDGXfxDbMoHATLE/gBW+hy2Z1jtjpXJ+NfGNn4P0g3EjLJeygi3gzy7ep/2R3NcP4i+OVpHDJDoFo80zcC4uBtRfoOp/SvHdR1a/1vUHvdQuXuLhzyzHoPQDsPahysVGDe5o/a5r+7lvLuUyTzuZJGPdjVkFT0NV7SIeSKm8P6cmteJG0241CW1Vo5GiMce4s6oWC+w4JyfT3rj5eeWh3c3JHUvafgGXv0/rV5pii9Rx6iuf8AD80k6TGRi3CkZ7da1pBxxn86wmrSszeDvG6JWvHYZHBXkMOoPqK9m8LeIYfFuiq5ZRqVuAtzH3J/vj2P8814cFKofX3qvZ6zqHh7VY9S06YxTx8eqsvdWHcGtqEuV2MK8OZXPpy0Yp8jcEVcKZOcV594X+KWg+II0iv5V03UehSU4jc/7Lf0NegQuzxh4mSSM9GU5Brt0Z57TW49Yh19KjchQcU8yNtZmAVV65PArkPEvxC8P+G7dzcXiT3f8NtAQzn6+n40WsG5p6/rln4Z0ebU75wI0Hyr/FI3ZR7k18x6hqFxrWq3OpXbZmuJC7eg9APYDA/CrXi3xnqXjLU0luz5dtHxBbIfljHqfU+9ZVwjR2e9OGyORWU5dDopxsrjsYauu3gY6Vi61pGnWvh231XTNTvZw119lzcwCNbghNzvEM52qcKd3qPcDXLYUVz11ax04eSlexHJcEN8rHn0NWtN1660DVYNStmy8XDKScOp6qfY1QbaZOT+dQ3S5Tj9KyjKzTNZq6sfQ2jatp/ibTY9T0yUMD/rIyfmjburD1ragcEbW4NfKel+INU8MamLzS7lopP4l6q49GHevWNE+OGk3SLHrllLZzdDLAN6Z9cdRXoRmpI8ydNxeh62I80rkKuM/WuPT4l+DZIw0fiCD6Plf5isnV/jF4TsFxa3Mt/IB92BDgn6nAqtCLM7yRlBLSMFQDJJ6AV4D8TfHqeIr8aPpkm7TLd9zyL0ncdx/sjt6nmsjxj8T9Y8Vh7ZP9B09uDBG3Lj/abv9OlclZRFmyR3qJy0NqcNS3tXZjHNaehHabj/AID/AFpvh2y0/VfEyabql5PbQTNsSaOWKNY+5LGTjGM8DknA71JY20ljrGrWUi3C/Z5zGEuABIuCww2OM+uOK55xfI2dEJJ1EjVMgCn/AAqATMWIycfWnM2BzmolKYPOPY1ypo62jo/B3jn/AIRbUDaX259KuGzJgZMTf3wP5ivbLSWC4gjurKZJ7aQbleM5BHsa+Xr6PcCR+lP8PeNtd8JTH+zrs+Qx+e3kG6Nvw7H3Fd1GppY8+vS1uj6uUh+/NSBQnJxXi2m/HqzMYGq6JKsmOXtpAQfwNXJvjvoSRsYNLvpJMcK21R+ea3ujn5WeryNkHB+przL4k/EWDRbR9H0mdX1OVSskiHP2cH/2b0HbrXnviL4xa/rMD21iqabbtwTEcyEf73b8K4OHdLOGYliTkknJJqZSLjDU2LY7QCQTnv1q0HU1Tut0VhuQlWBHIrQ1/wAM6p4d0HSdQvJJ1nvjJ5sJjIEAAQoGP95g2cdunUGuXk59UdbqKGjNFlGwnHaqbgYJHWiiuVbnYyB/mQ55rCvUCyHFFFdFHc562xQbg0yiius4hRVy0UF+RRRUy2LhudHGoEQAHasmPU7jRdeN/abPPhZtu9cj5lKnj6MaKK56PxG9f4S34cUBbgegUD9a15UGzNFFZVvjZtR/horMzLlQeKpXqgoTiiilDcctjAlHWrVprWq6eu2z1K7gX+7HMwH5ZoorviefIkufEmuXcZjuNYvpUPVWnbH86zASSSTyepooqhFq0QGQE1o3qhbDp3FFFc8/iRvD4GO17xU/iCG2hm0nTLU26LHFJapIpSNc4QAuVC85OByea6YAFenaiioxXQrB9SpKo+biq+OcUUVzo62Zeoxrye9Yz0UV2Udjiq7kZooorY5xyckVuWaKF4FFFY1tjoo7iQ642kXF1GdO06+imcOY72DzArJnBBBBHU5GcHuDV3Rr+51XUNSv7yQy3Nw4lkfGMscnoOn0oopVP4IU/wCMa8oAXiqrAHrRRXDE7mQuitGc1z16irKcUUV00dznr7FFhzTcUUV1nExwrV02JWwx60UVnU+E1pfEX9SGLE47MtU77xFqupaZb6ZeXs09tbSPKgkkZiWfGcknnG3j0yfWiippfCOv8R//2Q==", "info": {"video_id": "201551", "label": "pretending to put a garlic behind a bowl", "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": "2c7f9ad86c128169a2cb6380c30f40e4797557fdc9eeff589cd76938f66956ab"} +{"episode": 91661, "episode_seed": 3204456166, "split": "train", "timestamp": "2025-10-13T03:54:12.510468", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3204456166, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 keys up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "212785", "label": "moving keys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "212785", "label": "moving keys up", "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": "e0d384c977150175050caa983bb7f9ef9c53ac674ba3aa0a1c8ca24265488590"} +{"episode": 91662, "episode_seed": 1279678091, "split": "train", "timestamp": "2025-10-13T03:54:14.550027", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1279678091, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a paper clip with a folded paper towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "91604", "label": "covering a paper clip with a folded paper towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "91604", "label": "covering a paper clip with a folded paper towel", "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": "4edf72b5124be90abbbc9b8eaf3823da53a8f857ed1d2b1db16a3b797bc0760f"} +{"episode": 91663, "episode_seed": 1602085610, "split": "train", "timestamp": "2025-10-13T03:54:15.158782", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1602085610, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper clip and ink pot so they collide with each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64501", "label": "moving paper clip and ink pot so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "64501", "label": "moving paper clip and ink pot so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "41b40487ed694000542116269e8ff80175dfd6e14b242bbfc080efb5f1952694"} +{"episode": 91664, "episode_seed": 2952948731, "split": "train", "timestamp": "2025-10-13T03:54:16.455256", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2952948731, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 guava in front of glass bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17693", "label": "dropping guava in front of glass bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "17693", "label": "dropping guava in front of glass bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e5aae1b59cd7639204535cadcb6256ca6c1c7a40d787db7d7f70c40379af299e"} +{"episode": 91665, "episode_seed": 650381520, "split": "train", "timestamp": "2025-10-13T03:54:22.251835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 650381520, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting cosco ball roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "85907", "label": "letting cosco ball roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "85907", "label": "letting cosco ball roll down a slanted 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": "f81e96530ccc98079dc5a8ae04c7253913d71a99c3e52349c7392c91e949250c"} +{"episode": 91666, "episode_seed": 1963508348, "split": "train", "timestamp": "2025-10-13T03:54:23.149490", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1963508348, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "142417", "label": "pushing a coin from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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hV5AGPwqkhMnzdIl3IZbSLJCsOP0p6zyC6jaTVol8qPClF6e1VRGn2aMLprks+dzMefarKrP9ouGj02BAiYKt2pMZWMoNqWOpSb3kOVwenrUxlRrzeNWf5Y/vlT+Qq1bRv5Ua3FvCoQbk2jnnuat3lpDZ6Ql0BG010SuCoO0D+tXye7zCT1sZBdfs1vH/AGrkGQsy7eE96C6ie6Yatk7cBtv3/ao3upEeBWs7YCPjO3731oWeR4rpvsluQxwSB936VFrDHbyI7QLqi5ByBt+5SeZITdkXkDA9SR976VHsURjp09KgeBQuR3quUdiVp5AYSyW7hV6bf51LaSN5Vy8UdtHxgmQ9AfSqWDtxU0K742UWxlYleR2//XVNaCZe88/aLdX1KJViTIMacLUZuV+zgf2lM0kkvzKq9vWp1SeJ55EsrWIIm3DkHB/xpqtdRtagz2kfdSADj61AhjzQrcSn7VfMAmN+MGozJAsFui3N4AWywI4H0qzGLmb7Ts1CEs7bWCjqPWpFt78NG/2lfs8H/LR4/lB9DRyu1wvrYptJAVvHN5dE8BRj731oSWNbqEC/uQqp97ByD6CpGnuXsnzfW2JJeVwA2fX6VOZbs3pIvbMskWN2BjFSMzxLF9lAF9MMy8pt7etSmZjczsmpKfkxudfvD0pv2i4+zCImLaG3D5BzUT3spmkke3hJddv3eB9KqzAkUyFbYK9rIewPUfWo5AVjlElomd/3lbp7VXbaUX5QMegpUG0EdjV8oGgzTJ5zxWEMII2fNyR61Mw1DzLSMzW6cZTAAx9ay3eBomZ5pXlL9Pb1qfdZ/ao8W87IF5BPJrNoRZLXBF5I+pIr7sEA/epxEubRDqybcDB4+SqamD7LIfsLnc4AfJ49qmDWxu4RHpkhwOUJOWpNDJS8ym8I1dSSMH/bFKXnMFl/xNY+Dwv9zmoVaPZdf8Spj6Hn5PrQXgVbTfpjjB56/PRb+tALDui3TiWdZFDDfIpzn1NTa+9sLmJbAEQKAVI6E1nl7PzrjfYSrkfKoJ+Wmi6t0tI0WOUEE5J5H4VfNdJNAtCI3Vyk8kjrGWcYJK8U3zGa3izbIVDfeHf2pLhskEHgimGIleMj2osgLtu0TXLuJjZJtzhTnJqEtaMEDPcSktz70WplSG4byBLtXG5v4M1Igu/9FTfFEOqHjj60thEn+gi5m22c7KF4HoaQeULa3X+zXJLZ3Z+/7UK9w4u5Pt6L2PP3/pT2WSL7IBqaZI3DB+5SGPQxG5nI0hmG37h/h96idQbS3/4lbDD/AHsn5uelOjLs9yX1UKcdR/HTT/x6W3/E0/j+5/c96X9dQLlvqE9lfiWOzl3wtvCMMgCoL6T+0Ll7p8lZOcEYx7U7FwLycLqqH5OXJ+97VWIujZK32qJkD4Ck81XO3uCVik8apIQufpmkBRIlDGQOGyR2IqxcQtb3OyUryM5Bzmh41ZMjFO9x2BdjJkGrFxPctLPvuIYiigbU71ngbDjtUitGY5Slqz5YbWJ+7TsJlgzKUt1fUJDg5IA+5R5lqRcs1xcMT90+v1qRBcm+jC2cQaOPdsPTHqaezXqadgxQKs0mc4GakCOKa0guYWjmuTx83FStewPHcZ+0thsoCMgf4U9U1AX0QDWyOq8Htj3poN8ba7JuIApb5hxk89qL9LgVWYSSg84YcZFJLAuCQCM+lWp4L25FqHlgOU+Ug4496rOkyh94BVDhmU5FUpJjIV4AXnAqcjK1GMd6l6xE+lMZXkTAyKWFo1OJJJEHpH3qUjIwaSJZVdmhZFwpyX9KHsJ7Av2Q20rGG4dy3DE8VPGsX2uPZpsj4TlXPU+tV90gtY1N4oDvyg7e5qcBDPOz6ofkThhn5vaoZI+3mMIVhp7IrMQXXrg9q1Li8mawfTVgcDd5xcjk8dKwS0ZgiBv5CM8rg8e9TbrQ3jf6fcFNn38cn2qudpWC2tyG4ijMgAXkjrSBBEzFoFcMuMA4wfWlLW6WqSJOzSBiCjDt9aeZkdOOtG5Q1ZCYgCMNSuu5RUYHORUx+5mmMqMu3g0DpU8ibkFQ4pgSJ55hgRLdRufKsR941aj+3fbLmUTRLJGuGPb8KqFVE0Mc10TGFySv8PtSJ9jCS73kLE/LgdqzauQXJBex2MEJuo9kj7gARwfepNl2L5FOoxKyr97jj2qi7WH7jasvB/eZ71KH0/7ax+zzPFjgZ5pWGTItyYLtv7QQDPzDP3+aeFvDFZkX0R/uAkfLVJZLD7PMPs0pcn5TnhacTp2IAIph/fJPWiwFtTf/AGq523ELtt+Y5GCKgY3zacvMRi38YxnNRKunb5wWlAx8hFRlbT7IMSyeZu+7jiiwE93FePOiyxJvZARtqEM6cSoV5xzTtkBnjCXj4P8AEe1a3hXRYNf1x9MudSkgjeOVoyibzI6oWA9uh59vemgMWVgIHAkK5Iyo/ipyfYlnjyJZkC/MB3P+FVxk7Rt3EkYFXEN1588qRxxlV2sMcAe1Nie4yNrcWh3Wjs7PwwPGPSrBaB9QUDT3CBf9Xz+dNVL0WkJE0aoWwoyOKnjF4+olhexCQL9/PFSxoiRojFcsNMZs9G/uUkjRC1tx/ZrKdxy3Pze1Ef2kW07C/Uc8pnlqc323Zaf6YhBPyDI+X60ADy2f2iUtp0oBXhcn5aqFrT7IP3UokLdc8YrRxqBu7jE0TsF+bOMGqzPe/wBnxhhGYt/y8DOaEwI3GnG5QAzLFt+YnrmoS8YL+XISgPyhupFXZmvTexhraNpNvAA6iqrtJ5c262C88sB92hAMIoG9baMG4Co752jqPc10uuaDpNr4at9W0vULycNcm1zcwCNbghNzvEM52qcKd394e4HNRmISQbIGkIHzA/xGrBk2bcTTFruVhjCsM5amv9i8iHEkzNu+cHsPapoDOqXLJZp0wc/w0/F9i2/cRAZ+QYHP1qRDN2nfbSfLuJIsfjUW6w+zSYhm8wt8pzwBV5RqJv5GXyUkA5Haq2bwae2DEY2fnGM5oGNI07zYQEnC7fmz61Fiy8iXDyh93y+hFXt2ofa7ctHCX2fKB0x71XLXXlXSfZ4yucvx0+lAEOMRhlYlPU1Kh+XAokeUpGJLcRoyYBXvUcfK/SrWwyYjioZfJCMZdxbHyAevvW54SsdM1fxHFpurXU1tDOdqTRzRRrGe5YycYxnjqTgd6zdXtJrHVb7Ttk0YiuWiK3IAkXDEDdjIz64JFAmysmwy26pZE7Rlgf46lLP9lnK6egDNy/pSKsj3m2S+VCq43g9vSozs+zMDfMSW+6M4+tSItFbgC1QWMQ6EE/xVKv20Xk7Czt9wQgjjAqnKtsssAN7I6YGSP4fpTQLQyT5u5QuPkPPzfWlYZYT7WLOIGzhZDJ8rYGT7UyRLiW4mJsUDKvITjb71Di2+zwgXcobd8y9l96kIiFzLjUGA28Mc8+1AEO8gAkEH0qdTmIjuaiRUa3UearOcnHcURk7RmrGSkYFRMO9PkY+VkcHNb3iLwff+HPD2kaheecs9+ZPNgaMgW+AhQMf7zK2cdunXOALmPHawpeyKEBVY8gHnmokkEenT7Y48lwMkUUVlckj/ALQl86E7IxsxgbaVtTuEvHlXYGPBwvFFFOwyNb6UWskYCbXOT8vNTf2hKz2uUj+TGPl60UUMZKk264ucxR8r/dpu1G0lMxpnf1xzRRUATyW8Bvol8lApUEgDFR2F/NoWrvqFkEE0DOqbxuXDKVPH0Y0UVUGxGZuZShU4I6VNbx+eJWd3yBnr1oorRiLw06Aw2pO/Mhweanj0u1OoyRbW2KuQN1FFQ2xojXTrY6dPLsO9Twc/Sm3GnW6/ZdoYb8BufpRRSTdxgdPhW9njUuFVcjms8x4tN4ZvvYxniiiqQmIZJBcKRLJnHB3cio/tEoDLvJUnkHvRRVWEdBrvi2TxFb28M+kaZam3RY4pLVJFKRqDhAC5UDnJwMk81iSXs5kUhgu0YG0UUUdQGJJI0UpMr88kA9atCDcbXMknzD+90+lFFMCaKxjkvJUaSUgDOd3JqI2UQ07zcvu3468UUVICy2yxXMCpJINyZzu5FVTvHngSPwcHnr9aKKoBju5SPMjkdgT0qZT81FFA0aGma8+jmeM6bp1/FMyuY76DzArLnBBBBHU5GcHuDVa8u7jW9Wkvr+Uy3F1KZJX6ZJ68dvp2oooEyxb2VuLyaMxhlVMjPNIYIV05WEKbi/XFFFZtu4ElyUhvoQkMWNvTbVZZ8tdgxRYJ/u9KKKS2KYq7Gt7cGGP73XHWp2ghbU5FMKbdmcYooouHQreRELASBAHD/e71CnBIoorSOwIJCdn41evvE2r6ppVvpd7ezT21tI8qCSRmJZgOpJ5xt49Mn1oopgz/2Q==", 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", "info": {"video_id": "142417", "label": "pushing a coin from right to left", "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": "f5ab32735abc86f45a5ed24fff4b453f3856054834f5d03d63bc799d167cefa1"} +{"episode": 91667, "episode_seed": 276244742, "split": "train", "timestamp": "2025-10-13T03:54:25.374497", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 276244742, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 trimmer and water bottle closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "19614", "label": "moving trimmer and water bottle closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "19614", "label": "moving trimmer and water bottle closer to each other", "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": "e182bfa2cd5b9296a59418ae017b8a952ac793f63270f601424de57bb2dc425e"} +{"episode": 91668, "episode_seed": 2362095134, "split": "train", "timestamp": "2025-10-13T03:54:26.882038", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2362095134, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing a cloth into a cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9261", "label": "stuffing a cloth into a cup", "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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vWvrumtdySzaSqW8chyxIByDx07c8/Tn1xs6I9pBpItHht7tll+aJMo75C4K56MNpPoStcx7N0mjndd0+JJru61FLyB0CSxW0KIFQEDAdmP3uBkAVh6ZfQ+WFW3LTeaZDGo7kgBf93B/MVtyNpNta39yuqFm1BTGsaw73t1D5/eHOcnA5HvWRqE969lb3L6hA8Tp5XmoPmVBwA3fOVHXnnNFtCpJW3NbT7b7Towju40ZZckoB0Hb8eK1fDem2umm5FtHs3hckkknr/jVXSVQeHtPdc5ZWPPUjPBP45/KtSwbDS/Rf511Rs4o8CcnzteZtxv71egk5HNZKPzVqF/m61Vibm7BlxgGrps3ePABLHoAMk/hSeHbZLub947qo7IOfz7V3UcdnYQsEiWLHBJ6k/XrRcErnjmrajcaU5ke3URNIUYmUg/Ljpj7vcc1mw+OvtU8QtdKaRpJCvkgjLnqNrDDD8Qfyra12ytdUshFPLsQEMz7jjGcnj6sBXm13djTdfNnERAFIRfmLGE5GAT65xnt6da5JO7PeikopI9Bj1vStQma0UmNImMzguFd5jnchX7uT7fK/sa5qa8vNO1ZsCG1guWWRn25QRrkAfj0APORjtTvE9nBc6Iz2UEe8HzYGAbziu8GT8FJb5eo4NcZeajcMIPPvXuopW5VjynQ/nx/nNS+5WlmbupawkEDMXDyMSBgbcj1wOlc+/im+yF8wBOmBVMKb/VIoAS++VQ+08IpP+FOv/CWowTySQSRSQgkrl9pC++aI0nP3pHDKpTpvlPTFkwWIGee9To5P3jk1RR+/aplbvXckeYzRgmKsDXQQ6zILbyt5x9a5WNsVOJSO9VYk0b+RLuBo5GPJyCOqt2I9wa5qK71mHVTbXIilikQ7biNQhkx91GHQHJOPc1rbiao6lcm1tjIm7zArMmM9VUt2+lZ1Ipo6cLOSqKK2Zy+vGIvK0pDNMOGC4BUYBbHbOTkf7IrhL6/lS4dIZHTjbIA+VJ9vatHxB4oOqSAW6NGgLNuP3iWLH/2aubrGEOrO6vWjblh95c+2Xl4sVo0zmPdhU7AmvRjo+ny20UckAOxAm9OG4HXNeeaMFOpxE9uR9a9HtpN0QrVRWxwTnK97lbwrazWF9qtvIchPL2OP41JbB/SusSTBwB+JrJsiNsrcZyo/nV9XpxjbQzqS5ncvo+Dk9a2tH1NrSYOpP0rm1kq1HLtxzWljM7LUNckuwMv9MVxOr3Daa81yltNPbSP5kiwvh4mxgsB/EOc49RVoXBI60xiWz71MoJqzLp1JU5c0TG/4SK11lHaKPzFWMGfaSJFwwAbaOvqwxzkms67S3min80psJXKM3mRgkdDkZTPZh36jNX5rK3065e6gSOOSdwGO/Y3Abpj1yR+NY+patFFpsz3NsxcKds6xEPuwBskz99TwCeOmetcs42lY9qjNVIqT0MG6ufD1lNLZzDVoDEMbIPKJJP3gXPbpg4PU1DDrz3t3FDY2kVlYW/z+SnJkYDaHkbjc3J7ADJwOtco7mSRnPVjmtHSlYh8cButaxikcNWq6jfY7OPVd6hev17V18R2xpnnOTxXk5uJLScbgSuec969TVsLH/u5/WrTucskkXUkJ6DAqzFLtYYrOV/SpkfmrSMrneaR4ga1tRHuOAOM1Q1HUTdGQOdyMMEHoRXOJOQOtOaZmosFzCv7KTTBI2nokkJyVtpCdoPsRyP6dq5LS9Q1CbVLtruMRuSgwF9z0PHI9RXoUyb0Irhdf8yzu4JIG2kyYI7H61nUgrXR2YarOU1BvQgvbaG6jRySWYHMyLiT3JxjePXjINZSaroVkm9VvL2YPuMDIkVuxGQCTksRg9ODz1qfXruOOwDIX844AkA4cc8k/3h0z3H0rkFBZgB1NYwjfU68RUcUoxPStB1CS8sDdXjKJJnJUINqxqOFUDsox0rdsJAWlwe6/1rgre7aGGONDhFAFdR4euTMswPUbefzrddjzZR1udQkvOFH4mp0kwc55qiHqVHzVGZ1mg6s1nLuzx3Famqa89024McelcVHNt6GpvtBYdadgOS8U+KdV0fUJIEss2xPEgkJDjHp2PP5gelcB/a7TTqq25jcjAdm3HOc9x+levX1rHexFJUVv94ZriNd0OKKJ2SJUI5G0YrN0kdlPFyTVzZ0nXWtLIzXFqcsiq2xsOOfvL2DjPtkHB7Vg67rfh9LrbNp32wMvmI9pJ9lOc/8ALRdpG7r0xVKC6jk0cMh6MAzM3zK3f8OfpXI3MxnuHkPc1hCN3qd1apyU7R6nW6JfteaktyltBZWFqGMcMeSC5GMsTku2O5/DFX7/AFy1+z75ZBJzxEOlZ2iRXM3h4W8QiCyOxJY8gHj+lWbXQLKylE104uWBzsbhfy705QnN22RxqVOKu9WdejcCp0aqivkVKGrqRwl1G4zUinNVI34qUNzimBbVvxrL8SSpDotxKw+YRsqNzlWYYGP5fjWhGeTWb4lt1u9EniLlc4OR7VM9ma0Hy1EzxairCWsrgsqEqDjIFL9nZeqnNQaEmlg/2hER2Ndwt9FawgyNgkdK4y0gnWTzIlPHcitrw9p6eJNfOmX19LahopWj2R7yzqhYL7DjOT6UCaudRo98t2s23HBU9frWwjd64bwM53X24k8R9fxrtFb8KuJhJWdi4p9KlDYHWqSSYNWA2asksq5xUwbIqorZFWFPFJgjm/FIZrqwXzRGjOcF2wmfQ+nGea5/VnW507OWU4KK5AA24xjr7ZGfz6V3Gq6fDqVhJBKucj5T3U+orz7VJL2yc2t4iOpCotyBj5QMBT/9euepBt8yPUwteLgqct0cbWzo0bshI6ZrOe1YXLRIC5BwOK6eHT5tP0USnKSbh9eatHLLTRjbm0Egwwrvt33MdkUfpXM63ptlb6BBqmnapfTBrr7Lm5hWNbghNzPEBztU4U7vUe4G+rE/gAP0prcynsXEaplaqQbjrzU0T4NaGRb3ds1Kr81V345FSIfmFAiyeVrkfE9n58DqB+NdZnIrN1OASIfpzUsuLs7nlN9cNLafZpFIljwFHbHt/hWSnDg+9dRrmn+XPvAxz1FY0OmTXEuyKNm55NZqNjrlU57Nlqzcygj0FdT4UJDXYPbZ/WqHhbSNPuvEkelapdz2sUzbBNFLFGsZ6ksZOMYzwOScDvWnotu9hrOs2UizobefyglwAJFwWHzY4z6449KpbmM9jpUarCn0qkrHFTRyc9a0MS4GwOtSI5xVYMOtPVuKBFoHNZmq26zQFcdRWgDxUcyb4zSGeRahbHT7+QfMIpAVJXtmsE9a9I8QaX5iMQvNcNLaMHI2nNZ2szpUuaKXYs2GqSWln5SMQcnFOXUpWfczkk+tZ0kLxKCylc9M10fiLwbf+GvDuj6jeecs98ZPNhMZAt8BCgY/3mVs47dOucAWR2S9KmU8UUVocxKhOBUoJ4NFFMCxGx3UXUCXVs0MmSjcHBooqWNbnPXGm20MQjRMIvygVTstJtLi+CSISvpmiipNETapYW9tmOKMKo9K4+PUp9D1v+0LPZ58JYLvXcPmUqePoxoooHE0PBPDX3/AP612Kk5FFFVHYzqbkykhqmVjgc9aKKozJo2PSrKngUUUmMeeRXL+KLWKWBty5yKKKTLjuR6Ho9lBZQyLCC7KCWbk5pviMBdOOB/Gv86KKlbDe5ka74nfXobaGXStNtjAixxSWySKUjXOEALlQOcnA5PNdORiRx6GiimtxzJI+alXOSM0UVZkyUEk1PGSTn0oooAsLUcqhsg9KKKQzJvNNtp2PmJnn1pos7e3tyIowv0ooqSuhykutnSL+8jOm6dfQzSBzHeweYAyfdIIII6nIzg9wat6Df3OqahqV/eSGS5uZFllfGMsc9h0+lFFC3LfwnRKTUqHmiiqMSYE7etSocqKKKALKnp9KcelFFIaM/UoUdDuGayodKswGlMQZ/U9qKKTLRy+vW0SxMwHIYc1j6n4m1fU9Kt9KvL6ee2tpXlQSSMxLMF6knnG3j0yfWiipZpHY//Z", 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vWvrumtdySzaSqW8chyxIByDx07c8/Tn1xs6I9pBpItHht7tll+aJMo75C4K56MNpPoStcx7N0mjndd0+JJru61FLyB0CSxW0KIFQEDAdmP3uBkAVh6ZfQ+WFW3LTeaZDGo7kgBf93B/MVtyNpNta39yuqFm1BTGsaw73t1D5/eHOcnA5HvWRqE969lb3L6hA8Tp5XmoPmVBwA3fOVHXnnNFtCpJW3NbT7b7Towju40ZZckoB0Hb8eK1fDem2umm5FtHs3hckkknr/jVXSVQeHtPdc5ZWPPUjPBP45/KtSwbDS/Rf511Rs4o8CcnzteZtxv71egk5HNZKPzVqF/m61Vibm7BlxgGrps3ePABLHoAMk/hSeHbZLub947qo7IOfz7V3UcdnYQsEiWLHBJ6k/XrRcErnjmrajcaU5ke3URNIUYmUg/Ljpj7vcc1mw+OvtU8QtdKaRpJCvkgjLnqNrDDD8Qfyra12ytdUshFPLsQEMz7jjGcnj6sBXm13djTdfNnERAFIRfmLGE5GAT65xnt6da5JO7PeikopI9Bj1vStQma0UmNImMzguFd5jnchX7uT7fK/sa5qa8vNO1ZsCG1guWWRn25QRrkAfj0APORjtTvE9nBc6Iz2UEe8HzYGAbziu8GT8FJb5eo4NcZeajcMIPPvXuopW5VjynQ/nx/nNS+5WlmbupawkEDMXDyMSBgbcj1wOlc+/im+yF8wBOmBVMKb/VIoAS++VQ+08IpP+FOv/CWowTySQSRSQgkrl9pC++aI0nP3pHDKpTpvlPTFkwWIGee9To5P3jk1RR+/aplbvXckeYzRgmKsDXQQ6zILbyt5x9a5WNsVOJSO9VYk0b+RLuBo5GPJyCOqt2I9wa5qK71mHVTbXIilikQ7biNQhkx91GHQHJOPc1rbiao6lcm1tjIm7zArMmM9VUt2+lZ1Ipo6cLOSqKK2Zy+vGIvK0pDNMOGC4BUYBbHbOTkf7IrhL6/lS4dIZHTjbIA+VJ9vatHxB4oOqSAW6NGgLNuP3iWLH/2aubrGEOrO6vWjblh95c+2Xl4sVo0zmPdhU7AmvRjo+ny20UckAOxAm9OG4HXNeeaMFOpxE9uR9a9HtpN0QrVRWxwTnK97lbwrazWF9qtvIchPL2OP41JbB/SusSTBwB+JrJsiNsrcZyo/nV9XpxjbQzqS5ncvo+Dk9a2tH1NrSYOpP0rm1kq1HLtxzWljM7LUNckuwMv9MVxOr3Daa81yltNPbSP5kiwvh4mxgsB/EOc49RVoXBI60xiWz71MoJqzLp1JU5c0TG/4SK11lHaKPzFWMGfaSJFwwAbaOvqwxzkms67S3min80psJXKM3mRgkdDkZTPZh36jNX5rK3065e6gSOOSdwGO/Y3Abpj1yR+NY+patFFpsz3NsxcKds6xEPuwBskz99TwCeOmetcs42lY9qjNVIqT0MG6ufD1lNLZzDVoDEMbIPKJJP3gXPbpg4PU1DDrz3t3FDY2kVlYW/z+SnJkYDaHkbjc3J7ADJwOtco7mSRnPVjmtHSlYh8cButaxikcNWq6jfY7OPVd6hev17V18R2xpnnOTxXk5uJLScbgSuec969TVsLH/u5/WrTucskkXUkJ6DAqzFLtYYrOV/SpkfmrSMrneaR4ga1tRHuOAOM1Q1HUTdGQOdyMMEHoRXOJOQOtOaZmosFzCv7KTTBI2nokkJyVtpCdoPsRyP6dq5LS9Q1CbVLtruMRuSgwF9z0PHI9RXoUyb0Irhdf8yzu4JIG2kyYI7H61nUgrXR2YarOU1BvQgvbaG6jRySWYHMyLiT3JxjePXjINZSaroVkm9VvL2YPuMDIkVuxGQCTksRg9ODz1qfXruOOwDIX844AkA4cc8k/3h0z3H0rkFBZgB1NYwjfU68RUcUoxPStB1CS8sDdXjKJJnJUINqxqOFUDsox0rdsJAWlwe6/1rgre7aGGONDhFAFdR4euTMswPUbefzrddjzZR1udQkvOFH4mp0kwc55qiHqVHzVGZ1mg6s1nLuzx3Famqa89024McelcVHNt6GpvtBYdadgOS8U+KdV0fUJIEss2xPEgkJDjHp2PP5gelcB/a7TTqq25jcjAdm3HOc9x+levX1rHexFJUVv94ZriNd0OKKJ2SJUI5G0YrN0kdlPFyTVzZ0nXWtLIzXFqcsiq2xsOOfvL2DjPtkHB7Vg67rfh9LrbNp32wMvmI9pJ9lOc/8ALRdpG7r0xVKC6jk0cMh6MAzM3zK3f8OfpXI3MxnuHkPc1hCN3qd1apyU7R6nW6JfteaktyltBZWFqGMcMeSC5GMsTku2O5/DFX7/AFy1+z75ZBJzxEOlZ2iRXM3h4W8QiCyOxJY8gHj+lWbXQLKylE104uWBzsbhfy705QnN22RxqVOKu9WdejcCp0aqivkVKGrqRwl1G4zUinNVI34qUNzimBbVvxrL8SSpDotxKw+YRsqNzlWYYGP5fjWhGeTWb4lt1u9EniLlc4OR7VM9ma0Hy1EzxairCWsrgsqEqDjIFL9nZeqnNQaEmlg/2hER2Ndwt9FawgyNgkdK4y0gnWTzIlPHcitrw9p6eJNfOmX19LahopWj2R7yzqhYL7DjOT6UCaudRo98t2s23HBU9frWwjd64bwM53X24k8R9fxrtFb8KuJhJWdi4p9KlDYHWqSSYNWA2asksq5xUwbIqorZFWFPFJgjm/FIZrqwXzRGjOcF2wmfQ+nGea5/VnW507OWU4KK5AA24xjr7ZGfz6V3Gq6fDqVhJBKucj5T3U+orz7VJL2yc2t4iOpCotyBj5QMBT/9euepBt8yPUwteLgqct0cbWzo0bshI6ZrOe1YXLRIC5BwOK6eHT5tP0USnKSbh9eatHLLTRjbm0Egwwrvt33MdkUfpXM63ptlb6BBqmnapfTBrr7Lm5hWNbghNzPEBztU4U7vUe4G+rE/gAP0prcynsXEaplaqQbjrzU0T4NaGRb3ds1Kr81V345FSIfmFAiyeVrkfE9n58DqB+NdZnIrN1OASIfpzUsuLs7nlN9cNLafZpFIljwFHbHt/hWSnDg+9dRrmn+XPvAxz1FY0OmTXEuyKNm55NZqNjrlU57Nlqzcygj0FdT4UJDXYPbZ/WqHhbSNPuvEkelapdz2sUzbBNFLFGsZ6ksZOMYzwOScDvWnotu9hrOs2UizobefyglwAJFwWHzY4z6449KpbmM9jpUarCn0qkrHFTRyc9a0MS4GwOtSI5xVYMOtPVuKBFoHNZmq26zQFcdRWgDxUcyb4zSGeRahbHT7+QfMIpAVJXtmsE9a9I8QaX5iMQvNcNLaMHI2nNZ2szpUuaKXYs2GqSWln5SMQcnFOXUpWfczkk+tZ0kLxKCylc9M10fiLwbf+GvDuj6jeecs98ZPNhMZAt8BCgY/3mVs47dOucAWR2S9KmU8UUVocxKhOBUoJ4NFFMCxGx3UXUCXVs0MmSjcHBooqWNbnPXGm20MQjRMIvygVTstJtLi+CSISvpmiipNETapYW9tmOKMKo9K4+PUp9D1v+0LPZ58JYLvXcPmUqePoxoooHE0PBPDX3/AP612Kk5FFFVHYzqbkykhqmVjgc9aKKozJo2PSrKngUUUmMeeRXL+KLWKWBty5yKKKTLjuR6Ho9lBZQyLCC7KCWbk5pviMBdOOB/Gv86KKlbDe5ka74nfXobaGXStNtjAixxSWySKUjXOEALlQOcnA5PNdORiRx6GiimtxzJI+alXOSM0UVZkyUEk1PGSTn0oooAsLUcqhsg9KKKQzJvNNtp2PmJnn1pos7e3tyIowv0ooqSuhykutnSL+8jOm6dfQzSBzHeweYAyfdIIII6nIzg9wat6Df3OqahqV/eSGS5uZFllfGMsc9h0+lFFC3LfwnRKTUqHmiiqMSYE7etSocqKKKALKnp9KcelFFIaM/UoUdDuGayodKswGlMQZ/U9qKKTLRy+vW0SxMwHIYc1j6n4m1fU9Kt9KvL6ee2tpXlQSSMxLMF6knnG3j0yfWiipZpHY//Z", "info": {"video_id": "9261", "label": "stuffing a cloth into a cup", "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": "b31d146cee068364d057d524545c512ac52c8dcc736c280f0607e950eff91aaf"} +{"episode": 91669, "episode_seed": 1858692779, "split": "train", "timestamp": "2025-10-13T03:54:29.162414", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1858692779, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take white chess rook out of chess box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "128451", "label": "pretending to take white chess rook out of chess box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "128451", "label": "pretending to take white chess rook out of chess box", "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": "2e6b0fb70cbd8fa43f129873d9f0d371494e922909b869ba22bf9360e2318f94"} +{"episode": 91670, "episode_seed": 42003351, "split": "train", "timestamp": "2025-10-13T03:54:30.333376", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 42003351, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a 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": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "170921", "label": "showing that a cup is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "170921", "label": "showing that a cup is empty", "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": "aec6e4db7b2d5cd32103395a008164335023c67b4dc8265d2e7ce490cdfda5f4"} +{"episode": 91671, "episode_seed": 2498466068, "split": "train", "timestamp": "2025-10-13T03:54:32.496367", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2498466068, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote control with a pen on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "123205", "label": "lifting remote control with a pen on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "123205", "label": "lifting remote control with a pen on it", "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": "83263c4bec6ba75d7ea83b5f291556e8284687e9c3e5ecb8d91898463659dfb6"} +{"episode": 91672, "episode_seed": 1622467218, "split": "train", "timestamp": "2025-10-13T03:54:34.241711", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1622467218, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 metal can off of paper cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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WeTeBjHUHvVCDT2uL0NGqpu+85HCj3rWvF+bcvcYqTw9GZ7qXAJxjAA5710c1o3OVRvKxoWVhFYyIfMc5Gdx/i9QBWo0L36qiIQpwSxHbtWjbWhZCSqgfxD0H+NbGl2MMco8u3jaIDj/69TGfXqaOJBY2zbwuzAyAT0//AFVzHjbWvDWoWUujPdkywOSrL2fvzXfLbKTuX5dxOMf0rxHV/hlrialM0JWWJ3JVyeetTTUea7OmE7K5yg0+1Nyy/awI8/ep93YWUS7oLzf9atan4U1DSXRLrarMMj0rMbTp1XgZJ6AdTXWmnsyXKK+yQgMGwpzU1xM88SrMDvQYDGqsqSwSFJFZHU8hhginCdmiKMc85yaqxzuS1GcjocUm40E05fu5pmDR7TbWYRh8pK4AJx14zgVq2Vo05BZB5YPyr6D2qtbXSP5QMTZA4OcHHrW/YuqxhsHJHXFedFnYx/2YgnCjGMf/AF60tN8RQ6Tdw2F5JhLgMYiRwGAyV/GpMx+WCih8jnHBrC1vTodR06SJ8qxwyP0KkdCD6itIy5ZXJlHnjynQxXUfiDSbmLUpClpM6pFNG5RkZgMDI9yMevevMPGGsK95Pb2cz/ZoiFaTcczMoxuPt7Djv3pbfxHJDpUmk3ceL21MjZfLBmcqBJz3AyB6dq4XxLfCG1MCN+9l4wOy9zXqVKilG0Nn0PGo0ZQdqmslpc6kOs8Y2kHdjkHr9KrXGTJjAwAAD3ritI16e0YRSfOh4GT0rqoryO4UMBjPPXrXlSpuLPajVU0Vrjvgn6EdBWRdL1Pqa1LgB2OD345rNnUgFTyOtXAxmdh8M40eXVA2OBCwBbAJBb/GvTLa0XchIywHXqM15Z4BIiOotkjiMAjt96vUNMdRIFxjI9eTyKyn8bZcfhRvJZRyoV7gZORXOeI/D0c8TBVBLdCvaukt3dXJUkAjADHrSTRCTgBd54znANPoCep5Vomo3uhyzaI8pS3lk3hs4I9QP51v6pq/iB9a0ayjtgYGC/aXVSUGDzz2OMEfUUzxBpMguEvIkxJC+9T16VS1Xxsvh2z+13bCfU7iLEFmCAEGeHbHQdvU16uCxUVG0lseXjsJeXNHqWPG2tW2mKbe68uTUrpSigjO1ODv9s4x9c1kWUm+3DDbyOmeleW6lqd5q+oy6hezNLcynLMe3oB6AVueHfEEkDrbzfMvQEnpXNik6vvdjswn7lcrZ3MifITgDaORmse5ZgTwCPXNaplVoAyEMCM1QkHJU/MeOAOK4o6HXLUwbpVJVl79favW7ZICkRDIDgbge+OleW3MIVsjrnmvQrFwTHhONufb/wDXTqa2M4aXOs063QAEDCnnAPWthYEChidoI71i6a/mQDaAxzjPTvWrFJiMDzAVXgjHf0pRYNsZJF1weAOMGuU8Z2qXHhq6jwD5ZV1x6g4rrZeEJXaCD37VzfiW3nuNDvVhx5iRlh78jNEfjRbfuM8HkXZIa7jwbefaLCW23D91JxzyARzXAXk0kbyeeCm3rhSO/TmjTdWk00JNbuchsnPcHt+Vd06fPTcTlhV5JqR6zcv8/wB5eM8dzWPeuVbjGSM1m2+vxXcalsIaS4vA/O7jHHvXCoNOzOuVRNXRFPKGGGAGeh962PBEeb26LcAbRke+aw5JRKM9B2961fCkoW5uUJIViv581c17jMov3keiQ2S42jO3gAg5zW/aWkaxqoAXIwAB2rmbCVS4fnl+p4xzXUQuV2spK45JJ4FZxLkyV7YRrvwCR1wK5rX/ABDpWgvEuozbJJAWVR6etdQ53ctgN7GuB+IHgseJ3gmWVopoF2Ag5BB5qny82uxVKVtzB1jxd4OvpVe4RrjaMAY4FZ3/AAn3hvS4pTpelILgrgSOoyKwtc8Aw6NKITfNLIvEgwBg4pNL+HNzqI8+RvstmoyZ5uMj2HeulRjHQr2vN8KOa1TWG1S6knmjXc5JJArKOOo6eldR4g0LRdM1DybTUzNHt69ea5qVEV2EZJUHitFa2hhV5m7yIxyakQ9KYOtOSqMbntFm7FgS3YcYrpbCQC2VZCVwOQO9cbaP5WFORggKBz1roLa8ReAxbtjnGfSvOOu50iToAnChjxwen/66jvJEZMFTkHk5rNS56kAFlGVbtSTTBtw34zg+oobBbnKeKtMklU3llsF3Ep4f+IehFeR3M08tzI9yxMxPzZ/lXudwsbMTluc+9eZeJvD7rqElxEhCOcnjvW1Gpb3WZ1qd/eRy0KMZAcV1WmbgpXOB3zWVbaeykcHrXQWtuI1AYjJrSrJWsZU4tMbIfmyjdDVWYgqQPT86vThcgFeOcms7R7Iax4ok02bUZrVGSQxGOPcWZULBfQDgkn296zgrlTdjofBDGO4vTj5DsG7PQ5OK9L0+UEhmU7hwSMcZryL4fXEswv2kfcwEbLk9OtemWEzyLJhz97nPXntWdTSTLhrE6xLggh9wyOmR0qTzvLhKt98c8emaw1mkBKMCxZuSewxxVmSYRMduW+XGe9Z3KsLfMr+YVU5ODgGvI/iJpRjmgvkQAco5A616rJcknDkrjvWLrNlDqunyQSrnI4X39qdOfLK5Uo80bHhAINSW7FJwwzxWtqvh2ewuGUDKE/Kar2mny+YOK9DnTRxcrTO10adprEJnBHerVxGR05xwSOKq6NEYlIY4NR+JLqa1015beVo5CyjK/wAq43rKx0XtEimG5D8wz1+tdlp8rbQDg7RlsHjHauA1mCGDQoNU0/V7+YNdfZs3ESxrcEJuZ4gOdqkhTu9R7gdlDKHjDgfIQAQvb/69OpG1hQd7nb2U+FGQF4zkHt3rQSbcFQP0+bnHOO9c1BueLfuzuHPPAPoK0racPmR8dMpjqB2rG5pY1nut3KrlCvFZd3NOEfy1QllK7W6OCMEH8KYblxxwCB1PFVprgHrnce2e1K+t0WlpY8V8StYm+lhH2mIoSGtp0y0Z9A4PzD0NYLupACrtUdq9e8T+HLDWFM7IEnC4EqjBP1rzG/0aWycoc8V6FOupo46tJxZUt7loyBnpWlHeMeS/NYrIyHBqWOQgdapxTMlJo3BdEYy3euh8Mzk3E+wBiduO3rXJeGorPVfE6abqd9cWsEzbUljlijWM9SWMnGMZ4HJOB3roPCqNZazrdpcrOPss4jCXIAdcMw+bbwDjGcZHpWVWNos1pyvJHpthMHxkblP3ecZro4bjdGMt8uc7Tzn/ABrirOVhcIu4rnIVs8Y9fwrbjlkiCnOWI43Hueea5LnSdELj5izMDu4Wqc9wXAwDnbzzVUzCONNv3s5IqBrliAD0PYHmpkxxRy/jARDXLHVbtf8ARhtEoHcjjafrgfXmvPvEvjbU9Xd4FfyrUcCNRgYr1HVrSDVrKW2myVYYU579iK8Z1rRbnS7xo3ZpFzwa66VRT33IblST5eplwqjy/viSD3rVTRFmhdoJgXxkK3esnkVfs71omA3VtJO2hzKo76mc8LxSFHUgg4INC8dq1tWnjnsi+MS7h8461J4g8I6l4d0HSb+6ecT3xk82ExkCAAIUDH+8wbOO3TqDTTutQbR2SOwjWQfe4H610SALGSP4Tgc+goorz2dqLUbGO2kCnv371DLkKzZJIIAooqQW5UeVjJyc7RjmqV6qyLhgCGGTRRQi3sZLW0SlSEHaoLgCMLtAoorQyKk5LA/571za6ncaPrz39rs8+Fm271yPmUqePoxoorakY1DZ8AMY5bpFx1jGccjrXpOkTuA0ucsT/WiisqvxM0p/CX4pGa9iTPysgzUzXMhHJHJPb2oorFlke9iFBJIOCaZMxEi49aKKRaMq7topsb1zu5NYv2SFbgAJgZoorSLM57l5I1RlwODwRWB4mYnSnzz+9Wiiqj8REtjC1rxK+uwwQy6Xp1sYFWOJ7ZHUoi5wgBcqBzk4HJ5ruoSzRKWdjlsHnsKKK1rdCaPU3I7h0jhUEbducH8v61bt5HS3ADHqRk9aKK5TckkZjErliSTURkbYGPJYZNFFIaK8wyuDyCf6Vy+twRy27FlGRnmiirhuKexwVyih8YqmQAKKK9GJwSGWuuto89zGdO06/hmdXMd7B5gDJnaQQQR1ORnB7g11HhDU7vUb/WNQupd91cMs0kmACWJOfoPaiiprfAyqPxo7q0yLqP5icYxmtNp5HJy3IfqOvGBRRXA9ztRcM0m8KGIHA4qNmImCZOGPNFFZjI5GLYHA+lc34htYZ7eRpEBIJ5ooqofEEtjzG8jVJTtGKqqcNRRXpx2POluLcufsp5/iFTXXiPVdR0y3028vZp7e2keVPMkZiWfGcknnG3j0yfWiimI//9k=", 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", "info": {"video_id": "210014", "label": "pushing metal can off of paper cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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cXRcKNy/dJHTNdSlZXORRvKxjLp81lMmoW8TZTmSIjG5fUVZt9Vv9ZM2n2iSRW9wNkjyDoM5JHvx+FdZ9gkZX8tgd38Pqe/4VtaXoQKO6Rou3lsN+lCqK1y/Zu9inomjxafaLBCmcL0/rWhPCI2AOZFZecLgD161uaFpK3OoQ2zKQjk7z0+XvXot3p1ndWRtp7dWhA4UDkfT0NYqk6jbudE68aSSseF3cTyMyRgKQOw61ltAAGXaGGflyfzrutQ8PyxT3bWtpceTEcsZR8yjGck9D+Ga5a4iBO5gCQc1M4Tpvlki6VWnXjzwdznbuHO4bOQflOck1ny2+04XJ4610E8W6MBVfPX1x9azZIyAS31xVRkZziYcyAMFYd6z75f8ARZh7Z5rYuYwrqy5/E1m3aZhmz1Knit4s5ZI9+s7VWtkGcsuVAzj9K2bGzTzixUk+rDpXMWU6uiEkks2D1x9K6nTJAUbrwc4B56CuKOh0yZrraIyjGNvTmq1yFgjZpCFjjBZiegFWonfy9hIIz0J5FVr2FLizniwSkiFSN3UEYrSVrCi9dThLvx74YaKWI3LEYI4HWuWbxL4IhYuunGU55yPvfWmXnwnjtzc3EmoPHbx9MgZ5PFcrH4Qe4uTb2qyzyk4AQVvCMLXRrKrG9kjU8UePYdVgSzsbOKC1QcIFFcLLIkjZChT7V3918PbDSdLll1XVEhvNuUhRs4+vrXEXNvaRoDDcGRs+nStY26GVTna1WhTPFKODTT1NKOxqzmbPSvhUInk1MS4wRGOf+BV6pawxO68o5yTwfxryH4auEk1D5ckBCP8Ax6vVtMkCtEMYz0B69K4Kq/eNnRB+6jqraBSoXnOMk8GpZYlVRtILemarRNsdXyEHRTnNWSwPDEEjqcdPahbCu7lK4QIM55A4zXivj60WHxJcugwJDv8AbJFe13O7cR8pAPSvHPiVDd2urh9u6J41ZDgntV4de80Os/dRy+mXn2HUIJwcFZBXqLsBHvDLg9B1ArxVp0+1Jl2LLyR/T+VdJpPieWPNtOdyqTtJ6gVtiKTlFSRlQrKLcX1Ozmb92wypwM8d6xLiZiegIPIpTqUciHY2c84qmbkZK5ySOK5opm05Iq3JDlWUc9x7161Fbo5DDBDDc3zZOSK8lnxng85r0yykUuF5O1QMGiqtiab3OmsbWNY+QcdenU1Pd6RHNC2dvI6EYqG0fdbJt3EkAcH2rQLF4x5hVlA/OkhtnlPiHR59NvY9TswUeCQOv1H9K6DSvEWo3lrc38QWV2hbMYOdrAZQAeucj8q3dWsPtFtgKCDx1zj8K4+xW50l7my8xbazbdLLK2AEXvyfzrtwddQlyvqcuNoKpDn6o0vDl7ql54duLrWQLdWkJl3KVIjA4Yj25/CuRXW7XWNWkks0jjt0AjjwMZC8ZI9+tY/jbx/JrkX9k6azJpiAK8h4a5I7n0XviuNsr2WxnWSJsYPIrpxc1Wuo7HPg6Toe82euP83JUdOxqheKUyAAT169ag0bVk1GBScK6j161YumJy3AAH415HLZ2Z6zkmtDFuCHyrDBxxU/h+28yS6yCdoXAHfk065iWRckYGeuOtWfDcgtp7jKltwH5c1pJ+4ZJe+joIYCoRET94TjPtnpW5aWXlwsQoDN3HT61SsZEkK7UZRyfXNdHavExKkgALwGWoTNCrD5trKJozsdBlT61pr4wTUraxfTXXzpW+dH7EMFKnuOp/SoLkK5AMZA9uQa4fVnbw14gg1uFC9oJA9xGCcKez49v6A9q6cNUjCfvbHNi6MqtP3HZq33XOt8Xzabp0F3fxyO13cFYHtWkOwOMNuK9sDGccHI9a8uivnuL2c3ExkkfDnceSc1Z1vU0vGWRSFiSMEsRgsxGWZvUk9z6V5rdarM2qPcwuQoOE+grpxF5rlvojlwtqb5ra9T0aXISSQYJIwOeKzpwAvoc9qz9O14XcQWRMMB2PWr07q0eQec9c153K4uzPUc1JXRm3Izxjp0rInXIceoIrVmQjLK30rOlXLH1Pat4HNI9a02dyqjGC33ff14rqtPnCgMowT0IINcbbyKOIh8y9R0JBFbmnu7woRIxCjgZ9O59+a5Tc6oTEqyqwJbv69+tEt0MYHIwQSPWsi2m3sA2NqDgg85HWla5YHC4HJIPSk2JLUNQZrnTrq2AGJoiBu6ZHI+n1ryx/EzeGNJktLND9veVhK7j5kHZfavSJrnIyScnsP6V57418NfaWa/tGKvj94oJw1a0ai+CQ2nGXPE891DUbzU7lpruVnc9SaktLK3uVClyjY5qq8TxttcEEUsUjRtkHFdltNDklVk5XZZ1PSpbMq4IkiYcMtZ+0gciugt78PF5cmGU9RUWjaRba74nk0+S+ltEdJGi8uPcWdULBfQDg8n096UW9mDa3Nz4fyGOS+bjaAm7Pp83SvVdOlYMAVBYYPJ/L9K8h+HUrZvhK2S4j2k9vvGvStPdmkZCWVsAnBwSR0xXJW+Nm9P4UdlDcABTu6DgdeKsLcbVb5gzOCwx34rn45GjcoCuWxnJzwOv86uvMEChM8Dn3zWVy7Fu4mZ1+6M4/A1wPj6ZPsUUt6k6ogKR3UI3bM/wumRlTzg9RXWPcsQAx+XGeD0rPukgvbeSGdFeNxt2sMg06dRwldFSjzRseDSNbiVnj+dz1faVGfYGoVkKNuHWuw1/wAIRWkpkstwj6lOu2uTmtniY57V6EaimjhlBxZcgvWC7d2BV1LonHzZFYKEq1LdXEkdsWjYhsjkUnBCU2dCLkMCC3OeK9R06c7U3jBwNy56H0rybV7GytfD9vqmm6rfTq119lzcwrGtwQm53iHXapwp3eo9wPTLaYx7eSFJVuDwfY1z1laxvRd7naWkm2MIhZOMc1cSYkoMjYp5wP8APpXPxvKB8zFgCN2MYx6Vbhl3pJJINpIxjsR71z3NrGjdTo6OMfLwRjpXMa5ZLfW08LR7lZSMHnt2rWN0wGAp4AB9KqzThscnJ6+1Lm1uWkfPVzbtZ3UlvJwyMRUR5Fej+MPC63M7XdquHP3veuEOmzI+GBHOOlehCopK5xzg4uxqeHLhobhBzgetduwLqXJ4xjBrj9KspEZSR3FdkuPs4GeCK56z1NaexmzhkYBiBg9zT9Myk04DDBUe/rWbp7x6n4vbS9R1G6treSTZHJHLGix9yWMnGMZ4HJOBRpS3FtrGqW0xuM2kxjUXGA6fMR8wHGcdcZFDj7lwUvesd5p7kSo2cgA5I/CuihlTzMFsk/eZj0+lcfZXCx5+ZgFOB1GTWzHeAodvbjngmsjY3kuEZN235M42jtWJqcUU8TxyLlWyGDcjn1qVrj5Sg+VQAR65zVK5ZXBy+SeaTY4nkfiu2vtMYWe8GxPKlepHoTXLnLdK9c8SaYmo6a0SgsR9046GvNjpEkMxRwcg110qt1ZnLVpcr0F0xWUg810pb92pY89hWdY2RU88Aeta4VQgOAfrUVJJsqCaRSY4HzHOOlULgA96k1d2isS8bFH3AHAp3iHw7q2gaDpN/eTTrPemQywmMgQYCFAxx94q2cdunUGnBN6kzlZndRSO4Y7iMLkAcYzWxaSvHaKqnhnwRRRXK9jpRbgmcCVg3OePbNSl2eMszE4PSiioe4yMSMYwx5JJH5VUuQJISGGQx5H4UUUhnm/iWzhiuGKJjPNcqwwcUUV6VL4Tgq7j42IxTbXVbnRtZGoWuzz4mbbvXI+ZSp4+jGiitDNHSeAywN3GGIU+Wpx6YavQ9OZluHYE7ueaKK4q3xM7aXwIvwzPLJExOD3x3yM1eWV2kxuIHtRRWDNCIsfNMefl5P5VGzl8Z46HiiikUjMvVVl5UHJOa4DXLeOO4O1cZ5xRRW9HcyrbHOuoz0qpecW5/wB4UUV3I4WX9b8Uvr8NtFLpOmWpt0SOKS1SRSka5wgBcqF5ycDk816bazOyRDIALHhRjGAOlFFc+I6HRQ6nRNK3kFOMKhx+QqaCeT7NE+7Jc80UVxs6Bpmd2yT2J+vNAYsjMeSTRRSKiUpR5sYV+mTWFe2UG3fsG4nrRRVRFMZa28ezpzk81LMSIRjucGiiqZmcVda22k6tfodP0+9immDGO8g3hWUcEEEEdTkZwe4NW9CvrjUtT1C8u5PMnuWEkrEYyxz27fSiiumXwGUfjOt0wktIDztKqPoa1UGJR14ORz68UUVyvc6UTXDs8jAn0FU5naMvtPfFFFJjRXZiYyp9M1j3NvFJKWZBkiiinEc9isIUQEhemapM5+YYHWiirMjG1vIsm5P31rM1DxDqmo6bb6Zd3k01vbSPKgkkZiWfGcknnG3j0yfWiiumGxzz3P/Z", 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", "info": {"video_id": "210014", "label": "pushing metal can off of paper cup", "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": "4ac46db184c77a94ecfe5a17d0e4b6af6aea03ca296bea6027be5a5d5e928043"} +{"episode": 91673, "episode_seed": 403639860, "split": "train", "timestamp": "2025-10-13T03:54:35.543421", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 403639860, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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mbw/Mszs4a5kaOdh94YXke2c9Pepzd3C5UvjkjgdK4Kkeao0jS1opmhpNmkPiGACZwZ43h+Y8DK5/pVW2uGUKu0fL0Azj8qg0yVv+Ej012dj+/AJPfII/rV63051O75evcmtNkuZkeaL0VxLwCAPT2q2t3KVIKggjGMVHBYSMCSy9eKtx6ZIeA6c8455pe4LU84+IvnTXRYs2PJjJA6Hk158iEkHHSvVvHtjMPNjVXdjEm1ETO7Hoa4W20TU/J/5Bt0SfSFv8K7or3Y2Mr6sxUjzPGMcFgDj617N4dibT9DMEbEqs7gEjrnBrzNtC1JWQnT7lAGBO6IjvXquiW8sejyLM0jB53ZJJBgsMD9KzrWUG2aU1zSsE13Ivy4Rl6EHuKkDpIgdeART5tN8yMPFJkEZAIrKnE9pJt4Ukg4HIrilGM/hLTa3Jr60S4TBd1GCMr3zSXTsmj6O6yZXy3ixnkbGx/nFZ09zLIh3yED0AwKu2MC3Xh+yDvjy5plJOOOQaqEXFO4PXYmtJJXAEbYB7A968i8XTrNrl7IHBL3cmR6YOP6V7RbWsSuoWYdQcDFcDr3wz1q6vmktp7aaJ5HKHlSASWG7jrzjvW9KUbsl3PO4Rls1rafbi41G1hI+/Kin8SK1YPh74g27ktUcA4P7wA/ka0tJ8Iaxb6vaPc2csaJKGZ152gd+K6I7kyeh6DoMDWOhRRRuQhllYdurf/Wq80sh/5aGnWMAt9PigmJDLGGYEc5LE4+vStCGwtp0Do7EHryOK5KlSPO7l+zaimupiTSSZ4kJ49aqx3jrLiVwVPqOldBLpkO0nLe3NY1zpZVCY5O33T3rJzpy0BKSAlf0qlbw21vr1hMfldpwpOc/e46fjVJ3mRiqu/XG3NU2YRXtrI2cJMjnnnhhShTad7jcr6GxDbtCV84YQ9SvPNbummSGY20mCp5THf6fWsqNhfwCWPIkiPI9RWnpkkk8sIdCBAeGA55BAFU23HUNnoPViAJVZFffjaT07/lW3dzmGEqm3c+ACPeswWbrcGRpMKHwFA5PPStWaBLqMjIVhjBHbH+TUzlFyVwSdilPaW9oqs8m+TuoPB/8ArVV+xXJkH7tQrgj5uQQR0/EVpC1is4ZZ3JkdRxuHAPbioLO+ne4CTY2SH5e30xWinLlbjqTZX1MCbwDoF6S8+nCOXbtbbng+oJNZ1z4C8MoFQWCljkdTlsDPrXZajcy8w25zKwOcclQO9YSiWCeSZyT5cJOM/dz0HP50lOo1zOQ9Njl5fCOj6KfPtYCZQ6sGdi209jjODg+oqXJu7HyA22WMfL7+lW5bieSRkmIKzAhCR3/wqnHYTSRs0c+NvCnbnNZ1ZNK0nqa0buWmxasI57jQrZNuDFczIyk47Kf61etYpCp2HFwnO3/CszTpWsJX87Jd8bmHTjvWviSynWaMEqTuX8R0qozc0TUios1Xm82wjcgZLbWI7EVb0s7biePejIo4x3Oe1V4YWk09yAUZpN+McDOOn4VcsIvsrSIz7zgAnHApSaUGiVe491F/clZHCxRLzjjJqnPAlyPssAEipk7nA79cZ6Vfl06OaQuHZVOMqv8AOob12tzHa2Y2kjJ2jk1cJ20gS13KNrpPkTLPJbRvgbXUryB7Doasz2dqoV3tYtwPHyjg+1W7a7MtoXkZdynaxrEv/Pux9oZituAdp7Y9alynOXvOw9EtBl7IZrd5V5Vc7W9cHpXL3SjzjLb7mRh82OimuntbYS2sSzLlQvRvUnJ4qKS2gt4y0UaeSTgjA4965nPlndHZCk3C0jmI5Nl7aTYwUnjOc/7QrVVJ1kJm3BSxBOeBz2rKurAl28s5AbAB7c8GtyN1vrYrF9+PnbjqO9dXtE7WORwa0Zp6dLJDcCCQ5Rx8pz/KpZHfdLKrYKPgAt06/wCFVLGczNFA648tw2/uBnmtCazla5dwVVQc5K8801ZPUk1J5hHZhnRWLIOM5GT6VUktI7aFZZpm81hyquefbOauPClxb+WPkIXC4HSo0sY4N887mQopOD0qKc7R3G0Zn2S4eRGVNqMcq24nHp64qbUGnewJmTEkZyzDoR6inW+ozeeDLzCxxwv8qtyWSXUTPLkuT0LHHsMVNectpGtCnzO8TBtZjFH5JB3bzsDL1BGap6uoaDIB3J83HX3ro9RhVbcSJH+9gz7E8VykBup7xdzF45Mj5vYc/SoparmXQutC0rdzILHGCMgjuatadHJPp7QI6jZcsdhPXKr/AIVavo4bl1iiURNGNjACqNg76fdzKycNtOc8HrzW6qXXu7mEoOMrM1ra33O0Bx5v8Pp9K2I5nfTXVxl0YKxI5+tZhRjsu4ASHw2B1BrXtleW1mkl+SWUA5PAGBxQ3ezYibTTt1DakuYynp1OM1ZkKXV2kcjhIo13ccZPpmobGJbW4IEhZymcE9Bn0/z0qxd2sUoDj5XOEA7HJ71LlHnuxpN6IzLtIpLpY7ZJCmGJI6k0/Tba5ESXEb4bupH3gOo/z3rc06xWyudzMXVVwN3bNF3GLW4kKgCOU7gMfxd/8ax9reTsdM6TjTV+hUZZGKg8M3TJrJlk3SSjnbG5T8QB0qVrlXEszFv7sZPYDqfzrBu2kexgy3M5aRn9STxzTik3YhxSgpGfqSEXPmAcOOvv3rMu8tARlQR0zWsqGWOWCZifJbg54Pb+n61XuLFJInMJ+dezc/nWymo+6zBrqjS0Rx+9m2n0Cjvjmtuxnjm0+UdGAYZJ6emTWJFLHHaLNFwOq4PXNT2MmyFkYlRJIEZsdMZJ/mKm3NdhexetpJPsiW6qHjiABlfu3rz7596uWk9/NJtgLP3yQMVAP9MZEtVVYY+r4q/cypBYCKEjzMqCycFT1z9apyWitqwRc23M1q6Tx4l2nBUjB/wrPgEq3CtLG2IuQD2/zmrFndywO0NyW4QuD6etRi+uZJBMVC27OEwR6nFC5lddAdmF3FcrdebaqmGTZknpVT7IUtJFlI82XO8g/lWpICoGDwD3rA1W7drhoY5NgXqR1NZJyl7qKaS1MYWNxJMqSIRHEcn5uPwq0xUuUBKpjt3plpMZFljnDb2OQzHngdM1zVu91f8Ai640t9WubWIeZ5IjTdllQsF9hweT/Ws5qVSdjspcsIJ9zVuT5bAff/useCK3UmW2tbZSGbBAJPb1B/P9K4bwrqMmoXEhvZnmJVfL3Hoec/y/SusupSuYxnaDvPtWtONkoM5az99tG1fuvmWlwhP7oswQZ+ckcfzprTzg+YcRuw6LwT9aihuoo5i033oVVETHU46/nVyyhaOQ3NyURTltpHb1rSLUVqZvVlu1OpuqyfLtJ5Ehxmn38M7GOaNDkDnnkH2qrcvNJfuYMqI1B4bggc5/Wp5NTkNjCEU+fJlc++cZ/E0JS0kg02Y61QpbNE6bWYbueuTxWZJZzny4biVREmcKoz0rTtmlJkgnbMke0g9uRVO/me3uIm3fK52n8axqTavY1pRTkrjI23lG4KjgCm3Ecbhg6DDcE4qdIiSNvUnpWB4wvLi00GSW3keCdZUXKnnBrmirux6LdkY+pTNY3BXBZc4/wNaGjEPd5TKqq85Ocn3Ncl4iYrokGp2ms384Nz9mzcxKiz4Xczx452qcKd3qPcDr7DyktRLESOA2T14rrUXBWfU4azTs0b2m3EMkk3BBDcetQW80ixNasPtDEszMTkYzwM+3FZ9pdFHuJh95l49skY/rWl8kka2tpiRs5d60SszmvoWLe7vGkEcWZCf9kYrVjF3JG0VzHhjkAqQfz9KqEpbadIo2tLs52nB54zSWN1cRTRx3BZllBILfTr+lD95NxWw1puRQpNHIHlUBY2wFJzyeta9uisqkg5JzwayoLpL1pRtI2zHg/oa2bZh8i9wa46snKWp6dGKjBJEeoQARiUZx0auKljkt9UdIo22kEqR2z1rvrogxlSODXMTIvnYbqpPNEZWuhzim0+xyM6yNcCMOVdpG59wvFN+0mTY5ALbSpBGcEdTWcZ49S8d3Gm3mp3VrbGfbHJFLFGsWOSWL8YxnjqTgVHodxNBrWp2d8J2WC5ZFW5Ch48MR8wHGemcHFdUYtRTOCoveZ2dvJ9n0kFVLNwzZPQnkVo3skNxZ28hHCSCRcD7xHb2rIuGYKETI3LlvoKt291HD5PnKcRxBlUdyTmnFbSRlcsvNcOgaVtrf3VOCPrVm1kmLMJXJdGUKhOcZ70ltGxmW8uX8sMcqvAz9aitnEl5FKMbWVSxHclutZ152jyo6MLC8rvodfZKZUbc4O7g8Ul3bmSKSFjyBw2O/Y06w+QOp/harM7B03AciuVHa97dDlbXRJHilV5NzkYHHArGvrZZIEiysckfAH6EV3Msy2ts8jcdea8uu7hbyR7jAy7b8NzgE8Y9K3pXlK5zYhKMUixFbvaxOJdpZiCdtY5fyp5Jw3ImKMvsehpmu6nLbeH90dwY7hZVUMCNxFYfiLT9d0HSNNvrq8ulm1At50RTAh27CgY4+8Q2cf4Gtowk22zltdKx1dnIyrZIPuhWbHuBxWnpsCXUMSyZwxL8epOKKKI/1+JLLlxM9vIbWI7IuhA7/AFq3FEraIJCMsXJPvRRVdEIiV2a1mlZiWwE59Mj/AAq2/wC7XT4V+4zhznueKKKqX9fcCMqa8uWZwZ3GW7H3qhMxLO55JYnn1BoorSyWwmZ0Mri525+UJuAPY5xXKahqM+l+Lbm9t9vnRytt3jI+Zdp4+jGiiuX/AJfM7af8JD/Cahb58Duv8jXaIxlO1v8Alpc7D9B0ooqvtHPU+I2YLaPypbsjMgBbnpnntUccslzcRiVy2XA59PSiirj1My/qIEV82zjdwTnsR0pYUVry3VuQsQYfXrRRR/y7+QdStLcStbzybyGknAYg442nisqaV2MZZiSXUcn1oooklyS/roXD40b9ux2IcnpXPePQB4dJxz5yUUVwU/iR6cvhZ55r/iFtat4YpdMsLcwqscb26OpVBnCAFiAOc8Dk812Nm5j07auMNKFP0yKKK7p7o4KnQ1Y1Ek08Z4VnA47YBxWhK7aeojtzt3DLN3NFFNa6GHUsafGJbK6LZyCoz7elMhdiCxOdkZCg9MY/+vRRVR+0LsLZIIrtNpP7yLc2T3yRXSwchfYZoorgrfxGerh/4aJZxmI1gamiqzEDHH9KKKlGjPErjXH07WdTV7Gwvo55i7R3kO8Bk+6RggjryM4PcGr3hy8n1O8vL+7fzLm4mSSRyMZLE5+g9vaiiu9/w18jzam7O0eVy1yCeC0cf4HrXQraQoBKV3OF43dsdKKKzTtH+vIye5VjLXMoErsdzKOvTOKfYjy5JI1J2odoz6B+KKKnFbI6cJ8TO0siSxyScnJ/Kr4AO7jtRRXKjskYHi1zFoFwy9cY/OvOLhtuEAG3OP0H+NFFdeF2Zx4voY3iaBBoUMnJZ1Rj9S2c1yV5r2p6jp1pp13eTTW9vNJInmSMxJOOuTzjbx6ZPrRRXRF7mENj/9k=", "info": {"video_id": "22428", "label": "pushing mobile from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "22428", "label": "pushing mobile from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d5e9f2e244bec5600e863db1f48d27694e988360c4aed7270c32b7e27100bcdc"} +{"episode": 91674, "episode_seed": 1078541008, "split": "train", "timestamp": "2025-10-13T03:54:37.458461", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1078541008, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pair of scissors behind a spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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WpGIjt3E+ta6BncBfTk1PEDGWDY5Oai/Yo84m+GcsNxMtrfJ5P3k81Tn6HH86r2mjSaNJNDdopkLAqwPb1B7V6YZVJbHOOOK4fxDJ5uqzYPCALVxk3oO1ihdPK8SLdgMC2IWb+If4/wA646fU4ra7uIDZGJQxQmFyjcH8q9FgWK70xFmRXTGCprzvVTGdVureaF5Y4nKpKv8ArAPc9/xpct5XZ3UcRyUuSOjvv/Ww37W6Sw3STSyenm/eGOoNdXa6mjzImGXIwCe5rLtNEhnsYnJlQ4ygJGfqaryM0c23neD+RrRLQ5K8uabZreJ9QntNKxBIU85whI646mun02COaETyJuzwoYcY9axNW0+PUdKaDHzhQ6N33gf5Fb9tdARCPgMoAx7VL2MS9DtWPYq4C8AVZvNJt7myliwyu6kF1PJJqzFGscIjwMAck+vrUy7yFbYQCRzWZSPMNQ+GeoWdqlxb3Edy68yRgbSPpnrWdP4Z1Wxlie5tXjQsB5inOOfUdK9pkYbMnoeKyddlEelTkYyQAKtTY7I5GS8dXDy7rgMBGWkyzKMYHPcAflXManFZabiZXniLNtHknr9RXTaY5+3bW/iU4rJ8VWUFnYeYVLQNIAYs4KE5+ZD2+nSiabsjrwlSFNyb3toY02qveIFiuoZlUZWN1KupA6jsfWtLRtTV7YpM/MfGSeo7VgabYRTXi/Z7lXyDtRlIYH37YrSGnvp2VkKNuxhl9u1VFLYjFTc7OW51sFxuiRkIOB2qlpOrT63rd5AyYggZVGOwyck/XFQaDIZUmUn5EwR65NO0K2OkaxqbdYpCkiMfQlsj8DQ0ch2IUIyKiDI4AA7VetoVdnMiZxxhh3qrpUqXJaZWDgcKw6e9aqBnfCgdOazY0c/q/gmx129FxLJJCEQriPHJPTr/AJ5rlZPhvqNvNNHBcQSRryjOSpYHt9a9Rh3IGDcHOaYZFJb2OKFJoqx5hpmlS6S08dzGY5y/3gcHHTr3FT3rG7ijS8iUuMhOOHX1H+FX9flMuqTEHhcL+VTCCG902ESrkAcEHBU+oPY1cruJrQlGFRSkrpHng1S2tppoUjuLUZ2h4nz0PoaVL6SG6iuRN5qno2zbkZwQR61Fqf2eTUrmK4V90chUXEY5YDuy9/rWrb6Gs1nFKsrrhcqGT73Ocn0zRGKR04iu5xaurdP+GNu11CJ5gisc4xz3qt4l1W50/TAts+xpm2bh1Axk4rK80xzrg4cN+RzW34g01dQ0llT/AF0Q8xD6kDkfjVNI845DxRqT3WqGLJ8uIAAHoSec12/hTxjZQ6BbW9/OVmjBjHyk5UdMn/PSuV8W6I3nx3dqskjSEIyj5jwMA/kMVjoVjQKvYU7KSJTsex+KfGKaBbQR26xyXU67k3fdVP7x9fYVzGm+NtcF7Gb+JJbGR9jYiCEA8ZBHpXParcNf2mmTyht0dssRyeoBOD+VdC2v2z+FotOjVGLOvzMBuTByQKhRRV2a19q1xdrJbbh5WcDA6+hqQabHbwmd1aR0QtjOOcVgaXJfQTF4TbS7+Nk8HmBB+Jrs21u7hhDS2Gj3ESDJUW5RiAPUGiyRV2eUSX93dzMZZ3YNwVJyAPTFXLXfBeROCMbsEeoNdxpXirSr/Uog3hGP5WBb7OAwI9wV/rXVmbR9f0a4ji0Rrcy7oo5GgjXy+nII54OeavRE3Z59PaNdW0iqrEbckgdKrWZS1lVQMKwwa9Dt7SO0txCqjAzn3rgtWhjttUmgVcKrZH061MXfQGrFPxRqD2WksY2IaVtgYdvWsPwRrqaRrDGdyttNGVk4J5HIPH+ea6LUrSLWtIe3DspX5lI7MM4zXA21u8BYzRshJwNwxwOtUkmrE9T3Ww8SabNp13fxz5gtl3SnbggY9PeuIufH2uajdFtOSOKMHiNYw5x7k1gaNdv9k1OzG4x3Fvg4OMEMCDWl4P1O30nUGeXG4jgN91vY1HKkyrnT2/im6utNimMaxXYYxzADjjoQO2f6U22tTqE0s8zMckE47muenuX1K+muYXWDzpWkwq8cnIGBXW6RqepxRMxTSw3GBJYL0FOyRSbOT8WTSWdzBZ27NFEI8ttf75J71jRLJMhd2y3TJPOMcV6DqHjE2cyW914f0y6Zud8SFCcnt1ro9H8QWjRWdufDM0Lyltx2pyPfIHFUrWE2zzvSC0tkqHLMpKjHelurE2127yIVdgGwe1ejXGn2zavLqUdsITLgeWMYUhQM8cc4zWJ4piQ6ctxtBaNgPwNTzag1oYdrN50SjPzDgiuH1nX7ltYZrado1gO1Chxk9z711VlcpC+D1auJ8Q6ZJYauwJUpOxdCowOTyPwqluRfQ9l0bXLbUtOtJjNGssyLmPeN2e4x9an8ReLLPQI0idDNcyLlYVOMD1Y9hXisEhtWR42w0ZBU+mOhrb8R3C6l4gW+LHZLHEeRjGFGR/OocNSkzs9I8eR6reLZ3Vn9md8iKRX3Lu7A8cfWn6nrB1G38iOLaA4IJPJrM1N9LTRdPW2gRLwNuMqHgqAefrkioNKvJFm/0rT3nZ2GzZOEx9eDmnyq+g1I0nsvsEEt7LIcxRs2EGecdK4q71e71UmK62NGxGFAxtI6GvULnUdHNu63+jajHbkHzGjuVfK4+grK0u3+Hd3foqtdwpyWWYOD07EE013Bs4zTMW9+mEUBxsJxWxf2xuLdgMEjB6dq7e78OeFb7SjNorL9r3jymV5COGGc54+7mnQ6VbR2XkMgYuuHPcmhuwbnD6akdq5iAxu71W8U6g1jpp8slZJjsDDsO9T3UYt754tx3RuVJ+lM1ywXWNH8qN8PH+8THIJweDTe5Jk+AvECaZqM0N1MEtZo8ksThWHT88mvVbTXtOOmXOorcq1tDkyOO2O315rwSyj2KzMCpJwM+ldDpd4zaRqth82yaNGBHQMrd/rSlG+oJnSXXxF1W5ui1hZwLCCQEZS7Y9zn+VbcXip7nT4LmKFY5nysqHkKw449jXLeC7+00y6kadEY4OY3Aww/oeKa00tzdSS2vlxI8jPswduCcgYqeVFX1OigtG1CWaeRjgtk4HU1geJ7uewuYrG1kkiiEYLEH7xP8q67SNUuUtmY6TpLZPCssg4/7661X1DxNokUwh1HwrbyT4yZIZc8E8feH6U1a476Hn6LJOrSvgux+Y46+9dFpjtLYoG+8Pl+uK77SdR8KzJa26+H5UkmUk7rRGyB7/lzSto9lDq097a2/kwSndHDsCiM4APA46gn8abasK9zzueyEF3JI6/McMAR0rUglE8K46ngitbxVbxi2judvzBthI4yDXOWM6REqTy1G6FszD8Yas9u0NtBKyMQWYocEDpiuSgmLjaTyO9XNeju7iVb94n8tkAJ9P8A61ZlvlUDepqktCDvQ9rcWUKDDR7QF/AVnsFSckFmUHjOOKoaHI7CVWP7tcYHuasXgaO5UpwjHOT2pdSkdxo4KafE2R85LfrW7aKogLlQWLHr6Vyui6gk1okQ+8nGPWuosnzaqv8AEM5FZyNEa2nW0FtalYYljDMWO0YySetaEfyx8cDJ4rOs5AYznsane4EMZ3sAG/SpBjLqbEhAPJHFcj4otSVW8VFJXIkYdfb8K6VzFOuVJLjkMPauN33GreLL3SJdWuLa3cSiNUQNuIQsF9hweT6U47kvYyra9W0sb6dzhUUHH51ws2oz3FwJJpWc4xhjnA9BV6CW/vrK9tfnlchGwMdj/n8qxVRxcbHUhl6gitkZnW+HJo0FwHYeYwGAfSrN0kIw0ZZGY5IFcvbTSRzxmM/NnH1zXTXEe+A7cl15HvSe40aWgYe+CjoiliP8/Wuvth5k8atyM5P0rz7Qr8Wl1ulPD8f7td3YTg3Cvn5SCAfeomao2reCGS8ikeJC8edjEcrkdq10xvGBzmseJ9ky1ph+chgMc5qBsluX2xNz2yKyLsLdQOjbSjDAyMjpVma9gd8M3PTHvXP+KbiWw0V5rOV4nMiFSp5wTyKCTj72OS0uGgkG14zg8/rVLxbqghnS2RImk8s5Z13Fc8cehPrVvxZGi6JBrFprF9cFrj7KTcxKiz4XczxY52qflO71HuBxetXDz6rPKxzuI2/TAxWyMya3l890XgbiAfauuvYIbkqAQpAwD2NcJBwg9+TXTaTcvc22H42fLn1pyBE8R2SqGYYX7oBOP1rsdMjVbOJig3MuST71wUjNFc+UfmIOc9sV3Vhdxy2UbI2QqhfyqZbFxNyO2iubTE48wSAqQemOlXNH0LT9PtU8qBTIfvSOMsfxqvbMDaxf7orWtZA0AOeBWVyy3bolvbJFEoWNOFUVTuZdrsB9anM22IhjgnpVCZNxEqyAsvUD0pEnH+JbUQXguQGAlB3Htu//AFVkQ34tdNvZnPyxqCPqf8itMsmq+LrjRdS1K6t7SSbYjxyxoseOckvxjGeOpPFcRqEV6susaYEuma3uNvlzKPMUKxHzbeAemcZHpW0diHuZc2pz3VyJJ5C5wFGe3sK6Lw68Qt7jcyl2Iyp9K46MEzDI6Vo2U8kV1H5Z5Y7T7g1bWgjormOGNgYmwTngqDWtoAV7sAAYjUkg1kXceYPMXJdM8DvU2gXwtrv96QPNGPpU9Ckd/ajzJ41b7vOfpWhBY2s1/FPJAjSRghCR0rL06YNNu7FTg+9a8D7J1B71izQ1o1XzAwHIyAfQUty+2Jie3NRqxBypHHWobi6hbhnGD2oEZ+oxLe2skLhWVgdobpnHFec3Jkt5jGwKyIcHPY12PiieXT9EeS1meNxKm1lPOCelcX4x0jWdH0nTNUvbi5M98XE0bJgQ4ClAxx94q2cdvzq4ESFnw1tIpAIIIwfSuW1e2is7lI4V2p5SNjOeSMmiiqW5Jf0MD7G5xyX5qxqXCLjtRRT6giXQJ3TUFAPBQj+Vd1YSM0hyeMgUUVMzSJuIx3p9ao6lM7SHJ9aKKzGx9lKwkxnhsE153q+q3OkeJ7m+tdnnRzOF3rkfMpU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", "info": {"video_id": "186521", "label": "showing a pair of scissors behind a spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "186521", "label": "showing a pair of scissors behind a spoon", "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": "d49be1134df60f5a3311cc55d70355e438b4bcd95dd38ed20aecb0d48a6426af"} +{"episode": 91675, "episode_seed": 2279928621, "split": "train", "timestamp": "2025-10-13T03:54:39.707862", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2279928621, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic container cap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166835", "label": "opening plastic container cap", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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VDI8mPvYGa4CBWvJjIyLJcTsZHZ+epz3rvfGt8um+HVsY8ebeHygPRRyx/kPxrhrZOZCvBztH0rsy+kpNyaMcROyNW2s7ZGAmv1j9Qgzj8qsarpdkujG4ivYLl2fam0YkUgZ59j0rGZGGfSlhJU4PcjNevyxmuVrQ4dU73NXwov2rStXtV5cJFOPXAbB/Q1tabLHAHyxjw2AEXLH6nFc/4Jv007xRaiYhbeV2t5iemxuMn2Bwa72/0i90XUJrSNIym44Y4yoPt6j17149J/gdky5G7SaOFlGXV8hiMFhnH8/51zHje2B8LTv2SeKQfjkH+da1uL43DiZwYip4BGMnvj8BXK+Ptci8j+x4W3SBg02P4ccgfXmtKskotEwT5kcGM+WeOCalhw2FKjjP40xGK7TxxkdM0iZU9a4TpPqfwxpn2GxVnGHYZP8ASsj4lXjxaNb2UTYNxLukGf4V/wDrkflXYRD5VwBgccV5n41uDf8AiGUDOy2UQrzxnq36/wAqwpx1sayZxoibaQY1YZ6ZqoVZAUbLHjk9613jKgDjrk81WmjCoMgE9ADWxmZTIdwH8B7jtXrfh++tbvwoZrtTIJITA4HB85PunnocYPuGNeZPCVGMc1saJrn9kWtwk0Yms7hQJIjjhl6EZ46cV14Soqcve2ObE0nUj7u6L8xYDJRIif78gP6VneI9a/syyAIP2idf3atwW/2sdl/n09apXfjiKMFdL0pI5O0koHH4Dr+dcZcT3epX0lzdSNLOTks3f2r0MTmK5eWlv3OSjgne9QhiyXZnbLMckn1zVjcrZwDz0qJxJuJxjcOBTlR9pI4FeKz1D0b4YNtGp89PLz/49XWanegIQDiuH+HsoiTU9xILeXj3xurV1K6O4gNkGuCt8bPWw38JCC7LS9a17XUkt48/xdhXKC4APHLVdhkVV3ysBn1rKxrcnvr2S6uCzN1qO2Qb8np3qlJexPcYTkU2TUfLbCjimoibRqXSpJpkyn+EFga4zXH82yhUu33wdueDx1rVv9bit7Jw7jc4wFByTXLmZ9QdXYFYxwq/1relFp3ObETjy2LEUHlBTx8w4OamSZt4IbGOmOgpogYIm9yxHAHtT4rbPBJwBmuhs88lSVVZf4snkZ617LfsggJHpXi4iwcZOPpXo+qasiwH5/4awrK9jqwrtcge/jhLHPPasXUdbySA1Yd9q5yeeOtYounu5vvHBqYU2zapWUVY1ZdQeRxgnINbUmuTGxKIxDbcda52FABz1qyDjiuqNNWOKWIlsj0Pwl40tv8AhH4NL1KZBJaEpEzuFJj6gZPBxnHtXRT+OdA0+33vco7AcJGwdj+A/qa8Onj3PgYIpv2eUBdvQ9RXTGs0rI5vZpu5v+NvFt34uuIcx+RZW+TFADk5PVm9T/KuYiPlITgZPHNWnjkCfJgqwwSR0NVFjfI5zj1rFyvqy0rE4O4AEAAeneuq8HJHLLcS9WQKDxxzn/CuSMLLgkg57Zrq/BzC3h1KV8YjjV/yDGkOxheNr7+0PFkVrGcx2gVD/vE5b+g/Cq+norLMpHO6s2wMt3ez3sp3SSMXYnuScmtm1D2s00ixCaN+m0/d+vvXp5fs4nLiQeBtpUH5c5I96qvHtkUYxzVya8cghIXX68VlXN3jcFcPMwKqF6Lnua9Br2S5pnNFObsiG1OQzA4LE8/jXXj4gOIoo7yOYyIgUkBWBx6Z5H0rj4UEYC4zgY64qKRPNkPIH+8a8BTa1R6TinudHqXj25ljMdjEYSf+Wj4JH0A4H61x05d5GlkcszkksxySfU1K8QWTKnI96ikTHfI7UpSctxpJbCBucelLuxz3pFTJpdvXrUjPrizvFEY3jGPwrzvxFbXNjqc7XVqWglkZ4riJs7lJzyDxkfWvSEtiY+gz3FC26ufKP3D95SMg/gawU3FmrVzxx/LmjMcUsZdmBw42sAPTP1qCeMRvtIHmHnB7V6pf+DdKvwQ1sqH1i+X9DxXL6n4GvLIE6fM00X9w8kZ/2T/Sq9rHqTyM4iVccdveqFwHVWUH73at27srqH5ZYDuHBxwQfoaxrgYIBJDZ+6w2kfnWqkuhDRlCKRMgNgHqPWmCEl8LxirrqcHPGKrs7RnK/Si9xFQxCSTg4J9aDEyKw4JHapO/8qu+HdNi13xE2nXF/Jaq8cjRmOPcXdULBfQDgkk+nvSGN0XUDYXRHQSDBx7Vq3+po4wnJNcckkhRXLEngius8I+G9S8X6mtpYxkgf62Vh8kY9Sf6VzVafvXO2jVtDlIbaSRnwil3PQVUvdXSJtsrOzdwBjFfSGn/AAn8P2WmLblZXnK/vJyclj9DwBXE+Kfg1LJIz2ca3KD7ojfZIB9DwalRgtZESrybtE8b/wCEjgiQ+VE5Y+vFZdzqdxetl2KL2VTXS6r8PbyxkaMO8Ug/5ZXCFT+dc/caFqFmf3tu23+8vIreCh0M5zm9GUUjMsw5J+pzXRWtthFXFU9PsWMmWU8eordSMovHUVTMxFQbMMOh5xU32VEYfNnd6UDAwev9aiv53isC0bEOGGCPr0pITEMTAlc/SlvtQkuSEQk544q9q1haW2gwapp2q30wa5Ntm5hWNZyE3M8Q67VJCnd6j3A774ceAFWJdV1SBZHYZWOQZAH0NTOJrSnypnhmoNPHMyyRvGOnzjFWdPRjHkCvpbUfhxoOrRuVie1cnjyuV/75PH5Yrhta+DV3ZRvPpjLOB1WA+W//AHyeD+BqlJJESu2eZq+wkZHHFO8wE1cu/C+o2VyYpFdXHGyZCjf/AF6rJp1zG5EkZHtWikmtDNoVULEEVKwdiC5zxip4osAZGMeopWXBwcUgKbRlUwejcVCLVmBZDwOtWpZCyheODximRtgn36+9AFeSNhtPDA8ZrofCgfN2NqlTtBBHBHNZvh61sdV8TrpmpXtxawSvsSWKWKNY+5LGTjGM8DknA706G5utA1fUbQCcCGYxGO4AEgAJA3AcZ9ccelD0RUU27ILvwpdWNzJJpah4j/yycjj256/zrNa2klcJcWbxuhJyv9e/863ZdeurlMIAg7msuXUXRiXfc1Sqso7F+wv8RUfRZJvuF3UDkbjVRrZYXZAm1lOCPSuu8O6jB9lkeQAyebjk9sCud1NZH1a5mRf3crkjjIq/bOT94J0YxjeJmSDFQMM1clgkCZ8sn3Xn9OtVdu4nBzjt3/KgyRCU3NjtUUow+3qBUzdwO1QHnmgYuxQAeTmo8EEinknZxmul8Q+DL7w34f0fUb0SrPfmTzYDGQLfAQorH+8ytnHbp1zgEfUYUBDgdKgVB58n5UUVzM3JgANtR3Q2lCOCw596KKwq/CWtzOvtOtL5T9ogViM845rgdY0izjnliWP5Aeh5oopYdsmZyN/YQQW7vDujwD8oPH5Gucdt8RbABwOlFFd62MGQqNxwegqKx1O40fWl1C12efETt3rkfMpU8fRjRRTQFWVBGiBe3H5V3vwi1fU7TxdZ2VtfzRWlxdL50KkbX475FFFJ7FLY+p4zujVj1IBqOcfdNFFc1f8AhscdyhqemWWpQGK9to5k/wBscj6HqK8l8YeH7DR79I7RXEcgyUdtwH0oorjpt8xqtjl/7LtJInfy9jDuvFYk0aruwMbQaKK9CGxmyqByB2OKramALM8cCQcUUVSIZd1fxEddtrWKbStOtzCixxvbJIpRFBwgBcgDnJwOTzX1LFBHBZIkahVEYwB9KKKJghIVHkrx609VDZB6Hg0UVHQbMa/sLW/heC8gSeMHAWQZx9PSvNPFGiWel3Crbq5jf+BzuA+neiiuSk3zFvY5y7023S3adAysoyFB+X8jWC4EsRkIAYE9KKK9GGxiZsrESAjtRjjd65H6UUUwI7PWjpVzdRtp+n30UzhzHeweYAydCCCCOpyM4PcGiS9uNRv7u+u5DJcXD+bI5GMsfYdPpRRSlsa0vjRFJPIowDgVWtIFvbsJKzYz2OKKKiO5vM9A03Q7C208vHFyeuTmse9gjjuSqjAPaiis6u5ktyjdBYrZpAoJBUc+5AplxYW72qyMmWJA+nFFFaU9jKW5z+owrbMAhJB7Mc1n0UVqSJJwOPUVrXviTVtU0e30y9vZp7a2keVBJIzEs4HUk8428emT60UUAf/Z", 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", "info": {"video_id": "166835", "label": "opening plastic container cap", "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": "1a30ec6bdbc5d49c1dd9ec9b17bd6ae5eca63091fa8c630db877f76b143a1105"} +{"episode": 91676, "episode_seed": 1009644709, "split": "train", "timestamp": "2025-10-13T03:54:40.866039", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1009644709, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping crayon up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "90421", "label": "scooping crayon up with spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "90421", "label": "scooping crayon up with spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8019b43ab97556d722ca62d940c789656e29c04047aa0dc0b415b5bf9286af90"} +{"episode": 91677, "episode_seed": 4171475037, "split": "train", "timestamp": "2025-10-13T03:54:41.823309", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4171475037, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 peg on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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sLG6ZXaCHa5I3Y7c85/CuJi1Miz+zG6kUM+So+7XUTXXk6HFHCyu0O194/i55/DmgC89lYWkIEEUUin5uOozVI32nx3CSyRsJYz8pOeKm0i5e/mEzogKknKLjJP8AhWjeRhhzzQBTi1q13Eq6YNPnv7eReXXH1rHu0KMSAB+FZkl7PGeGH5CgDVvbeKdCUIatUGzdR2OK49tZulGPkP1WodO1K4vb9PNl4RSQBxQB2xsraQMyOMAenesm18QwxRDzkBffgZHAxRBdlXC54J5rk5pCHkQH5gSV/A4P6UAeg2uoi9QxRXRcKM+Xu+6D6UlvcRziSNGWRUXLYHrXnVte+S5Y7jkEAA468V1Hh3UIYbeUxs26Q4cN2FAHURnTkVZAgEuOHCjB9ef0qwEbAP2YkeoUGuX0mW7a5Fq7MYgMYPQrnPH412aNhRQBEk08caokUka9gEwKGvX2/Mjf98kVKz+5phndejH8aAKrXPmcCNx74qjK0aTfvRnPTNabzFuoH5VyXi3UZdPa1MJAMm7JIz0x/jQBsbbR+TkCqt9HHY2ZukIYoQcY96wtGuZLmKaeWTczPgj0wKu6jMW0ycE8BQfyIoAuxa7ajanCSbRlycEHqDmtA3Yubc3P2gSpnmRjkA++a84lmKpkHodjf0/z7VJHfIkJiZpOSCcHjikB6ZaagwhDJMRE7EZ6DFZGqpbun+jbXYnLIw5z/jVM3QOgiC3feFAdWxyTnn+tO024nvpQ0x3bGJyRg5PWgDHkmtYn/fWEqMDnOzpVyw1Gzt5C6bhuGCChFX9RhDg1zc4eJiAxH40wNjUfsd2ueAT6CuYutIyWaPOPpUr3dwv3ZnH41E2r3ycedkf7QBoAfo0sAlZ9pEiDjnjFb5mLx74z07VyNpILUOzhuQAOK1bTUVJKrnAAPPegCtrL7b2QgkE7ZB+Iqi5Ew8xSA38S/wBRV3WyrTwyZwjLgn6Gs2WBop2TrjkH1HY0Aauk3ZhuwqrnfwfWup0xPPudx+7HwPr3rk9LXYxlP3x93Hr2rt9Kj8qAE8seSaANVm+XFUbjkGrLPVWY5BoAyrlc5rInXBNbc4yDWXpGnrrfieTTbjUJbVGSUxeXHvLOqFgvoBweT6e9AGHdlVkTeCRz0rotMlghtUSIna43Zbrk1x/mSXAUuxbgEZrVt7yKKONCWyq8/X0oA6K8ZntZ4yflaMkY9RzXJ/aF8xg/+rkAJx2PqK6K3vFuEAz95eM/SuWMLMs3PzRc7fbODQBLzG53nIIyCOQa6bTr7zLFMLtMfHHf0rkogSwU966zSYv9XAvI++/HftQB1ujw+TbZPVuTVuc5FRwEJGAOwokfigDJvEzmsK6i610VxyTXO62zw2bPGxVtwGRQBlyrjNQ6TNEqu6piQHGfatbXNNsrbw9BqmnapfThro2ubmFY1uCE3O8QHO1ThTu9R7gc3BL9jRg6MCxB54oA6QzscSKehzWFqTmK/lCcbZCy/Q81Zt7wShsAgA/nVXUwh1CNnYhJFXJ/SgCsxST94hAPdPT6VqaPcOJWhQZDD/JrHFvKJXjCEsh5AGcVs6TEQw25DscA+nrQB2miJkGZhyeB9K6FX4rIswIolUelXVk96ALReo2aojJTS9ADia4vx1IFbTyVDf6zj/vmtnTZkv8Axe+mX2pXVrbySbEkiljjWPuSxfjGM8DknArkfFCXh1aWznN0xtZpIwk4G9ADj5gvGeBnHFAFzTbmGO2jEa7VYZIJzzVu43NFKhOVeNh+OK5qK8SBUiZWBVcH61r2l8JUTPG4ce1AGAbjbIWYZVxhh60cI2d25T0Ippg3SXEeTvjyQvrg8/pUccbcHB2nvQB02m3rvZbSvEZ4x+ldTpcPl2+4/ebkmuW0uLJjhTOPvP7+ldjEQkYX0oAiul3A1zt9B1IFdHKcisu5QHIoA5eaPBNU5EzWlqytDbl0JB3DkVN4i8K6l4e0DSNQvXnWe+MnmwmMgW4AQoGP95lbOO3TqDQBn62czQg9NucfjTLeNUjLKMbsZoooAbqPNlGT2k4/KrVif9Fim2jzUXCv3x6UUUAW7XEtxFuA5yx46murh+VAB6UUUASkmoJKKKAKUveuYOp3Gj6+2oWuzz4WbbvXI+ZSp4+jGiigA8PKFeZcAgKuMiqG0S3EpfqSxzRRQBpIdmzbxgDFUifL15wOhcgg9wRzRRQBrmKOEJAka+WSGwRnrz161raGi5Z8c7jRRQB0Kk4pHJxRRQBTlPWsHX+NPb/fWiigDN1/xO+vQW8Uuk6bbGBFjiktkkUpGucIAXKhecnA5PNZ2s/8fw9AgwKKKAFgULCNoxnJqHU/9Tbnvlh/KiigC9FKywpIMB9gG4dSMdK1tKUNcZI5VRiiigDp4ycVOrGiigBxJpCTiiigDlLjWm0rVb+M6fYXsUsoYx3kG8BlHBBBBHU5GcHuDVWO/udS1O5vbuTzJ7ljJK2MZY89O1FFAHPECS6fdzuY5NaIG0qBwBgCiigClKxTXMrwS4/UVqbvLURoqrGx3FQOCaKKANbRVBLvj5ixreUnFFFADJDxVKbmiigDC1sf6ET/ALYrK1DxFqupaZb6ZeXs89tbSPKgkkZiWfGcknnG3j0yfWiigD//2Q==", 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", 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", "info": {"video_id": "45503", "label": "pretending to put peg on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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PMjHIB981ZtNQYQhkmIidiM9BivM475EhMTNJyQTg8cV1JugdBEFu+8KA6tjknPP9aQFzVUt3T/RtrsTlkYc5/wAa52Sa1if99YSowOc7OlbGm3E99KGmO7YxOSMHJ60/UYQ4NMChYajZ28hdNw3DBBQin6j9ju1zwCfQVjzh4mIDEfjVV7u4X7szj8aAIrrSMsWjzjr0r0tYLSRF5wcV5o2r3yceduHuAa1o9fuLuWK3jCRbnA3Dr1oA7M6bFIRsdT6+1U47y0trme2uAAIu/qT0pqXLRkkE1zury51WYE/6zA/EgEfrQB3FrqhkjEVpMqxn5ljBGc45x3qvJFDI3lSxxuWPAbk9M9K8+t75o7hJPMMe0g5XqDXQaHfrNqcl29wZGAJ2SdTmgDfTSNMysjJCjrkqDnnBx0qvPLa2+Q0G1T12E4P5VSl1KWPUpYgkbxvJvVWXPUdPpzXQ28eyyRMnpzQBkW+q6fDD5MWEUEkBge9Xk1aCRPvrx6Gql9CMHAH5VhzyyRH5SB+FAG3cS20+RvXNQadFBbzz+YAQ+MfrWB/alzF0ZfxWql1rt2pUKyrnPIFAHcmGzlGFbBPSqGoSppVxbhDuWUkEj2xWXp8xWxgYuWJXOai124aS2gfPzBmwfwB/pQBuQ+I7Z33RSfZ9pOGXIOMVbubpYQk0synIyhznd6YrzeWb94Cp+VvmH9auW19BLNbxzGQIvBOc0AehgW5lH2mNWyucbRz+FWIjAx2Wke5F6LtAxXN6lqE83kTQMwaMMp2/3TW/ozSPbiWU5dgBk+g4FAFqPzI3VltXDjoQgyKl+1zqcsrkH1Wpi9RmRh0JoAgkvSTgxuT7Cq07F0J2sPqKutcORzg/UVWlbeOR+VAHl2jSwCVn2kSIOOeMVvmYvHvjPTtXI2kgtQ7OG5AA4rVtNRUkqucAA896AK2svtvZCCQTtkH4iqLkTDzFIDfxL/UVd1sq08MmcIy4J+hrNlgaKdk645B9R2NAGrpN2YbsKq538H1rqdMTz7ncfux8D6965PS12MZT98fdx69q7fSo/KgBPLHkmgDVZvlxVG45Bqyz1VmOQaAMq5XOayJ1wTW3OMg1l6Rp6634nk0241CW1RklMXlx7yzqhYL6AcHk+nvQBg3rBHjLKCOeK3NNuYY7aMRrtVhkgnPNcvma62k7nOM8DOKvRXiQKkTKwKrg/WgDpbjc0UqE5V42H44rkjcbZCzDKuMMPWt+0vhKiZ43Dj2rnjBukuI8nfHkhfXB5/SgB3CNnduU9CK6DTb13stpXiM8Y/SuZjjbg4O0966bS4smOFM4+8/v6UAdTpcPl2+4/ebkmn3S7galiISML6VHKcigDnL6DqQKxpo8E11FygORXO6urw25dDhsjpQBmyJmrOjm3a6BcNvQbl54Jq/rek6da+HYNV03U72cNdG1zcwLGtwQm53iA52qcKd3qO+QMSyZYJTI+QNp/OgDtROZEzGea5/XpP8ASA3OXiDfiDipLTUo921C3Iz/APWqHXmEkdvKnT5l/rQBnO/nrvU/vB99fX3H9au6Tdrb3iHbuzwfasqaFoZioOVwGVh3B5zWhpcamXzXPC8/4UAdhZKbm7UEcIdx+prqScRgDsKwdGQhPNf778n61sF+KAKl0Mg1hXcWc1uzsCDWXcLkGgDnbiMgmsm7ZEmiEi5Unnmuh0a2s9U8WDTNTvri1gmfYkscsUax9yWMnGMZ4HJOBXPavaT2us3do6XI+yzvHtnUeYoDY+bbxnA5xx6UAbUVwoXy14UDAHoKgv3P9nuTyY5FYfQ8Gs1dRQMcKc54+lXZW86zuI+c7CR745oAx1lUgxSHC5+Vv7tLGxicdCQeCOlQmMNb+apJKth/bPT+tT29vJ5iB1ZQemR1oA6ywkkuhDuHLjBPqB1rtLXEcSqOMCuU0KL+P+FeFHpXTRycUAXt9NZuKg8ymmSgB7NUbHvWXr11LbaY0kEjRuHUbl64qtrum67oOh6XfXd3dLNeGTzISmBBgKUDHH3iGzjt9QaAOM1s5mhB6bc4/GmW8apGWUY3YzRRQA3UebKMntJx+VWrE/6LFNtHmouFfvj0oooAt2uJbiLcBzljx1NdXD8qAD0oooAlJNQSUUUAUpe9cwdTuNH19tQtdnnws23euR8ylTx9GNFFADNB+SSVB0woqgQJLp93O5jk0UUAaIG0qBwBgCqUrFNcyvBLj9RRRQBqbvLURoqrGx3FQOCa1tFUEu+PmLGiigDeUnFMkPFFFAFKbmsLWwPsROP4hRRQBU1/xQ+vwW8Muk6bam3RI4pLVJFKRrnCAFyoXnJwOTzT9aP+iW6gAAnJAGO1FFAFO0jVCXA5Kj+dSX3zaY+f4XUj+VFFAEulostmkrqDJDnY3pz0+lXIlWSVCUUFpMHaMcCiigDr7UbYlA9Ks5NFFAFeU8VRm70UUAcw+ttpOoXsZ07T76KaQOY72DzAGQcEEEEdTkZwe4NVjf3OptquoXcpkurg+bI+MZY5zx2HtRRQBl2qq0qggcHIrTiOZlHrwaKKAM7TGxPIuAVK4IIyDzWskjE7SflUYUelFFAHVacoS3UL0xWkrHFFFAEoJxSZNFFAGT4jY/2S3/XRf51z15r+p6hpsGnXd5NNb28jyp5kjMSzYzkk8428emT60UUAf//Z", 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"info": {"video_id": "45503", "label": "pretending to put peg on a surface", "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": "ee4871776d861fecee67850b8b37266a5fe2704371634a31182dec5011dac25f"} +{"episode": 91678, "episode_seed": 3168120321, "split": "train", "timestamp": "2025-10-13T03:54:42.605668", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3168120321, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an eyeliner 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": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "32029", "label": "rolling an eyeliner pencil on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "32029", "label": "rolling an eyeliner pencil on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e5a896de41f560e5a05ecf8e0770b7f559287fe79f9e1226024f5d90cfd44eaf"} +{"episode": 91679, "episode_seed": 2623192681, "split": "train", "timestamp": "2025-10-13T03:54:44.188079", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2623192681, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping flour up with hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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570PYI6s80uM2s09haoyrdHz3bOdxUAMR+n513sYiOnLAGU/KMH1wOK4e9TZLFfQvlAWh2Y6lsfyxW1BdXEcFuJVw/kqc9umOPyrK/c76abiZ+sIBC4GcDGcdSO4rK1WwjtdQhmhfdBcx7o/UDHStydGvJJBwAR65rGvVZLaGCQkfZ5D5Z9VPUfh/Ws720Mq0L+8bmkHdEiHBwDgH04NZnj/LaXpKE4VJbg8e4jrS0v5PKJ98/lWP49LjTtNHrPN/JK1jqcT3Ob0DR5ru584KGhiYFgWweecj8hXpVvKY4xC6kY+6dvGM/wA65jwrHKllLOsYCkgDB5OP/wBdddb3Bn3K8ZQkA5bpWu2g0WbeMyo0bx5UnoavWcsen3VvIFDeU+7b1y2P6Uy3h/d9cpjIwvP4U6TfHcbyEIB5Hc9uDQxodq+rRz6rLLdxyQ2cUbEORyMgZb/61cN4wWGS9Co8jLGgUlz/ABf/AF66O+8Q2OvQs8sLxFHWCCLj5uxyPz+nFcrqvlzxSGTdCvG8g8qMdf0zUzRcDitJK6Z4rsproIALoMRjOAxIBOfqDXsAuldTDw2CRkdK8fjjNzrFr52ZJfMUOezDNd7NdQW92FnlIEyAou35R2/nWLkdsYe6S3WGcqDnOcV1HhnWjfacLGdh9oswEH+1H/Cfw6flXHqUa4AafeAcY3AfpipxI2l3sV/BkhTh1H8SnqKzjPlZFanzxOet7JriS2jXG9yQuTgZ7V6VDDHZWcduVGFUANnv1J/PNee69C2kal9hO4NDKygj07H+Rrt9LuJL+wiklBbcoHsCODXZscCNuwj3Pn5QrHjFXWLxFwQSMelVox5dqnzdHPPTFWp7iIWpkJJOMjbyTVAUZpPKt/3p2qeOeKoRXO2Iz7k2M+FC+/Y1Wvrp2BdlYuRgN/d9/wClQyzu9mmVHXOfes3Y0RoyzEwFZEZX9xjcPUVzeqJK1nczuFGBksvf6122niPUdJR5o9wtwFc/7J6ZNUdYjgeApbxr5Q+XaO4rKSujSMnF3R5JbSFbo88HkGuw06QmEEdawdd0mHSruB7YsIpc/KTnae4HtWvpEoMY5rgq6M76clON0RXdt/pynH3ga6DwdawLbTzJKPO+6wx93BJ/Wql3al9NnvlBJtmUMPZgf6gfnWd4OeeS+kiIbZICGA6YHIJ9q78N/DTPPrfxGegRs1xMV5VsjOK0CoC5J+VfmPOKq2qhZlLlQwOTg8dKm87AaMhTuPetzEytelNlp5ugjkxHdtBBJA+lcU2rwaiZRBOJJWzlmzktjOM13Eqwy+bG0oIxtYewrBTR9PlllFpBGN53uwyDuPfn8amWppHQ4XQLufT53HkuzMjgMozz3P6U+01ea4un81WVdxwSODnqK7Xwxo50bUpJ7rEiyZ2N6DnI/Gui8WaBaz6PIkcAW6BEkTjjDdenuOPxFYTjdHRGu00jnNGmGCo9Kv38O5MdQRXN6NcsGUHjBxXXOd8Kkfj71yN6WOt73OXs5Htrp7Ls5JT8eorlbayN1dW8YKq75ALHAzXYalEYbiO4j4eNww4965HXY5NL1k2eCGikYA+2eDXVhpc0X5Hn4mHLO66noixxWtulvsG1QAhz/P8AWrtsh2lgFx1ArG02WS9tYZpMtvUHPZa2VdkiJBJC+vArpuYliE2sMFxJeOMKMRxkffc9P6msLVVWY7Vlkm2ykhnPQ8DaPak1SCS6dJ4TsxggsOQfUDvwcVim/OnyN5+wFRu3xnhvp70PVDTs7mZqkezV91oH8xQFmBOU9Qw9Dit66sJ5bLT3ikUsPUlSRgVnaJIup6jeXCqD9ouAFB/u8Z/QV3EtrbkjzOSoyB/tGueWp6lO0YI48BkvViZpFkzgoxzg03Vbbeoxgkd61rmBBe+efmK5Xd3qrchGQ57HisZCaRDavm1UgcgYI9DVHxzC0mm6Fxy8kzY+pWnQSmG+EbfclIH0ParXxJP9n2+iIrbWjLbT6Y28/nXRRfMmzzK0OSdh+iWYttJjR2KSMok9MZ6D9K17O3jUkgMRwc9vwFZFhqH9pWELtgEr97/aHXFb1sxiixgAjnPU/jW6sSWoWZQ3ykKpzuHYVZuEEiCQcgrWbPcTh0e0O5SuCAB8vPGf1q2sp8hIpX2SbchwB+dNiRzuqaPJ5v2m0XcDlpYc43HuVz0P865PVdUQ2LWavicugwOMDPPP4Yx716TOJFUscEYzlR1HeqvijwTZa9o0GsaHHGl/bqC8a9JgP4SP73ofwrORrTtzanC6VoyTaukrZzAgkwBwWPC/1P4V0WpaXHdXEPmwPlE2goSCo9/50/wkY2hnmZcP5mCGHIwMY/nW/wCZl5WEYZzwT7VzSVz0+ZHHXsH2GRFfMy4+R8fNj0NWp4T9iCkYLJkj0rQuYknlbBUhWGc+vBP9KhuygXHvg1jLR2JepoeP/D/2m+s9ShQEORDL7E/dP9PypdJbGkRqV2iMmM4HUg12ASO9sJbSYZyOD3HoR7g1yNsklrJd2c8ZEkEhZSOjK3OR7Zr1qi05kePHR2Jo5TyztuXG3HTFTD90mZp28sYAyeg//Wagjc5DhQVx3HSoZnISTzACTnaCOT9KwbLQ3URG8SKuQzHhgKkEUZtPK2qpPQ+/1oSMlEU4HfB6dKbNIUdU3qvfGKRSOl8IRfu7q2uSpQp90Hgkd6Z4htobYI0WFSm+GLkB53Vgflxn8ai8QuLq6jQtkDHANQ9ijgfFioIrZfL3Svl9xOCo/wDr/wBKz9JmygHetXUh9u8QiBGLGLEZzjA7muT0VYtW8X3NhDqs1tas032cxJvLFVLBfQDg8n09656lJztY2o1lC6Z6v4StY9RsdWtJzlJkRT7fe/8ArVk6Pps2lX8ccnD+Y8MnbAAzn+tVfhHqV1c/2m887yYEONx6Z3ZrrvE8EkDRapbgYR1Mv06Z/I4/Ku3DxtRS6owryvUb7kchy4AJx6g5pC0nmHHYbQaV2Jl2qPlZcqR6Usm8pgdjnPai4ik0jQlxtDrjHmAcmqwKi6b7PnYjAMB34q1KzbWC4BOWG4YqrbbfLds4IYlvXJqRl5mJj3YG4MChzjmuyu/KNvFK+DI8IJJ7muHSbESbmzk/Lu4zXW302dNjXdgLGFFTcGeV6hALHX7qJfuFvMX23dR+ea6i0fzLJMdRWP4ktVjtobwfeEmxjnkg/wD1xVDUtSuLXw40trM8UokQBl4OD2rimrTt3PQpzvTu+ht6hEHQkiofHXh43WpWeowqP3o8iX2P8J/pWPqfnR6JBqFprd/cK0/kn7QixrL8uWdAOcA4BB9R7gejBUvdOe1l9AQfT0P4GuzB0nFyi+tjixNRTSa6HG6dMW0q3YjAC4wB6cVaWZjHuBDg9sVTgjltFntbiLEls5Ubf4kPKn6VYjc5DZGO2K1lvYxKt1O6xuW2tKWxlf4RgDaP51zOqIHJyNpBAAPfnNdDNgugbHLFsdMD1rMu9kj/ACjPHBx3qWxlPw7nTrpLtOLcyDzV/wCeZIIyPauvfW4CZNvJGRXNaYNjyRMFZCuGUjt71l3Gjazie700faLbDKyBgHX6Dv8AzrKSe6OyjWW0jo57gm3XY2CVBz79f61HbS+epB7daw9M1JrqGMvkZHQ9sVs2xCMwHfmuaUtTqa0K9/FnJHB6gjtUHi+6k8RWul3bKcRkwy47PgfzwTUVmY9Q8YPpl/qN1a20kmxJI5Y41j7ksX4xjPA5JwK1PCGnSXc3ifSLtpwYJkEa3AAeNlL4LBeM8DOOK6MNCXN5M4MTKLXmh2gItvpQQLh1ch9x6GtaO6YKTj5TwSO9ZtqxSe+tpVMcqTF5FI6596tQMowVHyE5z611PTQ5uhcS+aOJmIZAuPLXd97rkn19qy7uXzM5d8KcgE4yTjj+VWHwzPlSQXAwD1+lNvI4XkRT8xGSe/Pak9gLljqbTwDz13MrYOPfiup8Itm1vrcgpHkMD64/n1rhIJWimC/KWI6H71dP4XnVBdFRnIx1461LKRn+K7ZPD+pyX9sMWl2cygdFl9fo38/rWTZ+Ilnt8ow+6Cx9Ca3vEONQu1tpMPD/ABR9j9a8o1Swm0qfUJNPuN9mpwUY/Mp6YB78msJRbeh10q6irSO7iuA9rE4P3hvY/wC8c/yxVKW4JYqxyQcVzEut3B0JZoJGiYuACvUL0/kKs6/pGtaFo2lX93dXImvPM8yFkwIANpQMcfeIbOO31zWKg5am06ijoexQSOBnPIYiq2tgJbG6AxKnyg+oPY/zoor1YfAzy5/EjPY7Eix3HSoJZD9rjjwNpIz+VFFc5RNIfIk2x8A5/rWNfkm9ZskHaOn0ooqBo3PDcjLZSuMBmPOB71LcOWmlc8sq5FFFS9ijzLVbua2026uInKzStsZ++D1x71wugapc6RqBv7YqZonbbvXI+ZSp4+jGiihfCOJ6r8I8pFqpU/d8gfh81ercSQNHIAyH5SpHBB7UUV0YYmvsc1YDy5Ly3BJjtpDHHk9FHT+dWWdkt2IOSD3ooqZ7iWxnzuTGmedxIOaoXrstwyqcDpx9KKKhlENpI0lxBGxyrNk/Wuuu5XMBBORtFFFQLoch4tZhHbxAnZgvj3zWBqjH/hHm9PMQ/rRRXLW+NHXR/hyK3inxHLe6JEosLK2aLZFG8COpRB/CAWIA/CvT7aVzFG+ecUUV30vi+45X8JX1qJTEk+MSbhGT6qecGsp2KTBB93HSiita/wARlD4SnfAEk/VcfWsOYZd1PIHIBoorBlorRTyJc4DZ7c/Suk0NjHojleD53WiikykcxeRpBr92kY2qXV8e5GT+tacBypNFFcM92enD4Ec9e6y2l6tqCGwsL2KWUMY7yHeAyjggggjqcjOD3Brovh9qF1e6prN/cSl7m4eN5XxjJO7PHaiiu6hvE8+r9o6HXYkjvLW6VQJZWaFz/eXaSM+4xVRUVAqgcE96KK6a3xHPD4R10fKeEpgEkjp7VjTzP5whOCh/pRRWXQZVNzKtwMOeADnvXSeGpGjtbkqed39aKKgpElzI6tdTBiHRDtPpxXlGpXs//CQWttv/AHQIlI9WyeTRRTh8RM9ixqaLDBdRRjaiTKVA7d/61Be6/qeoabb6dd3k01vbyPKnmSMxLNjqSecbePTJ9aKKwW8vU6pfDH0R/9k=", 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", 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", "info": {"video_id": "35979", "label": "scooping flour up with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "35979", "label": "scooping flour up with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2a48a0fc2a2673e477ab8383568fdbf8fcdec4236b8c90570bed447c6ac91e70"} +{"episode": 91680, "episode_seed": 4140554528, "split": "train", "timestamp": "2025-10-13T03:54:46.051696", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4140554528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) switch of mobile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155073", "label": "touching (without moving) switch of mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "155073", "label": "touching (without moving) switch of mobile", "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": "4f97e9d36d6f64f62bb6259062cdd74c93b68700496e4910d479515dbc185740"} +{"episode": 91681, "episode_seed": 428792075, "split": "train", "timestamp": "2025-10-13T03:54:46.309391", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 428792075, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115748", "label": "holding 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": "115748", "label": "holding 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": "91041a366b9f2fad08245b2db35b7b3780dc7f4346ef9fc6b679a01923e934f8"} +{"episode": 91682, "episode_seed": 4289076196, "split": "train", "timestamp": "2025-10-13T03:54:47.639388", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4289076196, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glasses upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "132068", "label": "putting glasses upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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oLaGbSNMtTbokcUlqkilI1zhAC5ULzk4GSea1tbkZbdVB4Y4NFFEgiYFIaKKllgaTGKKKkAI6UCiimBKvarVkiyXPzD+KiinHcUth8viGTRr27hOnadfQSyKxivYPMCsvQgggjqcjOD3BrMk1C61W/u9QvZTLc3MnmyvjGWPJ4HQe1FFaSIiApw70UVDNBe1IemaKKgBe1NHQUUU0A9e/0p/UovYk5oooQMv3f7jRS0fBLjmsu/8AE2r6rpVvpl7fTT21vK8qCSRmJZwM5JPONvHpk+tFFbdDLqf/2Q==", "info": {"video_id": "132068", "label": "putting glasses upright on the table, so it falls on its side", "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": "45e64b08cfb4e9c1f0e006e77373d174d16f317f41e56276e30f7be2454fa593"} +{"episode": 91683, "episode_seed": 835056021, "split": "train", "timestamp": "2025-10-13T03:54:50.318919", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 835056021, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "213546", "label": "closing jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "213546", "label": "closing jar", "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": "66bfd9ccff4b4781bd9f67d5ef8c1e1db173db8e85ef40f073125ed3a4aaf051"} +{"episode": 91684, "episode_seed": 102637503, "split": "train", "timestamp": "2025-10-13T03:54:52.065111", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 102637503, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting a battery'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "24506", "label": "twisting a battery", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "24506", "label": "twisting a battery", "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": "5cd8224a72094868c6a579ff55029284820a0f2ad315bd4e083382d34715e36f"} +{"episode": 91685, "episode_seed": 3252759074, "split": "train", "timestamp": "2025-10-13T03:54:54.044008", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3252759074, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping seeds up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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e9c1KnVknZ2CpipWtLW5karqkd/rGnRefJIoeRSjLhfmX/P513OwbVcd1GPyrg9Y0uHTdcs/KBAWSNuQepwD1ruEYm1jAPUYrXDJqpKLd/wDgHPUd4Jo+YrGzN1LwwMSqXdweFA/kew+tbkLh3VVGFUBVHoK5uzae1vRbOSm8hHX+X5GuisELDd6da7qa1ubYWzTseveF4wY9CLqrbbZm59AzV2q7UfcIwrE4yV+9/wDWrlPC6Yt9D4y32In8ya6yOPOWK5YnHJ6fh0//AFVz0fterOfEfGRTAmeJjnIlUAf3fvcj9KtCIMC+w5HTBx/+qo2+YuxGQm1lwM98VahkH2Rzg9Bx05rSK1ZjJ6Iy3H+lMOcCONsk8/eYf1p8HVwR8u85+hCn/GiUKl6Bn5jCevHR1/xpsZTzpiX6Mpx2+7j+lYSVqnz/AENk7wJefMyOB/s1wVt+58U4H8QkT+Z/pXebQxztLH0NcRqIFv4whB4zMCcgD73/AOuoxa0THRepyfxtRpE0NlGcLOx9f4Oa8kIMS7c4ZgMj2rtfiZrs2p+K2hj3LBpgFumR0fqx/MY/CuNnBaVZf+eo3fjnB/UV1J31MtmdJ4Ks5bm6vSkZZI4A0h9BuFev+E9NjggtIIY8RY8xxyRk8nP6VwHwuhD/ANvhhkGyUfnIK9k0nS1tlhKkmNoVAGcE8DrSg7VZLyJqxbSNdsMq9hnqO/PQ0lnEXgij4wBtwD6U5jtQYAAyCQDyRU1sfKlVDjCyMAc9gx/pTt7/AMh390q3eI4dygcOhGTxjeKjKlJI1zjG9P0P+FOvHSTTp5M5QKxBB9Dn+lNmZPPQfe/f9R2zn/Gsa8bP5GlF3RNIQyYyoH8WBXH+NUBEbDGdnb1B/wDr1uT+IdFtZzbXGq2UUqDBR51BX2INYXjHU9NbTo2GoWbEHgJcKcAj0B746+1PEK8GKnpI0/7Rgs9Am1C4fEMUPmufbbmvnHTIVmuhJKhaFDucE4z6CvQviHrskPgbSdPgJ2X4DSODwVj/AIfxOD+FcLDPE1pBHbqVQDLFurP3z/Ie1OjrTikawipVdTrfCMjSeKrJ26mQ/wDoJrvdD8Nx3enPK07KxkwoHGMdc+vWuE8ELu8TWII7sf8Ax016voKiPRkBGSWbhTgnn1/CipBOsk10NMS2kNi8L2KxsZmeY91LZH4VbstPtQ8zSxRNKXABbqBtXt61fQELmQgcZ4OcU2JFZrhJECq+0k9yCgx/KrslJW8zj3iy3PpkclpPFbBlkZGUDPt0qg8O2dVKnImGc9s//rra0yQFlRjlkIDe1UdSVkuHkXIBZWHvgj/CliIc0OZCoTalysiJJgX5wAR17k1yvjRN9rDIFwdpH48GurIIUqBjBPArn/FUJbTFc/wNhsDoD71FZXptlw0kXdPl82xjYdCA35gGvD/ibrf9q+K5LaJs22njyQR03nlz+fH4V6bc68ug+BJNSYjzI4AsQP8AFIcqo/Pn8K+e47qVbkzsfMdm3Nv5DnOTkd81VF/uooJ/GzobCN7K3YMdss6jcMcheo/Pg/lXceD03WOqhh8pjjz/AN91wscr3U/nMcmT58/WvQfBcedO1cN02RAfXcaqtG1F/L8z0Ekqemx6Na6Vp4sLRWgUMsY64zkjJ69fpV82sCxqkUMaAnGAMDr2pIsmKJFJVdiliOSRjtVgbV8sEcFx8x7cgUW9y3keb9q4mmyEW9uqqwXy12k9T68VNqMAjitZSPlM0fygdCWxn6c1j3d3c2MVsY/nKZyvTcAcYz2OK0l1K01qJLO3kkWRdrbnjKhWDZA56njtxWluanbyM3K1T5lZVw0e4dI2H6D/AAqeYdGwSx5yT0/CkmRkuI0xhvMYHP8Aut/9agjOFJIbAz6mueirXTOio72ZxvjNSLmOXvtVsgY5BrooplFmZnYKigsSTwB1zWL4yiBtopO/KnPU9/pXL+PPEf8AZvgSK0ifFzqKLGMHkRhRvP8AIfjWUPdxDHLWmeRm3fck6iQsH3OW7kH/AOtWvpE7C+urQfdMjEfgx4rsdUvZW8C6a+oabYyNNDsiu4xiRmZiSzFeCRg9ea43w+In8QqTnEm/9Qa77KMlyvcMJKfPdqx7p4eIVdBDsFUWfc4/vV1Bu7dX/wBYAMduePwryyPxFf6alvF9iEsUcPkxsk20nB3ZYEfyqdPGestZNPGltAquqkk78ZBPP5Vzwo4hNqMepvUo803c9PjjmufLe3QsmQSSwxwwPf8AGrU2jzyLgBkDDORJ8oI6ZxXI6dPrV54bE0mpvHcyRl08mMKOehOOhNaNrptzOFW4N1dzKiiRpJiBkj0zWkac7tN2ZxVJRWlrmq9n9rlQSzr9sgVg3lHh1bjOPwH41zt14h0HTrmVW1RftKnY6LlmBGQRgDjqauPZy2d/EtpFFa3OcqzE7W/2WPcHp/8AXFef/Ey8tRqL3P2fyZhGnmRsvzNJk/nwOo7DNKvSTV76iw9RtuNtDfn8UWV/C8Vot5KAf4FK/wBQa5PxRq15Y6Q+oQWiw+RNHtkuJfmZ8nAC9T0PfoK4+21GOWSRvKKAAYZcg/pTPEMst7BFBNeyzRRksgY5x2yT39s1gqNN/Hds2k6ifutWOeur6bWdTu725YLNcMZGEa4BY+1RTKyW1sHB3LI4P0+U/wBa6/4eRLFqOrpJpVvqKLaZImbb5Q3D5weo69qxtea1n1BzbQmCESNtjLZ29F6/8BNdPKlC6M48znax6F8PraK2s9XeJfv2qkse43CvV7OaGPS7bMik+UCfmzXkGg3k9jpAeziWY3FqqOrPtIxg5HHXitmDxrqM13FFb2SxCUgBppQTyfYVnOlW9q5QjdM7q1NS20R6asy3O6OAl5Np6cVoQ6bcSQs0kabsseW/2iR0rzbw3reuatq0sc16scUSnesUQypzwAfX/CugXTrp7u4e6urq5gd0WJJJCqgn1/zzVezqKSU7JnHUtTbibV2kWlu8s91b/Z5RiSEkZGRjPX8xivPvibqU+mrElnemO2aJX2QttbJPBJ7jA4xXbzaSbW2ab7Fbpt7/AHj+teQ/EyxaCezuonYwzMQ0ZGAknXA9M5Jx9audP3NdTCnU/ebWOUsb+CaV4XQYLZyR1qzFZW0hfagAPRgOp71W/shVjheP/WZ5JHQnvWv9ka3towAcY4rmbXQ7Ve+pxWq317MsNlPO721tu8iM9EyecU2znMFs5YZCSrkfUH/AUurLm+fnjdtFaWv6KdHLQrPBOHCOHhkDgjLd/wAK2gvdujHn5Z6bnaeBmRvE1mVwVEbnP1Q16n4eG/Rk44Vzg569K8i+HksdpdWV1cuscQ81S7sAB8p6k/WvRdP1+1sdLhSS8iiiYb8uy55/Gsa1RRqpvsdleLmlbsdepyOAOTz70yN98bbFG5FQYPf5eK5dPF+krexQG/nlYsF2LHlfxIxitxfEsdrfpaW+iSGWRC6tIAgwPU4q1KU2rRZxyhyLUyzq15bXqzC6MUg+VlKhgR6Y/r2roNDuJryxig1MTPFcDiSXCsr7jg8dAwAI9D9ap3V1d3oDBLC1IHOwlz/hVFjdGLyjfzNH0KwxAfh61tKFSTVtDlU4Rum7nQX8EllOPMG4HJDdM1yeuakJ7aS2nNrDGCD5nmfNx9a6PT7p/EFhNo2uQP58fzRTlSonQdGHo69GHfr0PHl2uxz6NrEls0VkzxSYJaIkHjcOc9xWNSk2visvQ3p1G9FG7OQ8beIbO+0Kz0m3ndprW5kaQAHay/wnPfqfzriIULq43AYGcHvXT65od7f6jc3/AJyzTTMZXHQcnoPT6Va8Eabpsg1ePWNOu5ZEiTyZIMfujk5Jzxj/AAp0YJWgmVVk17zRg2lybVrJn+5ghx9GP+NeqeDSRpWrsR18k/8Ajxry/WI7c3pFnIxt1Z/LLjBK7jgn8q9G0TUotI0qYSRu8dykLBkTcFAIJ3d8YqqqbpyitTsoNypNM9dhytnblj8xjXPbsKe8gAyGG4YIA56GvPYfHFlJMsEFtPccYX92VAH4n0rU8OeKLzUdQkS10yC3VUyZHlJxz3H8qiPtXH4HYwlS5U5NnWyWT3tiS0Th8E5KE4IJxWZNpOo2dpculudxjO1g4G1uob14NEWsa/Jc3MU13FBEjhY2giDM4Izxmpbhbm4iLz3WozKBk5bauPwraMKjjuck5wUr9TYMY1iwhnSTbcR4LFR97j+vP61zl54g02zZkl1K1SQfKUDDIP055otbe9sGj1DSrclVyXjMvE6d156HuD2IHbNcR8QJLBtTn1CCNFh2xu42bWLMOc9weQMeoNZ1abte+ppQnzO1tDR1DWo9SItzNdXpLfuoo4TyfbgV5D4r8RNrS2No9r5Taerxb94Yvlvb0x6mugstTZ2l/s6+nt227cBsryDk4NcZe6Pc2kh+XemMhh3FZRpQT5le/mayc7WdreQ5tUu10saeZ5DbrIZEh3HarEYJA+hI/Gr/AIaJj1OKZm+bJ/LFU9Z01tMvvL3FkZQUYjqP/wBdXfDyqLqOaTIjRuTjPGRn9K6knCWvQrC+/OLWzO3iRdQvYjI5CxZIQd/auz8FWOn3Nzf6dNbRtHNb8gjJ4bqM9+ax7V9AlZri1/dyAZEYc4J9MGug8L3FuniBBAhUuCrnGByOP6cVH9pQdoWafnoepiEnTlZa2/I7HT7K7GnizvJxmNAgeMY3Adz6cY/Wrdkmy+mm2YaThjnOccCpbnPlbUJDkcbetVNPbypYmk3CWbcMf4/lVQgoN+Z4cpc0fQTXLI3dsNmVlXkMOPwrwj4gyvc3m8IxW3j2yO2eec/pn9a+gdQ80xExsqED779B714F41s1N3PKbpVsrhC8aZ+bjHX2PBqJ8zfkiqXLfzZzmlKstkSBlicj3FSNZI8Ui/3h+RqDw/IjRoB0xitHSNPXWPFEmmzahNaIySmLy49xZ1QsF9AODyfT3rGz5je65TmLTU77RNWW8sbl7ecLtLKcceh9azxI9zcYz8meh9BVn7LNeWt1dbsmIIzD1Bz/ACqpbKWmVQOTxit0trmKd3ZHodhckaPDEGxmPaT7Vr2tlb2aW7solZADuPfnPSqvh46KdNS3vuJ1bh9xXA44z0ro2OnxoqIGlRCAj9Sc+uOvpTnmMKTcXF3PeiopJNbHocWmm31Nr7TzFFBdIpnQLj5s53j3wSPyq3cWqgheZA0nmfOeQw6U7RpvO0e3kfOfKAbucjg/yqGWJnumaTcYQpcE+vt9KElJqr3PAbesH0Nd18yDDgEFcc968L+JZjt2S2lLEqrPGgP8W7H8sV7lHIZrRHUEbk4Bryfx3pv9pyXTwwpPfW7Boc8FexUH3AJ/KnJSbUUZqUY6s4nTSlzCjHtwQa071ohaDHVQSPyrD0ZpIW8qaNo5ASGQjBU+lX9e3w6O7Rkq5IAIrkaadjtUk43OE1hNkvPIJzT9b1GC51O4e38zyXcmPfjdt6LnHGcenrWz4m0bTIvDdvqthqV7cA3Rtc3UCxrcEJud4gDnapwp3eo9wOQQ7pQzcnNbRTtYxb966O98Lug0crNyvmElSM56cVNDp/2kvLFawxDzWAJ9D6VB4Y0661DT5BbhNyHcVZtuc8cfgK6qDS7xbQRyJskXorEcj1zXVHE0aekmro9enTi4R5nqbuneHUstW0vVbifFrdRbgIk4SbZnn2OCR71189oCJHWNyTCRC8rYBJ/+sM0eF0Wbw5awSYk8sFDuHoT/AI1dvbgpiDZuYkYJ6E1jOUqsozT0PHqNOTi91p8i1DZ2slnHmCPfjnA7gc1lpeHTriS1l+WH70Un9K27Xm2QsMHnI9OTXP67B/aFubeNRvU7lYjgMen+P4UVptK3cxhFXv2JJUkv1Ys5iZWzE6H5o2H8QP14/OvK/iHeTre31vMoFzK4k3oeAhGc/pxXbjWZtPgIkCCKFcNuGCAByT+teOarqc2vS6j4hk4WaRgiZ6RqMKPwH9aJU3Tgr7joVVUm+XoUNP1Ce1uGa4Ztrc881ebxLcaU3mWYT/S43juIpEypH8J57jJP1qr4TttN1vxJBp2q3k9tDMQqTJLHGIz1JYycYxnjqTgd6qeJrG5tL27gdZwlrO0JWcASJyQAwXjPHOOKzS97Q25tLGOsrXEwUZ2+vtXodvcn+yo4oiBI0QTPpxivO7VS0gVercCvUtF0mzvtMgY3hjuASCnBGO3HUVqq8KEeaex3YJLVy2JtMsVg1CyluJpCyvHuAOB1/wAK9L0zQYdC1a6itbIPa3LK8cjHJjPO5T7DqPrXEPZW0ZVXnBeM4POAxH8q9YtJFuLGKXs6K3P0zRLFRxKcabZGN5YcrS06/oU5IHieIFgpE3nAxrgMAOB/n1rXlbdEc9AOnr61jPNNJdupkCiNSxI6YPQVrvIrW+9OQRlcU4pRjbsedLV37nG6lfTaAzKuGimJeMN/CB1/L+ory/x7dC51Bd8O1zCGmYNlTIc44+mBXresQNdwuJlx5fzqp/2eQT9T/KvG/GUV1Ne3VuEAiZFk3nHIwBgfiKxUXKLqSKhJRqKmuzOXs4VkuhFGSoI5AOM1duVmSMwZ+TOCTyQPQe1Y9tI8AlaN23IVw3cZ6iur8R+G9U0DQtJ1K8knW4vTJ5sLRkCAAIUDH+8Q2cdvqDSd7mqatYm8cafBHayhQf3MoCEnnB61z9oixxKijAFFFd1b+J8isn+B+prWrHzUGe4r0nwySzSOzElGBX2xgCiivIzP7P8AXY9mt8B6RMT5luM9ZcH6YP8AhUxRVuRIFG8qeaKK9M+ZKerOz2boT8rNtPuDXh/xFRIzYMEU/wCsTBHGBjFFFKP2yZfHD5nH6OxJ7df8anGqXGka42oWuzz4mbbvXI+ZSp4+jGiiuZ7natiTwrBHJHeK4yuEQg9xhqx7W3jh1C42gny3ZFz6ciiiur/l1D5meD/3qS9PyNiFiK6vw+zfugGIzJk49gaKK5Md/APovsnsWgjZbPGPurJwPqATV2FQ+mjeA/y55+tFFXhNaET5yv8AxGTPKyxqRjrj9DXE6ogTUZcfxfMc+pFFFdNP+KjkxH8FnmerfJ4xuAvAbYx+pAqfXQJNFuS3/LERsuO/zY5oorkr/wAVnbhv4EfQ5Hxf4nbWjFaSaTptt9mRI4pLZJFZI1BwgBcqFySeByea5hBmZR6kUUVSGjtNPvLixJFtK0YxyB0NdTp9/c6lE5nkIKowBXjtmiiufHQjy81tT6BJcp6Z4MYrp0seSQpByTkkkc1ruiufNYZeJ/lOfU4oorfDf7uj5/Efx5E+mL/oO4kks7E5PvVW8J+3iPoioSB7nFFFbS6GC3Z5x8W5Xs/D8zQHYZ9sbkdwTz/KvHdImee3ezc/uVy+B3NFFGI6egsH19STStdbSJriE6dp1/DKVYx3sHmAMmdpBBBHU5GcHuDW3FcS66mrXeoP509zmWR8Yy3JyPT2oopUf4i+f5FV/wCG/l+ZzelRqZ5HI5VePbNdDbuynIJB9RRRVQ2PcwfwnWaJK0zW6y4kBlA+YZPA/wDr169orM+kRqxyACKKK8+hpi5pef5mOZfCvUsOgnsEZiQzgKxHcHtV/hIgqgBVGAPwoor0e5472RzF65bT7iU/ec4J9q8O8aSuPEMyqxXcqqSOpG3OKKKF/A+ZK/3n5HLlFiZlTIBAPXvWxd+INU1LSLfTby8mnt7eR5U8yRmJZ8ZySecbePTJ9aKK52dSP//Z", 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", "info": {"video_id": "106660", "label": "scooping seeds up with spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "106660", "label": "scooping seeds up with spoon", "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": "d222fe25597d869e65f3455142be1d6b098d4f2496ac7acfed92ef5182c42c7b"} +{"episode": 91686, "episode_seed": 3255161006, "split": "train", "timestamp": "2025-10-13T03:54:54.979833", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3255161006, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "174017", "label": "pushing box 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": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "174017", "label": "pushing box 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": "1eba96b93639c323dae66a04a27c03d6e888010341c594fc6b0c4e66c2441d57"} +{"episode": 91687, "episode_seed": 2738612949, "split": "train", "timestamp": "2025-10-13T03:54:57.626263", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2738612949, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing a pair of jeans into luggage'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11213", "label": "stuffing a pair of jeans into luggage", "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": "11213", "label": "stuffing a pair of jeans into luggage", "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": "27ea55f52a844fe33218755e238e0b5b2100cd50ac771be4a86621064460477e"} +{"episode": 91688, "episode_seed": 2710868754, "split": "train", "timestamp": "2025-10-13T03:54:58.699103", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2710868754, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "163559", "label": "moving away from knife with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "163559", "label": "moving away from knife with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "53a5880aed05ae85f45f4e2cd92d6f9af4708362a23aedfe5662805fbcc51102"} +{"episode": 91689, "episode_seed": 2423315663, "split": "train", "timestamp": "2025-10-13T03:54:59.460860", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2423315663, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "25868", "label": "moving a mobile phone away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "25868", "label": "moving a mobile phone away from the camera", "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": "790851cd546b7869eda4625dc2eec852700851bb5df9e5c27e5a11514371d24e"} +{"episode": 91690, "episode_seed": 361017968, "split": "train", "timestamp": "2025-10-13T03:55:00.723982", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 361017968, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting card up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "96561", "label": "lifting card up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "96561", "label": "lifting card up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4f3d074ac670a0594796eed1410fc1cd93dbb20a139702f2795f714e492a0f1c"} +{"episode": 91691, "episode_seed": 2560932016, "split": "train", "timestamp": "2025-10-13T03:55:03.055315", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2560932016, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissor, a pen and a scale on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "118972", "label": "putting a scissor, a pen and a scale on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "118972", "label": "putting a scissor, a pen and a scale on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0f174ae2f9fd61df8a87f3ab53d1ba3736952dd2529547ea28e235524216e94b"} +{"episode": 91692, "episode_seed": 3522297681, "split": "train", "timestamp": "2025-10-13T03:55:04.939019", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3522297681, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 w down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "174265", "label": "moving a w down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "174265", "label": "moving a w 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": "d101b12664cd31cd293b274be213039d810dccb1b3cb4cf490b8d5105c844ad4"} +{"episode": 91693, "episode_seed": 921404593, "split": "train", "timestamp": "2025-10-13T03:55:05.539039", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 921404593, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "95591", "label": "putting a shoe on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "95591", "label": "putting a shoe on a surface", "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": "535bf15ebfc783ca5619477cc55d6d303d5885ddedd773963db56f1ee402cdda"} +{"episode": 91694, "episode_seed": 2013424898, "split": "train", "timestamp": "2025-10-13T03:55:07.323286", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2013424898, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "162130", "label": "lifting up one end of shoe, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "162130", "label": "lifting up one end of shoe, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b280acb4bd32205352437ccec912ecbe6c3e5f6b3874c050d6b3e8417fab05ba"} +{"episode": 91695, "episode_seed": 2495708250, "split": "train", "timestamp": "2025-10-13T03:55:07.990380", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2495708250, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 charger down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "218158", "label": "moving charger down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "218158", "label": "moving charger down", "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": "c58aea95abb763ddffc3bd062952cbc0e430b714a74c8f3a1042231ef5318ab3"} +{"episode": 91696, "episode_seed": 3811196308, "split": "train", "timestamp": "2025-10-13T03:55:09.711205", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3811196308, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 elastic 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": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "167497", "label": "pulling two ends of elastic 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": "167497", "label": "pulling two ends of elastic 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": "7bc93bfa76a8e3dc7a2387b464884c319686c7ed3d5c3cc1777683775fef1725"} +{"episode": 91697, "episode_seed": 346518042, "split": "train", "timestamp": "2025-10-13T03:55:10.592128", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 346518042, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 handphone down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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ucZP0rodOtXuLmGeSFvKjJdUYYLt0HHp3rmjBzcfX/I6nJK/9dzDvoHivbZZEKtvLFfbaearXAzfWw/2JP6V299ZrHdTXV5GElkUbF64AHArlZAheP7pOSAe/Q9KdSmqbVn3CM+e9/Ix3XGpEf9Mh/wChVGIw11L/AMBP6VfljTzQ2PnwRn24qrs23UmO6qf50J6fITX5mdtxLMPR6SFcxEehI/Wp5ECzyY/iwf8AP5UyNNvHrzW99DFLX7y3GtqNpZ+cYOXFX4fsAxlwf+BVTvPDGoaYsEkrQvFModJI2JXB98Vow+HbwabJeeZCRH1jAOTkZH8qmph5eZqnyK8lYv21xp0Y55/OtCHUtPXlYBx6g81ydm7XC5UKOMjJxmp7aeW4uEtliG9mA61wyoXZ0Kokj1LwVAmq3gnWBVUHgha9r0638uBVxXD+AdFFnpsWUAYjmvRok2rSo0vaVOXocWLqaco9V2jFZfiC/TT9Lklc4GK1a8o+N2vSaX4cWK3cLLI4X869LEK1Pkj10OSgk6ib2R55reurd3kzKvyZ45rnJ78EkYBFcvcazfdPO/8AHRVJ9Su2PM7fpXLDCTe7O+eJguh9EfAuUSNr2ABjyOn/AAOvXJ5NkZNeFfs6XEj/APCSGRy2Ps+M/wDbSvVvEmrJp+mT3EjYVELHnsBWVSk4TscySqT5lseQfFjxMl3qS6SsjeXGN8m09+wryia4ljibbM3B9aNQ1ObUtXubu4Yl53Mg/wB09B+FQlRJHIDyQCRXVClyWudHPzR90oG9us/8fEv/AH0ab9quM58+X/vs1GeppK7eVdjzXKXceZpW6yOfqxpC7HqxP402inZCux7Mdo5plKSD0pKEOTuxV++PrX2homnhIE45wK+ME++v1FfdWnwBIVOOwxXLiuhtRnyxkXYYwiBRU1NUYFKTgVrSioQuzBu7Edgo61Wlu441JJ/OuZ8ZeMrLw1YtNO+SB8qDqxrw+/8AjhfTSyD7CVG44G/tWDc6km4m8acYpObPdr++jDMxYc+9cFr2s2kc+Wlj/drzyOCe36V5Br3xP1vV4hDCwtI+5Q5Y/jXGS3M87s8s0jsxySzE5pwwz3Zs8TGKtFHZfEm6trm/sPKKmdICsrKeozlc/rXEUpJJySSfekrrirKxxzlzSuFKv3hSUq9aZJoWK585vRB/MVs2ABSQn+7j9aybHiCc+pUfzrWtCsdpK7cBcGuOruehT+E19FsF1LVESRcw2/71/Qt/CP5mvRdN00bxK46dBWB4PsPK09Wdf30x82Qe56D8Biu7tYMCrjDkikHNzSuUr7SYdQjCXS/KfTqK8n1WOOx1tLXzEBSR1IJ54HB/lXt86iOLJ64zXzf4wvEvvFmozxnKecVU/Tj+lPk500xVKns7SRpO4a+jQf3GJ/SonX/TXH/TIEfnWHply0WoQZYlS20gnseK6BxjUF9TEf5iuapTdN28jWnV9onLzM6Y/wClup/uA/qaihP71x6Yqe5XF/8AWP8ArUCDF0w9VB/WtFrEl7/M9d0nSY9f8Nm1mfbFE5KS5JEajj+VcV4i1a5sLuSxtpFEW3DjGQeMD9K6PR/E1nBe3d1l7e3aNyLdTkFjjhfxrzvVLqW81K4nmPzu+78K6Z1uY56lWdSyl0KlpIY/3bZGOnuK734e6M+oar9okXKg8cVx0dg95cWaRLkkbWx+dfQvw/8ADgsbSPKc1wYmoktN2dNG7WuyPQtFtBBaoAMcVsjgVDbxhIwAOlTVtgaXLT5nuzhrT55thXzR8etSln8Tw6epJSNQ5UevSvpZvun6V5j4o8Fwap4o+3zRKxaNRkjPIp4iooTjc0w8ea6R4NoPgW+151kk3Rw9sjk10XiT4R/2d4an1KykkaW3XzGRv4lHX8a900/w/BYWvyxhcDjivNdV1i71LxbqOhvrVza27iZYo40DBisZbZ7Dg8n+tYU6tSpK0TonGnGOupnfs8uEXxHnv9n/APalaHxh8Q+TpQ0+N8SXDbSB/dHWue+B9z9mt/ELE9RB/wC1K5Tx7q51bxJJIHzFEfKT+p/OrlHmxD8jOD5aXqc7eJsjt5B2G00yKQGQBjhT1NWr7AsnyOmAKzrSRRJ86eYcYAPTNdEVeJEJ8rsV3G1yDTalnUhyxOSetRVutjnkrNoKKKKZIUUUUAOT/WL9RX3rAuIkH+yK+NNZ8PaNaeHbXVtLv7yYNd/Zc3MAjW5IUM7xDOdqnCncP4h7gfZsZxGv0Fc1e143KRKTgVk6/q8GkaVPeTuFSNCxJq/LMsalmPSvA/i74va91FNCtpMxp885B79h/WsZ1HU0WxrSp/aZwXinxJc+I9VlurhzsY4jTsgz/OsW6tYWCfINxkAqKY5wCOrqP1q1cH97CP8AbJ/Q1OqtY70k738jOksYmmCgYyCTVeWxVZGUHpitE/8AH4P+uZ/nUTnNxN7bf5VpGcu5EqcG9jNNqCOGqNrcqM5q4nKSf7zVA2TDn/ZrdSZzulG17FYoaFGCc10XhDTdJ1nxFDp2r3M1tDOdqzJNHGsZ7ljJxjGeOpOB3rM1eyOm6zfWRjnj+zzvFsuABIuGIw2CRnjnBIrUwaV9CW0wtizHgGTr9B/9euw8K+FZ9Yt0urpjHbFtyJ3bHQmud8OaY2s3EVsQfs8Tl5T/AHumB+le36ZaLDCiKuAoxgVi0k7s3Um1YWw05LOMKgrchQBajSMYoaUICAecUmzSKsc74x8QDSdEu7gH94E2Rj/aPAr52YlmJY5JOSa9b8fxyalEtuvaQMRnrXk88LwTyRSKVdGIKntWtNaHPXbch9p/x8xn0df5iuquRt1KE+qsK5O2BN1CB1Lj+dddfDF7at2LMP0Nc2J+JejNsL8L+Rm3gxeRE9wwqDGLtT6qf6VLqm5TE4JBDkZ+orV8ReEtQ8OaHoupXjTLcXxl82FoyBbgBCisf7zK2cdunUHCpxcoplVJqLaKFpIxjXJ6iqeoDE6478GiiiHxHMek+CNNtnMTsmW46/SvfdEgjjhAVcYAoorzcR8Z2P8Agm+vAFLRRXux+FHmhVWWJGIJUEjpRRXDj/gTLg9TP1SRo7ZivpXyj4p1290n4g3l9bMnnRTSbd65HzKVPH0Y0UVjgPi+R0z/AIJb+HdzJa6B4lliOGWOIg/g9chcMXj3Mck85oorr/5ev5fkZ/YQ65YtpQY9Tj+dQWkKeYDjPyg8/Wiir+wwj8aJLq3Rnc8jDY4qosKkHrRRVwfuhNLmAwqB3pjIAB1ooq0Q0rDCKAcEHGaKKoyOi13xbJ4ihtYZtI0y1NuEjiktUkUpGucIAXKgcknAyTz619pqT5S/7ooorkxWyKiYPiG6lg0y4kQ4ZUJFfJs91NeajPczuXlkZ2Yn1oornp9TuXwojjAaRc+uasyAF0PcE4/KiinLdG63fyKp/wCPz/tn/WoT/wAfM/1X+VFFXH9BS3+f6FaLpJ/vtUP/ACwP+5RRW63Mfs/Iu6Trz6Ms0Z03Tb+KZkcx31v5gVlzggggjqcjOD3BqnqWoXWrX1zqF7KZbm5lMsr4xljz0HT6UUVucT3Z6l4JsoINNhKLgsMk+tekWka4HHaiiud7nRHYsv8ALGcViXE7rPIAegoopLc0OD1W4klu3LEH5qy/EFnbS3Gls8KMZWIc4+98p60UVU/hJtqY1zp1ra3ts8MQUmbHU+hqe/8A9ban/pr/AEoorlk22r+ZvFJJ2M3VeIYz38wfyNJqHiTVtT0200u8vZp7a2meVBJIzEs4GcknnG3j0yfWiit6HwHNX+M//9k=", 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", "info": {"video_id": "124259", "label": "moving handphone down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "124259", "label": "moving handphone down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8f7e4bfec2e514f0b1794d9e329070e2839b373ab7537c2ed85c3ae897ac6c92"} +{"episode": 91698, "episode_seed": 2551507663, "split": "train", "timestamp": "2025-10-13T03:55:11.966618", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2551507663, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodoraants'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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XJUnkZ49KfNFe6ibNu51/jISReI9JmVyIzBcQ7e2Qc12l3pFlq1irXO0MwG1wOVOPWvONS1GXVND8K6jcfNPO0wkI7t5bZ/lXTp4ztLeJdPW1uJp9zKWEYKKVHPftWODUpxstbX/MdRpK5b/smw0WKQ39+CpTKYUkp23Vmaj4h8LadacXjfaVXdG5+9JjnoOtcq2q3F/qN7pJkd3ljEkLSP8ANscEcscDP0wFHA715rb2Oo6G7QanatFkMsblgwZeh2sCQeo79661o2uxk+h7vrrpf6ZFewSh0uEDxODnbxkYrz/Vby1k023iQSM7KyvtlZRgnlSKk+HF3FqPhS90W+Ystlchx8xBCkgDp2zj86i8S6emmzW8UEYSLB2pnJB78968+N4OUOz09GdVJKTTfU4PxVai51WKPTNMMNoAFRI1yBgckn1JJNO0XQpY5ol1GdYU/h2LmQA9VD/wj/PFdMmChLELVHUWCw70xkHkV1LGz9kqSWht9Wgp8zOrHh7wyfD13ZPZwwo6gRsnLiTs27qcda8RuzcRiHSvMEghJGxDkByTn8a7canLKqlZMAL8248ZFchrccGn6rcyQTPLJMRIrMACm4ZbIBPOSQKqEpSu2Z4iMYpWPRvhfaT/ANn61ZBwCrqhZTlUYhhnI/zxXqvwzdpNKEEr7iIFXLdch2FeUfBuYR6XqxJJJuIht9gjnP6Gu/8ABWsw6bpy3cyyGJmKgIMkkytgVzU4v280u6/Izl8CbO6vvDFjPdNcQSrbP958Dj64qnLe+HrOREkuGzHHygXAf/aOa5zxF4vbU9IN3aQ3FsIg0iiVfvBepKg/PjHCnjPXNcJ4wsdU8Qw6Zqml2zXG3P7tZV3EMAeFJBY884B613OLhJKW5z83Mro9W03xHomoarJp2l3gbzYiwUHIBB5APQ8elYGrtDbazE0p2oXKkElRuA4yR0yDivJBqstjd6XfwExtaTDIHYEjI/MDNez6npun6pM2oRx7p5FWVWLH5Ay/KcfSuSuuWqm+un3GlPVM8IvNR3eZGx5NZVgy3mtQQrJDFHvVpDODsI7g9P51lX96WuCF+Zv5VvaHoMs8MklubaW9G1mgvZFjUD+9gnke1XSp9WbVau6R7NpPha7u/Eiahpsdsby3iWJZ5kUJbLjgxxgn8Dz9a80+I+qStf3GnpcyzkSH7RO+Q0jDjGD0Fdb4alhNzfapbTXNi2nQqwawXcjsOGAQjBX8R9KzPicmneIbeTVohHaa5bojXluOFuoiOJU9SM4I9PpXR7NvVnJzq9jrdIf+0/hLawyHMSxR+ZLHwVK4wDWjqmnQTal4bnRmLRXYhZixOVeM5zn6VV8H3dqPhTJHJLE8f2RWDKfmLL1GPbFWrxory30bU4oZYvJuYZMk4DjpyPxrgg1zNeZ1vZeg2O6eC01G48syeVeROyiUR5Bwp5PA4Oc1zumavbWviC2junWPdFcQBpDwQTnaT9cVrXGrWVhf3lrdOY0vEjlgZVyN/BA9s4IzXI6lau+rJeWy+bb2+pMGeJQ4CtxwOc9OOD06dq9yVPmw3M12/wAjzFO1Zou/Ee7WKGxu4bdVQ3QM58v5pV2HyzuCgBdhIC89ePu1T8LsukatZ6pubyoLoWd0wPDW8w3RN7/xDP0rd8RqG8CW80i291Ho7qXjvHG1ZFfhDEACS6NywPPcDtO/9n+IvEN5psnlWF/cWYieBpMxSLgSRSQsQPuMANpA+XOM4rmaTjZmyve5ynxyXdeaLaq5Kx+cNxB/2P8ACvPbT7LHFbK9u8w5EwT5TjOQVbnn6jHP416f4ruNC1Xwppt/rMjQ3MBe3MMbEM0y7VfJ7dFOfrXm8tybHTxd6bIWgeVoSzqMg4yD+IzXPRjywSfQ6JyTl7p6T8O9Q/dXFzYh7eEzlRG0nVcAc+/f9K6SCy1OfUbyZfs0acDlyfxx9K4b4eh7jSJUk+7JcDD9cEeo9P1r0bTJp44ZhEm/MjAs3SvMf8eX9dTtSSpRZO9rc3EcaySQ+W+RJt5JGMYHpWZ4QsLKC/vT507FwNySyt3P1ralkh2RtJJtAcb/AC+M5BrA8MajYz6rd2caS3LMhDDGMAN61vDqYSewljaf2boMVuhJEWpyoufRZMgZ/E03xJeNDqU8JiO2OaQf64NuV0Bxt6gdee9TSxCz0nUbcbiYLx7ld5ycEoSM/SsvVtTsdXSG4tJgZWuIg8TABw+3DDHU9Bz7ivbwMHUptW0POxUuSomaWjapYaj4dtU2xXKLCiSq4yI1VmCmQbSSA2zjpnB7V5nYEXd5NDqOf3d28V3hdhEcjFS2D93axB9siuy8ExT6VfpBO8trKjzWoORGMuMpiTaSrEjG7nA4wOtN+02ekf8ACU6Xf6Xbm1Msct3JZNm4j80cgnG2RUYk8beQD6VzwskXLVnT+Fb6WPwu1tduw1DS5ZLKVSCQdp+X+RrnLjVpbLwzbQ+VcAHarIYzkjGScelalg9vaazptwtzbXcGtWyxiaNjsa4ixtc91LADIOCDuFUdbu7pdbgtp4g0KgKQg55PP44xXBOPLUaW252QacF3MXWdSkg8KQxsJYXnPlqjjBwxJY/kMfjWI0wOlPCnCtPDHlhsOPQ+n3f1rS8czrcazptmgIWOPJHcEn/65rMtIZblbVYSVM+pfKyguQEAxx3+9Xq0YcuHk/63OapL3zutCttPsdOvo7lY201ZHJV4I5QEBwQpyJSWI4bouMetcVp14iaHYyyRCQx3ZiCseOTnBx9K1byR08J3N4bzbdXCBGR4wiBfOYA+YV+UgMQ0YOcck4yKZqvhqPQIotMmuxci48u9jngH7vLE42P/ABgY5PvXBUikrlxep2lssWoaLoMkSGKCLU12p2RX8xdo/MflTFunhtLqbb5jx6kpIMvlDDLg5PaotAB/4Q5JmZi8E1vMgAJAxIucn6Zqtc6za6dqk9tcIQl48Usbjor5U8nsODzTyfWrOK11YsfpTTXkU9F1ezg16MXcqRlrOSE+YMhgr7gOnJGOnQ1nfEadYdR064aDyoJJpRcZQ7mYhQGZ9oBygUgDOABVYwedqVpf27tJaJezwNLFtyFYcFf557V03iXcvhnQta8q0vItMmihxeAyIZAfLZTGFwq4wdwJBKg8mu2rBQqyS/rqYRlzQTMXwbjStbsppi6RXDvpl6R/fxuibHupHP8As1veLpi8sCE5WHdzjnoM1FOtpr+qa/ZRsLTVhGJHtpZCd0sR3RzROQNykEoQQCAQeRUWrX8eqaXpeoQKqx3EbMyqCNr8BwffP8683FRSkpLrod+Ed9GcxdXO7oRjqCOlYt7qgGULDBFP1h3s5ywP7qTkex9P61x+oXZmuWCN361nThc6alTlR1nhi3Or64Ylhee3gPmOiyogZhyoZnIATg7j6cdSKoW/hm5uLi51LUbaWHT4pN88qpsiUFuFU9/QAV0ngjw3I6Sxjzm2zI0zx3ENvtUrnLmXO9Ovygc4Oe1bWq3WmWXgWHw5eXsVxpE11MscyffspQcxyKB96Pk7gecOMZxXYoaWRwTnzO4nwjls5Z9UhiUCLzImAzt4y46/7prpNMtf7P8AC8UMZOIdTmjy3UBZARn8z+dcJ8KIZNP8Sapa3T+WYowHUDeGw2O3UYPX3Br0S0hW28MavCzOPKuridd/LcOCf5VhS0xTXoXP+Cn6lLxBeG31a5t3j/dpM5B87O5ZIwcbewzn61Pomoafe+GbSACO7RIlSVSMhFUsFLjaSQG2cfQ9QDWFq+t2eqzRSRnypxdRxvE+NxYAhiB6cKc+/tUnguGbSNREFzLLbSJJNbKQwQEuPlw4BKnIxuHQccZzXrYulyuLf9f1c8+hO6aOPsAt3fXFvqOfkvHhuvk2EJIxUttPTa5Bx2yK9V8KX8sXhgQ3bldQ0yR7KZTyCVPy9P8AgVcu09po8vijS9Q023+zGSOa7lszmdBIOV+6FkRGJPG3kA1tWDwW2t2Eq3EFzDrNsoSaNzse4iwA3qCygZB5BJHauDErmpt9VqdVBpT12Z862yeddRqedzc5x/WvQfDY1iz8w6Z4k0nSrYuN4naMMPXjB/nXAWUqW95HLKGKqcnaAT+vFeqeFbS8vrBWgsoGsLoMZ5ZUQH2/yKqK6A2dDYeJtGvdW1aXfdyJtWP7da+eiEhOSTHwMn1Fcv41Npqfw/8AD2u2jn7Vbs+nXeCBnGWU469O/vVC68UaZpOuawlqLlJpYhbx3dkygJgYYBTxz0zXFG5Bi2Fc575q29LEcutz3HwlemLwrpJuYo4nktGVNij512kAnJ7/AKdait9e1C9i8PxO+beaaMMoGAMZ4P5Vt+BrYXfgjQyGMpNqFYyxYCrlhtHYj3/Won+x2Gj6VakQpOl/5SKFw2AxyfYV5NOVq1WP9anbOXNCHkh08VsNftBeGHypbGSP96oYBldtp579vxrI8R3MWlLNG0CxW8yRufKQIAQ23dgcZ5GfWu1l8IL4iijvFvHtpraR4gPLDqQW3c5965PxD4c1m41C40rUDHNEtnIsUsEZD7cgqxXPIyAMrxng4JFfRU3CpS5ObW235HlzUoz5raXNXTDb3GmaxAbmXE1qDFYLdrHbyl493yrjOeG3D0/IcT4va70+w8O64pVNQ04i2l25OGjI68+oYfQmsHQdY1Xw1fi1hvmtVmKkTxorgjkBhkHI5PTBHP0rrdW+F/iSSzkvoLq31KG5+ZmikyWLHOeR61yuLT1Nr9jO8PaHbfFGbX4Q6WVy832u3twTtTd94A4xjOK4PxH4bufC2LC+Upe+a3mJ1AA+6QfQg1VXUtR0G6Y2dzPazE4JjYqePWrGseIL/wAUwxXWqTme7gAj84ry69gT61nLexrHY9A+GkVx/ZCi1VXMkvzqx/Uetd2NXsLGZoJpJEkiJ3p5ZHeuA8HN9n0iERyMiM4LhWJx7jHNdbFoX2m6kkuroEyjggZwOxJNeJT1xE7noTVqMGaE2u2EojmtkMhV/uMB6Hn0rktO8UXMniBo7RUt2ZJeRySc5ArpYfDNrDJFIpeS3kBDEcYI989KoaZo+naT4oWaNY0HmujmU5ABB5ye1d0Elc5Jt6C6RLPqehahLcsfMkkuUZm68Jx/KnxxWtx4ajngit5LlbUGQrEu5HXJznqGOBz3rU0FrXUp7tISDay38kWUGPlZSpx+dO1HwNqfh/S7mXSNREqopV47i3z8mME5Xnjr0I9q9TBVIqFm7anHiISbulc5G11SC91G/fzJbeeN4pHeGURzqCQN0bHuQ/Pauj1iCObxIXSVLjT7yw+xyXUtz5xkfkkE/LwAHH1B47V5v4m0K8sZLDUo1IlktVZk4beF43qQSGGMdOxB6dN7Q7DWfiTYmJvEOZbU7ktrpsDJHVSBg/jzSqU+STitv0HGfMk3/TONj1+50vT10GZFAtdRFzHOeXiIBVl+h4P1Fdvp+qSXl5NNKSzhScn1PH9a4zxp4R1fw3dx/wBpwgGTKrIhyrFcd/xH51t+DTPPEzzzlo5JANu0AYHJP865a8b2N6T3DU9Pn1fxldSb5Et7cLHJIi7m3BMkKPXJqbw9pk8raelsd4hmmc5bBIzjPAPZPQ1Do2vWbW+oXFw6pJJLLOCWGXJPAx6YwK39Jgk8PWel63cJI2mnTJGaSFS2XYOSD6YZxzXp2lGk4vy/JnNJpyRR1ae31Twm4sL+K7vHihgntFvXYQp5y4byCgG/OAxBxkk96z57ibSheaHdCCaxS5EttAhYfZeOdjHkbsgkdM9q1/GGoNpujafBKfKCJCjHy4kkuCu1i+VGdnXG7uAea4Y6hFfX8k8TqNzZCE8j0+teRVk3ojqhE9P8Hh7nwzcKqk+Wr59uMj+VOElta6yklxIQsto8RGM4wxwasfDEGfTtWt253BSPbKsK6HQ/CWneIYPtV2bhLi3fYjwylSAeen1rHLKqjXqKW3+ZeKvOnFI8+8UXp0y4m81B5MjQzsygDaclQ3HHYfWuit0t9X8O69YW1z515cnZbwfbWNvllU7kRRgAGXJHqPbNUPEfgrU11i50q4u3vbaWzdYSyqJQqneGGOHwwAPcZ5GDmvO9F1HUtEvksBql1ZWtw4BntnIBHTOOMgZ5HBHtXsV4ptTi7p2+84abduVm94t1SbS9b8P+K7IwNdJGFmjGMblJBRwGJ5GQenGKydF1o3dnNCCFjWd5hEB/qy56A9xgCt3WPhPrMOmvdabe22q2rKWYwNyMAtyD9DXn+jSNbNcgnHK/1rirx9w7MM/3iNrXZ43tJMngqSPqBkVwccZLIz5CF9pbGfrxW5rN3uAhDcO2ay5f3VtCcZxIxPv0qaFJ+zcuxpiJpzSPWfC17qtqbhbDxZpOl2EEsZntr2BXHQZIxFjBHHbJ496h8X3Njq3w/u59ODJAmrzSxho8B1LtgDjjCkHr3xiovCPiKzvtOvG1LxBZ6TFcyyrdW0hdzMnkqsZGcnCEEgZ+lc9q/i+O9t9etbSzdUv76W681ZMbkJ4DpjHAJIwRgsc5rdWscuty78KdRni8WFtx3LZsu7PQLgjP04/LFe1CxeSx1aPcH8y6vFDHurxlh/OvDfh1cQf8JvZERskc0XlOo53McZPsO9fSVrao22B40VPNSN1j+7gx7Tj04ri5+XEpeX6nRo6NvM84DRah4RCRMHuYLT94CgJBUkg5P0HzCsa11eK7v74vJJDMhhlZoZRFKVJX5o3PRsOfyrv9X+Hs2maZPLoOoXSOmcwyqJlZSMHjAJ/Dn2NeO6/oF7b2lhqiAGQR+U3lncJAg+V1I+8CuMjr8p44IHs1eSrDmg72e3XzPPgpQlaXU9J1mCObxESkkc2n3dibKS6luTMZH5OCTtwBtcfUHivJovENxpWnx6JLEoNlqP2mK4P34zgqy/Q8H6iuz0LS9X+JekyI3iBjNZtuS1un4yR1Uj+vNcP4u8MaroF7t1KAo7EqGHKsVwDg/iPzrk5Te5xcqFTntSi6nEXlCeTy/wC7vOPyq7NAIJDE/KNyprPkTY5WqxFPlfNHZlxd9BM1M7RAgx7xwMhjnJ7/AIVDjjNFc9yrHvvwhu3uPDzwtKx8g/KpZjtGeMZ4HrgVcuPD5hi+33IAeC986NlOWYeZghj6Yaud+B9yCuqQg/MkQfGOtddr/iCAaXqllHG2+J2JkY4wpCknFeTG6xlRd0jb7CO6tbiexgvkh2hxcKfm6BcEk8A9hV3UNMfWbC2uSwt76D95DNGCfJlHB4OCVIyGU9R+FeHan8bpGgMemWEqXBCrNLLtKsVGNwHUd+DVnTfjT4kkaOCDT5JyBgqkan+leuvIwY7xv4Tjs9bnWyhaWKSMXM2npnzYM9ZIj/EuQeRnGMMMYNaPhvxDe2duGtNUO4KAqT2snOOgYKCPxBq/qFzqHjXS7e6m8PpDqFsxME63vkyxnvgqcjPp0+lcRZ23iTUvF9xpOo61qtgqrLs2X0ko3qhYJkNgDjkn09TXT9bi1aau/wCtzF0HunY5z4iW5n1uK7NpFA1wXaTyd4V24yQGAx1rstJ8U6N4a+C13pu1ptRu2YGJ4gVTe2AQT6Lz9a801qbVNtvLfXklyQCV3zM+3pn7x+lZ1/q8l9bRRFFUR914z9awlKMndGkYtaHqHhpofsVsbFWkjVwVLJv2nGeQT0rpptXnN5KXdIlGF2xR4xx2J/oKw/hzCW8NwtGo8zPJx0FeiLLbw/ejj3HqSo5rwKVS+KqI9GpK9KEexyq313dxGwkndMsSjRndIc9+mBwelc/ofhbUpPEjTTTCRmmdR9odmJHPJBr0e8uNKsni1QBBNKuxvL6sFIxx09ea4aDxxaQ+I4JEt5WU3H8RA6k16cNdjkn5nYeHtPi0xtQit9wSO8inwewcZP4ZzXd2t5dT6rPbytGIXZhHgNuGM7cHAH8J9enWvGNW+Iq+HNYunm0950vYYwsMb7cAHhskH3GMflWHF8ZfErX8twsbIrthUGByfwxk1vD4SJbnqvi/wfZnQ78u8ltbQ5u4WjUt9jk/jKgc+W33iB0IJHXFeX6Za3mk6gHaK4hacBvtFrAZre4X+8pXp9V/EA11ugfEbxdqk0UV1pEbQycbrmRU/kM/mK53xboOsaVp893pVrDYWjzKfLstRlQAnsEyAM98V1QxPIuWWplKjzao2PEt1qeuaQthcQtfwLhozLZTpJG3qGCc/jVG3hRbLyhlUS2YccEFuP61gatossWiQahYa/qMpa4+zsbssFnITLPF8xIVT8p3eo9wNi6nNnYOFO1mITOeQAOe/vWNWoptOKsXTg4p3Zkr4cs4tP8ANt7NLpkG5oGZld177WB6/ga9M16W00X4IR2tjJ9pjvIgtv5vDsjNv5HdlHb2rktPJRIJWfc4HJOATz3xx+P+FavjyaO98HWTvKsVruRbaXG1bWdRho2I6K45B7EVrGbl7s5aEyVndLU8luok1C3Vg5DDo3WsufRb6KykvgqyW8ThXZG5TPQkdccdeldFB9nhcyPPaSk/f8m3ZwffcSq5q5/wkXhe1IW4sWk4wwV1JPrwBj9a53TUXpJP7/8AI1Um1sdr8Fbp7wagd53GKM/8CBIP8/1r0fQYZ4otQhid0dLoHKDkjB9x6V4f4W8cW+i39xaeGdPiS0uHOyS8H7wHGR0OOuB6VBq/xG8Z3kstulmbJyw80wROGY/ngevHrXHRpShiJy6O34FTd4pH0hquk/2np8bu7JdwlZIp1UB45FPDj9QR0IJHevEfGvhlE8TzRafbeZNcILqXTd2CxPWSA9xkHgcjuCKxNJ8c+PZZtltJI5jO1zJIygEdjk9a7W4j1vxbosH9pQ6M1xGxZGkjZyrd+RjHY8da9KnX9kYOnzMy9Oi1zSo2utOk12znYYKT2G8Y9Dg4P5VwXiCxurO/e4urYQfackBYGiBIPPB789q1tO8MGbxlLpWtXv2aMybFmtpUVUPUkmX+HGeOucCuc8SWtxo19c2s00zLFK6Kk6qrrg4+YLxnp04pVq0akbJFUafJK9zC8n7bfnezrDGpLuke/aPXA7VPdWH2cLDJKklvOu+C4T7p7Z9vQjtWn4X/AHEcl1gMJG2EdeB1/nTNQtltZGsMj7HcN5ls/aKT0z6H/D0rWhU5I8svhe4TvKVzl2DxOyMCrKcEUoclSKnuIJDIyMCJkO1lPXj+tVijp95GH1GKxnFwdh3udH4fuvI8SWVwAchlc446HJr6m02USnUkU5MLwyge2CP6V8iW06JJbkggKCCRyckY/wAK9k17x1qXhK6ivbK2inW9tYhIJ921gRnjBBznvXDV0xNOXe6/I0irwaPcIZLmXU7iKWVjBIzBVMfQdBg7sj7pPTuDxmuQ8XeGohpWpRszw2U3+lMYk3G2uF5Mygc7WGdwHf5hyTXisXxb8VSXstx9qYb+kaOwArsvDnxI8Z6lPDDLpX2iGQ8NcSBF/AkZruhJwfMuhjKKkrGTo0V9pF8X8u4jF2g/0q0hM1vdLnhgV6H3HfqAaveK77Vtd04WNyhvY4/miaSzmjkRumd2zngDrVPxZomt6baT3um2EWm2skoJSx1GRFBP+wCB+VZmq+GvE+jaJpd/d6peRXN2ZDLC8spEAG0oC2fvEMSR2/Ot3ioSV+Uz9g09zzskzWb7+TGflNUyN0eT1BoorNfw2bLcYOlN70UVgX0PXvgON+vX8R+68Q3e+DXfG0hn8QatHIgKu6qwwOQVAIoorzP+Y2Xp/kW/gRlahoOl6dqbxW1jAilFP3AecVc1HTbS1tYbm3gSKW4iWSUoMb25GT74AooruuQaXh5cQSjJ4YEflXEa3fTab4yvr2Db50czbdwyOV2n9CaKKhfEN7Hm/iwbRaAdAGH8q5jvRRW8diWe7fDQkeG4gPSty7gE+oSF5JcAABQ5A6elFFfP4b/fKh0y+BGUzvcaobaR2MUUfyjPTnNcREijXIhjpcgc/wC/RRXt0jmmewajoWnT6TLcTW6yyJH8pdQduOeOKzdIsLS8kuLae2iaLyGcDYOGXlWHoQe9FFKLdhlcQrFf5UnhgwyfcVp+NwF8MSjsJ4+PxNFFKW6KRwesa82rxQRyadYwGFVSN4FdSqDooBYgDnPTrzVDxffTWVwiwkAbye/eiitUKJzVx4k1HP8ArR09/wDGoV8Ya2un3Fit4RbXBXzE2ggkHIPPQ+9FFCAy7rfIEklmkkLcnc3Fd9b+B9HudItblxOJHxuCyYB4+lFFJ7iex2/hTwhoVpbSMunxyOJOHlyxHT1qXVRjVpsf3VooqOodC5qtlbmK3lEYV5IUZyvG48jJ/CpdBP8Ao0q9kfj8RRRSlsUjjNZ1U6b4j1VDY2V3HLPuKXUO8BlHBByCOvIzg9wa8+8aXtxf3cd1cyb5rh3kkbGMk4/KiitI9CSfSVxZomTgNge1WLqBLu3MUoyvBHt34oordEMx7Kyi1SzFxcF/NDFSynG7HQn3q/baHAX2i4uQPQOP8KKKpTklZMTWpem8MWLWTSM8xZJEAOVHBPPQV6Z4i8O6fqOkW8NxG/lW0avGitgcAAD1xRRXFjv4lJ+f6F0dpEWi6DpVzBcWz2EAiWEyKFTG115VgfUU6FBHqXykja4I/OiiruNGr42G3wxKATgTx/zNee3us397Yw2FzcyywQO0ih5GYktjrk84xx6ZPrRRUw2Gz//Z", 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", 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", "info": {"video_id": "36543", "label": "taking deodoraants", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "36543", "label": "taking deodoraants", "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": "f3f91875dfe9eb310b4cbbaaf6f351c7d8442cc62a588c79a4b14faaa0f98c89"} +{"episode": 91699, "episode_seed": 2640016352, "split": "train", "timestamp": "2025-10-13T03:55:14.188867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 958, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2640016352, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 newspaper onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165824", "label": "throwing a newspaper onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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AP1rqhJ+zaZnJa3NRVw0bY5Vgw/CtOW/EsJUREyN1J6D6VSReMmlX5jxWd7jO+8C+G1aJdb1MOYFceRCqj96QfvMf7oPT1+lbHizxtJFavb2Eg85jteVecDoVX1J6VgeD/F7aTixv90tgQQvcxZ9u6+3btXVx6RZwTR3kEi3ME0ubXaMIhOTyR2GD830xzW8LPYl76mQ+3Sre01HUwRcRKVtbYv8AOzEclj2xnk9vrgVz8txqGtar57sxumYBTFkYx0VfTH/160tVeddRnt2lNzdSFQ86R4+Q/dRF/hA5/n3qTTNf0nw1eRwG3ae4YYnmX/lkO20d/U10unGMVJ7ChXlHmjFa9+y/zOT8RxNe35tjLbyXLqELJ8pdvVugJzkbhwcVkXmlPZxJPlvKkAIEgwx46jsQf8+tenTXHhnUdYvbxolfdaPHGYo/lmJxuYnHBHY8fWuK8ZRQRXUU0VyZfOyqIf8Alkq/w47AZArjqP3tOppBaGBZthsZ61oZ571lQH94uK1Ny7AxOAOprKS1BmgEBINWIlqGMMWFXAuBxWcdgQ0pxUZUHt0qwR8pzUfyDqwplDVjJFSrGRUsAQ4HX2ArttS8B3lhoUWoxnzv3YeaLGGjz/MDvVxpuWwOSR5drVt+6im/55vz9DT9Pj34z91f1Na2oWxe0nDgBdh7+1VNNj220ZPUjJpNAWAg4J6004XnpU5FAiGVJ5PvVxQGZeg4jJGBzjNNgieTaiLkmrd8hklhXqef6Vr6dp+yLeB83UVEvisOMOZjfDmi3Nzr1rE8LBd4Zs9MCvbtYRRozQKOUwUx2Irk/B9xbnVFWZVEnlkrn2rYTWUF7cLOQYt3y5+tejhqSnFopQaqcy6Ed+HuRbupKuozn0NaFjIJ7fOc5HH1qC5iHnnb0HFchp/iQ2GuXen3GQvmnYfSt+W60Oeo7ybR2GpyuIlRGKOwxuHY+tXtM1Fb6H7NdhTMgAf3PqK5jxFqiQavBAGxui8wA0uk3fn6rHMh++mGHuKRHQ57x74XTSrn7fbrtt525UDhWP8AjXDsMY7n07mvd9es11Tw9e20gBYJuQnsw5FeHmLa7c896460EndGkHdEXlFY8nJbvXA3N5PctiVyQDwM8V6DvwCMcc815wActjnms0kXJhTkVmIxTo4Wc8CtK3swmGPWiU0hIfaW+0BjV/aMe9RqOKlAPHFc8nfVjMjVF2XEMo6HKH8ansSGbPpU+o2puLSRQPmHzL9RVbT8S7R0Dcn6VT1gBphi4VsfL2B/nTxGM5bmpFQDjt2pT145Pp61C8hjABnA6ngCqt7AkZj2KB16CtGJdpDEc/yqtqAUmMjvmr2iJ7FML+74pFG3tUhHANKo3HipWxKHx8AnvXReG/EU2jTmCYmSxl4kjPO3PcD+Y71gKMcUrU02tUVY782bRaa1/p1kUt53IyZw425+baRnCnsTyOQffHudLivVVYEZDMNsCSNjYx6uT/dHXmoPDHiZ9Fla3uFM2nzZEkWMlSf4lB/Ud69B0Wy069iuNV06VLjLeVGqtnYByVweQT6HsK7lVdSNkY8qicZ4d0i+tre7hjBt76CURAOQcrgEj0988g5rz7xPeyXfiAsWUokflJsGAdp5I+pzXrPixjpts7oiIXG2IqeQx4P5CvItWgCpHKByjY/A1i3aVjRbEFuf4j0FXASQCwxnoPSq9lHvbLD5RwPc1ohAF5FZNajNhIyxGWP4DFTFMdWb86pRXaA5LKcdMHNOkvOM4b/vmso3C5a2qB2/OpUCAdFrDa8fzcLux3zWjBG0jA+Zx14GatRY7nY+ENM+36ukjACCAq7swyAc8Z/H+Ve1RXH2lhHgZx86MOq+o/wrkfB9inhzw1FPcIWluzvkyM4TH/6vzrcWaPT5xLC/mQS4wp6oPTNehRglHzMp33a0PN/iB4WbTDObVP8ARLlT5ZH8B7r/AIe30riYYmjXGOK+ibu3tdQsZLe5jE1tJ94Hqv8Ah9a8X8R6ONE1We2jZpIRzE5X7wPP6dKxr0uo4SvoYeMsc9jT2yQDxx0pmTgH+lZ+mJJq/imbTJdUntY2WQxCNN25lQsF9hwck+nvWcI3NG7F6O4gi1SzhuOBMSoY9AeMV2L28cUXGOK8SudSuZTA8szOV5XcenTpXqVrqpvLJZGbkoCc/TmqlSSsy6c76Gj5Fz5f2u3LjY4XKnkZrektnubNZYyPNxzk96seFo0l8PB5Bnz5SQfarU9q0Eg8rBUk5FdNKPKri9vOM/dMabxDNDetAykEMYyT6iue8SI7XltqEONzH5gOvtW5rVmPtkUwBBb5mHqRxVeKETzRIQflwefY1m6tpWuS6aauZnjG6kute069iJEf2NM+xPWtvwTcibUpIyecEjJ9DSa1pKDUDERlHiAT2/yao+Bo2j8S8nrG5x+FbbMx6HquPMjmT1WvCtQXF9MBgDzGB9+a90hJ3SfT+tfPvii4lijupoHKOJ8Aj/eNZ1lexVN7j5AMdQDzXGx2igbRjOetdFrEUNvoEGpafrF/MrXJts3MKotwQm5niHXapwp3eo9wMaNlHVhXHVTjYrmuOjtkjXIGTTwCRTt/GApPuacqMe4H0rJ+Yx0aZHNTYVRyfwFRrHjkkmpAyr0AzUjFIZui4HqazrGJUuLhR0V9orVjIzz1qnDA0UsmcZZyx/E0X0aGW/4afGP3RPQn2poByM1KrLt68EVcFcA++P8AGqN6wBjBPrU2ii31LxZ/Zmo39zawSybUlilijWPuSxk4xjPA5JwO9ZV6ZbTV72yuPtB+zTPGqXAUSIASPmA4zjGccVrKm+W5Dl0LPysMZH50sZVW61TS4w/AGPStCGRXTPArG1kCFDqD1P5UFgeisfwoLqKb5ig+1CGO+bg7DW54c8QXnh+/+0W6KyOAs0LN8si9s+47HtWEsykYBOKcJefl61UJNO6GzpvGXiCPX9TSa1RorZIwArj5tx+8T+PH4Vx+pKBYyM2TnAH1Jq3knqaivIxNAFzwrBsDvim5Xldi6FW0iCRKMcgYqd+FqretJb2RaJypDAZFXdf8O6t4e0HSb+8muFnvjIZITGQIMBCgY4+8ytnHb6g1UKblqS3YWJztU9M0XEjFTz0ooqYbgULd2L8nvXU+EYVu/E1haTZaGSUBh60UVvbYD3fUruWDxBa2qY8l4ghXHY5/wpBDGkYjUYVCAo9uKKK7KW8v67GmI0pQt2X6j7KZ0LYY49Pxp2saVZatpAN3ArMFwrDgr7j3ooqpbHKtzxKdRH931xXHy6lcaR4ilv7XZ50Ttt3jI+ZSp4+jGiiuSJ0T2Oduxjyx2HArsDcSxaSmxsfJj9KKKqfwodHdnsvhMkeGtPT+EIMfkK3doYnPY0UVrH4UQtznNc4mi/GsYSNHcIV4OTRRXBW/inStmaeoTyPqlnk/xAfqKr6Aoi8VjYMffH/oVFFd8t0cb2Z6FbMWkbPoa+fvF4C21yR/z8kY/wCBGiipq9Ap9TA1zxM+uwW8UuladbGBFjiktkdSiLnCAFyoHOTgcnmoYQABgYoorlxHQqJa6U4sVTIoornZYu4889qkQZz7UUVLKRMPu1H1mx9KKKTGSfxH8qkQcAZ64ooraGwIxn1ttJv7yM6dp99FNIGMd7B5gDKOCCCCOpyM4PcGsq9v7nU7+e/u5TJc3DmSV8Yyx68Dp9KKK6X8Bg9yWNjgCrtu7BsDiiiuWZZP3p2M9fTNFFJAOjAIzUgGDRRQMcD81Mn+5j6UUUkBS1T5dPOP761Qv/EWq6lplvpl5ezTW9tI8qCSRmJZ8ZySecbePTJ9aKK6qPwmctz/2Q==", 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", "info": {"video_id": "165824", "label": "throwing a newspaper onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2b2a6e660936f4b980b1340b44be7529f90f9e1354c8ed024704b65a43f30bf9"}