diff --git "a/video_unshuffle/swap/train/batch_000660.jsonl" "b/video_unshuffle/swap/train/batch_000660.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000660.jsonl" @@ -0,0 +1,100 @@ +{"episode": 66000, "episode_seed": 664752119, "split": "train", "timestamp": "2025-10-13T03:31:29.379527", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 664752119, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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dKsJ/BtvbW8Jha0I2Y6oTwSD3rzqO/mt3ayuuCOhzx+Hsa7XS/FNvr2jyJINlzH888I7H++vqP5VyetaaZycfeHzI/b/9VSnbcUlfVGRqSZJf1rFkHNaC3DEG2uBtkU45/lVCcYJrVGdi3oNvZXOsRLqF2lpbKjyNK6lgCqkgYHUkgDHvVux1KCDXUvZYjPCr72Q8Fv8ACsIkdSCV7gHFRQ3DrGSScE4B71E431OrDYh0bpLR7ncQa9o7+Ira91GxN7DbvuiaUKXZMEGOTs4Gcqeox6HAXxX4LtmNtqmgvDHZXahhEzEKpxng84+lcRHMXfsCDkY9K7/wbqIvdAvNKnbfJE+6IH+6R0/nWE5Ti7o7JQpVI6Lc82vIpbWd7eVdsiHDDOa242VtPjXgOI+UYYDY7/8A1xW2dOEusb5LS2uZ44pAIbndtlwCRyCPm447cY71jvBI9u8sGn3Qhj/16CMlF4zkEfdOAT2BxW0Zc6ucEoOnKxvXbieykHZl6Gs/QNYl068+zSsWtZWyyejDow9D296cJwUCls8Vl3UeGJ9amK6E31PR9RsM2/msrru5XchAYH+vtXnF5GbO8dU+6D8y9lJ7Vc0zxFcWjrbXc80lieCm7O33H+Fbl7pVvNZiSDa8cqlldekmfX3oTsymro46UgnIqsx+bOe1WbmB7aXy39Mg/wBPrWfOcVre5lszRt793CwynKkYB9Kr6ip4I7da7XTfBGnat4et7uG+lW78gTSYI2r6gD0HFclqltPZytb3IG8cq46OPUVzuSctD1acpOg6c/kdn4G1mV/Dd7ZSHK25BU+zZ4/Q1zt8zfaSQTkcVq+DYPs2g3s78ee42j2XPP5k1mX2DK+Ky053YSu6aubynTG8Maf9lWEXjROl4EXDEg4Xd+HesTSNan0m5e3clrSZgJUJ6HPDj0I/Wm6dcBbQxHqHzn2I6fmKp3cY3lhXUtTz5aSPQp4I7uDzkcYYZViMbvb61weq25sb0sg2biTs/r9KnsPFWpWEa2slzJJZ9GjbkgexNbUlhbXtv9sgkEqScLL1x/skdqS0YNXRyEzhxuHeq7Hird7aPZy4IIjLEAHtVJzitL3MmrDGYYx3qxpF59i1aCUnC5Kt9DxWdI5DcVGzk0nqrDi+VpnX61Zum+OX5mkG5f6VDpcVtbvEtveGaSSPdMnlFRGcDjJPzd/yq9p8n9saMtw2DPAPLf1PHBP4VXSC1tJrYxiVZ33CbdjZ1+Xb+HWuS9k4s9Fe81NE1nc29tq2y9jMllcKYZ0HXa3ce4OCPpVnVMy2JA6g5BrGvmzKT71ovKHiKk9q0hsjnrrW5b8M65IJI9NumZolz5DYJZM9V9x3x7Vu6vpwNu4K5JBBjIxn3FcBMGhkDoSrA5BBwQa2dO8T3Fwy2erXkrwYwkjc+Wff2rRrqjJMxpCbWd4SdyA4/H0+tQSkbuK6vVdFRbYiNP4cgLzu9wa5OaNoZGif7w7joauLuZyjYqsSsu4HoKfHdFXUM3y9CP6iqszHd7ius0tdJn0OESW0clw7MJmI53ZOMHsAMVNSSitTfD8zl7rs0c8LuWw1OK8t22yRMGU/SvUdfkiu9Ps9TUgl4kc47nAzXl+q2i2d1sRi0J5Rj1x6Gu3t2L+DLFCfux4rmq7JnXCV5yXc3bDU9F8QeD5dO1e7S3u7Bi1rK6Fsox+5gctz2HTg1Hr91pUkFiNOVg6IUmd4DGZCMYY8DOeTXO+Dbm3svGWnvdKrQSO0TBgCMspAPPviuo+Idja6XcWkkKIjXDyO+wYB+7x/P866YawOOqrSPPJJ59P1L7RbSGORGJUj36j6V6DpzJrOmC4jjyoBDIrqSvvjOfwrgbtQ5LAVnpcTWkoeCRkYHPBxn6+tDVzNM2/EFsBcKYyGkP3dvoOuaxXkLoQ33hwc12Gm3NprdrI0cYS5C/vYs8n/AGlPpXP6tpzW8pkQZ3HAA/iH+NCfRhKPUyHbAxUCuhdQxwo5p8pyMjpVFjzVkJ2OwfRNPOlWz28jrdtGrGQtkMxGSMdh2rO8P3kth4mt2KsCHKyJ+B607Qrg3EJgLHzIR8n0P+FXo9IMmurMztGqxM7MOuVHH51zdXGR33XIpQN3X7hrO+ju7c7ZUYSKw7HqP1ro9I8TacizXtvocscV8Qk/79AgcD5ljB/hyScE9xXK6+RJEjE8soNdD8Lp4bi21LTpgJDEy3MaMARyCjdfw/Onht7CxK6nAhgrdTn3ocB0IqKSXJXAxShsDA5zVHNYpyxYatTRNbfTZDbXG6Sxk5ZRyYz/AHhVSVQR71TkBHTqKe49jqdb09ZYxNEVkjkAYOn8a9iD61xVyjA4bqP1rodH1xbc/Y7s4tW54/5Zt/eH9RU+r6MZ5QItpZyNjDoc9D9Kadgkrmd4c117AXFnJIwimTCYP3WznH0NdPF9n1JPLuFjkjXB+ftXnMilJCp6g4rc0XU8v5EzYbHyMe596yq07+8jbD1re5I7J5I0tZI4tqoOAB0GK5m5bOTV4S4iI3Ak9SKi0DTYte8RNptzfy2qvHK0flx7yzqhYL6AcHk+nvWVOLbOirNRVzNtzhjz6VO/zqQazrSVirFiTnaauK+Bk9K6djhlq7lOaIg+9XNJ1e40ib5R5lu/EsJ6N7j3prruXJqpIvFO9xbHX6hbQahYrdWjLJG4IVmHKnurDsa465jMMjRlSBnAz1HtVzStZk02YgqGikOJUPRx/iOxra1Gzt7+2W5t3EkLjhu49j6GhOwNXRxEoIbmo6vahavaXDQSEFlAII9xmqVWZNWO18CgwOyzcQXoaNSegdeR+eSPwqfWxDFcCKPlkPJ96zNA12CK2SzuNkPlHfFIc4LZ6H0zzzUmvl0nlcEglgRzXPVj76Z24efuNdijcPuaranB+9nI61a1zR9MtvDlvqumalezhro2ubmARrcEJud4hnO1ThTu/vD3AznkG4bRxirSsjKc1MfMu9Pes54yG+laG7jb3NQyoMU7kWNXQ9d8hRp+oOTa5/dzdTCff/Z/lT9e00oxZVH947e/HDD2rnJMqcjrW5o+uRuosb1gsXSJz/yyPp/un9KPMZzFxGcnj5hS6feG0uQx/wBWThh/Wuj1XRXeZhGFWTk8nA9fy4rk3GGPGD6VWklYjWDujvrjRo9S0xHH3CoKsP51POxttGit+yDA+gGKq+FNaQeHbi0l+aWFgEz/AHW/+vTL2cvAFrjkmnys9GDUo86Mh5HilWWM4eNwyn0I5Feg/ETUI9T03QL5Ok8Ty7R/DkIT+tcZ4ZstO1fxLHpurXc9rDO21Jo5o41jPUljJxjGeOpOB3o1Oa6tjLpE7XITT7mWGKK5ADxru6EDjPrgkeldUNIs46slKRBkHvVGeLnip0fgE9aD8wyaLkWKkM01nMk9vIUljOVYV2EF3Dr1i5VfLukX99Ep6/7ae1chIuM1HBeT2MyyQuVZWDKR1B/z2otcZPqNlJbSElfkPcdD71jSJtPtXdrNb69ZNLGoWZeJYh6/3h7GuV1ixFjOig5Druxj7p9Pyx+dVF9CJR6lKyums7uOdedjAkeo9K9RvLSGfTFvEI8mVAytnk5FeT12emanJdeGoLQsc20hQj2PI/qPwrKvG6TRvhZWbiyTUpc28Sg52rtq54D1FdO8YWu9sR3CtAxz3Iyv6gVgahK4h4YjBFaWv+FdT8L6Jouq3Lzx3V20jPEYyPs23Y0YY/3iGzjt065wqKa1LryXwsyOpzTgTzRRVGIrkmoJANpNFFUgZTkUbq6fw7dyz2U8MpDJEAUz2yOlFFDEjk7w77q4c9fNIwOg5NRW6h7hFyRz1FFFWjLqdIjEJnPaq1nqtzo2sDUbXZ58RbbvXI+ZSp4+jGiisI/Eztq/AinBwHUdOBVvsKKK0ObqPJO2oXGRRRQhspSitfw1dyx6glqCPJlzuU/TrRRTewo7lHXXMurS7sDanGKykGXUHuaKKqOxD3PRfCFha77lWt42BKqQyg5HPHP0qp4xjSOaTaoAVwABwMCiipqbI2pfa9DL1/xXJ4ggtoZtI0y1NuixxSWqSKUjUHCAFyoHOTgcnmqg+9miikyFsPBwue9I55oopDIZQNtUXGGzRRVITOt0W7lutJlE2H8k7Vz6ccfrXFOS4Mh+8zHNFFERT6F7RHZdQ2g8MpBHr3roJySpzRRWNX4jqw3wMpWuuto81zGdN06/imdXMd7B5gVkzggggjqcjOD3BqrNqF1quo3V/eymW5uXMsr4xljyeB0+lFFar4Tnl8THqTTsnBoopAiNuRzVSQAmiiqQmOsruazuo5YX2sGH0IPBBqz4gmefVWD4xGHCgduTRRR1E/hMUDnFdnpdtEkEyquBsU0UUVPgZdD40Zmp/KhxxhhTb/xJq2qaVb6Xe3s09tbSPKgkkZiWfGcknnG3j0yfWiiop7Glf4j/2Q==", 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", "info": {"video_id": "199659", "label": "pretending to put a mouse on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "199659", "label": "pretending to put a mouse on a surface", "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": "5c06a72bbb4ca662014e71f1dd7f561bb1f88aea4b62a0b6560a9b2fddde8c3a"} +{"episode": 66001, "episode_seed": 747562706, "split": "train", "timestamp": "2025-10-13T03:31:33.325280", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 747562706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching electric trimmer with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219188", "label": "approaching electric trimmer with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "219188", "label": "approaching electric trimmer 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": "684e05e724ad5b02fde10f4956fddd1f43c1c616579eecfc10ce18c677bed7d4"} +{"episode": 66002, "episode_seed": 1286854435, "split": "train", "timestamp": "2025-10-13T03:31:34.390777", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1286854435, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 container with an apple'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "66920", "label": "pushing a container with an apple", "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": "66920", "label": "pushing a container with an apple", "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": "453c13a6531843aef57ee68ae17b2fb5702b720b298a75275bf92f0b7c7d18d5"} +{"episode": 66003, "episode_seed": 1594120390, "split": "train", "timestamp": "2025-10-13T03:31:35.788687", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1594120390, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving plate away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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rWhFPA8ZCx72KnJZsVdgikZigbg4PJ657cU/Ikid8sST0APB/woR1WJQx/eFhuOefek9S0ki1FbgygYVio+fPTjtmro8pIiSG3NwhA+8fp27VGh2lQ3zg42j/ABrrPC+lJeR/bbm3UoDthV0ydyn73+e9RFOTsOtKNKPMY0XhrVrxFkjZUiZiMzHadvQYGM4qSfwdqcKSMnkSn+EI2D7nkDmut1HWI7RjGq+Y4PzEngf41Ba69HKwWaJQp43J/hXR7JHlvFyuebyxSrdlJo9rK5BRhg8c8g1BckrI8asqhucbsHkGvUtf0KHVrPehC3IQiGZeMj+6T6fyryp02l4zwy5TafvAg8g1i4uLO6lVjVV1uU58Y2sQZgobHQfQVVYMFVgCJOTh60lRXlYMQsrrndwAFxzWfdfvE+UqwDc/Snc0sbBg8q4IXue/WkhSaW4KDO522hG4yelaj2xaVmwNxHLYqLZ5CoysWcnhyKpoI6FebNsjhsK+dvHJJrqPh3EZLi/nckHaqhfQbj/hXLSE3J+bDMGGZM9s1t+HNYXSbm8eSMkyRKBjgcN3/AmlFcruyK7c4NI9JiBbUGHof5CtHJBri9E8XQyXOdTkSF2bYrAYXGODXYSvkjaQQe4rqjJSV0eDVpSptqQsjbcPjOD09R6VSZwIpIeqZ3KPSpZn/cvk9qpuSIwf9nn86GRB2djyzxTAIPEF+ykhXKyHnoWAP5Vy0mGwjKueqc4APUiuj8ZXDDxTcxI2VNvFvAHIIGf6iudDk24eZAFPHI7+1cbVpH0dNp0l3sWtKuBbrO0jjcMEN69alF8ZBgrnHRqxrdmLPv6AjFXkYcelVeysC3uaEcj4Dh+Qe1WI7psjc2fqazzLtjAzVY3J9ako3DeCNCc9uK5fUL5pb4oGbbjnB71JLebASzdKx1kaS48wtgk55ppCex0+kTuGCMVUMOhHJrVjcsJPNG92IwxGMg9q5qydHbLH5twBAOP8iujUBAkq5UrklVPPtihhG25YlCCJynQsBg9jjtVN1IU5UtGfmwDwDRIu9XaEPs+7ubkk+/vUcjCJFj3BpGX5uMf5NJLUtyuirOSR+7IJ7j0FaTQ7LkheD1I9Ky/L8sJtb75IJrqWtiz89ccnvVxWhm9zHht5HutpO13baM8jGetTXYNqHiZgWJwuOM+9TzBbeFQhIJP3mPNVAr3DlWGVB6sMMfSlJFRk1saeg206GSUkrJL8nH92rV3a/aDMkTYyasWhCqWHAC8VUe88ktjqelYtmqSsa+leJovDeg21i0ZlePPmEtjknPFdrDeR3lpDcox2SIHXPuK8D1W+WXUlSeXZGzbnNdxZeN9NttM8sTGSSNcJGvcV10p6aniYvDLmXIjc8a6wljoNwocebcKYoxn1+8fwH8681iiRLNSo/wCWQLL3pmr6nc+IdQE0xwAdqoDwqj0/zzUc0isS0cjyAjLkjaMdhj+tZVHzO534WmqUbPdkLkgncflfqxGcHrmnWcRYSMrE7WBz3qNGkSHfIwJLEBc9fwNSaVKkbXKTSbRLt2NnpjP+NTE2k7l5pnjiUJwzEde+KnjRmG8xsATtLAcZ9P1qdbcuFwF8sjJJ69O1L55S3EC8QBjyOTn2ptFJ2uyLMtxeRWducSyShFI6Lk//AKq9ksYYLG1SIcRRJsUDvgf5/OvL/CcAfxBbEp8od3XPUYUn+dekTsVMSjnAJ/WtaMbHnY+o9DPj0V7+4keVtkWeuOSfanz+GI4lDW0jE9w1dAp2IBjIH+TTt25CDjmtmjyHJ3KGkRGazuLKUHzUG+MH26j8q848baSkWpfbE+UXCZPpvHBP45B/OvTPMEM8U6H54yVb3H+TXIePoUbRGcMV8qdWyBk4JI4/MVlUjeJ6GDq8s0zzK7BEhVcgjseefr6VSkILboyBk5CAYAJqctPJcqOckEsSQMH/AD2qpdlpGURnGDgkd/euZHsSa6HpU9oUkJ3Yx0rMmQSYGVyvJyK6a8tyQxZcgdDWJchIoGcjDEjAHeumRjCyMqcs64Chlc/MelWpnd9KS2CgQqSC2PmOevNV0IaQYJbBwM1dlGBHD/D1P1rmm+h0wj1MDWHuJCscMTFiMKor0nw7rdta6Zp+nXN0TdiMAl+hPpn26VyWpSR2kCy8AjgVyc+pS3mqxRxkgKwJbPSqpSaOXF0VUjqz3uU7hjOc9arXEmE2ZAJ6+1Zlpqv2i2R14JAz9a5fxl4nGnWMlrC+budCuf8Anmp6n6npXXKSSPFoUZSmcfq2prfeJdRnUI0c7DaWOflXgfTpWXdNK2xs7VU4AXvmobeGSSMOqkuy9uMe5rV8MaRDr2vjTbrUJrdGhkeMom4vIqFgvoOh5PpXLuz3opRVjOVirMpIxngiplf3rMjlYlmckkgVZjcmkUW5JcrwagLdTSZwetMw88wijGXc4AFCGUrmbedo6A0yDHmAntTZV2SuvoSKdBlXDHOOlUQatjArOjDOCe1dGrsAwUAoSOQf88VzenCRrqKOM9TnBPStorJGGUscMOP/AK1KWhUFdk81wFncByF6/wB3n8O1QssbyRsHDHPJPJA96d9nM+clchRkd2qvqG+2h3x/IXI6Hke1Lcewp2BmG0ZPTHrXdXVqsbZ3Y44rkdZ0rT7Tw/barpmqX04a6Npm5gWNbghNzvEOu1SQp3eo5zkDv7yBsEHBwOAeua1p7MzqNNo5SdfMO0kgr1OM5qOHmQ5zzjrWhc4igZiMseBj9c1mRuqvnPANRVLpNGi8/kqqZ68msu4lOWf0pktzvlZieMYFVLy5CWrZPJrFmph6lJD9kfeu6aQ/KfTBH9M1S09Q8igk4z2qK9m811XsoqGJmWRdpxkitVsYM6ZAIGYRgMNuC3cev40s04jkUIwUOmHAH+c1WPmxvvLcEHJHr6ikWGScRgYL4P3uw9am5fKMuVaRPML7tpGMcVSvnMTAKTn39a3fCmm6XqniOHTtUup7aCY7FmSWONYznksZOMYzx1JwO9UbvQrh/EF9pypcIbWZ49two8xcMQAwGRn1wcelUkyW1YteGdTdnMEpBwPlJNdB5ACnegJ6gk5P4VytlpN7p2spDPC+D3UHBrtzDulKIy/IME9eabCKuT+EZEHiO3Mm5Gl3qqEdflNehXK/PEe2SD+ea8ysb9LDVLW5aNcxSgk9cjPP6V6fP+8JCnODlT6/5Fa0nqedmENNDSlTyxnjmq4YkYJ5zTY7kvAu7kqMH396haYngetbdTy3axHJnzZQTwATXL+OXB8L6kWwCsann1DpXRht7Ox6MefoK434g3oj8MXEZODPIkY/Pcf/AEEVE9Eb4VXmjzyWeS4O4MoZ/vcAdeOtUApjVvmYFW4JouLd4oEZgULKNoyelbfiPwhqHhzw5o+oXnnLPfGTzYDGQIMBCgY/3mDZx26dQcclj39FuesatGqXRArl79Qts/A4yRRRXS9jHqYenktKufWtC6YrJkelFFcTO1HK6zcyyOQzEhelYIle0aGaJjvkXc2eecmiitIGFXU6G28SaktusayqobuBzWHPNJdZeZ2diclick0UVoznpJLYnWaSMRbGK/Jjj0pbXWLrRtYF/aCMTRM20MuV+ZSp4+jGiioR0Mz1GCKnU4FFFDEhw5FW9P8AkSWYf6xTwfSiikhmPdktdSE9Scmn26A4J5xyKKKsg2dNVftLHAB2E5H0rSck2qknk5P5UUVDNIlMSv8AalGegP6dKrXUzyaeJGbJJyfzooquiI6su674sk19bWCXSdMtTAqRxSWqSKUjXOEALlQvOTgcnmvXNVRRcjAxwP5UUVpAmRx2tyNFH5aYCseawHdhjmiis6m5dMrM7etZepTuW254AoorNbmj2MQnJzT4/wDWL9aKK1MjbhJNlyc845+marGV9yDceOM/WiioW5b2LVj4il0qS5R9O06/imdWMd9b+YFZM4IIII6nIzg9wa6rwVdz61q2ranfv5t3Myyu+AMsSxPHQD2oorSO5mzpLn5jG56nr71nSqIpZAmRkZ/SiiqlsEN0c/NIwKY7uc16ZolxJPolo8jZbYVz67SQP0FFFEPiOfEfwzVjYggjqaVyQG9zk0UV0Pc8B/EyvMSsYI79fzryr4l3Uv2vTrfP7vymlI9WLY/kBRRWVU9LA/EjkpZ5RaKu8kZHXtirF94n1fVNLt9Lvb2ae2tpXlQSSMxLMF6knnG3j0yfWiisD1lsf//Z", 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", "info": {"video_id": "101127", "label": "moving plate away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101127", "label": "moving plate away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "101127", "label": "moving plate away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "44c621597f0f27650226aa1addb667d29c7199f9a278f2394b73797cbafcc1d7"} +{"episode": 66004, "episode_seed": 3365857318, "split": "train", "timestamp": "2025-10-13T03:31:37.888399", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3365857318, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 perfume bottle away from oil bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "4685", "label": "moving a perfume bottle away from oil bottle", "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": "4685", "label": "moving a perfume bottle away from oil bottle", "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": "b58fce38461b95c4b06815892bb8aa5b5f3441f32e517c87e47525b136851609"} +{"episode": 66005, "episode_seed": 215758010, "split": "train", "timestamp": "2025-10-13T03:31:39.299516", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 215758010, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving flashdisk across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "26003", "label": "moving flashdisk across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "26003", "label": "moving flashdisk across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "26003", "label": "moving flashdisk across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9ea68758295609ac0ee1d097aa04c544a223c47dfb761324c03db9e167949d9f"} +{"episode": 66006, "episode_seed": 3550715106, "split": "train", "timestamp": "2025-10-13T03:31:40.847367", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3550715106, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing good day coffee'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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ucep/WtW71WaXTCkYkljBDEKD1zXGXEH2qdpnLK7nO3P6V59RqVXmW1j04Q9kr1Fbt5o686hA0RWCZZXgUF9vTLMBj8s1zGmzGe01GbCgkj7vpzU9rALHR7iQA/vJVUZGMgKxp1haC18MyTbVBnLlTnnC8f41rUd4Kw6LXtlbz/JiaLqo0zXr69aUrFujRvRht6H8q9Sg1qy1VYJrW8SLDYYA53EjPGf514cX3wXpk5BuFY4+jcVZ0nUFkYJMyxLCjFGzgk44Ga0k5LVM6eWLST/rU6/XpJRJNbNcyfZ3YFxnIwOldFY3Mdtb6q0LylQ26KUnDDDcGuN1G7+1l3Qhs1vxSC/soLO2LB84lJXAxkHI9a3w37yTTZjnLVGlGUFr+uhrt4x1CWys0sYwhYFJVIyHwcnPtzXZ3HkQeG01B7hVkkUEZOBgkDaPzNc7oWn21uZIJY1JxhHYYPPt+FQXnhjWW8LS6xdXNqIl3LHBnrhsY56k44rWviWk6VNaHi4bKlUqRxVZ+8r2Oi0GVLYRMMHEuPv9eOtVfiUr/wDCSGSFlbfDGNpPHfnNcxb6pNC0Nt/Z1xFGWJG18qPQ5xVXxjqf9oXf2ON2YhFUyrkggZ9fr0ryqiahyS3uvuPYVN1H7W3ufqaenTrAGNxKgWEEsxcfgKwvGNzDJDaW80W+UMuGxwMoD0/4FWFbaZJPdRRtOX3yKNueuTWrr1qdW8Tw2iB2BndMKe2cfyU1pFpU3YyrSjZuLuctr0jXjvI7mQsxJOc54qC70K4vrW2urO2lKLAnmkjgHH+FV4LmNh5ckY3fUitFvEunW8FvbRadLIwULM8lx8pPqoA6fWtKKsrG9eTvdGVZwXUBzIJNvRVU8f8A1q3FtLs3Fum3yVkdY94dXOSe+K7Ip4esCU+2WSHaTkyhm9uma4vTvEd3qWoJDJaWUQQFyYYcMSCMcknvWqgubmM3XmoONtGddBc2GjiWzuUuJZIzhpgQFIA4JHU9eldRomqLGthfSRErDOsiKxA6AjGa5LWIEGvkyxmRGKsUBxn8a2dcX7L4Yjtoo8MxwuOq/KxH8qUpupNRb1uYQSowlNLSxra89tfzXes6zKjuUCxhfuKOy/TryOpzWDd29rZaLIjWL20soykMhyvB5Zv6ZrO0r7Rf2Nva3sDZSHYG2/6hgTz7k/0ovdPFvHM890jlAQu4HL/ieKic4SjyPRhJ4ilL2kHpJdNyraacDbia5cRRKAPvhRnAJz7YPSptS8i38MxNB8sc08kgz3VVIzUdnb+c+ZHUAA5xycD0z0/xqz4sj8q0s7cR7ES3OR/dyR/hWdNNXkzKEJJ3kcv4siEXhbw+oYHzFmlx35Yf0xXNQ2QvLGJfMhiKZO52wTk9MVs+K7lFFnFFPBMkW5QI+cDC9T0Ofb3rETWZLe2EEMFtkEnzTHljntzx+la022rtHW+VRSTuQR2Uol+UByOgGeavGym8jl1VsZ2bWz9M9K2rXW9NSygZmbzygMgjh796yX1a8vNYFta3M6W0s4CRk7cAnvWlk3qClKKsjvvDPwo1LXtMsr/+17K2tp4Q653MwHQggY5rsB8CI0j81/EeUCFsJa9cf8CrE0LVptDsbeK0ZS0dviUuC288gkegBGMnjmtV/GPiHWLiG3t55YYVHlyOgxgd+ccHn8q3UlPRs5HTqUveUb9ehduPghp8EIeTWr4lW3fuoVXdx254Nc1J4G0DS0mJvb6S6IYDhWLEdOMZxWlNq3iS1tmkuLpLkE5f7QvmleD0z2+7xVObWgNEuS8CRXsvlKHjAAIzz+PU5+lTCnGa5EXXrzov2zd+mh5zC0SSPJJETg8KDxwOM1etZJTHd3LABI4WCYJOSfc96zZyLe8lF0qxSK5BD9ufStZHWfQLiddwSQ7Fz6A4/nmuOMEpXCFN6My9GuRZ3F47hSCFjU5xjHX+VZeoMs2WX/a6irTPNbskcUUTs7naWTceR6His4XMkQKOTt9RSSblzHZTa5XGxp3emRX0YuvtMaSCNVEaqSWwOp4xUNno1zwY0LAkZbZ0FNHie/M9su6OOCLapWKJVLqPXjk4rqbvxZYmGZbezuWUxsFYsqgEjg/hW72szON73Rn2+kNHqli10JzAZlD74doAz255r17w1faQkvn32+SDB2CVAQQPUYzmvCdBnubrVF8yaWQqF273Jx86+temPF5Vhbr5hjO7erDnHP8A9eqi2pRhHqZ1FGalUqbrqXbs2V7qs00FikMPJjCrjIJ6n39qz5LTSgs0t0u4BS/yjABzj+n45q3p11FMr5ulCRkkyEffA7is/U9U23KJptvJLDJy7kcHj0pVIui+ZlU66r0/ZJ37P/gDtZuNKh0VItNlLGVf9WgIKAc89ufTJrBtvs1vCT80soAG0KOAAD1PSiV4I7WXdBIZsYB3ZwfpimWxgjw8xyRwu855PQAfWuOXLUd4aGLVSfxu9tB2tSOui22+MCSTzJiPTOAP50lzNCui6fbhdrpCQ5Pcnn+tXPE9u5lgizuKQgFfU5rmrq/b7STFbeVsY7hvLE59T0q56uyOrD2jJXLGlWi3UN7aP5CLNsxJIcbcZyfrVebw20N35aTxzqvdAcH26VJH4km01ZjbQWsksqAFpod3l+46DPPfNdL4W8W2h0maTVmZr0TEL5NsOUwMdMDrmt47BK/PoZtvpN0IGEhFvnjBiZv1FbOlWkul6KdRt5ZobwzmNnR8fL2rG8V+Lbl72FtHvL20i8nEibthdsnnj2wK6TTkll8IymVmdg8Z3OcknYucn8aOVRTaJqVJztGRreH59S1G/WW5klaPHyO4+9j37n3rX/tiGe4bTrhmY2oaUCR8Ii7uSPc/41B4VikXT1lZmYAkIp/h55Arm59Imn1p5hLmaQyQlCOnJw2fyqINScpdkD56fJFdWb8mtJdapPI86WMEKgCF4TmfjjCj7vYZ96wL6caxqzz3E0cMZVVxyEUdOPwHWtifS0nEazEy3oAy6HBYD61z0vkvqEkcLSokbBMMoJBA9ayq1I1dlZnPPD1ab5Oa63Rs6ULV9Wght4iEQmV5NhUYA9T1561leH5opfF5nmcoqwyShs/xNnA/Wug0uNIrC+eEAtHAQzE5YMQeD9B/OuPS4t7F5ZLmSeNiEUGGPdlR15PA7UvehBLdlU4qK9/Y5OW2hKnzJOg5CjJrKazeSVdik5OFGAT+VbToj3LIwYkruGZAq4HBzT7a+Fk7TboAqoRiOPIGcDrWsGkdk25SsTQaJqAtA7xxRALgmRsHI46VY0LR47LXreNLmO4LouSmRgl14Oe/FTWetx3M6KbRSsnWZ2yV/wA4q14dZLjxPEBtHzjb745rXmjdJBKnKVNyl0Ox1XTXOpW10FzHuVW9jmr/AIgjL6FJKgHmRDzVyO68/wCNTal/q7de7SZ/IGn3xBtFQgYIxg9656mlS6JopOFmcvomqwNC9sfvkb9444xgg571J4tCWmjw2sWJpXbK7iD+NabaHa3lu3LxfKQDGcc1yOpK8c8dpJcvLHbl9vIBySM/j+dZWbd3qXWmqdO1tOhBpFrqF7qNpBJMPKeVfMWMYGBycn8K7PXNJutQvxJHGDGECjLAVn+FLYvqHnBNkcaHAOcljxnmuwmV3gkWJgshUhWPQHsa6IR5o6nJTnJ6s8J8UWMdo8MrHc0ksqgIeMLgfzzXMNG0r/uoz1wAOa7rx/pM2lNYNcPFMG3hdoPQbc8H65rj45AsysjOQnzDaNoHvVx0Rau0kyzbaW6xgzXCQg4OPvHn6Vd0uwgTVLZ1aVpUfe24ADAH+OKz7fVZ1YeXsDerDJxW1pDC51d8cqkRz+lOUrI3pw5tX0O78PWd9qOlXVzDNtt4bpocjqCVDY/E12trcSvosWnxWbR26ZlluJSq5I7cAAdfc1g/D7UtPtPDutaVcuEN65EbH7u8LwD9TitU6n/bl4luJrazgUgRQSShAoHGSCck8dTXq4dOrSUWtO58xj6kMLVc1rJvbrqZmp6kmnrEyW7TNJz69O+PxrC1CWXVXNzcRLDO7GRsJt/HHviu712w0Sw0F57jUbV5xLEpZZM/KThgPThj+Ved3OsteTNc3UzyuI/IBP8AdCbRn1PHWuHEKEKyUHoehgpVauG5q0bS/wCDocrqivd3aST25UIpUOR2yea6GzsYv7It7d1+UIDjpz1/rWH5hvli8wrsVuEI6nOK6pRtAA7cVyxT6nfvK5y+pGCz1BVgRd0a44POW/8ArfzrnJXijZl2KWH94/0r0Sa3glyXhjYnkkqDXn0knl3GPm2v02KC2R9enFK1maRuk2V4NJnu5QFTbxuYsMAD1/Wt1NFtxCdzTzsvBKDanX1+lZAd4oZZo4myByXYk9RyalstVmeUNJcSFRwU7Hr2rRS7lRjtZ7m1oVlFLrypbQeSqKhYbt3Q5Jz+VdTr4uSjJHGxjwiEgdByf54rB8GMz6tPIykBl4JHvXeanMyaVLbxIDLcMoDegBzWcazjU5gxOHjUjyLa6/A5jTrqEwzWN1HhWUbT05xT4rqSKyw0e1EYoCDwvbn0rROjx3FtHDI2JRzu9+9YF5ot2s8sBmuDHjn5uCKirVnVdm9ApYeNBc0FqQ64Zvs4jIKLKc+YDke9VtB0iKbVbU5ZgsgY7jkkDn+lTNJJIiW21nCfd3L6Hvmt3w5aOt400xy6x4UA5ABrOlBp2RnWcuey2NS90mC5me5mkYYHIB6AVwl2tsqKoRhukZyB79Bn6AV6XNGk0LxSDKOCrDPUGuJ8V6dbafFC9vACCSzIzEhsY/xreSW5UG+ZHJXMCTyFY49oA55LE/lWtpfhydI/MuZltkcdGGW9Rx75qv5qECOCZiDyEgTaPzPNS/29cw3EkEbeW4O1WcbiSOO/SqjJLoXHmeq3Ld9o2nw29wztdSy7MQsQFXPuOuOtekeHbJLrw55Tj5ZGYce2B/SvOL/UnuYYFlkEkpyXYd+a9T8PFR4VhmXIBiZxn3zVqSdx4mmoRjrq9yxoUQhstgOQuefxrmdWW9tteuLizhLD5HDA9GAwfw/xrqNPQx2ePaordPNmIZQQ57jIrgN4opWOp2c6SszobtVJ2gc9Mnn0968+ZJ7+6ad7iSNZmyqJxnn9K7HxVbWdu2+OBUldCCVGMjHf2rBsrWVlHlQhVI5lKZIxj1/wppNao5MTWknyxOs8O6O0XhGS3RgJbl2dmbnvj+QrF1bQY7aezS7lVo2cu6jI+VfU/XArvLOEW9lDCOiIF/SsnWdA/tWfzftRjwoUIUDDg5rplC6RF3y2PD7hJWCStAD5ZztPORWhZ6Vd3ukXUv2dVQgbS2FVcHJOScn0qWHVJ9uVigQcfdiUdB9Kbc6zqV3aG0My+TzwqKp/PGamElszqnTfxRKWn6U8c8kQmJYH5iB1Ndz4b8Ny2uqWl2baRFQkl2OOCPStDw1Y2TXl1dJChbcjIfRWjU8frXXL04FaqDvdnNKbtylC/IN3bJ6At/IU+4UOkYPQAk1mapf+XqjKoz5ahfx6n+dQDWXaQKRxXNVl7zOmjB8qOhhUR2sjdBtzzXm13fC31Nma3LORuUIue55JPSuwn1RmtGgRCXcbVA6kmuIWGWS5eMK7MGI25HGOOSKiN7+ROKtGz6naeEpZrq2mu5kVFZhHGM5OB1yfqa6Mn3qhpVsLPS7eEHJVAScYyTyawIri71DxjdaY2r3NpF+88oRqGyyoWC+w4PJ/rXck7HL0ML4rQSXB0lY1Y/60HaM/3a4PTtKvZJzuG1UQ7S3T06Vp+JNUvr9bQ3N1LIAGI3HpnFc7Ixbq+B6k1Lb5jeMU43FNmkcyiNzKC5TOO9ddoNg9o7F4thlTAJ6n61i6HJH5kEW5SVuQQP8AeQg/yFdpnbLCfqKU9VcUNJWOX1Se5gupoImfZwTg+1Z6o8h3EsX9Sf612N5a25V3dTu5Oc1lCCJBwn61f1n3VEz+qLncrblBZpTGYw5lYqQoY9/xrXsdE8TaoYUs9LYoDy25fmH4mq92iSW8aoFjIOcrwcVD/bd3py+Va3lxEjcfJMwH6GseaEr8yubyhZpxVki6ulGHV4I7mJ47iItIyFsjA4H61vdqxtEZpRLO7SuWA/eSEnd16ZqxrE8sGns8LlH3AAirirKxnUnzyci+xG01wbaRdSLnJDjBBYgdfxrrdYggt9Ag1LTtXv5g1ybXNzEsa3BCbmeIDnapIU7vUe4HHfNFkOxDAkEe9TUurF0bO6Zpw6PDaaJPNfTgs/8AAjrlsdATnP5U7S/D81xfTQLbhUjbBLdBxn8TzWC/l7iXcA16N4ZukuWuJFIO/wApz9TGAf1FUveJmlHYuWOkJpdxCwkZ2YENkYA+laF64d1A7HNRXs225hUdQpNZdxfv9pIHbiuepozooq8ToVUs2fTkH3rF1jUFV3jVwr7Cc0r6w6IW6Yqh/ZMt9MbyeRULAEAjdj8OlTFOWxVWXKjn555RdMYZVIIALsOfyrsfC1vJHp7XEzs8kzZ57KOB/WuPhijkuJAZQoDNlsDJHbAr0WziW3s4YlAUIgGPTitqaaOG7b8iySK5XxfFLcGzWLp84PGSc4q1YXC33jGTTL3U7q1tpJNkckUscax9yWL8YxnjqTgVhanealbardWT3F0ogmdNk+A64JA3BeM/TirqL3bmlGzmkUtK0LVLu+jtzG6wIclsYG0Hv3P0p+q6JGupSTHfcSNPtaTbhckZ4FMkv73d+7u5lbGCVkI61t+FZAHCSuXcXsMhJ5+8GQ9fqKmD5tDWpDl1TNTRvB00kayOqwKem8Zb8u1dn9lXTtBFqpyEQRg4x3q9FjaPpWV4gvPJihhU/M7bj9B/9eqmuSDZjG85JFqFgluRkdKfaKofjkKAK5OW9mCf6w81Zh1OSGPO/tXDc9CMSDxjOzTyJG/3UxsHVufWsnRZL/UdTt7c7YYywL7TuO0ckZ/CpNfhlZoLiTaTcEsNud2AOM9q2PB9iIZJriTBk2BQF/hB/rxW1KMlLU8+tL3/AHUdgDxTS1Yniq8uLLQnmtZnikEqDcvXBPNc/rSeI9E0bTby61G8WW7L+ZEVwIcbSoJx94hs47fnXZYi557dDZcSxr91XYAfjWe8kn2iRN7bQcYz7UUVjT+JnRV+FHofgG7llluIXOVEakE8njgfpXek7YyfQE0UV0HKzg/Pe4d5pD88jFmx6mo9xEwxRRXmy+I9OGyLNhIzalGG5CqzD6gVm6HH9u11raV2Ebli204J59aKK6KXwowr/H8j0bACgDoBivOtT1CfSvF13e223zYpW27xkcrtPH0JoorpRyM4nWxt+zqOmGH8qxyAxCkcUUVMviNV/DJrKP8A06NNzBdw6H3FehzkqkRHXf8A0NFFKfwkw+JEWoMRD+NZzHC5oorlZ3Izbh2LBc8E4pvkRyyIHGQvOKKKqJjV3OpsGLWq57cCq2uH/iWt/vrRRXRE5mUdc8TPr0FvDLpWnWxgRY4pLZJFKRjOEALlQOcnA5PNYFzxdSrnODjJ70UUquxdHdlYKJZXyMFe4rr/AAIn+kTuWYnGOT2zRRTiTLc6mb5ruUnqDgfQVgyEm7f/AHqKK45/EzupfCh0nzXMKH7rOoIrYvpGSzyvHHaiitKGzMsTujE8N20QvDOUDSM7YLc7ee1dofu0UVtE5mcZd6y2l6xqEZsLC9ilmDGO8h3gMo4IIII6nIzg9wayru9uNRvJ766kMlxcSGSRsYyTz07UUVU/gHS+NFSZA9uxJOV5H+fxo024lt723MTbSXHIHp0ooqaXwl1viPfIf9Uv0FcDeXk8+tXSyyFwjlVz2APSiijEfw2Kj8aElY4X61VlZiypk4YhT9CaKK89HoLYseJczapp9sWKx79g28EDFdvYWcFlbiK3jCLgE9yT6k96KK9BbnmvYyfGZP8Awjr/APXaP+dcLd65qN9YQ6fdXUssEDtIvmSMxJbHXJ5xjj0yfWiitUZs/9k=", 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NLphSMSSxghiFB65rjLiD7VO0zlldznbn9K8+o1KrzLax6cIeyV6it280dedQgaIrBMsrwKC+3plmAx+Wa5jTZjPaajNhQSR9305qe1gFjo9xIAf3kqqMjGQFY06wtBa+GZJtqgzlypzzheP8a1qO8FYdFr2yt5/kxNF1UaZr19etKVi3Ro3ow29D+VepQa1ZaqsE1reJFhsMAc7iRnjP868OL74L0ycg3CscfRuKs6TqCyMEmZYlhRijZwSccDNaSclqmdPLFpJ/1qdfr0kokmtmuZPs7sC4zkYHSuisbmO2t9VaF5SobdFKThhhuDXG6jd/ay7oQ2a34pBf2UFnbFg+cSkrgYyDketb4b95JpsxzlqjSjKC1/XQ128Y6hLZWaWMYQsCkqkZD4OTn25rs7jyIPDaag9wqySKCMnAwSBtH5mud0LT7a3MkEsak4wjsMHn2/CoLzwxrLeFpdYurm1ES7ljgz1w2Mc9SccVrXxLSdKmtDxcNlSqVI4qs/eV7HRaDKlsImGDiXH3+vHWqvxKV/8AhJDJCytvhjG0njvzmuYt9UmhaG2/s64ijLEja+VHoc4qr4x1P+0Lv7HG7MQiqZVyQQM+v16V5VRNQ5Jb3X3HsKm6j9rb3P1NPTp1gDG4lQLCCWYuPwFYXjG5hkhtLeaLfKGXDY4GUB6f8CrCttMknuoo2nL75FG3PXJrV161OreJ4bRA7AzumFPbOP5Ka0i0qbsZVpRs3F3PNYMf2ijYDDnIJGDxRc6WYsMk8L7j91CTim2979nlSUxRyFDnY68N7HHNael65HLft9vEMcG0lQkPRu3v610xTsVN3kU7Wyn4+UKg53kEj9K2vDnhm81/Xv7OtbmBJnhdxJKSqnHUdM5puqa9ALIiwknScOCr+XtAXvWh4Lmnlmk1O9mkm2LIqKX5LbQR+HBqo2i+YmfPOPIehaZ8Cp5owLnxHbK+OFigL4/NhWpB8C7ZXCya9NIVVWby7YDqe2T7VSi8datYRCKJldjH5atGhG7JOCM9/TsaYmqeKruBJ21KeNnJyhbaOOVyMdOoNaS5ZrVmNP2tKVlG3m7W/r5EWqfCTRtOZVn1XUJYi5LAhEX1x3HWuM8WaXp+mvaxae88sLjDPKoGMEfdI6110+t6hJeNDqEFrKig7gkQU43dQeecfiK5fxveNf3ss0MZNnFIEHYINoPb6Y/CpnTjODl2M51ZQl7F/a+4wRNiMRW0ZEh7sxySeM4/xqLxCGUQQLjKRIv4k8/yp+nTwvdRWsZBkkYL8nYdSSfoKfrSFtVeRQGKFeG6cdq5YrlVzaNNovnUhJaGCJtijYCobrgYrEsLRbi9uYWjkcyQMF2dd2Riqwu5dqvJDGIgSF2ptz689TWhZ6np1lN9pubeWWMoQqQyhWLds5zxSpxalqdjlemnHQy59E1KwmVZImjkbkHODitaxhuHRljidyox88irz+Jrd8NXuk62t5PeQwWnkFQBLcfeBz64z0/Wk8S6/baWLT+yhp12JA3mhkLhMYx3HXmtnBS3MoVpQ1SDRLMx2st/eSSNFDKIngUDnpzk8V1On6xbT6jGlpFOjsPnEhDEenI/yKwtGllv/DN5JIqKzJHKRGu1cnPb6AVr+E7aIztN5JEiE5kJ4IPbFFWo1Hlb0sY04KVT2iWtzrxqUkmgXOi2zRwxyzyNO275mBIyuOoHXJ9K5ybTtLOqfZrSzaf7OoMsowDEefvduxx34rAvbu8XxTLNbqUidZYy2MhWyQPx+Wr0mmmaBbmIG13hd8DA4z3JxyTQ5wp+7PqkKTq1F7WlZcrZS1WJLzWSLNPkKgKzcOScAEk++eKnsdPs11S1t9/mTmQEjcDgAZJwOgz0/GqFxCsV15MMscg2gMwJUZ644rd0W2S3ElwBveOAkMAAB7fU1zQg+fR6GL9pUlzz6mPpTLeeN1k3j5PNnBI4/ix/SvPNRZZyWX1bqPeuwtpI7e4lmkuIIJAiIPN54PUgDk9P1riBcyRAq5O31FWm5Sud1Kyi9dTTu9MivoxdfaY0kEaqI1UktgdTxiobPRrngxoWBIy2zoKaPE9+Z7Zd0ccEW1SsUSqXUevHJxXU3fiyxMMy29ncspjYKxZVAJHB/Ct3tZkxve6M+30ho9UsWuhOYDMoffDtAGe3PNeveGr7SEl8++3yQYOwSoCCB6jGc14ToM9zdaovmTSyFQu3e5OPnX1r0x4vKsLdfMMZ3b1Yc45/+vVRbUowj1M6ijNSqVN11Lt2bK91WaaCxSGHkxhVxkE9T7+1Z8lppQWaW6XcApf5RgA5x/T8c1b066imV83ShIySZCPvgdxWfqeqbblE023klhk5dyODx6UqkXRfMyqddV6fsk79n/wB2s3GlQ6KkWmyljKv+rQEFAOee3Ppk1g232a3hJ+aWUADaFHAAB6npRK8EdrLugkM2MA7s4P0xTLYwR4eY5I4Xec8noAPrXHLlqO8NDFqpP43e2g7WpHXRbbfGBJJ5kxHpnAH86S5mhXRdPtwu10hIcnuTz/Wrnie3cywRZ3FIQCvqc1zV1ft9pJitvK2Mdw3lic+p6Vc9XZHVh7RkrljSrRbqG9tH8hFm2YkkONuM5P1qvN4baG78tJ451XugOD7dKkj8STaasxtoLWSWVAC00O7y/cdBnnvmul8LeLbQ6TNJqzM16JiF8m2HKYGOmB1zW8dglfn0M230m6EDCQi3zxgxM36itnSrSXS9FOo28s0N4ZzGzo+Pl7VjeK/Fty97C2j3l7aReTiRN2wu2Tzx7YFdJpySy+EZTKzOweM7nOSTsXOT+NHKoptE1Kk52jI1vD8+pajfrLcyStHj5Hcfex79z71r/2xDPcNp1wzMbUNKBI+ERd3JHuf8ag8KxSLp6yszMASEU/w88gVzc+kTT608wlzNIZIShHTk4bP5VEGpOUuyB89PkiurN+TWkutUnkedLGCFQBC8JzPxxhR93sM+9YF9ONY1Z57iaOGMqq45CKOnH4DrWxPpaTiNZiZb0AZdDgsB9a56XyX1CSOFpUSNgmGUEggetZVakauysznnh6tN8nNdbo2dKFq+rQQ28RCITK8mwqMAep689ayvD80Uvi8zzOUVYZJQ2f4mzgfrXQaXGkVhfPCAWjgIZicsGIPB+g/nXHpcW9i8slzJPGxCKDDHuyo68ngdqXvQgluyqcVFe/seauY9mFQknoSf6U+1sJ5nLKu1V5LNwKUMiZHCMvQqmSR9alW8a3RFAbnJw5yPrXUmb7vUtvpsIwJrppFB+byl6fia6Xw+rWsWnQ2z7XlvFEZb/abaM/ga5tdRkktXEpXao+QKMV1OmxpCdIlfgo8bfTkGjntJW7lzpqVGXN1TPSNMtLjRdZVrqGW6lhJCwqBgEdiSD7fdq7es805mu4xHNPmRolb7oPPPpVzWfFFnJeNqGnbPOuolieVxg25Und14BwVwaj0rTbW+iNxd6nZiOTqBcBmP4969n2caqU6miPkauJlQn7LDLmk/wAPNnHSa7Ldo9rHZbYHcO7NHnBHQhsVzepLJbQssMRlE4b5AOgIxXWeJ9Rs9N1W/stLvEMM0hhlWI5Xy/kfGPUNuANcbqGoBZbaOEnKKybm9iT/AFrxJbyjc+lhZ8kmrFDw/ZImoLJs2tHGTjHTPFbGoWtrFBPdPGCwBPzHgntUWiQrGJmBDMSNzD1xnFajqrrtdQw9CMiklpqVC6RxR2yQJFlVjiGAc8Enr+tZ93axZCxFmY9TjA/Wun123ijiUxxKhOSdgAJxisb5EVZE8pQ4yGlYSPj2HaoWj1N7tQSK2j6VeXEv7mAuD8pJ4GevX8K0rnw+7bjdXdvEYoyypkncfT0zUseuLCi2zp5hWMfKBsHTPNWby/S405H+zpA7Er5a9q15opX6mkKcpPk2R1vhKx87w1JEAPmRUB+iD+tbXhu2a2jmhlXa+87h9Kh8Gov9hxspBDsTx+A/pWjpzZluJMfedj+tZ11dIwo6SkcrrFwNO8QuWC+WcThT3PQ/yroLNoL9xdLIyKi7gpIGAfUUstvFdXbeYis33Qe/0rK1XTBpLx31rdzIy8bWOeef1rnk3Lc6ly002lbucpfS3Fxq1zJaCOKJ3PzMuSa7Dw1ZXX/CO3skjNJc3LsAW44AwPp3rlLOMYVVRpJMDBLEgH3wOuc969M0uA22mW8ROWCZJ9SeT/OtqSex50ajnLyOD1bw/KqW8c+2MSyBeGGcDk/oK84maKNmXYpYHHzH+le46/o91qbo0M8SIiFdjg5JJ55HsAK8Rkfy7jB3bX/uKC2R9enFNRUXY3i3qyvBpM93KAqbeNzFhgAev61upotuITuaedl4JQbU6+v0rIDvFDLNHE2QOS7EnqOTUtlqszyhpLiQqOCnY9e1aqXcuMdrPc2tCsopdeVLaDyVRULDdu6HJOfyrqdfFyUZI42MeEQkDoOT/PFYPgxmfVp5GUgMvBI967zU5mTSpbeJAZbhlAb0AOazjWcanMGJw8akeRbXX4HMaddQmGaxuo8KyjaenOKfFdSRWWGj2ojFAQeF7c+laJ0eO4to4ZGxKOd3v3rAvNFu1nlgM1wY8c/NwRUVas6rs3oFLDxoLmgtSHXDN9nEZBRZTnzAcj3qtoOkRTaranLMFkDHcckgc/0qZpJJES22s4T7u5fQ981u+HLR1vGmmOXWPCgHIANZ0oNOyM6zlz2WxqXukwXMz3M0jDA5APQCuEu1tlRVCMN0jOQPfoM/QCvS5o0mheKQZRwVYZ6g1xPivTrbT4oXt4AQSWZGYkNjH+NbyS3Kg3zI5K5gSeQrHHtAHPJYn8q1tL8OTpH5lzMtsjjowy3qOPfNV/NQgRwTMQeQkCbR+Z5qX+3rmG4kgjby3B2qzjcSRx36VUZJdC48z1W5bvtG0+G3uGdrqWXZiFiAq59x1x1r0jw7ZJdeHPKcfLIzDj2wP6V5xf6k9zDAssgklOS7DvzXqfh4qPCsMy5AMTOM++atSTuPE01CMddXuWNCiENlsByFzz+Nczqy3ttr1xcWcJYfI4YHowGD+H+NdRp6GOzx7VFbp5sxDKCHPcZFcBvFFKx1OznSVmdDdqpO0Dnpk8+nvXnzJPf3TTvcSRrM2VROM8/pXY+Krazt23xwKkroQSoxkY7+1YNlayso8qEKpHMpTJGMev8AhTSa1RyYmtJPlidZ4d0dovCMlujAS3Ls7M3PfH8hWLq2gx209ml3KrRs5d1GR8q+p+uBXeWcIt7KGEdEQL+lZOs6B/as/m/ajHhQoQoGHBzXTKF0iLvlsfPn2C8JDxo+7oeMVbvNKaK2tRPIEZhhVAJJJPrVPzZCPmckn1NNhkENzHKXBaNw2M56Gqi31NZxW5b0vTXuyQkRbacHPAH1rrNRDLpKypwUUYxS6H5f2ZxGVKiaQAjuNxI/nV9ESW0VHGQp5H0NKT5ZJiguaMonFSz3NxITM0hB5OSeakg3wnKyMgPYHGa3Lq0txMAikge9NhEUb5ManjjPNaVMTzdSKOEjB7FS1XULi4Bs7QXDbQMBgOfzrTfw5rlrZC61exeK3Zj8wcDCjk9DmswMbWaSVJHVt2UCORj8qDrF5qkixT3d3MBwsRlZsn8TWNoNaLU2TlTk5fgbujWy22nRhc/OTJk9Tnp+mKvk0xflUKOwxVHSoW1fxTLps2pz2qMshi8tNxZlQsF9hweT6e9apGBV15pM24jTd97PPTpXPW1tcG4W0htwZC3yuELHn07fnVy31S5f/WFZi6jHmKG29+PSr41y+tmWSJo45PaJT/Ssm7T1OiMOamUNb0OWK+Mku2FPlwgIZm4xk4PfFamm6DLekfJJPjnA7fjRprNqUl2+oESSM0Ldh8okAbAHT71eq2VvDawLFDEqKOwFWo822xlKUovV6lPw9ZNpehxwSKUMZY4JzxnNSaZgQDPfk1Y1KcW+nTydDt2j6niufj1ZoUwq8YrOu7NIqhFu7NqGIGQHGTjcfzrL8ZSeXbooVXAUs2e3HWn22rHG8rk1heJbiS8eOYBlj3eWGyMZ6/XtXPq9jorJezdyjp+oSzzQWdpbFTKwTc4Cjnqcd+K9MGFUAdBwK4jwnYs+ofaZFIWNCVDdyeM+1bvii7uLLRHmtpWilEiAMp5wT0rsprQ89O+tjYc/Kee1eAvpF1ICckOOQWIHX8a9L1W6mg0SLULDXdRlDXBts3Eaos5CZZ4++1ThTu9R7geX/NESHYhgSCPelVbVjoopO6Zpw6PDaaJPNfTgs/8AAjrlsdATnP5U7S/D81xfTQLbhUjbBLdBxn8TzWC/l7iXcA16N4ZukuWuJFIO/wApz9TGAf1FNe8KaUdi5Y6Qml3ELCRnZgQ2RgD6VoXrh3UDsc1FezbbmFR1Ck1l3F+/2kgduK56mjOiirxOhVSzZ9OQfesXWNQVXeNXCvsJzSvrDohbpiqH9ky30xvJ5FQsAQCN2Pw6VMU5bFVZcqOfnnlF0xhlUggAuw5/Kux8LW8kentcTOzyTNnnso4H9a4+GKOS4kBlCgM2WwMkdsCvRbOJbezhiUBQiAY9OK2ppo4btvyLJIrlfF8UtwbNYunzg8ZJzirVhcLfeMZNMvdTurW2kk2RyRSxxrH3JYvxjGeOpOBWFqd5qVtqt1ZPcXSiCZ02T4DrgkDcF4z9OKuovduaUbOaRS0rQtUu76O3MbrAhyWxgbQe/c/Sn6roka6lJMd9xI0+1pNuFyRngUyS/vd37u7mVsYJWQjrW34VkAcJK5dxewyEnn7wZD1+oqYPm0NakOXVM1NG8HTSRrI6rAp6bxlvy7V2f2VdO0EWqnIRBGDjHer0WNo+lZXiC88mKGFT8ztuP0H/ANeqmuSDZjG85JFqFgluRkdKfaKofjkKAK5OW9mCf6w81Zh1OSGPO/tXDc9CMSDxjOzTyJG/3UxsHVufWsnRZL/UdTt7c7YYywL7TuO0ckZ/CpNfhlZoLiTaTcEsNud2AOM9q2PB9iIZJriTBk2BQF/hB/rxW1KMlLU8+tL3/dR2APFNLVieKry4stCea1meKQSoNy9cE81z+tJ4j0TRtNvLrUbxZbsv5kRXAhxtKgnH3iGzjt+ddliLnjAPQ0zy1KbxkHPaiipRrU6HYeElxaSMWYlmGcn2rbgY4lXsGOPzooqavQdDdmZKSZ3+tVbhio4oormOoooS+Wbk1oaPGsEylBy5+YnqaKK1gctTc6MniuabUrjSPEMl/a7POidtu9cj5lKnj6MaKK6EYsp2qBbSRh1V1UH2wf8ACorh2WFmViDkcg0UVjL4zeH8Jkun3U0M29XYkgA5J5GQf5gV7dYyNLaQyNjc6Bjj1Ioorc5mZPied1+y24xscl29SR0/nXPuTsoorixHxHbh/gEErrEMGodZkZNH08jqWZz9TRRTpbsuv8K9TqfDFuq6XHdFmaWZRuLHgAdh+dR+MP8AkX3/AOuqfzoorrjscUtzkdZ8QtrUMEUum2FuYUWON7dHUqgz8oBYgDnPA681xN1xdSrnOGxk96KKirsXR3ZWCiWV8jBXuK6/wIn+kTuWYnGOT2zRRTiTLc6mb5ruUnqDgfQVgyEm7f8A3qKK45/EzupfCh0nzXMKH7rOoIrYvpGSzyvHHaiitKGzMsTujE8N20QvDOUDSM7YLc7ee1dofu0UVtE5mcZd6y2l6xqEZsLC9ilmDGO8h3gMo4IIII6nIzg9wayru9uNRvJ766kMlxcSGSRsYyTz07UUVU/gHS+NFSZA9uxJOV5H+fxo024lt723MTbSXHIHp0ooqaXwl1viPfIf9Uv0FcDeXk8+tXSyyFwjlVz2APSiijEfw2Kj8aElY4X61VlZiypk4YhT9CaKK89HoLYseJczapp9sWKx79g28EDFdvYWcFlbiK3jCLgE9yT6k96KK9BbnmvYyfGZP/COv/12j/nXC3euajfWEOn3V1LLBA7SL5kjMSWx1yecY49Mn1oorVGbP//Z", "info": {"video_id": "61608", "label": "squeezing good day coffee", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "61608", "label": "squeezing good day coffee", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "61608", "label": "squeezing good day coffee", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "61608", "label": "squeezing good day coffee", "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": "129630ffb083f445fa432ad6e741394f2781ed7d923125ab52e79ef8032f4d9b"} +{"episode": 66007, "episode_seed": 2299920973, "split": "train", "timestamp": "2025-10-13T03:31:41.813842", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2299920973, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming green tooth brush'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "55386", "label": "turning the camera left while filming green tooth brush", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "55386", "label": "turning the camera left while filming green tooth brush", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "55386", "label": "turning the camera left while filming green tooth brush", "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": "84341b1673f28c09345202edd6fca79d590463fa31e4e415d25e221944fe9ed1"} +{"episode": 66008, "episode_seed": 868841291, "split": "train", "timestamp": "2025-10-13T03:31:44.951503", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 868841291, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming a railing'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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kwBw6cg/4Guj/AOEh08w72fY23Ox+CDjofftWRceM7FLWGebTbxyfn2RKkpjwOpIbAPt1o1Axbi0vIyDHDKjMecodp+tJaG4lMqshjK7coykhvx9Kut8QvDN7GU+23lo5XcrtaupX6cEE10ugapp+tQyTaddrdImFcoCMEjOCCOD7UDOeE0wYB7aUZ53Ipdf05/SrP2WeZB/o8jKfVDXWyqqxsXkEagclm2gfWq1hLEsSQyanDdzbS+4MuSueDgHp2zU3A5ZdK1Io3lRzKGJ+RxkAfzFTRWN85MZt9jLwRvBFdBqmu6fo1mbu9lKRbgg2oWZiTxgd65t/iXoe9hb2Opzn1S1wCfxNDv0GTHQr8sGjCJnqQ4wfwpJNH1BUDOiHBxiMls++MVCfH3mTRrDo84iJPmPK4UgdsAVbPjG38tf9ElLkfMo6A/U4z+VHKxXKqaHKXVRcxx7ycRuD+npT5fDThC/2oeZj+BP05PSoF8VXe1sWaMxZiCeNozwOM9u9VLrxLqssTRhY4A4K7lHI9wexoSfUd+xdXw2JYcyXDpIB/Co4PtVd/D8AijWed/MPG5WVefYHmse81XWJFAa8kUNxiLg/4/jWE+k2kbGUorcli2Ofc09O4anrdxq+k2xQuySOh3ICMsD6j0NUZ/F7E4tbY5P8Tcf/AF6wYLa3GDkt+Bq2oiQ9Aq4x92j3VsLVi3l3qGqoqXJURB1cKOOQcg+vBqE2jNIXdhI3q+anY2+ONmfUDFV5J4zII4JcOec7sgf41PMxpDSiyfu2gyikkkc8+n5U9iAOGK+xqTCIgVZTgDuQahkc4++hFIZiRXM6X0Vysf7oqwYIc5ye49zmrF1dQyoqwZVUydpOCCfamTQpkkLFn1VtpqhvYPsLMeBklg3P86lSlsVZPUrX0u3I9K5TWLotGXZuEHHv6Cui1Jhtc5Axk5JwAK4G+vhcXJKZ8pORn+I+p/z0phc7b4YGQtq7uMH91kjoT8xP9K9IiQzOiNxk5yP8K4H4VTtJa6pDKFMatG33e5DZ/kK9BkTZE0kbkbRn1raD0sYzjrc5SK6lsNB1CKA7ZPPlhQD1LYH86yXNwWsVmlZGEwG8HnpWhtefXZrbIA89py3b7ox+NWL3TXJhZ4yyJIGYxjnHuP8ACipK0WggtUzQhDxhVILjHUdfxFThQAChxz07flSRIpQPC4ZcYAJz/wDqqQ7GI3ZVgM01sS9xpAJPmAY6e1MaMgjByB2PX86ly20ZGcjtUeMqdpwD2qgGqxHzKSDQZoyP3irn3HBobBOCMGoJeCRjI9qTVxp2GyQY5xk9x/gaq3s9vFdyWgmV5EUZx2yKlMzIOPmX0Nc7bWMk0jX0u4yTtvI9ATx+lON1uEtS7oM8LWptmwWSVgcj3z1roI0dD8rlgR0fn9a5/QMrcXsLISFlzkDPUDrXRW8a7SUJGSeAePyrOA5DwVPDrg+9Hl5XIxjPQ9KcNysSwyMdRRgZ+U49cf4VoQRknJDZHbBPWno/lggjgjGRwaCSVG5eOvFMIHUHj0pD2HukcqBVYnHv0qvJFiMoyKynvt/WlY4OTwfWj7Qy/eGfcdaTv0KTRRlsUYEoee2elZ8mm3EpC295d2qKf3qQSFA+fUg/X862mCON0bYPfHf6ipLSUQiUMDuPcDOTSu+pTSOfh8MwAkTPPPvIZhNKWDY6Z9a2dO0n+zS/2EfZvN++Y2wWA7E+lascsQVV8xcAY54p+2I/MAh91/8ArVLl2CxSewkmIaWYsw5G4lsH8aRbLGQyFsd1PFXxEdow7D8c/wA6MMp4IYnnnip5mOyKv2eDpjn34NKI9vQLj3FTO3I3ocD05qJjGPuttP5UrsZC+z+MEH1/+vVeVzHgZEm7gAdasSyGMBQA+eOOtVVgSL5yrLIRgkdKEBAU2n5Wwx/hI4+grO1CXyoT8vzMQuCeDn3rSnO4fwuKy7s7k25yM/dbvVW0GdorqAAA3A7CpFfcVO1sVCXZlIVGyR1OBSmWQRuRsXbwM5NJiHzXGP3aoxYjjkdT0H+emM0RRtCgUKuccnNQxxOriWWYhiuMYAxTnmjHVmb8aErg2Pdm9VAqpK+f4gfoKSS5UfdjHtmqctw/rj6U+Vk8yCY9+30rHuXUMCCMg89On5VZnkJByxNch4j1P7PG8CPhgP3zA8oP7o9z+lHINSKWu6m+pXUWmWJDGV9pfsT3/wCAjqfWq02iKmmrCQBdRAhmP8Z6nP8ASp9D04wwRatID5kqnanaOM9D9T39jSWIfW/F02nTanPaxsspi8tN5ZlQsF9hweT6e9J2toNN9TofhOGb+2oi2xh5Q2kdPvV6Y4DAiRcAjBIry34SzS3S6xIx8xmEGcn/AHq9PJBBRXKkgja1NbA9yC10+3s5ZXhQuZ8FyzZOBxipHgUsqxHaTnKnpUm4BzlSpHVhTixYEYDgDORTFYzGtvKZ2lUqxckSKeMdufw70bjGPmXzFbuBz+XetLJCjDBiByGqoIEKqBmKUDkHoT/L8qakS432K+9Su6NgQDjH+elNJBbnKmm3IETEyqVKDcZE6Ae/p+NJltgzhuO1WnfYhq24khP8QyKgYkDI5HuaeTx1z7Vh+KLua00Z5raVopfMUZU84Jp+YI0JMNnBwe9Sx6aIoVWaNkfHJz/IjtXH6vO0GiQ6jZa3qMym5+z5uI1RZyF3M8WOdqn5Tu9R7gemxl2iViFbKg+nas5NMtIxYbSSzeSaJ1eNvmZXGPyIq3vUgGWJoz6kZ/UVbeCFxIsiFN5xkccfUUjwvGhZXDqBn5uD+Yoi0tAkm9SFQzR5DZBOef8AGhiv8Yx702SLZIWdHiP94dD+I4/OmM0igNuWRBk56H/CrRA/nJwcj3qNiC3OVNBYD1WkyeN2DTEMYkcYyKgYDHyn8KmYjnB/CoJCDnIwfWmMhdtpyTg+uamtpCxYHkjuK5W0uTe+MpdLvdUura2kl2RyRyxosfcli4xjGeByTgVd8NSXS6trFpcyXDfZpfLVLjAdMFuoHGeB04qLq5T2OoDeob8qXK46c/SmBj/d/Wn5Yfw/rVEDg2OjEfjTvOYdH/Pmmbjn7p/OkJwPu1NkO7HmeQjqDz6Ux7o4G5MjPY9arTOiMN0RLMcKAP8AOKjVQAeGGTnqealpFJsmVoSfMZCjknp2/KkeVccS8+hqBjgfxVVlc+v6UcqHzMlmfvtB9wazrh8g88e9ZXiK6mtdNaWCRo3DqNy9cVQ1/T9e0HQ9Lvru9ulmvTJ5kJTAgwFKBjj7xDZx2+oNJ6FJ3PUpp3iYBQOfWqpZ5N4aRsAlgAccjHp9aKKEDJhwv4UzcWHNFFasyIH61VlJooqRoydSuJLXTbq4jI8yNMqTzg5A/rXDwWcepX89tcs7RpA03Dcs2RyfXrRRUvYpbnV8G3YYGAuAPSvP7jUZ9E8UzXtps86GRtm8bh8yFTx9GNFFYo1Z2nwhUKurAEjBt1yDzjLV6a7szGJvmXK9evUUUVqtiHuSMTEpdOM9RUhHAYcEkZIoooAbuMiZOM5xmowSZmQ8jGeaKKAIZwIiAoyJSFYHniqtwix2fnoNrjGcdD9RRRSW43sVQfMQOeCR2rnfFjFtAkJ5xMg/WiitnsYo5XWfEb61HbwyaZp9uYFWON7dHUqg6IAWIA5zwOTzXssajAxxwOnFFFZI0BXYyIpORnP86kaNXBByM91ODRRQMiWR1mMZbcM4yetVbmCNxcsAUZSuChx2B/rRRUvYa3K4dvPkiPIXuetNYYDEHGM0UVutjF7kQO9ASOTULkjjP50UUwOB1HWDpWualGbCwvIpZgxju4d4DKOCCCCOpyM4PcGtjwdf3GoX2rXt0/mXFw6SSORjJO706UUVmviLex16OST7VJvbGaKKsgUMfWm5JxzRRUjSIIZHe0Z2OWkcqT6KD0Ht6/SgjPc0UUkOW5C4x3NUpiR3oopiOa8Tk/2O3P8Ay0T+dcvfeINU1DTYNNu7yaa3t5HlTzJGYlmxnJJ5xt49Mn1ooqJblRP/2Q==", 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", 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", "info": {"video_id": "21787", "label": "turning the camera right while filming a railing", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "21787", "label": "turning the camera right while filming a railing", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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o6Pw/LPGGa7hdD3VDz+FRt4ddZwv2hzFjrs6fTnpUUninUD/qrONB7nNZ0uu6vPKzrcLGWULtC8LjPOPX3p2A1H8NJHMCLlzEQcrgDn2Pao4LSPTnP2YmQSnDKZAdpX0xXJXsc2rEHUJpJthyiyHIB74HStrwdpKGW6WAJGVC5GPXP+FDasCubn2pRKDJmPAwN4xz9elPYI53Dgn+JD1/xrVtdHgnjLC7Ei5wdmMZ9KuwaDp8TbhCWYe5x+Q4pbgc4s0oznDjOARwfyoRJZw0kcUuRnJCEEV0psbXf1iUREgqgHB6gkeoqnqXiWzs7Z1hb7VcAYWNDwTjjLdh70lcDLhsLu8iRikYjcZRmbbu9OOoNNk0G6dlRpg0W4btn3h+J/wqifE2v3ciFYbG1A+YqqmVj9WbH6Cs7U2nvGhlvZ3kkQhUG4qOuc4HBOCefai3cEzeks9GtVEk96r44/1gP6LWJc6lYIsgs9LOQBskmwAc9eOSKz47KWC8aB0CdFRQoAIPpUl9KBcuV+6p2jHoOKb0uC1Kmoaxe3IVVYQqpyBGMcj3rmLq7tZZM30k5eM7tx+YP/s47fWtufBbcOn8q4zW7nzVmkTGE7+vOKhstdj2RSQ2FORjPNZutRCOXSrjuborz2yp/wAK2ykbMcja3qOKw/EjPDZr825Ypo5MYx3roUrnO42MnU728udbYqx8mJRH7Z6n+dN0BHMczLKSRM42HopzVqxs5JbFZflJkJdkYdMn1qTTLRLZ545N8czyFhnjIPoehqJSu0XFWTNCMh1BdCp7Z/oafh8NjkdB604AoNrjKgdQP6UAAECM8dcdqsgYUVuVO1h6f1FR7SvDd+cipX5IyMH1prAgknmmAnnFeG+YfrUUgjm+7gAdSB/OlYDaSuKrMxVsglW9aTXYpS7hJ5VraT3EzrGkQH/AsnHFYd/dQpe2FxuzGr4OBnr/APrqbWVlv/Is+isTI7L6L0/U1n3ls1pBA4UnZMmM9DyOKUvgdwSvI6eAJMpeNipOeV449xVwFwPmAb3H+FVolR1j3KVJ7ng9PWrhRghCnPH8X+NEVoSxuEbG3qT2pGVkBwM57r/hUhKnhlwR6/40nzKQAdwx3qgIxycjntzzUwlRmBYlSOB83FRHBJzwTTWyB6ikCYNAN29eecgHmqs9vHM5LLtY+wBPvU3mMv3Dx6HpSNMknDjHselS+ZFqzMuexVDu5KjoV6g/59KpP4enuAFvdS1C4IOSHnYgjrjHPFbjqV5zuA7HrWis8bSAliMLgZUii/cbXY52LwzZytue3WV2O4vI24sffPWt4RXkkYD3UpXHALnAH0FWw0LjBaNj7kUCNcgLleP4TUuTCxQ/s7yxkEMOpA4OakFrGn30YfXp+lXTG398ke4pu5wM7QR7Gp5mOyK3kR9Ux+HNDDAGVBHt/hUhMZHzghu5I/rUeR1Vxj0JzSGQMFydj7fUH/CqkhE/UEKOCy9/YGppR9qI3x5QZBwaa2EXajYxwA1NICrLnbzhl9R1ra8DXttHPqrXDhVQxhSTjON2f51gzcEkjafUU/RYo5Zrguw7cgcnrTsuoHfP4n061Ux2kIcElj5a4BJ6ntVKXxNqN1lYIljXtnk/0FZ8cMKJ8q5PYkE1MGgxhtpx6ii6WwrPqVzbTOZpJJTumfzJMH77YAyfwAFBhFsFJjU8/wAPU/h9aleS2QElgo7AHFRwMJR5rTHbj5BnP40nJsLCJGiZJjKO3LYH+FUdSc4jiXa5bcRk4xx/9etFnweJRn3AqjdgSAbvKb61L8ikVrK+ENnCt2jiaJcIx6Z7DPpVK4fCsc5HrnNFyvlDK/KuOiSd/oaryvuhJJ6/T+lCbasx2V7ox766Me7DYyMGuJ1ORzK0SDdjkqOu49BW/r14tqMDBkcfID29zXNRXUlvPDJHzIjB8sN2W60WC59FqDksCHVgBVW80611BQkwcYwduSM4OelTAbXdnBXOMMv0pScAuSJFxjj/AD71qQBSORVLx7eBhl7fjVSa0eSJCAsib8le5AP5HtV0PtBwSMD7rUHh+cpx+BNILXMzywCVRiAOqN/9fkUvmox+ceW5OMk8H6HvVyZQzqZU3IoPzL1B/n61XlhKRsyMskYGSD1x/WqUl1IcX0IWYjIIzjv/APWpp4HynI9DUakCUxoSpA3FH6jPtQ55GflPr61aZNhjEZ9G71BI3BDAfWpXOAc8+9clBNc6j4wutMbV7i1i/eeUI1DZZULBfYcHk/1obsCVzo4rNrmfdsLogO7HUZ6fUVLJpkcq7Udo2BBHfBHsaxPh3qN5fvf+fcNLhY2G/nGc13Eib1w8YIyORzWUrPc0V1sZsbzIfKliVyFyTH6dOhqRShYLGSp7jGP0NWjbRs7PE5RyMEHkfkfrUUsUh3I0QkAGfl5/Q/Sqi0S0xPmBO4A5PamHbj5Dg+n/ANamgFSFjlII/gfn+fNNDE/K6fMOSRzVkD2JCnIz9KjPT5Tn2NG4k/Kcj0NNYjHzcH1oAjchuowagfI9xUztx6isDxNdTWejvLaytFIJFGVPrQNGn5pX7rZA7GtFW44Brg9WlMGiQ6jY63qEoNz9m3XEaos5C7meLHO1ThTu9R7gd0hIVeM8DvSTT2HLzJdwzyD+IpQV7cU1WJ/h/Wl3HH3Tx70CHiQgf6w/nS/aJOm4H6io8n+7TH+YEbM0rId2S+e69lOT9KgedZW2vGcbskj2qsWSblIiFDfTJH9P505sDn58/Wp5UyuZomDxIoVGZVHGPSoJZAQcMrD3qGRsdzVKd+DRyhzEkz8HAI+hq/4ddRJdE8nC9B9a4nTp1vvGD6Xfand2lvJJsSSKaONY+5LF+MYzwOScCt/wRLdRavr1ndNdObaZY1ScLvXBcfNjjPAzjipKTO3WTnAVuR6U8SeXGWZWAHJ6VDvcNuCDnAAJpkgmmlMayhE28kL0Pr/n60hjhm4m3mPCqMYLd/T/AB9+O1TEtjoo/Go1KRxqplOAOgOP5VC88YGApJ9TQosTaHSOR1ZapynOcH9KSS5JztVRVKadm6safKxcyI7llA+Yj8cVgalqUNhbM0h3Ek7EHVvb/wCvV2/uEgheaVtqKOT/ACA9STXByGbXdbS1ZigKkyFP+WUY7D3P8zRy21Y1K4tjaT6ncHVrpVe2LMgXHU9M/wC71A+lZ+r2X2CcNHkwt0bPI9jW9q00mlaGLe3LRGMqg291/wDr1T8SaDq2i+HtKvNRmuPNvvM82BoyBAAEKKxx94q2cdvqDUspM9tLNGJGVj8rYC9ugoRRIXZhySOn0FFFaEoejl2ZGwwHqKdvZWxnILYwfoKKKQEcvyq5HGD07Ujos0fzDlhziiikMqDFxIfNRWIyucen/wCs1SlYpdvBnKDpnrRRThuTPYilO0gDoTjFed6lqE+k+LLq+ttnnRStt3jI5XaePoxooq5kRN/4ZAY1IYzgRAZ/4FXoTEoAQT34PNFFSWh0Z3x5YA5YmmSKYlMiMwJIBXOQaKKQ+oycia0JdVOSB09SBVG6T7M8zxs2BtIUnIHH50UUuqC2g1vmVSepxULEiQJnIIzzRRW7MUMcYyRx9K53xac6C5IziVP50UUmUjltZ8RvrUVvFLpmn25gVY43t0dSqDOEALkAc54HJ5r01ZDtHTtRRUQ2HImVyMD1pdxJxmiiqJAseOahkZjNbxbyFkfDY64ooqWy0kEjGSRmPHYAcAAcAD2qNhx1NFFMkrS9OprOmJz17UUUAcTd602latfxmwsL2KWUOY7yHeAyjggggjqcjOD3BrrPhzf3Oo3uu393J5lzO8csjEYyx3dh0+lFFZ9S0do9xJIFG7bhwPl+tNjB3bizEsNxyc8miirjuKWw92IIAqKTpnrRRVMgruTtqjOTRRUlI47xTdSi8eIN8luiui/7TDkn39Kdo1jDZxJPEGMlzbxvIzHPODwPaiioqbFw3K3i9R/ZjN0KumD+NcrfeIdU1LS7fTLy8mnt7aR5UEkrMSz4zkk8428emT60UVBTP//Z", "info": {"video_id": "21787", "label": "turning the camera right while filming a railing", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "21787", "label": "turning the camera right while filming a railing", "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": "2ad80171ca1bfaa51caec6f620c2dfad3177cb9b7b44dab7a969ebe490822b2c"} +{"episode": 66009, "episode_seed": 830598431, "split": "train", "timestamp": "2025-10-13T03:31:46.625230", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 830598431, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding tumbler behind mug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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sqkZ9PQ1yBNvBqDratmBvmQentXTaZc+YojY8gcVumQecZe0upLabh42KmtWzu9jAE8Vp+N9HiWFNVhXbJkLLjuOxrkYrvpWM4djelPozuIpEmjwK9RTnH0rxfTLwFlXPWvZ06L9KKPUWI6FhVz0qDUHa3065mXqkTMPqAauQJuNPv7UNYTK4+UoQ30xzXTY5j5+eXHJPNPsZ2GoWzKfmEq4/Om6naS2N9NbP96NtoPYjsR7EYNP0S3dtQFzJ/qbbDsx6Fv4V+pOPwBrkSuzZs9rU5QH1Gah71zdrqeqabY2EWp2mEdli81XDck8ZA6Vvu+xCx7V0GRKh6e5qX0+tYR1F1k2gZFT22pFSok5X17igDZAyRVvR7fydQvJcf6xY/wBN3+NVbcrIFKtkGtezXaSfWmDNNRkCnCMmiIZxV+GAkdKok5LxPIUgij6DDOfr0ri2nAOM123jWBktllUdPkPtnkfyNecyFwcgDA9e9cde/MdNL4Sr4yhjn8JRSPyYb7C/8DjOf/QRXH+H9Cn1O6lWM7FCHDnpu7V6rDc2WnaZaf2nAkkExe4kEibgi7dqEjtnk/jXEa3qh0bUSuiSIthcqXVNudh7gH09q2gvdVzOW+hkLczWUj21wCJYmwwPaui0fU1fcMj7tc1qySSWdjfNy8iFXb1IOf5VHp07LIMHAIrGpCzOunUurM9Hhu5LeeO6gbEqNkH+n0r0bSr+LVLJLiLjPDL3Vu4ryCyuyyBSea3dC1xtF1DzGJNtJhZlHp/eHuKKVTldmFalzq63OlVvmrc0iET3CIe9c+jc1uaTMY543B6HNdhwnSXmlK8DKAGUjBHtXz3rDWa3skGpWUklxbsYvOhk2MwU4AYEEHHr1r6Tju4pI9xYD1zXzf8AEJktvF2oxjguwlQeqsM5/PP5VErtahE5++1UGNIrWBLW1jcOI1OSzD+Jm7n+VdJY6rd6/eadFdiKCC2fzSc8ysOgrz67nDDyl5J61c026kt8x5bHXB7GpGel6jF5VwxHR+lMiPWori5eTTYJH++VBOfpSWkokjyD9atAaMf3qh8QWQ1Hw3dQYy6rvT6ipYjzmsazmutR8WXOlvq1xaRESCIRoGyQhYL7Dg8n+tDEVPhONj6uO/7r/wBmr1S3GTXlfwuWRLzWvMJOfJYZ999epQPggetNbCe512nWCyWgfI5rifiNbfYYbeaa3E9tIWimjJxuHVSD2IOSDXb6NdqLZY3PfisD4peW/g6WTIJhkWQkdlzgn9aHe1gW54rJPoViDJBaXVzN/Al0VEan328t+lYlt4hms9Ye7nk83zCWljY4EmajvbhdxIYYHesGR/NlZ+x6VmkW2arXrTX7TNtyxz8vTk54rqLB2MilevFcVaQyTFjGCfLG449K7HSLhYmRnXI71Qje8QWLXehXMIGWaLcnuRzXjxyj46V7oL2O6jATqvT6V5X430VtLvTcwqRbTnchHRW7rQ0Vcz7G6Mcqc9xX0HG2QPpXher6Npdn4etdW0vUr2YNdfZc3MAjW4ITc7xDOdqnCnd/eHuB7bG+Qv0FKMbNilK6R0ekxCa4RO5OK6G70n9yduCO4rltJmKXEb5xg5rt4L6KWLczAetXqQfNmuSiz1CaxvLOC7W2kaONpMqyKCeAwOSPY1z17qkk6BQkcEERykUS4Ue/ufc103xNdLbxleKBtE4E0foQRg/kQa8/ubgMPKU5J64rO1mVc7vTNSu9ZksIr+5iWyt3EihOS7DoCewrt7gk2z454ryTQmlguViZGAbsRXqtplrGIPnJUZzTQjHVsufWrCfeqCaMw3Ei9ieKmjOTTA19PnaGQFTkHqK6y0kWRAy968p0y6N34xk0271S7tLd5NkbxSxosfcli4xjGeByTgV1ngu6vm1HWbO9muX+yyiNEucb05Yc44zwM44qluJnoEHat61A8hSO9c3E+MD1re0+UGAKTznimxIwPGv+i20F0YRNCSYpo2OAynkc9iCMg155Pf6DZKZUtLu5lI+SGcqEB9yOSPyr0zxwF/4RS7kbpFiQ+wB5P5E14VqFyhbIYFQOuaxku5pF6EV74hZdejvbyZSc5kibhJFPBXHTGOPaqHiCJr6xj1dBD5MjttWHpGOy47cYrDv3F1ctJ1A4FdP4fiiv9Ok08n/XRNlfRh0NOINkumWMWo6ClrLwGQbWx91uxrlZbWfS7029xGUZeRnoR6j1FdvpMTW1ukTDDIApH0pvjay+0+H4b1Bl7OTDf7jcfzxTnG6LhOzMOyuQAOeK1hJvUc9q4mW6kjtC0blGBHIroNZ0fWvD2h6Tf3dzcpPe+Z5kJTAgACFAxx94hs47dOoNcvI2dTqKOh6onWtC1dlYYNFFdyOA2EuJPIPPUV4r8VIlfULGc58woyEg9geP50UU5bEnn0KASp16iuz0GGOW/mMiKxCjGRmiisijodS4sxis/TXYSYzwTRRVDOgh+7XHXWoT6X4quL232+bFI23eMjldp4+hNFFAje8AIFe/x1xGPy3V3kZIIoopoDZspXG3mqfiYm50u4hl5SSF1YeoINFFWSfMUqY+Xc20ds06NRkD3oorEo9I06xtYbdPLgRd6Ddgdaz5oUgvXjjGFB4FFFMZraYx80DPBFN8XRJN4bkSRQy+YnX6miimM8513xZJ4gitoJtI0y1NuqRxSWqSKUjXOEALlQOcnA5PNe5RkhV+lFFJEmnauVIwa2ormTyPvUUVpElnj3xUhSV7GdxmTLJn2615zBGoYDFFFZz3BHoPh6NTc7iMkYxXar0FFFIoo6ko2o2Oc1Vi+9RRTEcvcaw2ma1qEZsbG8ilmDFLuHeAyjggggjqcjOD3BrtPh5eT6he6zeXUhknneOSRsYyTu/KiiqjuJnoSE5FadpIwxzRRViG6wftFhLFJyjxsrD1BBFfMUsWC0e+TYCQF3cdaKKzqdCoERUDjFem6Lp9pb2UE0UCJK8Y3MByaKKmJTGapEkWofIMb1BP1p13GtxoOpRSDKNbtkfQZ/pRRViPHpmP2MnPO4VbufEWq6jpdvpt3ezTW9vI0qeZIzEs+M5JPONvHpk+tFFcy6nTLof/2Q==", 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rVs7vYwBPFafjfR4lhTVYV2yZCy47jsa5GK76VjOHY3pT6M7iKRJowBXrCHIH0rxDTLwFlXPWvbFbgU6HUVd7FgDNV9Qla10+5uF6xxMw+oBq3Ahal1GzEunTxvwrxlST2BFdFjmPBfNIBLHJPJPqas6TcmPWLKRCQwmXGPrVK8hltbmS3lQiWNijA9iOKsaFE7akJ2X93ajzWPYkfdH1LYFciTbNmezh9qn2rFn1SRZmCYK1m2ut3cUdhBfW08LzKI90i4DN7e9Rs2JGz6mukysalpqrq4Eg3IT+IrUuIodSsJIeHSRSK5pOCKv207wOrIe3I9aAPG9UtJNK1ae0cEbGOPp2r1D4NPuGsc/88f8A2esD4n6YGNtqsIxv+ST61r/BJi39sg9vJ/8AZ6lLUpvQ9jUZApwjJoiGcVfhgJHStDM5LxPIUgij6DDOfr0ri2nAOM123jWBktllUdPkPtnkfyNecyFwcgDA9e9cde/MdNL4Sr4yhjn8JRSPyYb7C/8AA4zn/wBBFcf4f0KfU7qVYzsUIcOem7tXqsNzZadplp/acCSQTF7iQSJuCLt2oSO2eT+NcRreqHRtRK6JIi2FypdU252HuAfT2raC91XM5b6GQtzNZSPbXAIlibDA9q6LR9TV9wyPu1zWrJJJZ2N83LyIVdvUg5/lUenTssgwcAisakLM66dS6sz0eG7kt547qBsSo2Qf6fSvRtKv4tUskuIuM8MvdW7ivILK7LIFJ5rd0LXG0XUPMYk20mFmUen94e4opVOV2YVqXOrrc6JW5rb0mITXCJ3JxXOq+TW1pMxS4jfOMHNdZwHU3ek/uTtwR3FfPWuSiz1CaxvLOC7W2kaONpMqyKCeAwOSPY19JwX0UsW5mA9a+cfia6W3jK8UDaJwJo/QgjB/Ig1MrtDRzN7qkk6BQkcEERykUS4Ue/ufc10Omald6zJYRX9zEtlbuJFCcl2HQE9hXCXNwGHlKck9cVr6E0sFysTIwDdiKkdz1u4JNs+OeKwVbLn1rYtMtYxB85KjOayJozDcSL2J4qhE6ferW0+doZAVOQeorIjOTWVp8t1qHi6fTW1a4tI/3hiEaBssqFgvsODyfT3piPSp5FeKJl75p9uMmuI8Fape6lHc/bLmSYIEKBz93Oc12sD4IHrVAddp1gsloHyOa4n4jW32GG3mmtxPbSFopoycbh1Ug9iDkg12+jXai2WNz34rA+KXlv4OlkyCYZFkJHZc4J/Wk72sC3PFZJ9CsQZILS6uZv4EuiojU++3lv0rEtvEM1nrD3c8nm+YS0sbHAkzUd7cLuJDDA71gyP5srP2PSs0i2zVa9aa/aZtuWOfl6cnPFdRYOxkUr14rirSGSYsYwT5Y3HHpXY6RcLEyM65HeqEb3iCxa70K5hAyzRbk9yOa8eOUfHSvdBex3UYCdV6fSvK/G+itpd6bmFSLac7kI6K3daGirmfY3RjlTnuK+h0bp9K8H1fRtLs/D1rq2l6lezBrr7Lm5gEa3BCbneIZztU4U7v7w9wPc4m4X6ClBWbFKV0jodIhE9wiHvXQXmlK8DKAGUjBHtXN6TMY543B6HNdnHdxSR7iwHrmtNSGfNmsNZreyQalZSSXFuxi86GTYzBTgBgQQcevWsK+1UGNIrWBLW1jcOI1OSzD+Jm7n+VdB8QmS28XajGOC7CVB6qwzn88/lXBXc4YeUvJPWsrWZVz0Gx1W71+806K7EUEFs/mk55lYdBWtqMXlXDEdH6V5ppt1Jb5jy2OuD2Neh3Fy8mmwSP98qCc/SqQEsR61bj+9WdaSiSPIP1rQiPOaoCLxBZDUfDd1BjLqu9PqKzvgqNsmtj/rj/AOz0lhdm88XzaXeapd2ttJJ5aPFLGix+pYuMYxnjqTgVc+F1nJpniHxXZyLMvkzxqFnADgZk+9jjPrjiklqJ7HrkHat61A8hSO9c3E+MD1re0+UGAKTzniqZKMDxr/ottBdGETQkmKaNjgMp5HPYgjINeeT3+g2SmVLS7uZSPkhnKhAfcjkj8q9M8cBf+EUu5G6RYkPsAeT+RNeFahcoWyGBUDrmsZLuaRehFe+IWXXo728mUnOZIm4SRTwVx0xjj2qh4gia+sY9XQQ+TI7bVh6RjsuO3GKw79xdXLSdQOBXT+H4or/TpNPJ/wBdE2V9GHQ04g2S6ZYxajoKWsvAZBtbH3W7GuVltZ9LvTb3EZRl5GehHqPUV2+kxNbW6RMMMgCkfSm+NrL7T4fhvUGXs5MN/uNx/PFOcbouE7Mw7K5AA54rWEm9Rz2riZbqSO0LRuUYEciug1nR9a8PaHpN/d3Nyk975nmQlMCAAIUDHH3iGzjt06g1y8jZ1Ooo6HpKkitK1cqRg0UV2o882ormTyPvV498VIUlexncZkyyZ9utFFVLYR5zBGoYDFeg+Ho1NzuIyRjFFFZDO1XoKo6ko2o2Oc0UUxlWL71cncahPpfim4vbfb50Ujbd4yOV2nj6E0UUCOj8ADaL5R0AjH867uMkEUUVSA2bKVxt5qn4mJudLuIZeUkhdWHqCDRRViPmKVMfLubaO2adGoyB70UViUekadY2sNunlwIu9BuwOtZ80KQXrxxjCg8CiimM1tMY+aBngim+Lokm8NyJIoZfMTr9TRRTGec674sk8QR20E2kaZam3VI4pLVJFKRrnCAFyoHOTgcnmvfYug+lFFEdyTRtXZWGDWwlxJ5B56iiitEJnivxUiV9QsZznzCjISD2B4/nXn0KASp16iiispbgjs9Bhjlv5jIisQoxkZrodS4sxiiihFIz9NdhJjPBNdBD92iimByV3q7aZreoRmxsbyKWYMUu4d4DKOCCCCOpyM4PcGuv+Hl1Nf6jrV9cvvuLho3kfGMk7qKKcdyWehoTkVp2kjDHNFFWSN1g/aLCWKTlHjZWHqCCK+YpYsFo98mwEgLu460UVnU6FQIioHGK9N0XT7S3soJooESV4xuYDk0UVMSmM1SJItQ+QY3qCfrTruNbjQdSikGUa3bI+gz/AEooqxHj0zH7GTnncKt3PiLVdR0u3027vZpre3kaVPMkZiWfGcknnG3j0yfWiiuZdTpl0P/Z", "info": {"video_id": "115376", "label": "holding tumbler behind mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "115376", "label": "holding tumbler behind mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "115376", "label": "holding tumbler behind mug", "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": "1844949dfd6ff9386bdbdd37703a83646b2791c7994875479ca51c51d96786cd"} +{"episode": 66010, "episode_seed": 3912480587, "split": "train", "timestamp": "2025-10-13T03:31:49.042095", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3912480587, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting hammer next to drinking bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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PLG5dw+Y4AIPbmvSL3wzCbWztY/KtEuJZS8hywATaM46k+g961TvFnPU0skcVrsv2nUUmvZ1IgyEUHCrnk4H1rOm1Ca1uXubOYxzLAdrj3/8A1V6P8QNG0HQtI8yGxi+1lUBuG5bJOBkdM4ya8pmminl3O4I+b5QwzgdB/OouaKK0JNT8b6/eMFe92cZzGgUnI55rS8GePNT8K2d3HbQW04uZRIzTli2QMdj/AJxXJT2cwjjmLKUclR8wyMeo696n+0wDT4YI4QJoy7SS7s78kYGO2AD+dQpO92W4Rtax1cnj7WJdRnvpTG8kzqzhySFxwAo7AdMVFc+LdQuLeSGYnay4CpI6gAk9ADjrXJ7ww9M5FSgl5MliRg4wM45z/jRvuPZaHb6HrEDPiUMjArhc7t0o6cehGfzqfxXLLdTw3+m7biBYcOiN8w5zyOua4uG5e3YGOV0fjG0bTn1z+FTwanPJP5Ms8zndlP3nKk+g780pJ8/Mhxso8rK+s3Fpf3cLWkJhO1VfPc++a6LSI447+a0trmIRW8bSs2PlfaM8D36VzmoefDIu+TOfmVsAH8abYxtc36SPLgnJLOeAcVpF23IautDb3TQybWtHgU5OZRs/SsG9kLLGzZ4BUn3NdL4zvrmXxBcCcO3yoA7Y+cdc9PX+Vc3NNvKeYp2bmO3PHPPas73RSVmZSgs4UAkk4AHet6ea+sHewluLhWh/dsnnHAx2xnFZVxJCJ3MERRCxKgnOBn1NBkdxlnYsckkn1pLQbVzQjupVJHnS8g5y5qUX0/mDZPJ8rHaQx65OD+oqnb29zO3yQyP9FNbUXh29aIFEySd2zyWJB+pGO1HNFbsdmbOkeKntYhJNJCSuXKsTlyT8wyBgcbT+FZt/NFDcyXmmXbQmUtuRzlG3dSrYHr3FY95bXFjcNb3MfluFDbcAcH6VNoccmoCeHBYRoG2luD+fTikoJy5k9xuWlmita3EdpHeM4jeeQrtcE8DJzgd88V0Gn668DWkun3Etg0dv8zL83mOucZHcE461y88TRXLpwQrY47iux8K6INUjRHg3IpVeAQfmb1zyMA1rDexnK1rnuF3ew2RtLm5CrKYT8qpy5wCRn614/wDEGS+u7+K4WNmjcOTjnBJ/wrvtTvTc2VlFLG0c1tuhfcfvYC8j2NZ00McyDfg4rkxGIlCq49EXQpKUEzxmVpFil3xlAVCkn04FUrlLVDGYy2SmXB9cnp+lemeL7KFfDl26Iu5dpyPqK4S2gjm8Pao5VDJFsYHbzjcB1/Gqp1faK5VSHIUJLyWeGFHb5YV8uMei5J/madGjuQQMj2rovCVlBdWE7TQo+JAAWHtXX2el2mc/Z4vyqJ4lRdmjWFByV7nnn9lXaQea0D+W4BDbh6fWo/NeJyql1JyeteuR6Za4/wBQmPpXIePrCO2FhcRRhAd8ZwMeh/xop4uNSSjYU8O4LmuctZ3jzMYC7F+QDu5A61VuWmguSDJ8wHBHcGrfhiBLjxVZwucLJJjJ+lbPj7RDoniAW2BtaISAccZ5xx/nmutLS5zuXvWMDTYJJJHxLwBkKzcE/wCOP519G6jD/bVlNDe/vVlj2FcYGO2AOleHeENJ/tC4jYozRiXMuFyBGMZz6V7ZHedSE61y4mTVjSmk2zi7n4eWcdvNJHJNvCMVBYEZwa8507TF1a3vI5JJt9vavNGqMAMgE856jjtzXvMlyzceWMfSvHfD0RtvGc1oVYqfPhZVzyMEdB9amhUlJ2bHVjaN0UPBOl2erXVzDdw+YqRB15IwcgV6BZeF9JgcbLCHPqVz/OvP/A00kGuSRqQuYWDA98dq9LguX3DdKozwBgc1lXlJSsmdFBJxuasNnbxABIY1HsBWb41tlm8IXhAGYtkg59GH+NW1lmP8bYpt5ZnUdPuLN5HAmjKE5zjPeueErSTNZxumjxiSG4sruzupreRULLIu5SBIoPUetdx8Q9Z0TVbDRjpl1HcXARmmCZzGCeFbIGD7c96t3fgzWtUsrO0u9TtjFaAiL922QDgcnv0FInwuUR7pNV/75i4H616v1mmtOY832M202ip4Es1trRdVniaZHuHjjRHwwKKrb8f3QSPyrZ0mK7XxDc34vJwMebCvmcLuJBI7D7tbWg6faaH4Sm069gFwT5yxyshAYuQCOOnSkuTbQFGsoo1jMYTavJBWpr1P3TsEIfvNSPU7FNYspYrr96ZDuJY859a4+98D20NtNLE7hljZgCc8gV2Ed44TGwflUVxcO8bIU4YEdPWvPjVmtmdns0+h41Y2P9owXQaSbNvbtKipggkDPOT047VJ4c0iHV3njkkdDGoYbfrirPh7Eer3MTkhTBNGw/4CR/WneC53ivLhVXKtGC358f1rvqN8l0c9NXqWZuW/g2xDfM8zfVq2LXwzY22fKMqbuoEhGanhuXIJ2jH1qwt1Jn7o/OvPdWp3O/2UOxzfi7Q7Sy0mO6towHWYBm6nBBFcRaqH1i1BOA0qjP416b4j8++8O3cKRbnADgLyeDmuF1iPTWSyfTIriOTy/wB+rgnDjoQfzruwsnKGr2OKvHllZG/480P+y1sZ1UeXchmHAHIOCeCeD/TtWL4b02XUL4pAjtIMBQi5OeT/ACFM1bXNb12G0i1KV5ks4/LiHkhcD1JA5Pua7PwNo91ceF5Lu0jAlF3JK8ytiRUjjHyrnjkls11tpyucyTjHU6C706C5k3yIGOO4zXBeO7CG0+wvDGEDF1OBjPSu5aSUj7/61x/jlWbTreRjnZN/Mf8A1q8ilL30d817rOa1cCTw5pEwYthpEOcYH3TxxXTeH4In0S1ZlRmKkk49zXNXqt/whtgS6EC5f5Q2WHGOnb7tbfhwk6NCFds5bOPXNdOJvyoyw3xM62yiRSMAD8K2IUUY6VzSMIgpYt+dQ2eoS3Op+Wzn5XKCNT29TXCqUppvodkqkYuxS8d6bNc69YraRGWa4h2KqDklSf6GqHgG/s9A8WtHrbm0t3/dyyMGBiIOedvI9K7DUtEbUmtZoLlra5tmLJIvPWsqbwBLf3kt1darullbc7CIAk/nXZh8TTjTSk9UclajJydloziddmtrnXb+Ww+a3kmYxEDGQTxgV6BcRvpOjy6dZSyx6hFOAbiJgyll5G33GTmqFx8P0s2jljvmd0dWCtGPm5HvXX6lNpF3dWoaxEU8YlaTkqQ7kDnsfrXTCvCd3FmE6clZM5Dw5cXt004vLuS4chZS0jbmyxYck+yiujCnb1NYtjFNa6xqDOqbCkMcYU9Aikf41q/aDj7v6152Id6jZ10laCM/X4Wk0O9XJP7pj+XNcHpKM+ha2V248lMgnnrn/wBlr0K/m82xnjKD5omHB9q4Tw6A2keIFZ9v+iAgY+8ea6MI90zPE9CbwjIy21yA5Hzjj8K7CzuG3bfNyw6j0rhfC8yxRXRbPGCcemDXRaTcs155qt5gkBlZVHKA4C59sVnWpuTkzalO0Yo66KaX+9+lZfiqzudQ0qExxCdoJ1k8v+8O4q7BeRHhtwb0NaCTxFR1z9K44ycJKSOicVKLR5lrlvJJrMd7pelXNiAqttVCNsg6kY/Cquu3uua3fvqGsfaJrgqFLvFtAA9gMV7DHJGT1ouQrwkDaeOhHWuz6+39k4/qqXU5fw/pd9F4Gtb6zi2pHBPPO0Z+eXdIFCkHsML+dd4hUYye3rXGw3ymxWytZ5IpHkWOS2kUgsd3G09MZxXVrbsOoAI/GtMS21FmVFJOROzxAHLCvMghtvi7EsJAE9xwckDDofQg969IMXHRj7CvNPGm/TfFlhqflsqLsbI77G5H1xWeHdpmlVXgYOngWHj+4hJ4S4mT5fqcV17XbXGoxx28gMiP5IhP3m5Bcj0wMfhXM2VuNc8bT6jZRSrZiYyZcYIyOnBPP410JhePVrSTTspdwCRp5DH1LHhfcYxzW83FTb7ImmpOCXdnXiRo1BaFlHvUkd2p+6qk/nWbHr13GoS6sDI2eWTjI+lWE1nS5j+/he3OccoR+tcPKnszrvLqjWiuGOPlH6VZ85mQjC4PH3hUNrotjqMQktrhiPVXzT38J3CnMNxlf9sZqvYy3Rm5xM9NMaOVmTULtI2mEzQbg8eQc/dNVruaRpMXFrbQNuZt8Awr5Pp2x6VuW2kX1s4MsCyJ0yh5/Ks3XbUqYMR+WTuzvGD2rSdSpycktjOMIc/MtzOV4/7w/Oh3i7sKjWAD+IfgKSSIBTwx/GsDdHAaFHJF8Q57eEMS7TqArFcgjPUA+lZHhv8Aca3PGTgBWXnuQa0rydNK8erdXG6KAyBmOCcKy4J96ztFh8/X7ieEkwKXIfHUE8V6Ld6WpxxTVY6lLom/QgZgLCIMDxu5JyPwxW4jxH+IVzFpt0zVoXCfaU8gtIofIRnOTj+tdMl3pt4q7ZkjkPG1uCK5asFdJHTTm7XZZjeLH3h+VXI1hbB+U/hVAWDnBgmEopxS8t+Wsi49VOaw5JdDVyi9zWZU8ogBc49OtYq6lBZWt7bxTSWsxYo0bxnZICR0YcA09dSVTtktyp9GJFWoZhOQEXjr6itaM/ZyvJGFWHOrIhNwo7E/hXN+MnWbQZMKcrIrcj3/APr10TRKO2fxrD8RwST6NdRxxrnbkY6nBzUQspJlS+FnKS7X+HsRMrFkvT8nOAPXpjv61oeFZP8AiWqu0Ha5yc1ziX//ABJJNLEDPI8wkVwRxwOMYz29a67w5p0lnp6iVCXY7j7ZrsxLXIrmGHT5hNenmhtra6hnVXMhQIhDfKeOR+FbWk2KWCtcL88k4DPIe/8AhUP2G3WeSYRESP8AebFX7FthMBJ29Vz/ACrmlUUoqEdEdCpuLc3uakNxI2MKPyrRikkI5C/nXPySm3YK8jYPTAq1a3ELYGXP1zXHKNje6auaV/bG8tnhkHysMZDDI+lZclo0KyNI7X52LGsd582ADk4cYIPbv1Na6JEwB2/pXPQRPqXi650xtTuLWI+YYhGm7LKhYL7Dg8n0966MNOcXaJz1oxesgikhnmlIgaN1wGiI+56fUVLujH8JX6rWToN1NOkzzTyMcLjPbrWq0vrKPxFE17w4u6ILlg8TKsgGQRXm1vcvo1xf28tuZPPiaEAHGMnhvevSJWDDllNZklrHJNuMSEg5BxWlGr7MJ0vaI5nQ9Lkh0+aWZWTzcduQvr/OtrTZjZaldTWMamzkIAVhgkAda1YoSQVIIBGKv2sCRRBDGv1FTPEXT03LjRSa8ia2udK1BVSZvJcjncMYP1q+PDszqHsbhZFPQNzVMWdtJ1jP/fNWLe2a2kD2lzJCw5x2/KsPaJ7luDWzI5bXWLLmSxWRfVOagXVVzslg2N0wSRXZWHiQwII9RthIP+esY/mKreL20q78OSXWnXEXniVBwAGGTyOea2jCE9mYSqSjujno5FnIwgIHOCAwrfwneJ/zrlNR0gWOkxajpWr37Zn8gmaNVSbC5Zo8c7QeDu9R9B1TL04c/wDAjVyhKGjZCkpaoCqkfcb8TWTqdhDeIEntxKmejc1qEDB+T88mqcoJ44x9KzehrEoW9itqixwReWg6BcCtC3tTE7SgAluuVpqRnjgflWhBHx1FZttmuyIGj3feRfxBqB7VGGGjjPttNabRD3P0qJo1U9CPxpCuZ8eniNt1uWhb1jO3+ta9rqer2fS6SYekoyfzGKrqFzjjNWIkbsp/AValJbMiVnudDYeLSMJe6fuH96MZ/wDr1ieNry1v7m0ltI/3YjIO8Y5zXMW11NceNJ9Lu9UvLS3aXYjRSxosfQksXGMYzx1JxVaOW+bUb+1vXuZPs0pRFucB05I528Z4GccVvJT5LyMFy82hNtU9YfyNRuox91h+NKwA/gP5monwATsx+dYm6MXVtJtb9wbiJnI6HuKLKyis0EUESonptrQfcx4H86fErbuc/nQ5u1rmkYrcr2emwRM7GEfMc5HNPm0q0kydmD9DWpGmV5X8wKGhPZf1qHJ7lWSMNdPe3Ia0uniPpk4P4Vu6fr89moS/thOo48yPr+IqIow4I/I0oUd1yPc1SqNESipbnTWkuh6scCWIOf4ZFwfyNXE8ExSDzbJtrdf3TZ/SvPNfPk6U0sP7uQSKNw64qW+TxV4U0bS746vfwzXZk8yEg4gAClASR94hs47fga6acudXaOWcVF6MsTQxgEhBWbdRqYz8ooornRsZEdhbJN5iwqH9QK0rclEJBP0NFFE22aRRdjbevIFJKAYugyOQe4NFFZ9SnsW7hFk0yOdlG8qGz71Qt53WQYwM0UVczOGx0lkzMoJJ6Vxl/qE+leK7m9tyvnRStt3jI+Zdp4+jGiinh9zOrsO8OqFW4AzwFH861HLbjyaKKqXxBDYrzAkdTVXGTRRUs2iWoBjnvWhFyvNFFZs0JozgdKtREkjmiisWBZVQw55/GsTxZDGuiu4XBEqcg0UVdL4kZT+FmLfeMLnVPs0Lafp9v5SrGj26OCqDooBcgDv05PNekMgKg5PT1oorvq9DlgVpQFHH86iWNZME9z2oorBmsSaSFIUyoJOO5qg2oyxtgJH+Of8AGiipSLHNq1woGEi59Uz/ADqnPqt4+f3irz/DGo/pRRWiRIttf3ZfH2iQZ9Dit21kkIy0jscd2JoopkyOA1jxBLpXiHU0NhYXkcs28pdwlwGUcEHII68jOD3BpfC+s3euX2qXV8UeZ3WRmUYyW3Zoorep/DMYfEb7KMH61XkHz4ycY9aKK5EdKICi46VJGAKKKmRrEuRHjFPIHoKKKkZE4HpTFPzEdqKKCWZviQY0V8Z/1qd/esK41zUb/T4NPuruaaC3kaRPMkZiS2M5JPONvHpk+tFFdNH4Tmq/Ef/Z", "info": {"video_id": "53237", "label": "putting hammer next to drinking bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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xgktLe8TyFjRow0SsVG0cA4rR8YJpWjay9npcCWyqikguC3zHnJPXj+dcdc2322SGC2kVXYFC7sAuNxA57cU3J20FGKvqUo9d1a61m1v5b2Wa8t5FeFpDu2lTkYHTHHSur1T4geJdXs5LS81VpbeTG+LylVW5yMgD6cVyGnSf2TqEN3LFHM0TEiJxlScYFOaRgVIA49jUJs0cVfY201/U5f3Talcbflx8+AOoH5ZpE1u/kmjm+1SvIi5UM27GcZHP4/lWLGQxwcH2B7ZFasGlXUsKFI43+UgBWLNjnqB060Ky1Bp7Hb6X4uis7ZEmltvLUCLY7NuKEA5JAOMMTxzwTiuY1L7LbSPJpd9LaCRSrRS5ZSP7ynGf0rEufNhE0UkflvGSpTGMYrW0eGXV9HnlcF1ifDB2yVyOoPXg/pSjTTd0xylZaoyrW8Njb3qJIHedlywTJwCTwT059q6PStbuQ8DrNNbutttj8g4Bbou4HqOea5IqySkMASCQe1en+C9CGpC1+0W6OFkSJCVwVx85/wB4dOvqa2pvWxlUtZs4rdNDJta0eBTk5lGz9Kwb2QssbNngFSfc10vjO+uZfEFwJw7fKgDtj5x1z09f5Vzc028p5inZuY7c8c89qwvdGqVmZSgs4UAkk4AHet6ea+sHewluLhWh/dsnnHAx2xnFZVxJCJ3MERRCxKgnOBn1NBkdxlnYsckkn1pLQbVzQjupVJHnS8g5y5qUX0/mDZPJ8rHaQx65OD+oqnb29zO3yQyP9FNbUXh29aIFEySd2zyWJB+pGO1HNFbsdmbOkeKntYhJNJCSuXKsTlyT8wyBgcbT+FZt/NFDcyXmmXbQmUtuRzlG3dSrYHr3FY95bXFjcNb3MfluFDbcAcH6VNoccmoCeHBYRoG2luD+fTikoJy5k9xuWlmita3EdpHeM4jeeQrtcE8DJzgd88V0Gn668DWkun3Etg0dv8zL83mOucZHcE461y88TRXLpwQrY47iux8K6INUjRHg3IpVeAQfmb1zyMA1rDexnK1rnuF3ew2RtLm5CrKYT8qpy5wCRn614/8AEGS+u7+K4WNmjcOTjnBJ/wAK77U703NlZRSxtHNbboX3H72AvI9jWdNDHMg34OK5MRiJQquPRF0KSlBM8ZlaRYpd8ZQFQpJ9OBVK5S1QxmMtkplwfXJ6fpXpni+yhXw5duiLuXacj6iuEtoI5vD2qOVQyRbGB2843AdfxqqdX2iuVUhyFCS8lnhhR2+WFfLjHouSf5mnRo7kEDI9q6LwlZQXVhO00KPiQAFh7V19npdpnP2eL8qieJUXZo1hQcle555/ZV2kHmtA/luAQ24en1qPzXicqpdScnrXrkemWuP9QmPpXIePrCO2FhcRRhAd8ZwMeh/xop4uNSSjYU8O4LmuctZ3jzMYC7F+QDu5A61VuWmguSDJ8wHBHcGrfhiBLjxVZwucLJJjJ+lbPj7RDoniAW2BtaISAccZ5xx/nmutLS5zuXvWMDToJJHk2y9BkKx4J/xx/OvcLIT2+mwWBuJHgQA7C3GfWvK/COk/2hOjFGaMSZlwuQIxjOfQV6Z9rcyA7B+VceLk1y2NaSTbMjV/CFnqN7JcsrI78kocZPqa4LxTpA0K8t0ikba8RYHvkGvWHvHI+5+lef8AxE3S/YJSpBBdOnrg1lRqy50m9DWcFy3OP1bT10+4ttrysk0Cy5kAzySDjB6cV08Pg+0kjSQzzHcobGfUVia+6yafoshJLfZirZ/3yf6121jeSvZ25dBvMa5/IVtXlKNrMnDxUr8xBbeD9NUAsJGPYlzWqvh6xkUCUPKB0DuTipFuXA+6PzqeO7kHRR+dcTqz7nX7OPY8q1m1+x6je2qjCxysAPbPFdR4C0Ma1pF7GpHmKxZeAdpC5zyenHvTdUt7AeJb6TV7efybiINC8WflfGM8fSsLQ9b1nw89w+lStCZ4zFIDCHBB46EHB969ejL3VI8yrF3cUZsse2eRSuCGIx6c17T8ObW603Tb0DekN1sXlcbgu7OD1xnrXlGhWTXviTTbadGKz3cYfcCNwLAn9M17Vp0F3pk0wu49i3P7+OJGzHGC7DC/lUVnaDaHHWSTINf8HWWs3wupA6SlQrMjY3Y6ZrzjxloK+Hbu0FvI+ySNjuJ5BBr2RrtivEdeffE5Gn0+xnK48uYoT/vD/wCtXHTqS5kr6G8orlvY8617SotLubJomlaO5tlmJkZSc5IPTtx35r0Gx8KaPJaW87WSszxK7biTyQCa47xGTL4d8OzsrkiKWMs2cEBgRyfqa7jQ7uaTRbEl1LGFeetaYhtJWYYZJt3Nyx0awtk/dWkKfRQK1oYY1GAijNZMNw7oNku73UVZR5W6u/51wtvqddux5r4y06dvF2oRW0Dyl1ExWNSxAKjJ4+hrT+GGtaPpiaha6zcx26OpkR5SQJPlI28A89OO9dHeaLqba2mq6ZepDMYfKkEqlgRn/P5VhQfDC4kkLTanEuST8kZP8zXp0sRCMFd6nn1aMpSatocdp9p/aviC2s7fj7TdKib+MBm6n045r0PVAToEdnZGe2liYytMkuPMK8blPYYAHHpRpXgQaJ4g0+/ju2uTBLvMXl4JwD711N8ukXN5IIrSGN/sq26s3y4PJIwTW0a0WroynTaaTMO706C5k3yIGOO4zXBeO7CG0+wvDGEDF1OBjPSu5aSUj7/61x/jlWbTreRjnZN/Mf8A1q8ulL30d017rOa1cCTw5pEwYthpEOcYH3TxxXTeH4In0S1ZlRmKkk49zXNXqt/whtgS6EC5f5Q2WHGOnb7tbfhwk6NCFds5bOPXNdOJvyoyw3xM62yiRSMAD8K2IUUY6VzSMIgpYt+dQ2eoS3Op+Wzn5XKCNT29TXCqUppvodkqkYuxS8d6bNc69YraRGWa4h2KqDklSf6GqHgG/s9A8WtHrbm0t3/dyyMGBiIOedvI9K7DUtEbUmtZoLlra5tmLJIvPWsqbwBLf3kt1darullbc7CIAk/nXZh8TTjTSk9UclajJydloziddmtrnXb+Ww+a3kmYxEDGQTxgV6BcRvpOjy6dZSyx6hFOAbiJgyll5G33GTmqFx8P0s2jljvmd0dWCtGPm5HvXX6lNpF3dWoaxEU8YlaTkqQ7kDnsfrXTCvCd3FmE6clZM5Dw5cXt004vLuS4chZS0jbmyxYck+yiujCnb1NYtjFNa6xqDOqbCkMcYU9Aikf41q/aDj7v6152Id6jZ10laCM/X4Wk0O9XJP7pj+XNcHpKM+ha2V248lMgnnrn/wBlr0K/m82xnjKD5omHB9q4Tw6A2keIFZ9v+iAgY+8ea6MI90zPE9CbwjIy21yA5Hzjj8K7CzuG3bfNyw6j0rhfC8yxRXRbPGCcemDXRaTcs155qt5gkBlZVHKA4C59sVnWpuTkzalO0Yo66KaX+9+lZfiqzudQ0qExxCdoJ1k8v+8O4q7BeRHhtwb0NaCTxFR1z9K44ycJKSOicVKLR5lrlvJJrMd7pelXNiAqttVCNsg6kY/Cquu3uua3fvqGsfaJrgqFLvFtAA9gMV7DHJGT1ouQrwkDaeOhHWuz6+39k4/qqXU5bw/pd9F4Gtr6zh2pHBPPO0Z+eXdIFCkHsAB+dboeP+8KzYb5fsIsrWeSKR5BHJbSKQWO7jaemM4q79nIPzMgxV4puSiyKCScixvjx94VyPj5EfRopEILRzg8ehBFdT5Ix1J+lc94vgMmgXAWNiV2vn6Guem7TR0SXus5DX0kk8H+Hrhw20LJGpLE9D6Y46eprZsrnbosBVg0zRBUz/ex/SuavL23uPC1jZhybuCd/k2n7h5Bz06mtu2sCukw+fKYmhgaQYbDbsYAHr1Nd9VKTSZy0W4ptHQ6bMr25EnysjFCrHJBHHXvyK0kaLI+YVkaLqVtHYW9teQCBlQKX6g/jWqkFrcjdb3ajsADmuGpG8m0dkZWSTLkTRE4JH5VdhSIdAmPpWWLK8QZSISD6003U0HEti64PJ5rPkkPmiyzqj29u0NxNE7xpIMtEmXX6Vf0m+F/d3TC7+0JGsaK20ocYPBB71mR6hHIRiPB/wB6tawjaRWbaMHByeK1jO1NwaMJQbmpI1g0e3lh+dct4+jiuPClyUILxMkg/A4P866IQ44J/Ks3XrNrrRL23SJmaSFgMnvjipi7STKtdM8z1WN5/hhpVwxUiG+liHzEkA7j0zgDkdBWp4e1BYfDFsd2JDmNSegcscVzf9pRf8InPo0kcxujdrLFtAKgYAYHnOePQ10+i6Ymm6Fb/wBoxsVBeRk27ssQdqn8SK76tpcqZz0bx5mjodAMrWrso8+ENtilTgOoHJ/PP1rWF0qnDKAfRjXO6Dc6rpWmww7BNAvIQqQVBOcZrYTxBC3Fxp0q89cbsCuGpyyk2dcFKMUrGnHdZPyquPpV2KdsfdH5is2yl0fUZPLSYq5/hJKmtRvCYYZiuJAewJzSVJvYUppblXULX7esYaaSFkYMskMm1gR6GoGW5tImICaiXlMr/alXzM4wNrD+RHWrn/CN6hCRtaOT2IxVsWMoiVZrVlYdSORWsJ1KastjGcYTdzjDcKOxP4VzfjJ1m0GTCnKyK3I9/wD69dE0Sjtn8aw/EcEk+jXUcca525GOpwc1jCykmay+FnKS7X+HsRMrFkvT8nOAPXpjv61oeFZP+Jaq7QdrnJzXOJf/APEkk0sQM8jzCRXBHHA4xjPb1rrvDmnSWenqJUJdjuPtmuzEtciuYYdPmE16eaG2trqGdVcyFAiEN8p45H4VtaTYpYK1wvzyTgM8h7/4VD9ht1nkmEREj/ebFX7FthMBJ29Vz/KuaVRSioR0R0Km4tze5qQ3EjYwo/KtGKSQjkL+dc/JKbdgryNg9MCrVrcQtgZc/XNcco2N7pq5pX9sby2eGQfKwxkMMj6VlyWjQrI0jtfnYsax3nzYAOThxgg9u/U1rokTAHb+lc9BE+peLrnTG1O4tYj5hiEabssqFgvsODyfT3row05xdonPWjF6yCKSGeaUiBo3XAaIj7np9RUu6MfwlfqtZOg3U06TPNPIxwuM9utarS+so/EUTXvDi7oguWDxMqyAZBFebW9y+jXF/by25k8+JoQAcYyeG969IlYMOWU1mSWsck24xISDkHFaUavswnS9ojmdD0uSHT5pZlZPNx25C+v862tNmNlqV1NYxqbOQgBWGCQB1rVihJBUggEYq/awJFEEMa/UVM8RdPTcuNFJryJra50rUFVJm8lyOdwxg/Wr48OzOoexuFkU9A3NUxZ20nWM/wDfNWLe2a2kD2lzJCw5x2/KsPaJ7luDWzI5bXWLLmSxWRfVOagXVVzslg2N0wSRXZWHiQwII9RthIP+esY/mKreL20q78OSXWnXEXniVBwAGGTyOea2jCE9mYSqSjujnkkWfGEBA5wQGFO2gf8ALJSPrVDUdIFjpMWo6Vq9+2Z/IJmjVUmwuWaPHO0H5Tu9R9BfZQR/q/1NVODhZNkxkpaoQqvaIj8ap3UQkiZSGweCKsHH9w/iTVeUnOAMe3NZmqOei0Gxt7jzo7fDg5GRnFaL2SXSxiSNW2nPoatBXz0P61cgVuOCaTnK+5oopLYrGwtXjCtFjHtVWTR7bflCUPYrkVuGLI4QfyqNomHbj61N2VoZ9lNqOnyBo7gXEeeUk7/jXTWfiHTbkeVewNbN6sMqfxrH2nPQ/nTgiHho1J+pq1VcTKdOMjrk8PaTqiqYXgfPIKsAfzqK70JtECK3mOkmdgznGPfv1rgdJ8ufxm+nz6nd2EMkmxJbeaOIR9yWL8YxnjqTgVu6PfarcX2p2Op3d5OLKby4kuSBJGMkHO3jPAzjiuiWsLnNa0rJmvtTtG4/E1DNGCpwh/OnlRnlWP1JqKYY6KB+H/16wZqjD/se0W7Nwtmgmz9/Ayaux2rTJsYNjOcHmpdhLZOKswRkHsPfFQ22bqyQ5Y2VAu1SB7GmNAG/gT8jWgIht61G0K91Y/U1IXMxtPgkPMSE+oWrdqt9ZnNteSRr/dZgw/I5qTCg9T+JqRFB+6M/hVJtbEyae5qWfiTUrZgJoYZ1H90YP+Fby+JLC7sZkktJIZzGQoK8E49RxXn/AIknurPQ2ntnkikEiDevoT9KytXh8SaLo+m3lzqF4Jrsv5kRXAhA2lQTj7xDZx2/Ouin7Rq5zT5LjJoYwCQgrNuo1MZ+UUUVijYyI7C2SbzFhUP6gVpW5KISCfoaKKJts0ii7G29eQKSUAxdBkcg9waKKz6lPYt3CLJpkc7KN5UNn3qhbzusgxgZooq5mcNjpLJmZQST0rjL/UJ9K8V3N7blfOilbbvGR8y7Tx9GNFFPD7mdXYd4dUKtwBngKP51qOW3Hk0UVUviCGxXmBI6mquMmiipZtEtQDHPetCLleaKKzZoTRnA6VaiJJHNFFYsCyqhhzz+NYniyGNdFdwuCJU5Booq6XxIyn8LMS+8YXOqfZoW0/T7fylWNHt0cFUHRQC5AHfpyea6plGBxRRXbX6HNT6kMigA9fzqsVB255/GiisUboYqgHpVqPrRRUM1RaHIGaaQPQUUVIiu3yjIqRRkAn2oooJOVuNXOl6zqEZsLG9ilmDFLuHeAyjggggjqcjOD3Bro/Bt3PqN5qt7dSGSe4dJJG6ZY7u3aiiu1/wzl+0dM6Aep/GqrfM23saKKxNESxWsbZJLcenFQXE5t/uIv45/xoorM0IU1SbkbI/yP+NRyaxdbfl8peccRL/WiitIollM6jds+TOR9AB/IVqWd1cygb7iU/8AAqKKoTK3jGV08NNzn97H1J9a891Pxfq82nW9jNOZoYWeRfNZmJLY65PONvHpk+tFFdFP4Tmluf/Z", "info": {"video_id": "53237", "label": "putting hammer next to drinking bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "53237", "label": "putting hammer next to drinking bottle", "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": "682b14812ad20421940e6baec8aaf9a8c39540ff381c4107add4fb982c0aaafb"} +{"episode": 66011, "episode_seed": 4294443810, "split": "train", "timestamp": "2025-10-13T03:31:55.146589", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4294443810, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put flower vase on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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zxLcpb6e1xJ/yxy6/UA1xvgvSr3XNQura1ulh+yxxNcEn5j5hYsB78DrWv44ugbGG2z/rXw3+71P6LXO/CPWVXxZqLu+DdFQR/s5IH67a0ULwsU9mdbc+Gf7L8VW1lc3Mn2fU4gfNzkiSMgH81ZfyrS1zwJBF4f1CdLu4nu4oDLDuwAGj+cDj6Yq/47B/sa31FP8AWadcpMSOyN8j/owP4VvwXKXNvG+QUkQEj2I5FZt6KRnymLomjaTf6PBerbRn7TAu8bQc1F4et7ez8S+I7JY1CedFcIB2DxjP6g0ngmVoNDk05z89jcSWx+isQP0FKX+zeP39LvTFP4xyEfyYUNWbQcqJvFMaJYWckahTHqdo7H/tqB/Wtwk4Pt6Vz/i1x/wjk7buYpYJf++ZkNazzbXdcd+tTbRD5V0MbwxldPvCOQ2p3ZPPT961VdXPm+LNCjLH92LiU49o8f8As1SeHZsabPz1vro/+Rmqrcv53jS2I6RWErf99Oo/pVdWFhfEso/sqUk/LGQ5/DmvA/Ek37ixh/i2GRvqT/8Arr2fxnMyaFcKp+aTCAfXivHJbcan4ytrInKeYkZ+g5P9a1pLQvZHt93OLHxXFqMCSeReqIpWKFV81QdvJ/vJkf8AARXQS2N7qds8MkUMdvcRlW3vuJVhjt9a5XX/ABBqGt2T2cdnBaqSro7yl3VlOVIAAA5HrUtlP4g1iyhkjub2TfH80duFiVWGQVOBkcjHWupU6frYm097W9TW8NQvNpAjvb5oPsrNBIQVA3IcHk/n+NZt/eaHZ+LrZ4p2vIJLYpcFMzYYN8udvThm/Krdr4FnkffJFbxFiWYyN5jEnuevNah8M6dYxA3+o7EHUbliX9a0UV0iS2lvL7jG1nXdOn0a6s7TT5olmTb5rRLHjnOQM5PSvP8AXNZF9qXmtHGr4xKVXAkPPJB7811PiP7HNd+XpUiPbqoKsr7lk9Tn/PSvONSUrMck5zXJWquUuXsdtGlFR5urN6BbVFidbCbE33fKYhG5xgZ9+K72z+HryKs97JAsrcnKGR19sn0rjfB+qa+9i2m6PdW0OyQzM00PmFT0yueAa3ptB1e9UtrPii7kzy0cT7F/IVpT5Iq7Ma0pt2XQ0tTsdF0i+sbW8vU+zlmllLyBeVU7RgdOTXO+LfEWhvoktl4c2S3UjAMY42I2g9yetSjw94bsZcyKZz3MhLEn8asR3mko/k2tvFGSMDaOabqrZIzs+rOZ+F0kmna/di5VkmkK5yMZU5z/ADFeh+M0Y6VbXo+9ZXccufRW+Rv/AEIH8K5a0mtri+1aeJ0T+znt2Y5HzAl1k/IEf9816Hf6U+o6HPaswzcW5Q8dCRwc/XBrOVKcmpRQnJK6bLNvOJ4Udvuuo3fj1/rWB4JmMGgNZsebOeSA/wDAWI/pVnwtLNf+HLaXjO3a2e57/rkfhVbR7aWDxHrliAMtKlwoBHR1BP65rL2M0mrC5kPaXZ4/DrgCfTAD7lJD/wDFCp/FsmfCGrr/ANOjn8qq6tbvZ+KNEnkTYJVuIMk9ThWA/Sn+JkkXwxqqtG+GtJOcHj5TUOErrQq6NwXBHQ5BUVhaXN/xUniGQnq9ug/CLP8AWr8crfZo2KkgoO3tWDZXtvaXuv3M7+XEt4uSecARIKhLcdix40lMvh5rZT81zNFB9dzgH9K0buXDHb0HFYms3EdxeaJCDlWvBMfoilv8Kt6jciK3ds9FP48U3skCWp5J4vvQbrUXQgD5LdPxOT/OvWdT8F6pc6fNEnkyb4/lAlwcjkdfcCvCPE8xPkLnBnc3GPqcL+levGH4j2agW+vR3AAGBLGCf5V2Q5V8QNyS90vxabdX9ot5BZG5R4wxUKG+bAyMGkfw6InGdKMZ5JZYyn/oNYdjr3xA8PW/2ddLtbmLezcrzySTyCOMmtCP4t+IbVgL7wt7Zjdh/jWvub3J557WJpNKjE8dyJryG4hOImFy/wAo74DZ9KoeIdRv7i1aOS7nuBGD80mOvuAAO55rXi+Menz4ivdEvYHb5QdocAngda4vXrsRRyxLMWLEsSpx9awrytFWZtQabu1sYNjMItUi81FkQPgoxIDZ46jkfWu+0iO70HxAb86QLi125SCO8DeWx/iUsB74zXmNs0k10rqeCwya970ew0rVdHs5FviJniXzI/NRiD0II+tOgrjrySXqUNY8Z2cuj3ca6JqNvcyRME/cIy7iOu5SaNJ8ReF0020tXvFt3ihRCJ0eI5C47jFat14MJAMN6AMcB4/8DWPdeEb5FJMsDoOThj0+hFdDT6xucyUHopWM+eHQ9f8AE81o95E9nFaFVaOYDczkDg+yj9arnwLpvhOymv8AS5riYrKkz+YyttjGQwBA9G3f8Bqkvhm81BJr6GxEkU8rGPaFPyg7Rx+BrX0CTRvDtlcW2ryi3muUy0RVizL8wIwAe1Q1dWSsNrS9zrXVNX0eW3lOUuoWjf8A4EMH9aoeEbuSfw9Ck5/fwZhkB6hlOD+oNZGh+KtGtNJFvcNePJGxRStpL8yjgN07gA1V0vxRY2uu6qI7C+kt52E8SeWFILABiQxGPmB/OsPq7s1dBzeRt6e5tfFes2+cLcrHdoPcja36qaXU2eLxJolyT94z25P+8gYfqhrMn19T4htNRg0icRxW7xSq0sYLZIK9z0+b86br/iC61WKzFppMMJtblLgs9yOQARj5R70/YdeYfvdjX8TOH8M6mCRuNuzL+HP9K1PNLANsJyc8CuS1rxTqF5ol9brpdqiyW7qW+0FiBtOcDaOafaeLNdFjbRLFpeVjVfMfzCTwOSARzR9XjtzfgF5dixo1y8Wks6Ws8wkvrhR5Sk9Zm5z6CiITSeK7xhC5MVpFGRjplmP9BWPp+s69pNo1rDd2BjaWSXLWpbBZixH3+mTVD+2NbTUbq9XVIlluQokCWq4wvTAJOOpp+wp9x+/2NbxHa3Nzd6ZamIgzXAIDcZCgsf5VxEfgvVPDmoX2v6g1v5Ucchi2SbmLMMDjt1rU1C/1u8v7OWS/maWFXeMxwqpUHC9hznmszxDd6vLozLfXt3J5koVYpDgEAZzjA9qpRhHRXD3up6ifGvhu0yNJ0y5u5Oxt7TAP/AmrEt9d8V/br640vQ4LaO7kEgF1Ju2HHOAPXr9c1dm8Q2sAxBCq474qhLr1/djECOR7DFU6suhPIupNLZ+MtSUi/wDEn2ZD1jtVEY/PrUH/AAhuiqwe+upbuQclppS+fzNKlprV0djHYCNxJbOBUd3pD2KJNc3LO5b5U6A4qHKT3KUV0KGsCLT1c2rBYgAsajsB936HrXnV1cNNdFcscc89q7C+murvWItLjthJLcfMu9sBxg8ewHeuWubuJIFjjgCzc+ZK3LdemfTgVhy+9c6r2VjW8JvcwXii2P72VWUAHr/nFdn/AGVq9yf3k2wH8axPhtp7f2rNfyxuYooyqEr8pY4/UDP516XNMOqqc+1aJaGNR6nGnw05ObiZ3J7ZxVbUba00HTJb0KvmJnbnqTg/4V1FwskrcKR715/8SLkw2dnalvmZ2kYewGP6mnFXlYlvQqeA9DfxDDeTLaR3bJsDeZjIJ3Hv68/lXXSeENQtlAj027j9BDI4A/75auN+HLeIbdL/APsXUIrQ4jd1kiD7wd23r06H867j+3viRb87dMu1PcxbSfyIrduF9WSpStsjO0vT7+wNxbJJqMDxTkiNJpFIRgGHGenJ5q7A2o2129/Bf6jHPOFV3YhiVGcZ3KfU1SHi3xrZaxJqc/h2CaRoVhZY2YLgEkHr15Iq+Pi9rMH/AB9+EZfqsp/qKE4/zCv3iR39zqt7PaXM+symSzkLwh4oyMkYOcAZ44p2r+IteudD1CEz2LxyQOH/ANHKtjac4w2P0qb/AIXFZED7b4Xu09cBW/mKqar8S/C+o6TeW8Wk3UNzNC6IXtkwGYEDke5qr/3idH9k1LDxhrNtYW1u+n2FyI41TcLh42bAHJ+UjNVdK8Ry6c+ox6joJnivLxrgCKeNtuQBjDYz92l07xl8PJbSFLmTyJlQBy0DqdwHPStGK78BX74h1mBQembkr+OGFV7zW4vc7MybzxRp03iPT7p9Jv4bS3ikVx5Ct87AAcKTxjNHiDxN4em0C8Fm8i3bJhEeGRTk8dxito+GvD13k2etA8/wyxvWFrPhZILmxsEvd32ybl2UYAQFux56CpcX1SH7vRsqTaZ4C1W3t2ubmIzQxKi/v2jPA960DquqQEBopSO2KzNS8NNotvNqMtzFLHCp4CkYYjA6/WvR/ItpAoypOBzisp300sPbZ3OO/wCElvkPzxv07rmrUfii3ZVWeFCR6jpXTmytWbOxR25FVzo1i48vykJ55I6ms2ikzmtT1K2vo4xaxKhH3nA5+gryzU7+4i1d7KcK2w9MYBUcg/jXoEpT+07hIFCxrIyqB6A4rlfFMCxhrgRb5SVCk8Ac859sf0pWuarRGTBPJNM3lcSMeFRcd+gArvT8PLW5toZzfzR3jRqZNh4DY6CuV8DQRalqktv5givEXdCCM7gOpHuOK7uTStYtslJN3vnFCVhSldGQvgzxPZNmw8Q3CqOgMrD+tEknxFsImU6kZ4yMHeFb+Yq61xrVseUc/SoX8QX0QKyRSA9/lp88kZ2RQs/Fni/RrWK1fS45reIYUFDnH1BrU8MnUvF+r6re3JWxCiIbCpx/F05qJfFp+5MoH1WiZND19lF48itEu4LG5TIb1x16VSqN/FsO1tUda3hWyRf3+uQocdDtH82rF1K08PaVf2Ui67DJ5jm3n/ep8iEZ3cZxgr+tY/8AwiXhNiWcMfT94Sf500+G/B0fJticd9x5quePRCfM92dM2ofD+23ibxCkmTk4mz+W0e1RSeLvhxCDi9klz/dWQ5rnYtM8IR5AsQQB/FU2fCsEYC2cQA7lRmn7VdES03u2XNQ8deBTY3EVlbXEkskbIn+jNgEggck1Bp/xK8LWWmwQyaFdzXMUao7CBPmYAAnJNZuo6toq2sqWltGhZSobFN0jXLGz0+GJ7ZJJUQLuK/rR7V9g5fM2v+Fs6TGxaPwrdH28tB/SoT8XJHH7jwpPj3cD+S1UfxPExz9mBPb5aY3ik7cLbgfRKPbSDkRVfx/rB1ifUIfD7K0sSxeWzscAHOc49653xXr+s62baW7sjaLF8gCk/OSe+a6B/E1xuLJbnnuI65TxFrc19qtjFNlRGS5B9SR/hSU5SdmNpLU90h8O2kQ/1YJ96uRWtrbpjauPamXV5Dbxl7q5jiHq7hePxrBufGfh+ElTfeYR2jQn9elSB0j3CBDsH/165bxFcefe26E/cjJI+p/+tWVd/Eizj3raafLL6NI4UfkMmobXUptaAvpYkiaTgIhJAAOB1pO5pT+IyPFMNyv2e5sn2XMLDYwbbweCM9hzXCXU4iDMVBYEjGcivU9SgWSIq3OR0ryrWbdbW9eBTld3FJalzutUej+HvH+lab4Xs0nhkN2qlWiiXjg4DEnuRimXfxUZiRaaYAOzTSf0H+NeckjHHA9Kid8Cr5UYtnbN8QNcv7uG1hkhheaRY18uIdScdTmo/Hl0t7axHcWlgIRmPUZ4Ofrwa5TRpDHey3/X7GgkXP8Ae3AfyJq9pCR+L/Ek1leX0tmsyyyxrGm/cyqWVfQdOp9PU1SjbUlyNzwmL46lqn2InbGIQQPTaQP5V1banrUSndHJgdaw/g9cNI+syTEuWWDJP/A69OY27gbhn8KzluUnocaPEWqKozDKPquaeniqVF2z2wY9SCldWUtAAGVfUEio5ILPPEa/Mck4pAc03inTpMefbLx6isjW9X026sJ47WCNJJFIU8ZFdpLo+nTLh4kJ9cVlXnhjTHcAQgkc8UAY1ja+G57OP7VbRmXYATt702fw34Yuz8kSRf7rEVe/4RWzJwm5foelRv4Rb/lnO/50XAyn8CaIVzDfSIfrVV/BbJIPsuryAjlTv5H68VpTeG76LOy4PHTNYOtw6rYWTSifawYAFeDRdjJbzw9rv2ZoJdYee3PJR5CRxXodr4+0CbapuZIjwMyRED8xmvMvEW2y8LJqFhreoTLLcGzP2mJY1uPky7xAfNtUnad3qPcDEWbirs+pF0z3+31bTJ2Uw6jbOWOR+9A/nVyeVoUebOVRS2R04Ga+eBJuHP610fhOxvL/AFDck80drF/rdrkBv9mpaHHV2OmthIIjIQck559+awfEN9GbOVXxuPGK6jWZ0tbchBjAryzWrl7m8ZVbjGT9aS1N5aI7L4SWML6rf6pMAXhURQk9i3U/kMfjXri3Iyd4BArwjwd4qj8MQXEU1o84mcMWRwCMfWu3t/ifojuBJBdxZ6lkBA/I02mY3O7nML/NtFZN7DbkHKDGfSs6Hxj4evQFTU4FJ7SEp/OrhMF3GHtrhJFPQo4YVLGjLurOySOSeULsRSxOOwGTXI+CrUeI77UppSV8sRBQDjGSxq3K6X3iq50PUdUurWyuJDCHjmijWMcZLGTjGM8dScDvVb4fNFo2teJLS8me1W3mWMLdsqSAKXHzAHGcdcZFWlaLZPNrY7I+EY+nmvj0BpE8I2ob52Y57k9KvnXNOaISJqdsYz0ImXn9aqnxDpTEoNVtd54/1oqRh/wjOnRhS0YOO3qe1KNA0srloUx64qs+v6QqsH1W1BH/AE05qsfEmhqv7zVIMD0JP9KALkuj6YihfIjzmmpp9ojcQp9QKzpPFfhvd/yERn2jb/CoZPFnhxU+TUMHPTy2/wAKBG6lpYE/6oD8KjmtbRAcIvrXPt440KNsCeWTPcRHAqJ/HGhOcbpj2/1JosMv3CQByNmB7V5LrUpuNcvJ0PCSMy/QHAFdvrHinT5tPcafLMtxuXBMe3jvXOeKPCOoeHdB0/Urxpln1EyGaExkCADYyBj/AHmDbsdunUHF011JnInnuJp23zSPI3q7Fj+tQFzmiimAhc+teieHABo9rx/yzBooqJ7GtH4iTUpGBOK8x1JjJqMzNyd3WiilTLq7FNjxVaZjtoorU52X9M40K/I6soz+ef6VTttQm0DVV1CyCefFnb5g3D5kKnj6MaKKolnUfDHVJ7LUntYhGY7ooJNwyRt3YxXr6SFwCcDnHFFFYz3LjsK6gjPcCopR8qnmiioGRBct1IOOxqB2ZXOGNFFAxY5WcgHHepopXAHzHrRRVAJO59uRXH+L3P8AZjDgjeh5+tFFLqHQ4fxh4nfXFtbaXStNt/IjVIpLZJFZEXOEALlQvOTgZJ5zVBGPFFFbmKJlY17F4atYrTw7a+UuDJGJGPck0UVnU2N6W5z/AIqnkW3kIPSvOWYsST1NFFKGw6m400hPFFFWZAvWrEdxJD80bFCO6nFFFDGaU+vSaTNdRvY2GoRyMjlL+HzfmVcgg5B7nIzg9wayIdQutVvLzULyUyXNzKZZXxjLH2HQe1FFN7EdSbAx0FFFFQUOPSmNRRTERHrTHoooKI260wnmiigTJoebO+Y9VVMH0+b/AOtTdQ8S6vqelw6Ve3089tbM8qCSRmJZgvUk8428emT60UVUSGf/2Q==", "info": {"video_id": "203599", "label": "pretending to put flower vase on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203599", "label": "pretending to put flower vase on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "203599", "label": "pretending to put flower vase on a surface", "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": "f2602310f517ffc571749caf9374ee2736311c659812171f3700b0ee2f85b2cf"} +{"episode": 66012, "episode_seed": 687370340, "split": "train", "timestamp": "2025-10-13T03:31:56.878879", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 687370340, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a coin purse so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46613", "label": "poking a coin purse so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46613", "label": "poking a coin purse so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "46613", "label": "poking a coin purse so it slightly moves", "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": "39a457a482aa2d0d912f1d76991b20cf2a4292b40d85a4d2f2e3d8e1b22c049a"} +{"episode": 66013, "episode_seed": 1839475903, "split": "train", "timestamp": "2025-10-13T03:31:59.135033", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1839475903, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting safety pin, hair clip and slide on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "871", "label": "putting safety pin, hair clip and slide on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "871", "label": "putting safety pin, hair clip and slide on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "871", "label": "putting safety pin, hair clip and slide on the table", "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": "72a516324759328813b33b64296893e9c73c8616554176b088e58a58eeeac43d"} +{"episode": 66014, "episode_seed": 759284314, "split": "train", "timestamp": "2025-10-13T03:32:00.870455", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 759284314, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'charger colliding with perfume and both come to a halt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166784", "label": "charger colliding with perfume and both come to a halt", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "166784", "label": "charger colliding with perfume and both come to a halt", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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8c/rmlTMaS3BBxGhI479B+tT+GdJOs6n5IchuPxzV04cyZz4mrytI9P8AA+lpeWUTq+xx8yH0NavjHxTEmmWmjWcUkVxCPndiSV4wcE8nNaHhnQptBtsMSyjkZ7VyvjGKJ9ZNwhzlefatKsLQRxU5c02cDJd3hwHAbHpxWfc3DbTlGzWiYLiPORkelV9qu3IHuD2rmRXKj0b4PalFJeJB824Ajn6V78uCoI9K+dPhkqWuvl0YBth4/rXs0/j3wxYt5Nzq0EcijDLySPyFdUoNwTRzwko1ZJm9fO0dlKyKWYKcAd6+SvGN/cW3im9SWNch/mHfNfSkXj3QdQil+wXaXBQHJ+6B+dfK/jO7a68S3kzMrFnJypBHWmotU3dGkajVa8X0HWN7bST5aQqT2NUtaRF1GUxMWVkViT64rJRXlkCpnca2IrUIAZX3sBjLHOPpWKfK7nVOo6kbMqWxcY2g9KvRmYHhP1q3BGmOCD9KljVmf5RxRKV3cxSshLK5ulEnlrtPGd3OfpSzXU2P3iH6g1OtvK+SgwR1qOUMoAlGPesZXuNJMyTqC29wXdH5GBxWdeXQuLlpV3AEDvXQPaRXMbKwrmp4GgmeNuqnFXAbVh0cjqcq7A+xr274J6rfLputx25V5UeGXDY5UBg1eGKSDXa+CPEsPh8XjSzFPOCgoFJ3qM5Ge3auikot2kZVXPkaie+af411H7TPPdxQm03YXBIxj3xXE+Idfn1TU7y9Dog24RQeQucfnzXJXXxdvJgY0tkSAABIl4VffjuaoN4sXU181rT7O5BVnTkOvuCa0cqa2MowqW945GVv9LccdT296uwX93FbeRG8ghPzbQcDNSiCLeT8oyc1OyKijA61zyqN6HRGFtSOO9mLAMHP1OavG/lupBCV2564NQxxsUzt/GptLhZ7lnYVjIqxrxwhYgPasTUb02FpcgHBf5VPua6QptTFcR4oZvMRQPlJyaSWpreyMGOZ0bKuQavW+ovGwLor/pWZ3p6tWyJjUlHZm8uq2zDLo4PoO1WoJo55QY2GzuScmuZLcUI77gEJDHjik0bxxc/tG9r4UXoZQOYVzjpnJ/pis+I7QGz0WrMVvLKq/aZGkI6AngVbS0TOdoA+lUqiUbHNOPNPmRHYzBLyCQngSKefqK9I8fRSWZsXtSqiQPuBGcgbcfzpvgfwxZ6hZNfMiyXCy7EDDIXGOcetXfiJpdzbx6bG75ceZx6fdpuDVJtmLmpVUl0PPUvZom+ePp6V1Hg25F1qqtJnk965idHjH70YHrWz4Zu0trvJwDiueD1OpI9QuCJZiqnjpT7a12SKRWTo98J7sgkHNdUgUNjHaupWuO5lapYrJasSOO9cT4w0aE6hE5jWMJHHCSOMlYwSfzNelTgGFlauC8TRPd3xUkFd3JzzzVxS6mdSTi1JHC6pawR6TKgk+YR7sDqTxj8KX4eSmLxXF6ECoPEltJHebVlZUHytg4zUWi3P9k6hDdIBmMgkE9RWamqcyajdVX8j6neIPaqQByteT+I7fytQmBHBPeu2s/Gum3OhxXEco6cgnlT6GuC8Sa7a6hdNJAwLj7wFbVH7pz4e8ZNMxntgcjFY19pLMfMj4b2rqRDvGR0pDb7u1c7gVGRwzNf2sMqoZE3KRuQkH9K5mSaTcd5bd3yTmvV5bFXH3Riub1nw6l0hKrtkHRgKNYl6M4lbuVFZUldVbqAxGahZi5CgZJ9KnuNNu7a48l4jnsexrodD8PkETzYZuw9KbY0kinpeizuC7AqT+grZg0LDEuC2PWuosbSKJPmGKkl8tSQi9eaOXuJyObexVQFVMfSpEtNiHAFaUkTE5281Q0m2Oq+J5dMn1Ka0VlkMXlpuLMqFgvoBweT6e9FrCu2T2UAPmYHpS3Wn+ahXFVfB9xLefazNIznCEZ7ZzXTNFtHTk1m1cL2Zwk+m3Vs58vLL6Vz+rRyicSPGy5XBOO9erPbBxjaM/Ssy+0uOWMqyAg9Rip5XHUu9zyrdzTw9bWr+HZrVmlt0LR9So7VR0/SZ72ULjavf1rRMdiG0tZbyTbGpIzya6eLRJvLG7OMcAVt6Xo8VsiIF6V0Rht1hwwHFK1xN2ORj0dIlBaME470LZFnzt47V0U7K/CrxWLq0ktvYs8LFGDABhT5ROQ02+zqKl0+MBt2OpputwW9t4fg1PTtXv5la5Nrm4hWNbghNzvEBztU4U7vUe4Fyzi/cL64qJINieToT7Vxev7XmkQj+HP411tzJ5Yz6VzU4We9ckA9qjqarY440A10OoaMsgMkA2v6DoawTDKshjKNvBxjFaRlcloYTWnpllK7eYqc/w5qTT9KLMJJh9BXYaVaR8AgUPXQLGJFp1w77WY49uKufYBCuckn3NdT9lijJYsOR09KqTRIxJHSnyi5jo/h1IYrWVCelwG/MD/Ct34goJp7TIyRv/pXnvha7H/CXnT59TurK3mfYskU0UapjnLGTjAGenJOBWwNWvNR1nUbO+mu3ezlMardbQ6ckYIHGeBnHFbSqJ0+U51Tftecy7nThKmMcfSsCbS7m1kLQEkeld28W0dOtMa2VhjaCfpXLynWmYnhzUZYbpBMGVuhr0+G9WSNHzkAYrz+SyEbCRRz3xW3p10/7uMdGIH61tTfRlX6nZXEU8pH2eIyZGDis4+DNVkeS9khG1Tu2scEj2Fd1pccMVuXZFBLgda2zh09iKtzcWYzfOfM/jLQ5UVHI2s5ziudt9IWJQzpk+9eqeOZo59R8rACqD09q42TDDAXgVnUXvDpv3THjt5ASFZlU8EA8GnfZyv5VJqsktvYM8LMjB1G4UeItG1jw/oWlX13cXKzXpk82EpgQABCgY4+8Q2cdvqDU2Hc29PnkIVd3FaxHFFFbo5Bdo4GO1QTQoUyR2ooonsWjndWs4ZVIZOnQ1naFcSea8JOUU8Z60UVitzbodNH8w5pwUYBxRRWy3MyndTPGSFx09K45tWudK8QvqNts8+J2271yPmUqePoxooqJDjuWfCjNF5xQkfdH5ZrvbVjJHluTRRWa3E9yUABiaQxK+MjqKKKtjRnXlvHhht4xXHaggsbtJbf5GY8jtRRWfU0idPaSM0CucZIq4BlhmiirWxLElARCQBXOeIJmOnkHGNy0UU2CM3XfFD69Fawy6VptsYFSOOS1SRSka5wgBcqBzk4HJ5rqLT/Ux/SiioGyLUVAhbArl4/9ax75oorPqadDTiQEDIrM1iGNIWlVfnXoaKKYLcg024eVSGx8uK37V2HQ0UVfcDTQllBJJ4pWUH8qKKozZzcuuNo+oXsX9naffQyyhjHeweYAyjggggjqcjOD3Bq1oWpXeo6nqGoXUpkubhxLI+MZY57Dp9KKKTDodxbEtGN3NTlQDmiihDE2K4GR1FMtVEd/CV/viiikty+h02p6zeQXphjZQikY4rtr3ULi08OyXEbAyCLILD2oorpnsc63PFdQle51CR5WLMarsAo4FFFYS3No/CYfiGVv7MxwPnXp9awNQ8Q6pqGmW+m3d5NNb28jyoJJGYlnxnJJ5xt49Mn1ooqBn//Z", 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", "info": {"video_id": "166784", "label": "charger colliding with perfume and both come to a halt", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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baGSYBOKo5Q34Ru45+tWJGKB5CMhBk1kea32gP361dON7nlYyrytI6aJViwUGMd6908BeLLKfwggvkaW403cMAAtsxwRk+mR+FfPwuh9n3A9q3fDt3dw219LDNsTytsvy5wCeD+dZ2s9Dmk9LlGS7vDgOA2PTis+5uG2nKNmtEwXEecjI9Kr7VduQPcHtUoz5UejfB7UopLxIPm3AEc/SvflwVBHpXzp8MlS118ujANsPH9a9mn8e+GLFvJudWgjkUYZeSR+QrqlBuCaOeElGrJM3r52jspWRSzBTgDvXyV4xv7i28U3qSxrkP8w75r6Ui8e6DqEUv2C7S4KA5P3QPzr5X8Z3bXXiW8mZlYs5OVII601Fqm7o0jUarXi+g6xvbaSfLSFSexqlrSIuoymJiysisSfXFZKK8sgVM7jWxFahADK+9gMZY5x9KxT5Xc6p1HUjZlS2LjG0HpV6MzA8J+tW4I0xwQfpUsasz/KOKJSu7mKVkJZXN0ok8tdp4zu5z9KWa6mx+8Q/UGp1t5XyUGCOtRyhlAEox71jK9xpJmSdQW3uC7o/IwOKzry6FxctKu4Agd66B7SK5jZWFc1PA0Ezxt1U4q4DasOjkdTlXYH2Ne3fBPVb5dN1uO3KvKjwy4bHKgMGrwxSQa7XwR4lh8Pi8aWYp5wUFApO9RnIz27V0UlFu0jKq58jUT3zT/Guo/aZ57uKE2m7C4JGMe+K4nxDr8+qaneXodEG3CKDyFzj8+a5K6+Lt5MDGlsiQAAJEvCr78dzVBvFi6mvmtafZ3IKs6ch19wTWjlTWxlGFS3vHIyt/pbjjqe3vV2C/u4rbyI3kEJ+baDgZqUQRbyflGTmp2RUUYHWueVRvQ6IwtqRx3sxYBg5PbJzVmS6vAQX2Pj0GKSONiv3fxqd7WeMk4yPSsJ3NIjItRclItrDJ5r1jQnjXQUOcFq8hQqswJHIPI9K7/TtUUafCisOB0q6b1LR1KW/mnJrQitt0AUjpTdOkWW0D4zxV8YwGHSt0kO5y99pMbwamHiVzJCIRnsWdRn8ga86GlwQzEsQMbsjPocV6trbbLOYoRlsHGetebX9iVs7iXPzH5eD+NXypx1MvaOnPQ4nWkRNRfy2LBkVifevoL4VSed4bjVuTtFfPgt2MrGZzIw4+Y5xXrPwv8WW2msdOvHC5/1b54+hqaVRL3TLERcryR33i+136eWA6d68a1+7azePamd27P4Yr1XxH4tsDBLA7rtb3rx/xFMbiSFU5XJ5/KlXCjrCzGWG64YzPnLdM1LfrtQOOoNWLCHZbrx0FRapxbt9K5GjojocVr9+bu/wGO2MbcehqnFdyoMbtw9GqCZmaZ2b7xYk0wGtkSpNO6NuDVkChZIsf7QOasLqFq+VTcG7bjgGsANSFqppG0cXUWj1OvAVtLuw+0kxMcDr7frXNjmX8KWy+1OSY5XROhINaUVmgHC5PqetKEuTQzrP2zTWhVjfGFJ7Zr0z4awxXlhqML8lXU/gQf8ACuR0nTYbrUrW1c7UlkVGIHYmvadI8Lrp8R+wqsNupwSOp+vrWtKPNLm6HLXnyx5epwL2wORisa+0lmPmR8N7V1Ih3jI6Uht93as3AIyOGZr+1hlVDIm5SNyEg/pXMyTSbjvLbu+Sc16vLYq4+6MVzes+HUukJVdsg6MBRrEvRnErdyorKkrqrdQGIzULMXIUDJPpU9xpt3bXHkvEc9j2NdDofh8giebDN2HpTbGkkU9L0WdwXYFSf0FbMGhYYlwWx611FjaRRJ8wxUkvlqSEXrzRy9xORzb2KqAqpj6VIlpsQ4ArSkiYnO3mqGk2x1XxPLpk+pTWisshi8tNxZlQsF9AODyfT3otYV2yeygB8zA9KW60/wA1CuKq+D7iW8+1maRnOEIz2zmumaLaOnJrNq4XszhJ9NurZz5eWX0rn9WjlE4keNlyuCcd69We2DjG0Z+lZl9pccsZVkBB6jFTyuOpd7nlW7mnh62tX8OzWrNLboWj6lR2qjp+kz3soXG1e/rWiY7ENpay3km2NSRnk108WiTeWN2cY4Arb0vR4rZEQL0rojDbrDhgOKVribscjHo6RKC0YJx3oWyLPnbx2rop2V+FXisXVpJbexZ4WKMGADCnyichv2faeRWy9oCOlZOtQW9toEGp6dq9/MrXX2XNxCsa3BCbneIDnapwp3eo9wOqSMOoI6YqZK5S0OSv9GMmXXIYelUrf7ZZyqHVjH0yK7gxBmPFQzWKSDlRjHpUKLWxpc2/DGqB7QIxwcYwa6m2kEqSIOoFedWO60lwAfavQPCR+1mVpFB+dRXRB3QNpK5Fc6Hqmqp5UUDDkAk9KytX8J3llbG2miX7pfepyDXr9u0W6RIwAQegNYvi6VbfS2kIG4gqM04zd+U556+8fMcuisb+UNkqGPFWBYCFdsa7T7V0c/l+azgZZ+cVUZec45rGxvfQzvs8jDLsWPqTmo5IcvGp5yataMLfUPFZ0zUdQubW3lfYkkcsUax9yWMnGMZ4HJOBVWGOeLXr+znNxm1maMJcAB1wSPm28Z4GccUNaEN6GtAMQ4qhq5C2jk+laLLsXPasTVZs27IazZUTh79R5+4fxDJ+tVOldc1jDcwbXQHjr6Vz9/pstm2QC0Z6NVxfQTRTBp0UTTSBVBJqS3s5bhgFUgeprptN06OHaMc9ye9U2CRWgsJxEAoCqPatCDS2KhpGbn3rp7ayiaDGQPenTRxKu1eTRyhzGFYxGDVLVhwElVifxFe86ZLnTpgT0YV4Xqxa2szJExV964IrpNRvfE3hXw1pt1fahfLNfb/Mh2YEOApQMcfeKtnHb6g1tSmoJpnNWpupZobp88hCru4rWI4oooRIu0cDHaoJoUKZI7UUUT2LRzurWcMqkMnToaztCuJPNeEnKKeM9aKKxW5t0Omj+Yc04KMA4oorZbmZTupnjJC46elcc2rXOleIX1G22efE7bd65HzKVPH0Y0UVEhx3LPhRmi84oSPuj8s13tqxkjy3JoorNbie5KAAxNIYlfGR1FFFWxozry3jww28YrjtQQWN2ktv8jMeR2oorPqaROntJGaBXOMkVcAywzRRVrYliSgIhIArnPEEzHTyDjG5aKKbBGbrvih9eitYZdK022MCpHFJapIpSNc4QAuVA5ycDk812emyucKW4wKKKhjNgAFc0oAyFxxRRVFEUsS7Qcc1u6HdS2mi3MkRAZWGM0UU6XxBP4TovB2pXN3eXIlfO0A8Vk/EPVLqS4a1LARIgIA96KK0luYxOBVFx0qORyhwAOlFFYG7OUk119M1G9R9P0++imlDtHewbwGUcEEEEdTkZwe4NT6Jf3OqavfX95J5lzcP5sj4xljnt2+lFFIT2OkwDHyK5nVxiUDtmiipkVHYjteRg1alhR4SGUEYoooA5uWVrW/aOIALxwa3bdzwaKKtdB9TYt3Y8ZOMVZwP0ooqkZyMvXVC6YWHXev86wtQ8RarqOmwaZd3k01vbyPKgkkZiWfGcknnG3j0yfWiikJH/9k=", "info": {"video_id": "166784", "label": "charger colliding with perfume and both come to a halt", "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": "c7c11eb9851b1e53e705bada99be2e1a66d7ffa7b7bd96ca91b2c1b5dc73f014"} +{"episode": 66015, "episode_seed": 3360721973, "split": "train", "timestamp": "2025-10-13T03:32:02.374687", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3360721973, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a bottle 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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px3rUeUKBnNVbhv415+hrJtGkblOJAijA6enpVDWbCO5s3wvOO3WtYNFIu7gHFQMH5C8/rU3tqjVaniWoadcJqP2dlPXgn0rsdM0CIaa0M4+V14Ydc12rxQSqFuLeN8dN6A4pghiSMoIwAOmK1qYhySS0FTpKLbZ61a69azqCCp+hrXjmtbhAfMUE9jXxjZ+IdW0p8Wup3Ee1uQHyPfg12WmfFnWrVlFwYLhO38BP5cfpXp+zR5l2j6XuNOVhlTuB7rXNTWc8bMm/A3HrXnem/G+wbaLuO5t8kjONy/pzXXWfjzR9V2iK9hk3DIUsA35HmsalLTQuM7bheW8pxujKkd8cVi3Sc5ZunWurN3DIMxSbc9s8Gs68gjmBLqpPqvFcrUo7mikmc3gFuMMPY08Rkjg5+tTz2Clv3Zx9f8ag2Twj5l3e9ZSVzopyGBniTDp9cd6TzAy5BP0NSfaAc7umOlRt5UybkI57isWdK1Om8Cpuk1DK4H7vHP8AvV2bWmVytePJ4xtvB9wq3Zk23fQqu7G31/Our0b4n6Hd4WLUoGY/wu+0/ka9GhBummefiJWqNHXywyKR39e9ZNxOvmNHInI5rUt/EtlcwjcEYEcMtQ3b2Vy3mK3zEY5Gc1U4NIzjNNnP3IV42C5Bx0I5FZszCSEKyg47muimtYW+YqfqjVmXVmjD93Ic+jDFcrbW5srdDnpE2DqV9qgZSeevuKvXFrPEpOTj061RErKxDLjHcVnJGsJDAxjm+bcARx6f4VMZ9/Rx9Kd5yFccE1G0UbHK/K1ZM6Iu5DcMAASCSDn5a9AijBUFSfoa8/kWRTwcivSooVcDBGcV0UNbmOI0sQ+SpHzJ+QqNrWI5PKn1xVzyXUHrjtg1WuZpbfYSmQTg1s0rHOmUZrcfwyZ46etZ0kMhVmjXPPI3CtN5snLLgE8EGq2CpbB+Un1rjnZm8bozBvUYbcB7jNU5RtbKHB+tazhBkFsE+tVniVhyQw9qxNUZMs0qkDAOTjmms528qCauzWUUi45GDnI4/lVCW0YH5XJFUnoVoQvtIPy7fcV0vgRRMb8BslfLB9vvVzEgkQDcM1u+EdUgsZrpJSqtLs256nGf8a3oazSRFbSm2d20TJyRn6ionAB5XGeciprbV7aRBvcfgauD7FcLkSgMf71d/Izg5kYcskZUhZMYPOazLtMx5xnmtm50xBNJIjhlZv4TmqUlhnOJFCn+FhXLUunqaxsYlxbREB1DA98GqUsTAYyD9eK2rm0kjX5VBHsc1nzLIPvIP5Gud7m0TGliYMThgfaqquVlcM5JB4BNbDOhyuMezCoJkiZclQfeknY1TKnmFujAj0NRzOqqGOR64pzWyqcxnFRt5qk8ZFJs0SPEII0fLSFnJOAo6k0scDyO+6Paqk5BHf0p1tKUuFkSIsVB+XPQY65qzblHAllkChj8248AnmvoFY8crTwJEisrc+h55HpQssj7rgJkIAAR0Wp5Xhl2K2dnUHByTn0FRjzvs/kiAiNicuB2FAi7p+t6zpcsTRajcRRvyF3kj6YNdPF8SNcsSouUhuUJ6gFG/TiuPh8559/lhkiUjA5x7/jRLcpJPAVQlgck465qXFPcD0m0+J+n3G0XUctu565GQPxFdDaeJNNvBut7qOQd8HkV5HaRQzXDRn5yBjceQfWqoZdOupo13bCNwwOcelZyw8JdBqbWx7ebm1kPDIxJ6DrUS26LAGWTjJIBrxW28QX9ucpcSBQ33TyMfjXTeFNTvte8QHT7nV57RWikePyk37nVCwXngDjOfaueWEXRm8cRJEvxGiLPpaBhz5nf/drh5kRGQRoz57kdT6Vd1PWbnVUgF3M77AcMx+7kD/CmLMZhDEgaLYnfgZ4x9a6aEOSCizOrPnlzE1nPfWJP2a+uLdgOschAz9K2LP4jeI7M+WbtLjoQJVB/DjvWO5SJVYkM5UkAHJ9/pVNRFDKjoPNGScLzitWkZnpNj8XL1JTFdabu2rljFJg/kf8AGuhsvifpF6gLtJCe4dOh+orxcTyEvMifNJwADjH+PFTwyxQwqjr5fy5OBgmspUovdBdo90h8R6XfjNvdwuT2VwakeaKZckKQe/WvA7cobd34UIxJJHPtzWz9v1C0shJaX8q7eQrNuDD0INZPCxexSqSR65JbxPgoSB6CqhtpBdBo23Lt5GSOfpXmieO723jTJWUnqAdpAq1P4/le2dYBJDOCPnX0+tYvCO50RxDW56A3mLy3YZNWLD4o6PMUJuwhPGHBXP6VyGq6jFB4eh1TT9c1GVHuTag3ESxrcEJud4h12qSFO71HuB5tbXCxTNJsZvlPA521ph8PyX5ia9X2lrH09YePdMucGK6t3X2cGtRvEOn3KDKKcc/K3NfKtupZQWcYIzycYPXmni+mQqIbyaHHIZJCufpXS6UbGF2j6jF9Zv8AdcY9Dg015oGGNifUcV80weLNbhRY47+5DHnc53fzrTtviB4gjfDSI6KOSU5468iuaeFUtjRVWj3iSK35wTVOS0B+YMAfyryRPihfIUV4Y5N3BKsRite0+IyySmOW3dXAGcEGuaWBn0NViLbnczQzIuc7h7c1mXbywhSEHLYIOaxB8Q9OVtk0m0+jZFTp4w026wVuYyM527s1m8JNdDWOIiXZJDlgOce9cF8QN7TaaFYo2ZOc4/u10On6ra6x4wbT7rVbi1tJpdsTxyxIsXqWMgxjGeOpOBXE+MZZ01WWyuZLn/RppYwLjAdMHowHGeB0OK3oYeUKikyaleMoOKK0PiXWdOMa2Wo3hX0ZywJ9ADXT2HxJ8Q2w2zvBPgdWTbz+FcWsxmEMSK0WxO/Azxj61M7JEqtkM5UkAHJ/+tXpWTOI9GtPjMwdUu7B1bH3oZA2fwOK6O0+Kui3TGOWaSFwOVljIx+IzXhSiKGVHQeaMk4XnFOE8hZ5kT5pOAAcY/x4rN04vcLtbH0XbeLNIvhutr6B8/3HBNWHvoZOrhh1r5zhlighVXXy/l3HAwTU9hqt5b27NDeTRKhORvJ+g5rCWEgzRVZI99lFvJxt2g+lUJ7QBso4xXmY8Vavb2XmLcLLjoJBgn24qRPiTIiJ50ZO7qEOcfnWMsE1szWOIZ2zRTpPJyWXAxg5FRszg4IHpzXI3nj2KaxkS1lkimLLk4Ocd60Neg1vQdB0q+vr27SW+MnmQsmBBgIUDHH3irZx2+oNQ8JI2jiV1PO3hCQxqjMuUZiQeScZqK3VTasWUMWIGW7ZPOKKK9RbnCyzHKbeQCMDm4wSeTwKqpcyztFC7fIrkccEgnv+ZoopslGndopsrnChSmcFeM9OtRShZL+2QqNphAx+NFFJgQzXUtm8ttAQqQykocc9zjPpVdJHnkM7uQ5Q9OnpRRQAyCNRIpx1IBFSadqtzoesrf2ezzoi4Xeu4fMpU8fRjRRSexQyzUOC7clVOKSGR5b2PcxBJAyOooooAvm0hj1FY1UhPOCkZ6jFKJvLltisaDcJegx3ooqmSJpqLdxlp/nO8Lz6cf41JGnnT33mEt5cWFJ5x1oopIGQQxokVvNtyVZflPQ5X0qS8vJUjuoRjYj4UY6CiihbAzKLF4kQ4+VSQe9SyKosw+MsGxk+lFFIo19c8Wy+IobaCbSNMtTAixRSWqSKUjUHCAFyoHOTgZJ59ayJmMMaIh4ZcnPeiikgJYYUl04yPklXCqOwz1qzBGihDtDEyyAlhnoOKKKtbIllYzu8VpHwqsCrY784q3eIILJ3iyjMcNg9eBRRSGMuII0uolAwPJB447ihZDaQP5QG6ObAY9SCe9FFAuhTubh2vixx8o/pUVugaVM9GxkfjRRSe40aWm682ivcw/2bp19DK6MY72DzArLnaQQQR1ORnB7g1HLf3OsajdalfSmW6mZpZGIwCx56Dp9KKKXUZVhkeW9j3MQSQMjqKvm0hj1FY1UhPOCkZ6jBooqkJiiby5bYrGg3CXoMd6TTEW7jLT/Od4Xn04/xooo6i6EiJ50995hLeXFhSecdaghjRIrebbkqy8Hocr6UUUASXl5Kkd1CMbEfCjHQGsosXhRT/CpIPeiikxolkQCzD/xbsZq7eeJ9Y1TS7TS72+mntreV5UEkjMSzBRySecbePTJ9aKKTGf/Z", "info": {"video_id": "5300", "label": "letting a bottle roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "5300", "label": "letting a bottle roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "5300", "label": "letting a bottle roll down a slanted surface", "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": "fb3ea1930dabce3eae9a5764303bf542466c9d05b262c78df3ae72e842fac288"} +{"episode": 66016, "episode_seed": 4239737937, "split": "train", "timestamp": "2025-10-13T03:32:05.459427", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4239737937, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting glass onto holder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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YAVFfRMts8q8FuOPxqtFFJaRmQorDAP168Vz15WaZ1UIJwaCJvsySToULR3AZccg4Ndtp2oyXlhFdohUuMlRyM5INcR5b/wDCPpJn5zls12vg+ZJ/DkceBvSR1bHfPzZ/WvB5+aTZ684csUS3F4j8TRlT/eAptkBhcDGa0bpV8sjHJ+6MdfxqpApUAbeQ2T9DTRnEuou5fnGfpxmrKjy4GbhcKTk9sCmRxncuQCDzu6Cma1uh8P3TAEZTaPbJFaQXNJIUnZXObhnFkY7mRHKvkBo2AZwevJBpYL1brTIdOjFx5m8ko0imN+cgBcZzz3NZBhDRKnOQOo+tQxO8dxEhXILg5P4V73JFu7R43NLlaTNhtXuLG5it4pWTAeNt7AqoYdBjngiobmBb+xWVD+/PBBrGKvHySSp4Bx061p6UXS4BmPyux78dBjFeVmOH/wCXkVserl+IatTb3NTwnZDT5NpTDA4Jz1PrWb44JGphx1HNdRaxbZFcdM5rkfGM3m32c9q8eLbndnqNWVjoBJbtAhAUPsGVYdeK5nxCsctzaJGn3mIJH4V2TwwiGMhFJ2jt2rFvLSCTV7YhSAgdmHvxiurqeenqT2KjCjqAOBWog4BBwPQjNUYE2EELjDfoa04oznkHpVIor6nhNJnPmbDgck479K5xZreGJYZpY1ZbhGKhWYAdzleD9Ota/i3cLC2h7PJk++BXJzI2S6kn1HY8V6mEpp09erPPxE2qmjNq6nthqbXcVzDJAHChvLYcY6bOuKpyXUN5Y2drvhDIW+8hXntk9DWUzPNAdoKkSdvpSQyOJVQrjYxbPuAa6vZxVmkYc8mnqdpYaeqaVD52Fk5ZCG429hmrckyFh5yrJgfiKr+HrlzoMAdfN8tmQ57jOf61q7LaVNyIqk8YxzXi1fjZ6UPgRkSm1Jyh2N6Mf61m3P2Y9SwPqDxW/cRxKpwi7vpWXeRW8hKsoVyOD61i2UaSxktgD74+lX7b54Vz265qDyyIvdT1q5AoEvH3ZBuH19KpIoyfFj40+BFJw0wzznkD/wCvXLxcuykdK7bxDatd6epVTmBtxIGcDvx7VzkenfaCHEN5v9IIw4P616+Ea9kebil+8Me4h2O0iDqOR+NMkVJo8dGUfjXULobyxsDpWtMOhPlIo/Wqc2jPCedLvAB3lmjB/lXTzJnPZoztGnaPW4IWTcHYRjPb/OK7+JRbXkZCFd52v7ntXI+H9Jlm1oXbRhUhy3qN2OBn17/hXXXDtuRdm0gjr3NePmMVKTt2PTwUmoq5sTWQaPOM5p9vH5FufUVctsTWyt7VRvnMMbV4vQ9R7mDPILjUJs87QKlCASKCOHBBOKoadKZNUuj1wF7/AFrWZNyLgAYAP0rtofw0c1X4mWLQMIyh4ZTtJ+lY3jGFvJsjnK7zk4xjpW6CBKrk5SVcNj1FR6tYDULJ41YGQcrnoeOR+IrtoSUKibOatFyptI89CGK4Ibv0ouY967scrzmughsW2GKY2BZTjZeqysv4ipZdPkC/8g/SpQe8F/tOPoWr2edXPI5JHHmPzkS3YgFiME9KyLu8BiMWwn7wBHftXZXOmyxnP9kShQc/u7oPiuWvbIQzswgkiXP3ZDk1yYp1Irnht1OzCKm3yT36EZcNo3lnA2gAVoeBrt1N1b8GMMh+mcg/yqjNDiyOO4pPBLhNbubdjguisv8AwFv8DXi09bs9ittY7y7HzbQPrz1pVjzIp4Ab5TnpT7hWLPlfoQKmaP8AdY9O9aJHMiazBMWCcbTznmqfik7dDIVcbnUH+f8AStKAASI3aUDP1pmuWr3ulNGEJKYfC9eOuPw/lW1BpVE2RVTcHY4JMiUqe47/AIUlxAC6yqORjitFLNZ1DOLhWHR4YvMDfrVoWNsU+canx6WB/wDiq9u6TPHs7aHOgLJCEYYbr71XRzBNFnOASc/U/wD1q3JtOto+i6iwHQmzxj9az5bB7y7it4ElBYhVMi7SfwqZpSi0+pcJOMk0dbp0oltwa43xdDiV3Xrg11kiDSpHgwQnBQnuKxdatzfWzELyK+ViuWdmfTuXNG6Ni2mFzp9vKvKtEpzn2FQSxbruGTvtK/XpWN4W1LbC2kXB2yREmIn+JeuK3ljKzDA6d+1dRwWs7Eyx5IJ4DfK3FXrTPlANncpwR71FsBjIHPpVuMbSjnADDa3sexpoZzvi5WM9kgXC4Y1z0QzuVgPpXc65p7X0CvGN0kR4A6kH09//AK9YsGmpJh2FmJBwTKk2fxC162GnH2SXY83ERftGzmHiMLDaOCTxUUgUhpEO1sHPtniuxn0yJht/4lh4yNkFwcH8azbnSLh1KRLC244/dW7qfzaujnjuY8rL3gmdn0+4Hlq2yUYyePuj/Cta9+RxMgwScMKTRdKk0rTFVQvmMS7emT/9ah2aRXRssAe4rxq0lKo2j0qaagkyO4UlumAKz7iOOWIKeo9ula8sZIY+tZsiZJXJU46etYss2Yo9wGehPfip40JiZAfmjOVwKbZ4Ze5Bap1+S4GEwpABHrVI0ZPFiSBXyTkYxVb+zbRJSTBgMf4WIH5CrkChZjCfuuN6H0NWjEs8ZGCpHfvVxk47MhxUtzObSbRyMQJgj+InqKcul2WPltIs46latJ8jmNvyPSh3KyZKDbjtVe0l3J5I9iGCEQIQAoGMYUcAVDfIPI83Zkofyq2d3I7j0HWo/lKsshyW4rN67lbGppkqtCoB61T1tSI3xUOiSHaVPDKcH8K5TULu+1Lxtf6W+s3VrBuk8lY1Dcqm4L7Dg8mvOUG3yna5JK47QmB1K/yMldn/ALNXVxqSoIXdlemK84+H9xdX1xqck0zSMFjPzH13V6ZEcKBuI45rtpK0UjnqO8mxiIWtXQ43Kcj61cibfCjD+LAJ+naoI1aG4ZmP3ic5qxAPLupLcj5W+dAexrREDXTy3BKqVPXIzTJrKCfbmCEjGDlR+FaHl+fCQw2nBxjtVVNySmNs/T1q1JktJlBtKsCvNpHux1AwP0rPuNDtpLeeHyURJFKl8cj8fat2U7ZFAQgY4waikG5yAOW5Ug9vWhzk1ZsnlindI8c1SKaxmNpKNrpkH39/xrC3y6dfRX9tnzI2zjPDDuDXp/jDSfttj9pSPFzbrnI/jTuPw615fqjOmnMyNhgw5Fc6XKzrUlNXZ6fZapbavpkd3CSVPVT/AAnuD71rxxAqM9Cec+9eUTeToGiQ6no+s6i8M139lkE8KxpcEJuaSIddqnCnd6j3A9bs/miU84J7VoYJWHRoWieLd8yHK/WrkJ82ESZbIH61ApEdwMIVQjnNWYFCzmE/dk+ZD6GmBUOm26TlwJYy558pyoJ9eKnayygEdzeFTkEC4f8Axq/5SzxlR94cE9s1Cm5H2N+vNaqrPuZunDsUzpkTj95NdsfQzsf61FbabDbXJkWH6uxJJH1NaMpVGUANzmkZvn6Hnp70nUm1ZsFTindIxtf043ums8ePOh+dfcdxXJQTiRQG9K9CZjlVIC54Jrz/AFa1Om61JEgxE/zp7A9vzrlqx6o6qE/ss5/WrOSGRb22+WWM7gRXR6FqS6rZiYMFkHyuufun1/GsOwMOqeLH0rUNQuba2lk2I8csaLH3JYvxjGeByTgVP4RsprPWdftJPPXyJQmy4wHGCw+bHGemccU4XtqKpZs7e3UNjAyQe4qxHFkPERjdyB6VBbAoDnLHOcjirYUD94Ac49e1WZEsIMkK56g7W9jTmWSBx12GhSYp1fnZMoVj6H1q95YMLKTuwOvrVXEUwgLb1ySTnr0pkkYlTD547U8BopfKbBHamECNimcKc4z607iG4CjGQAB0rNukK3m3HDjKnHP0rRdRtxjkcEVQ1FndYmyA6tlfapYiBgSvOBnv0qjdY2ElenXHWq/im6ntNHM0TtE7OuGXqMnkVi69Z+IND0XTb66vrsTXnmebEVwIQApUMcfeKtnHb65pAjuYWwuAABnoOlX8boTknhc8d+aKKCx8v/HtFJk7l5BrTjbLL0HHaiimIrXiKqKwGCOM02cDyCfRSRRRT6ARq5aLefvZxkUx+7YGcGiikIp6RKwvZU7cH8a4bxDfz6Z4zv7232+dHM23cMjlNp4+hNFFci/iM6fsIPhuoW51EY4/dDn/AIFXpkSgqhxycD+f+FFFdMdjKe5O4BRTjkt179akuAAYXH3gRRRVkGishEnQdPSqV4oVVcDBGRRRTQhkjYtlOBn6fhUZ/wBXA3dhg/nRRS6gVNRAVuAOSc/5/GvD/EsSW7XcSD5EnwAfTNFFZyNKXUoa/wCJm16C2im0nTbYwKkcUlskilI1zhAC5UDnJwOTzXuFscRhRwoxxRRVAy5ISEXHB7n6U6Un7NFJ/ErAA0UU0SzZjAGw4ySRn8f/ANdVbtAEEgJ3AkUUU0IhkbFqG6nrzSBQYoj6/wCOKKKBFe9JUKVJGW7VyPitVMUcuPnQqAfr1ooqJbMqHxI4E602maleo1hYXsU0gcpeQ7wGUcEEEEdTkZwe4Nb3hC/uNQ1LVb26k8y4uGWSR8Yyxz+X0ooqI7I0n1O8gX9yDk9BVqLkhT0C5ooqzMsLGr2siEcL932qxYs0kCAkj5e1FFUhDNRjH2fzOdytgfnVK8AEAfuR/SiigTFPSL3Xn3rP1DG1VwMbj+lFFJiMPxkM+G3z/wA9U/Q1wd3r2pX+mwafdXc00EDtIokkZiWbGc5PONvHpk+tFFA0f//Z", 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", "info": {"video_id": "175909", "label": "putting glass onto holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175909", "label": "putting glass onto holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "175909", "label": "putting glass onto holder", "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": "48f71a278c6df08426112a91681f10135bbddbd709ceb87df8282aefb2b45145"} +{"episode": 66017, "episode_seed": 3951166440, "split": "train", "timestamp": "2025-10-13T03:32:11.092814", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3951166440, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a hole into a leaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157091", "label": "poking a hole into a leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157091", "label": "poking a hole into a leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157091", "label": "poking a hole into a leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "157091", "label": "poking a hole into a leaf", "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": "2cfece4b5ddd23dc8fec7c6e8852eeb20808713f0412001bf8a0adac45252396"} +{"episode": 66018, "episode_seed": 4041126122, "split": "train", "timestamp": "2025-10-13T03:32:12.656244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4041126122, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing a wire'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220327", "label": "throwing a wire", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220327", "label": "throwing a wire", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "220327", "label": "throwing a wire", "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": "2cf3dbfdb23c37b5fce1bab000665dd51a94336c18f4a8539c42f5397687b18e"} +{"episode": 66019, "episode_seed": 2135912195, "split": "train", "timestamp": "2025-10-13T03:32:13.992351", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2135912195, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put room freshener on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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SfQtyzLCplZlaVfl4PFCX8bgHp9ay9SmE0oSHgKCxHYseapxyzbC6o+AcHHr9K77K2p5ybvodIYo2BYKMtzkVVmt9xJ7dKzYNU2jG7B7kf1FWLfUGunZQFOB1XpUNNFpplYxorfZ1QgAbs9q5HxZqCRL/AGbGivuG6bPb06d66e8vTEsxwC4Yhf8AD8684kZNSlurgMyTx5keN+dw9Qf6GspSsjaELsxrgcGt/wCG9nPqd5rKW+2MW3lbjIfvZ3cjj2rDnYHORUmhzyWl3d3ELum23YnaxAZj8iA+vL15WF5XO0j2cVzKneG56jZTKWGCCOxrorKNLseU4JQjnBrjtOB8uFM/OFVfqcV3EMa26RqjAYHzcda9PD66nm4r3dCaZIofLQdMbQgHX8aZDMXLMMCPPyjHQVDcXZ2spGXYYDdxSl0t7LBPJGBWlSVlY5YRu7nJazLb3OuW0V3v+zSy4dVOCfSpvDOlQwPPewSyRxTvIhgY7goDfLg1SvIojq8MlyxEcbCQMD0IIq1p0yWNmltE4ZEdjuBznJzXJBpe8zsm3bkXY3buPYpdFDMv3c1kapex6fp73cmN4X5Uz1b0qxNfgxqC43FxgHvXHeK9Rk3RExpJBuOVPByPQ9jXVzXVzlUNbHNXc8127TTPvdj97FYGrPLFau8KB3Hr2Hc10mowx28iiEtseNZBuxkZ5rGuCDnIryKsrVmz26Ef3CR0Abio50JUSI22RTlWHUGjNOzxVIk7Xw9r39pWBMhH2uBSHTP3vQ1VvncSESkMMYHue/65rn9LlW01FLkZVuhx3Fa9+w8xWXLKTkZHSvUw9W8dTzMTRUZabMs2V69lIPMUqpA2t7Vrma3vYyNyOuCSDXKvqcrSGUBVRRtwB19c1B9oSUM6ybQAeAatwUtUZxqOKsy1HetFmVCqsnzDf0x/+qmXuotd3MvyYlSAcD3Gayp977AjEkj8+1PGq2B1CRJZGikQmNWflDjjqOR078U56hTdjG1NPMv45TOsRjIALHGRxjB/Os67YtNI5OSzE/rV/VhG2vhzGyQAjbj7pOOoPQis+ZSa83F6WR6uC1uxljEfNnuAORF9nT/ekIH/AKCHr1zQbIWWmK44lkUBMj7q15x4S086jrQhkP8Ao8RE8nHoCB/OvTL6+EUGFwGYYUdCFpwfup9iK3xtLr/kU9RvxAvlI/I7+prAaQsSx6k9abNKZpjk8DpUbPk4FYSbbNYR5UaFjEY42lhTJJ3Oa6GDUrebYJjtkjJK7h90kYNctBeSRQNAgXLnqRnApJNQ3kRStlhwGNepTSnBHl1JOFRo2takjjuYygXLJuYr3ycD+tUJ9WkjsbiFijxAqgIGMZPQ/kaz52XLhXJwv61Ta8SwtMXCu6zPtOxsEAD34P3u9aNWjYzUryuSawxkikRuEcAZPphv5GucwqWaRRziZVYnI9cCtzU7u2v9GaOx/fSFl4AxIg75Hp9M1hgJ9liVAQVBDAnnOa48TpBnfhXeoihKeelehg8CvPZ1Irvg3ArhidtfoTA5NbWizzxz5Q5XoR/P9KxE9a3dKVo4WYdZOFHt3P8AIV1YeLc0cWIko02WppnZyxyrlskA9a0NP1CPYUfCMST81Y7XCw3heTJ2j5hmoXvw25pUUBjkHuPxr05JTPKi3A39USEWrXAA3ggBlPUk1m2motbSIVUMkjYPOD+X51nSTOYRib5Sw+XPFUxMYbppiSY4gz8deAalRajZg5XldFme8E0PnxZAeRm/HBP9K5URtDPdSLMoWVCPLDc847d+a6Ozu9PnidEk3kgs0LDa3TsOh/CuUt1Utcu+7zjjG4Y4rmraQb8jsou80l3RVn4zmp9GYSXH2UD/AFkqOx/2VycfmR+VRXCkZq14aiBv5pDnKqAMe9eRSdnc9qorx1PSdBjD3illJCgkEDIzXSP8wJzgg1yn9pNpkMFiqypLKdzSpjI/DuO34Vb0+K+1Gf7PNdma1Jy7rjt29Qa92jFQhqfP15Oc7rY3FRAr3VwSq5JBzgAdB/n3qhq12sQyzYGOPer88qTLkLiCHhF7Memf8K4vXr0zWzOCo8p8HA7H3+tclepc6aFIqXeqRySOko3RkEEHvUNtewWYVI7nzYj/AMs2GGX8e9c/cX8SOUaQBsbiO+KpPfrgSRsGIbaBWMKNVq6OiVWinytna3t+UuLFVAZZGJz3xx0/OsjXAjrsuHMahySw5I+Y/wBKrSa9ZRx6fI86sBt3W4OZA306Yxzmptbnj1aK3azUTpEpZ9vDDnoV6/jXVSd4+hxykubQzLjaUTYxKhFAOMdvSsu4OM5rWuCkhJTAUjgVlXSHBryajvUfqezS0px9DZUinZ6DNQg9qlQgnmugxL+nxl7tDjIX5jmt2YpPGTDKU3jGxujH2P8AjXN+fc2USzwx5Eh2BsdDW/YqoKwOd7kBQx6BsZr0cNC0dep5mLqPn06FG6tvLiwyMjY5U9zWQOHPy9e1dB4l1FbOeC0ZFlj2EuDw3J4we3Q1jC3FxB59oWliPO1hh0x1yO/1H6Vq1Z6GcWpx1E2MbmKTOAhDEew5P8q4ua6LSFiCSx3H8a6wzFdOv3bllhIU+7YX+tchIu1Ce5PH0obHGNiW1vZUYxq5MT5zG3Kk/T1qxI4JORz7VnwwTR3MJlBAbJHHapdJtTrPiiTTZ9SmtUZZDF5abizKhYL7Dg8n0964MRH2kkkejhpeyg3I7jwA4Q6kSMgiPJPYfNWhqd+Z5yBnJ/QVx/w41CV7PVmmkL5WE8np96t4NvkZ2HB5rKV4xUS9JzchxPljP51HnmkdsnFR7j+JqEaFiBh5uCMhuKguwFlwOQO9aNgn2exutSbH7hCseRkFzwP51kpdw6jKVYeRcYzvA/dvj1/u/wAvpXoUItQuediJxdSxIp8yIgDaD1NYuuTGEWsBOdqF/wDvpj/QCtGYTWsyiRdueevBHqD3FYmvt5mtyqPuxBUx/uqP65rdvQ51Gz0M77QcqQWUg5BBxitEXLzRK8p3EgZYjk+9Zgt57gyNGDtUZbA6ClvJZINGV4nKudvT3rkxOsbeZ3YROMuZ9i4+G6Eiu4B4FcHrFna22gW+p6dq1/MrXX2XNzCsa3BCbmeIddqnCnd6j3A7r+EVyOm4bnROqqmxYjbgV1enSKtqPOQDI2rJ3wf51y+nsv2pNwz6D17f1q9HfyiZNMCHeHHzHgbRzxXfhoWjzHm4ud2omndws6D7jxk43oOSPf0rLvogq4zlc8V0FgqyOro2XHBPbFYWrX9pJqM0D/uAj7FlUZU9vmHbnuPyrplHS6OWE7uzKERwVBBODkVXv3kgsbt2b5XCxj6ls/yBq1PFPbAMy9RlXU5Vh7HvWdrcmdHt1H3pJST/AMBGP/ZqXNoU4Wehzj3IOeuR3q3b30s0e2ZvN2/dZxlgMdM+lUJo3+WONcv/AFqSwR42mD4DKQDjpXLiZWps68LBupFlmRlbpkVu+DbRp725YuESMKzOR061yGleRqPi86ZqGoXNpbyybEkiljjWPuSxk4xjPA5JwK2/CdzcWOo67YXD3C+TOsYW4wHXaXA3Y4z06cVyYXDt1It7HZi8TanJR3O68QJ5TQXdvvad5BEsY9ACcD36V09lZrYWBtjtWWT95dOp6E/wj/P86oaRalVW9ncTCM/6NnqWIxk/Sn6peLbxFN+7By57u3pXo1520PNowbsylqup4Ihhyo24UDsPWueu2XyijAY7jrT5JCS8jkbzWZqNy9vZSzIqllGcMMjH0rz4vmmm+56Eo8tNryOU17DyGQDlQR+FZEZMkBQHGOR9a2maHUoneHMEi/ejkPyHP91j/I/nWNbwvb6ukUqFfmwVYYxXfKbTOOMFJEV3Iy6k6ryEIT/vkAf0rVhuWDq4LKy8gg4xWNDullknxkli35nNakFlO1qboZMSuFOOgJPf0qUxODextyTO/wAz8k85NVJQrAnp+NQa5NJbaaWhkKMGUZFV9e0bWdA0PSr67ublZr0yeZCUwIMBCgY4+8Q2cdvqDXlRpSqXkj15VY07RZvU5TRRWyMzb061S50S4MjOdpDLz0I5qPTb6ee5tFcjBY9BjvRRXrr4Y+h4s/jkZ/iaZ5PE9yrH7rqq+wwKn8SFoIbGaJjHIinDJ8vPHPHeiik9wWyM6a4a78M3N5IqC4M6Qu6jG8cnJHTOR1Fc88jC4+zceWRnGOcgZ60UVEtjopfEEd3NK0EDtmOFDsGOmetYralcaP4he/tdnnRO23euR8ylTx9GNFFccv4nyO1/w/n+hs+BmaOG/RTgExA++N1di5woA9KKKwn8RpD4SHPy/jTR98/WiikijQ1eVofBsKpwHuPm9+DVDQkEmkXob+IMv04PT86KK9ZfCjxnvL+upg6dezDUYdPciW0llVTHJyFyeq9wfpVC/mkF7ezBsOJ2wfxNFFKRcNxiXc0AM0T7ZJI/mIHXPWodVP8AxKF4HVOKKK463T1PSpdfQr634nfXobaKXStNtjAqRxSWySKUjXOEALlQOcnA5PNemfwj6UUVFbdGVPYpXNzNbXMEkLlWV8g10kkrGeyujjzHifdxgcHiiiu/D/wjz8V/ERt6W5XUJkAAVYzgfQZrkNMxca1GJlEgkf5g3Oc0UVb+Exh8Qarfz2GsXSQsDC0gDROMoRgDp/Uc0zxNbR2tzZW8efLMZkwTnBY5P4cCiiky47HOfaHdfMwoeJwFKjHvUkd1JeNPcTYMjvyQMdBiiiuDFfw2ephviic1NrTaVqd9GdP0+9illDGO8g3gMo4IIII6nIzg9wa6jwFPLreq6jc37+bNd3EckrYAyTuP4DnpRRTpNpRM6y1ke0uiW832eJQkVvCPLUDp/nFchfu0l7tY8YH60UUV9hUNyhcn97t7Zxiqc3zwOrDIZTn8qKK5ludPQ5uWMP4PIbno/wCvT6Vzen3krt5MpEipG7Rl+ShCnof6UUV3z+E4IfExYHeGOMxsVJ4OO9akc0kcjQo5WMyrlR0P1oopGy+Fi+Iz/wASxvaRf51z974h1TUNMg067vJpre2keVBJIzEs2M5yecbePTJ9aKK4sN8J1Yn4z//Z", "info": {"video_id": "154233", "label": "pretending to put room freshener on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154233", "label": "pretending to put room freshener 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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RpL3bnkV371hhmVQAmTIW27yMEgdara1PssCp6tzUsUguboyY2qowP5k/nWbr8nnRsIz90VnXnox0IapnJw6fYatBZoxnW6mu2WWZG+6oHQDpjpXcQ2+y0iR5fMdEClsYzjvXIWENpbm0lSTE0UrSGMnnLKAf5frW5FqB55qKbUNDWq3P0JnBWYxbVEYGQR61w/irVS9yLC2ceVH/AKzjO4+n4V1F3f8A7qUROCWchD7159GyXwvGmj2XEKmQMn3W5xyOx+laTlZGUIXZkXA4P9an8JvKb3UkkQKi+Xsx3Hzc1DOx5zV7w6QHuiBj7v8AWvGpvoe7VXu3Ny4iE8RXvXZeFNPH2ARbyBKpG5ec+tcgGrd8NapJYXWwsTbyHlc8qfUf1FdtCSjLU8+vFyg0juWt0tIkjVgqEbWyfmP0qD7dHFKYQPkXgHrS3V5GEMjgFgMoR0z2/nXPFpEZRjdv7+9eqttTyHe9kdKJIrkbSAfY02WEEMF4zWCLuSB8SqRz/F/Q1ZOsEKPmBzxtbqPx71LT6F3XUfdQLGRMVLMnTHFZ97JDbWr3kvyoi7yD1q/dzt9nRyMbiOD+tcV4t1JNscLq/wBnLZLIemPbvWbZoo3OW1G6a/upLl41V3POO47fpXOarMLa3aUozYwMA10d7ALUqgcSKyh1YDqD0rHulR1KkcEYIryK0v3zbPbw8X7BJHQhuKjnQlRIjbZFOVYdQaM07PFNCO18Pa9/aVgTIR9rgUh0z970NVb53EhEpDDGB7nv+ua5/S5VtNRS5GVbocdxWvfsPMVlyyk5GR0r1MPVvHU8zE0VGWmzLNlevZSDzFKqQNre1a5mt72Mjcjrgkg1yr6nK0hlAVUUbcAdfXNQfaElDOsm0AHgGrcFLVGcajirMtR3rRZlQqrJ8w39Mf8A6qZe6i13cy/JiVIBwPcZrKn3vsCMSSPz7U8arYHUJElkaKRCY1Z+UOOOo5HTvxTnqFN2MbU08y/jlM6xGMgAscZHGMH86zrti00jk5LMT+tX9WEba+HMbJACNuPuk46g9CKz5lJrzcXpZHq4LW7GWMR82e4A5EX2dP8AekIH/oIevXNBshZaYrjiWRQEyPurXnHhLTzqOtCGQ/6PERPJx6Agfzr0y+vhFBhcBmGFHQhacH7qfYit8bS6/wCRT1G/EC+Uj8jv6msBpCxLHqT1ps0pmmOTwOlRs+TgVhJts1hHlRoWMRjjaWFMknc5roYNSt5tgmO2SMkruH3SRg1y0F5JFA0CBcuepGcCkk1DeRFK2WHAY16lNKcEeXUk4VGja1qSOO5jKBcsm5ivfJwP61Qn1aSOxuIWKPECqAgYxk9D+RrPnZcuFcnC/rVNrxLC0xcK7rM+07GwQAPfg/e71o1aNjNSvK5JrDGSKRG4RwBk+mG/ka5zCpZpFHOJlVicj1wK3NTu7a/0Zo7H99IWXgDEiDvken0zWGAn2WJUBBUEMCec5rjxOkGd+Fd6iKEuM4Ycd/pXpGhsZkkusYM8hcL6DoB+WK84nU4r1Xw/EtvHHIULR26hmX/P5/hXJRvJqK6nZiWox530O209Fj0+IBSNwy2Rg5p7ozsIlJwzZY+ijqP8+tcuur3d+vnQXUkHzECJyMH/AHT/AENdFYJJZ25ubjL3tzjhh90fT9fyr15NQjoeDyylKzJpGigSSKNvnQZcFskZrlNU1QRbgrZNbGp3K2SqoAJY/OxGSc9a8+1W5EN1MsjjEbEkj06/yrzasm3ZHo0YJavYuNc200yzGYwTouA+3IPsRWjZais+QGBde69DXEyajCzACUZb+tWNJ1WKC6lWSVYk2Ntlc4UEevoOlP2VWC5pbIJVaLTS3N+C7e507zcAYds4PHQ4P51z5EC3NwyykzOp3Jt4HTvWpo+v6eY5ojKjSBm+Zh8khx2bt+NZMcTW3mrNEUeXDKxOcj2PQit6j/dOXkYUXeol5opz8Zq74eOWuf8AgP8AWqk656EGrOggo9177f615NPc9ir8JvA1LEzKwKnntVdTk1btY2lmRE+8TxXVFNuyORtJNs6T7RMbKJJFyB39v/15qO3uvKmUsGZN2cnnFNuXP2YkE+VgAH1HY1WN9iFIUUEg5YnpXsK3Lynitvm50dMJ4buLBKMD1WsK7ZIb54E4VTgAnocZNUftSySfuyI27gHAFVLmSRhI3mFnLdT1NKMHF3uE5qStY1bvVvtEdtFKgV/MJGDkZA/+vXLa4rXSCPeEIcnc/AHzYP6CrrX1rD9nhu3aNh+83BMgZJ/EdPes/wATtDLHbGIlkYEvJH8yuM8c+vtWckbwkZl2zMsYZw+2NV3bsg4HrWTORzmta5Rc4i+4AMfTFZN0pwa8So71H6nu0dKcfQ2lIp2egzUIPapUIJ5rcxL+nxl7tDjIX5jmt2YpPGTDKU3jGxujH2P+Nc359zZRLPDHkSHYGx0Nb9iqgrA53uQFDHoGxmvRw0LR16nmYuo+fToUbq28uLDIyNjlT3NZA4c/L17V0HiXUVs54LRkWWPYS4PDcnjB7dDWMLcXEHn2haWI87WGHTHXI7/UfpWrVnoZxanHUTYxuYpM4CEMR7Dk/wAq4ua6LSFiCSx3H8a6wzFdOv3bllhIU+7YX+tchIu1Ce5PH0obHGNiW1vZUYxq5MT5zG3Kk/T1qxI4JORz7VnwwTR3MJlBAbJHHapdJtTrPiiTTZ9SmtUZZDF5abizKhYL7Dg8n0964MRH2kkkejhpeyg3I7jwA4Q6kSMgiPJPYfNWhqd+Z5yBnJ/QVx/w41CV7PVmmkL5WE8np96t4NvkZ2HB5rKV4xUS9JzchxPljP51HnmkdsnFR7j+JqEaFiBh5uCMhuKguwFlwOQO9aNgn2exutSbH7hCseRkFzwP51kpdw6jKVYeRcYzvA/dvj1/u/y+lehQi1C552InF1LEinzIiANoPU1i65MYRawE52oX/wC+mP8AQCtGYTWsyiRdueevBHqD3FYmvt5mtyqPuxBUx/uqP65rdvQ51Gz0M77QcqQWUg5BBxitEXLzRK8p3EgZYjk+9Zgt57gyNGDtUZbA6ClvJZINGV4nKudvT3rkxOsbeZ3YROMuZ9i4+G6EivaNPsAunG2lkIedAGC9UB/rXier2lra6Db6np2rX8ytdfZs3MKxrcEJuZ4gOdqnCnd6j3A9d06abULr/R5gJiR8rdD6571WDo8jcpGePxHOoxiTeHLT7XfXDTrmws5SVJ6swJCr/jXR392IN08nEzLwM8ItKqQWNsIYz+5gzn1eQ8k/qf8AIrmNUu2uJSm4HnLkdPp9BSr1CKNO7Ibm7a5cyMTtAwoNc3rDr5b8DLdeOvGK1ZnGdo6CuY1fUo0vjbXMLGPAKyRcOuf0Yf5zWWG+Ntm2IS5EvM5aT9xdAAfd6U6YbLO4k3ZD7EH1Jyf/AEGrOrWMiKZEYSouMuvUZ5+YdQfrVGd86Zap3aRifwAH9TXS5vYw9mrXRJp07hGBBOTnit6xuJPKeNWbZ97bngfhWFbwO8iQpwSQAema2rS2ktZbiKYMHQgcjB6ZrKvK1JmlCm3ViyaRg3VRVvRxh58Hrt/rWHpXkaj4vbTNQ1C5tYJZNiSxSxRrH3JYycYxngck4FX/AA8txBq2s2c5uM203lhbgASLgsPmxxngZxxXBGjJJTO+daLvA6NWw1a2kswucqu7AyVI6isYHBrViuPstpFdIpIiJDYHJzg124aF5XOHEztC3c6OcpJtEPlqyjb5b9Onr2/GsmS3IMhbKyZxyMcU6wufta/aJcJHMxwvfaKv6nMmn6OHeNZMuERWOCB9fpXoWurnmKdnZnLyDZMWGQR1pZA7QfuyVIJOT1NPRUvdz2bGQj78LDDr/wDFD3H5U21Je9jhfO0nGDUqTWhpKKeqOe1u526jIjEkxqsZ+oUA/rms6K/lgk3QysmR8y9mHuOhqW8c3F5cXB5DOzfmaznimx5pH7vcBmobLjFvY2JJVbnYF9l4xVOUbgcH86g1yaW20wtFIVcMo3DrUGvaNrWgaHpV9d3Nys16ZPMhKYEAAQoGOPvENnHb6g140aUql5I9x1Y07RZvU5TRRWyMzb061S50S4MjOdpDLz0I5qPTb6ee5tFcjBY9BjvRRXrr4Y+h4s/jkZ/iaZ5PE9yrH7rqq+wwKn8SFoIbGaJjHIinDJ8vPHPHeiik9wWyM6a4a78M3N5IqC4M6Qu6jG8cnJHTOR1Fc88jC4+zceWRnGOcgZ60UVEtjopfEEd3NK0EDtmOFDsGOmetYralcaP4he/tdnnRO23euR8ylTx9GNFFccv4nyO1/wAP5/obPgZmjhv0U4BMQPvjdXYucKAPSiisJ/EaQ+Ehz8v400ffP1oopIo0NXlaHwbCqcB7j5vfg1Q0JBJpF6G/iDL9OD0/OiivWXwo8Z7y/rqYOnXsw1GHT3IltJZVUxychcnqvcH6VQv5pBe3swbDidsH8TRRSkXDcYl3NADNE+2SSP5iB1z1qHVT/wASheB1TiiiuOt09T0qXX0K+t+J316G2il0rTbYwKkcUlskilI1zhAC5UDnJwOTzXv3hm3hi0+71FY1+0gEBsdOO1FFaxbuzimtEWNZdobNQhwBHu/H1rmukDHvnFFFctXc6KXwlIseD681kXyg65ZN32Pn3xjg/nRRTo/Gh1vgZyviGSS01+WWCRkdjkkHrwOPce1V5HE32N/LRN0RcqgwM7jnj8KKK6Z7o5afwk8ErtCxZiTGyhc9hWvaTSTJM8rs77+WY8niiisMT/DZ10Pjic9NrTaTqd9GdP0++illDmO8g8wBlHBBBBHU5GcHuDW34Sv7jU77V727k8y4uHSWR8Yyx3fkPaiip/5doT/iM6aQ4U4qx4ZuprgT2cr7oCW+UjpwT1oorrwW7OXGfCaljK39lqcDKoMH69f5U/xZKxsNNXPDIzH68CiiulHB1KRRV8KeeihJfNUb14OARio9InfUobye5O6ezQuko4ZuDw3r/P3ooqOhr1OTaVoY0KhTvJU7hnjpTWu5YVazQjyJJV3KR6UUVlPc66PwlLxEf+JWx/6aL/OsK71/U9SsLbTLy8mmt7eVpF8yRmJL4zkk8428emT60UV5+G+E7sT8Z//Z", "info": {"video_id": "154233", "label": "pretending to put room freshener 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": "2c4931a176cb5e04af040a0a25ec407b6fc7da9d5c5ca9ab0b576da8f0332f16"} +{"episode": 66020, "episode_seed": 3527749056, "split": "train", "timestamp": "2025-10-13T03:32:15.438400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3527749056, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chap stick in front of hand soap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "145733", "label": "holding chap stick in front of hand soap", "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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SuhwSaswXrRsCGqO1/wBMVUKESkHjHWh7QjO3qKhxN4VL7HfeDdVZxdbXG9dmFJ+91rpTevM0rxwuT0YIOF/GvMNAv3043K5KvJtw3p1z/OvQfDPiW2toprKWUeYGZo2AyHX1pxhoY1ZXkcj8QLk3GkS2bj7u2QV5VZWqm/hABDb17+9eyeINIuvEGoz21lLbrC4VmDnHln1wPXk1ys/gp9F8QWUUsonjdS5kVCFBHb+VdFO1rI5mnuzS0jw8bR99xeW8ZOcqAzEE/QYqzJ4O0q8dvNvrqTeckRxKgyPc5rW863jJ82PcwPr1q0byJGim+zwKB1cscqp6n647Vny1XsjqXsY7swr/AEuO2sLe10xWiFuMO0hBGPXgZNc7J4bnkm8wXlu+Tksc5Nb2tFpruYQykruKgjowycH8qxQtxGhIL4Xkkjis3zI741oOKXY6LStLt9OQfOZHJyWPH5CultpwFAFcBbaoyEBic1r22rEEEmuecWXzJnTarp0OrafLazLuRxj6HsR71oafBcX8rpBKpWMY3v2+g71lWepJInXnFZmgeJV07USgV5IJgucnlOMFvbmroRbujjxbSszY16K6sIXjcl5mxtx0Yf57V4n4mTzNYldgNxAJyO/TFexeJr2LU7aOEz+RK0oEWf7309MVkS/DiG6SS5u7+SSUrwsSBRn6muqDSOBxk9NzB+Hwf+zLlImKHzgRtJH8P/1q7WGzvZGO6aT2LSda5fwrZtY6XMkuYZt5ZgwIPHAHtWmbidiFN02T2AzinKhKUrm9PERjFJm/FZTxyv5m3ywoIffkk9xWBq15BBM8U0QlQjOCeM1YgM9pcRzPfLJCpDsJAAOOcDPU1R8RXMd5qE7RqpgMjtHgYyM8fpUyoOD1N6WLV7pGOutyg7eQoHGKF1mTzM5xnvUH2SZnITYTwPm471UuUMdw0DgLKvOAcisXA6HXv1N+HU95+ZuTW9oWrQR6tAk+3y2J5bkA/SvPUlZGHJrSt38+MjexbcAI0GXc+3oKIQXMjKtO9NnseuzRT2TbApkC5jZT3xxz6GvGNas7jWEENjZTvIHw8aoWww9+1aV14tjsLH7Okga6UbAobdtHv9K2/DvjC1XS4IHWe4u9vzpGnTnqScCt0mjz7RbOH8M6beaX4rEN1A0cqRsWRuoBHWvQX1h7chFUswHVUqjfATan/a/2YwkpsJ3Zyq8+nWsy41sySsWimYsfvcD9TW6pRmuZi9rKn7sTof8AhI7nHMU5X+8qDj8KdrLQXHh61u5HkaSUurZ45XGCB26j8652PWrofuYrZNrEY8yTIHucdaZNqd9cW8huRG6oVJCcBd3HHuNozSqUYRjdFQr1HLVmRNCQc7C+ffkGoZGCr80bJzjJFXor63ZwjMAc+n+fSp9YCtp5jd+jj+HoTyea5uXU6/b6aoxGLJz69KmhuSBgmqkVyNxjlICdFY/1qV4ip4qXHoVGopao6rXtRh0jTmigZ5I2YbI5AFDsOhKj0HQHOPqay/B3gy+8VXpvbx3SxDZklPWQ/wB1f8e1J4Z0O78ca4JJ96WMPLnOdq5ztB9T6/U17vZ2cFlax21tEsUMahURRwBWspW0OCKvqzKs/D2m6YiLa2qoEHyg8ge/1rnNS8LF55GikXDuW+ZeR7fSu9k8uOMvKwUe/esa71azjOEUsR3qYzcdjVpPc5ex8GBn3XEg2jsgx+tV9f0uW0zHDYeba7B90rwefXnNdE2vlR+6iQe5Gay73U7m6yCwH4UObe41FI85ubg2asIoJYFJ5LKDz9RWJPI0mJSc+pFek3Nu11E0UjAq3XiuY1fRBZweZHyjHa3sT0NCkTKJQ02QSbTn5s4Irp4dMtJ42YsUcju4wD9DXFWqyQXG737V6z4E1CxaC4hnXdgq48xBwehx+lKQJ2ehgXXg67sLiG5uVZYWXh4yCozjr7+g7msLWdWh0a6UWK4lz8kZfcUX1du7ew4rv/iZrltY2dhIhDs3mBEDYJOF/L3PpwOtcZ4I8FS+Jr1tV1UH7EHyR085vQeij/61XB2jqRJtyJvBdj4l1CW41O32xRTt880i53Y7ID/+qup1jRruPT/tVxNJNOGHA52j1/Ou9it4oIEihjVI0AVVUYAHoKilty4IAzmkp2lctRurHi81vcrMw+1OwB5wcZ+lWbTQLm9UuUdk6+ZIThfp6/hXpb6bCH+dI8++KdN9kht2RpYsEEEA1q676Eqijyi+hubUq0I86MqOufl4Gar3F4gsiknl+ay9F7GtnV9LtFmP2W8mh995NcpqOn3EbjZKJ165xgisrpltNFeOZZiRnEg7eo9qtRXJXhqxLyGSPEkZKsD1HUGrem363gMU4AmA6jvUzj1N6VV7M6O21ApjDUzXb+105S0UaQnpFaIxbHqXbufYdKy2jaPlScVBpej6j4x1vy4IwM8s38ESf5/E0Ula5GJk3YLG41nxDrFuLeNprhCPLRRwoBzk57e5r1K00LxDcqE1G8YZHzBSFRR7AdfxrpfDPhfT/DVgILVcyMB5szD5nP8Ah7VrSJkcU5S7GMY2PKdZsZLW8ntYJGQJ8zMR94cYrD8m5GQ9xKQfR8V65qGmw3f+thV/cistfDtismfs6g+lbxr6WIdHW559Z6NLeN8sbynOd7Odq8ev9Paqt+stmIzG/mDYuRu6NjmvWJ7dYrUxou0bccL0rzTUrXVNPZlS4hmX0ZM/oc1EqnPuXGHKtClZ3jtHI00YUAfKeuc//rNZmrXCNcs8YC9NrL2+lMup7jBaa2QA8Exjp+FZoIkLA5J/lUpIJNmjFKlyvBHmAZK/1ol1KbTbSWOFisk+BkDoB15/GsWYSxOrqWV15BFdZ4Q0FvG98gc+XBa4NywPPPQD64NK3K7lufNBrqVfCPgu/wDFF5v+aK0Vv3twwz+A9TXtdh4S0jS7VIILRcKOWblmPqT3rX0/T4NOs47W0hWKGMYVFHAq00ZPWlKbZEYpHN63pCahZpEreV5Zym0dPauRuPC908pI8k59ulekTiJAfMYKPc1k3F5ZxMQHz7gU41HFWKcE9WcxZeEE3brtyR/cTj8zWZ4j8qwuVhFvILfywP3acdT7V1lxrlrGhWOJ2b1JxXP6lqL3SlVgwD70nNt6jUUtjhZZ9MjffBI4kznEsYGPyqheXkkpwH3IxznHT3rop9OklcsYRz7VlTeHn3ErGV+lNSRMkYMwYBgeQw5p2n6k0R+zztuH8BPX6VoT2L28gjlXg8jPcVi31ttYlOxypqnZoUJOLPpvw3oNv4f0eGygAJUZkfHLt3Na8jLBEXbHsKliQHk9BWLrF0TlQaxBGRqt+8zkKxxWKck5NaTRE9aqvCQaRZWIppSrGyjZTAq7KgvLRbu1khY43Dg46HsavMuKbjNIGclH4YuN3zSJx/Fnr+FbWmWLafGyswLMc8VqhOK5SGS61DxjdaY+rXFrF+88oRoGyypuC+w4PJ/rVJOWhDaRr3XhqXxVrWmwuzC1g3vMw7A7eB7nFepWlnDZ20VvbxrHFGoVFUcACvO/hJf3eoDVWurh5doh27j0zuzXqGBGm9vwFDvsJNbkMsiW6bpPyrmtS12QsUiOB7VPq140jFQa56VCTmkWhsl5NIcs5qByW6kmn7OaNlBRUaJW6qDTDbRMOUB/CrpSm7KQHD+I9NWO6JUYSVdwx2boa5tNP2TCSN2VlPBFeoahpcWowiOXcCpyrL1BrmfEGhjT9Ia4imYSh1UFRjrVqXQh6ajLTTp7rTxPgE5KkDqfevYPDPhu08O6XHa265cgNLIRy7eteQ3g+waBb3mma1qEkf2n7P8Av4ljWchdzPGBztUnad3qPcD32JCwUD0FDi4i9pzDVQVFcTRQKSxGfSnXdytvGQp57muR1G+eVyATipGi7ea+qZVEX+dZMmtXJJKNtPtVBwSabtoKuLcXd5OTuuH596y57F5zlpGNaZWm7aB3MGTQw4xuqlN4Z3KdhG7sa6sJS7KLslnl9zbsI3jdSHDY57GvQfglFtl1444Pkf8As9cr5Frf+P5dO1C+ubWCeXasscsUaxkYyWMnGMdhyTgd67X4O20ttrPimylE6/Z5o49s4AkXBkHzY4z9OK1afLcyUtbHqarn6DvVG+1FLdCFPPrU9/dLEhVeAK5K+naVjzxWRoivf6jJO5wazCSx5NTutR7KCiMik2j0qbbSbKAuQlBSeWD2qfZShKQMxtbsEuNOdwAJIRvU/wAxXFT26OikqD3rtvFEsttoUkkMjRsXVSV9D1Fclr3hfV9E0nTL6e5uBLeGTzIWTAgAClATj7xDZx2/OtYJtGUmkz6Tm+S0yO+a5a7Jabmiis2VEhIBpkka7c4oopFFRkX0qNgAKKKAK7nmmr1oopAWFAIrzfVL+bSvGF3e223zYpm27hkcrtPH0JoorSnuZz2O3+DKgNq69v3I/wDQ69N1JyqECiiiW7CBy8vzMxPWqcijFFFQaFdlANJgUUUAIRUJ+9RRSAeo5rD8ZYHh9+P+Wqfzooqo7ilsclq3iFtZjt45NNsLcwqscb26OpVB0UAsQBzngcnmvpAHZbZHUiiitKhlA5zU5XORmsKWiismalUikwKKKBiEc0YFFFAC4FLgYoopAeeatqYsNc1OOTT7C9ikmDmO8h3gMo4IIII68jOD3Brtvg1eXF/deJ765kMlzcSQySORjJO89ulFFdD+Aw+0dtqTsSeax3AKk0UVgblVgOajIxRRQA2lAFFFAAwptFFIDF8X8eHXP/TaP+dcZda3qN9p8FhdXUs0EDtIvmSMxJbGc5POMcemT60UVtT2MZ7n/9k=", "info": {"video_id": "145733", "label": "holding chap stick in front of hand soap", "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": "52cfad8b14ebd429133ce38cf2976143c01245a11532137430ef5868b5d07b41"} +{"episode": 66021, "episode_seed": 4246574702, "split": "train", "timestamp": "2025-10-13T03:32:18.686713", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4246574702, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching brush with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "43174", "label": "approaching brush with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "43174", "label": "approaching brush with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "43174", "label": "approaching brush with your camera", "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": "92f0856d632de2744b0535c9d2d2109c8694d5d5b907a9aa0843645297e3d62d"} +{"episode": 66022, "episode_seed": 360023719, "split": "train", "timestamp": "2025-10-13T03:32:19.459758", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 360023719, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering guide book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "156685", "label": "uncovering guide book", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "156685", "label": "uncovering guide book", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "156685", "label": "uncovering guide book", "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": "d3d460f14925492900b0fa71ff4663521e87b09874911032578968c366d154a1"} +{"episode": 66023, "episode_seed": 662896828, "split": "train", "timestamp": "2025-10-13T03:32:21.806529", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 662896828, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a stack of indian coins so the stack collapses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "121569", "label": "poking a stack of indian coins so the stack collapses", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "121569", "label": "poking a stack of indian coins so the stack collapses", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "121569", "label": "poking a stack of indian coins so the stack collapses", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "121569", "label": "poking a stack of indian coins so the stack collapses", "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": "89485ae25e85335dcccc3de91b647f7693d122f8bed3a3b972c247a77181cd3e"} +{"episode": 66024, "episode_seed": 2770478594, "split": "train", "timestamp": "2025-10-13T03:32:23.646788", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2770478594, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering coin with dish'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ZHMavbGPVrogceYT+dUCpExx1IFdyddtr/TntNWsYZ5BnyrpfklQ+5H3h9a4+5Ea3LrGQygYzXZh97o4MfFwpcst0QBc8d66nwp8sV7/wD+tc34egs9U8ULpupX1xawTPsSWOaKNY+5LGTjGM8DknA71v+GI5bPUtds5vtC/ZpxGEuABIuCw+YDjPTOOPStcQ/wB20edh1aomJ4iUtbtXG6R8mpg91cH8jXe6yqyWbmuDsDt1R1P8Wa5qXwHdH+MjodeBg8VMx6OVb86sMwxzSeKYWmfTr0KcSwLnHqB/jWcEvrnAW3nbPTC7RWVj0KU0oJN7Fa8hZrhyCoXPGTUaxxxFX3uWBBBAwP1robHwdrl9hkg8pO7Y6fia0P8AhE9N08htQ1SJ5ByUjPmtn0wOPzNS2ivbKWkdX5GbIzXnhXLD5orjj6H/APXWEyERsp7V3i6zp1tLHAmlxT2II3pOfmf3yPumsfxBb6Rva40ozJAy8xTEEqfTI6itaVm7oxqwnGEudWvc5xc7R6e1PReevFVr6R4rXdGxU5AyK0Ne8Oar4d0HSb+8luFnvjJ5sJjIFuAEKBjj7zK2cdunUGvRukfPpX1MVulVu5+tFFee9j6Antuo+tb1oMLRRXTD4Ty8R8Zf/hqGU/JjtmiimYlGmE/MRRRQBJnge9ZcepXGj68b+12edEzbd65HzKVPH0Y0UUxHVfDpQLbVV7ARD/0Ku0sSVnBFFFedX/iM9Gh/DR514jc23im9kj+8wUnNZrXk8hG5yaKKOx30Nie0u52fZ5rKM/w8V0+nadBcuDLuOfeiiolua1G1E7bQNCsC7P5Z+QZxng/Wud8RalPLfG3+VIUPCIMCiio6meDSlV97Ud4UZT4ghllijn8pWZUlXcucYzisv4jxQxW5aKCOPdIpIQYFFFdtD4TnxySlK3Y5LWvE769DbRS6TptsYESOKS1SRSka9EALlQOcnA5PNeo2rE4FFFLFdDhwvUjuhvl+bmuV1C7l03xXY3NuQJFUnkZB+tFFZR2N6SvNJnQf8JXqcjkRGC3Bz/qYQP1OTUxuZ7u3aS6mknc8ZkcnH4dKKKxu2z36NKEYXikmYUgAzisu7mZASMUUU6a940xTap6GU9xLJnLED0FAAoor2YJJaHxNacpSbk7lSLXG0i7uozp2nX0MzhzHeweYFZPukEEEdTkZwe4NdH4Vv7nUrnWb+7kMlzcuksr4xlju7Dp9KKKwxHwMuh8aNK/JNnJn0rhrcf8AE3j9zRRWFH4Gdn/LyJ7V4Xtba78MSSXMCStbSlI92emM4P51UXWrgah9mggtYEBwDHEN35nNFFYTO+lCMq8k11MjVL68urhluLqaVRxhnOPy6VkzHaDiiisOp7yiow91WMy6meNSRjPvWeZHlY72J9qKK9PCpWufLZrOXNa+hW1HiybH98VDeeItV1LTLfTby9mnt7aR5UEkjMSz4zkk8428emT60UV0s8mOx//Z", 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"info": {"video_id": "49951", "label": "covering coin with dish", "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": "58591486816e9fa69f827e8c88a1ec084b5e5e26f72be801124a355906e89659"} +{"episode": 66025, "episode_seed": 2814045123, "split": "train", "timestamp": "2025-10-13T03:32:25.230759", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2814045123, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting pipe with rod'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48860", "label": "hitting pipe with rod", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48860", "label": "hitting pipe with rod", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "48860", "label": "hitting pipe with rod", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "48860", "label": "hitting pipe with rod", "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": "490e78a8932d01f7e10b78a10085c6f8736a540de14d0d9cf8b2f3c28ad28582"} +{"episode": 66026, "episode_seed": 3772894250, "split": "train", "timestamp": "2025-10-13T03:32:27.076909", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3772894250, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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k+yYjoM96qNiWK086W2IpNmWw35f/AFqpiNS26Rmc+5q7OuZmQE4bn8arujRH5l/Knew1Yl3ArwMY/CprpyIY8DJ54qmHwuc//Xrf0HypbqJnCNkSBd67gDsPb1qYrmlYptJGCZ2HVSKtWepTJLtEhKY+6elOMqlsFQyk1VcxxzOARkEihoLmu90k3I4b0qhezSyrsZmKZ+72qv5uOQaQ3IY7X6etJaCYtxdHblVA9PpUFvJ5kwEgGOlPdfl65qJOGJ7qRTjYRrTEJNDKvGQPwxVC5eeZyJpyVBwFFXWIeyPPK81VeJnHmgZznIzVtvoJDYhHHwq8nqTzVu2bEh96pBv4SCCKntpFNwEJ5YgCod2WiMysrH5TikW7eM7kZkb1BxW7qJij0zTzCqrlXzhcE4cjk96yZ/LaHeVAO7H1pyjyiUrov2+pF4VE3JI+9TZLhlUtExHuKzBIoAAIxQbgr0NT6DY5ZijSM2WZjySaqS3L7yMDHpVjckvKnB7iq8yhQTjmjcRPAzPMZOgzk+1SvKWYSZwo6Co2YRxhAevX3qB3JXHv0rQktyy/ISTxVInPLE5pHkLADsKYzccVJSOm8LvuvrSPoDPtJHUZGP60sItbcT4t1LBCqFssUPqPf3qp4WuFg1a0lcZSO6iZh6jdUlwCL67UdBKy/wDj1bR+EzfxMxJjmaQ/7R/nUBOM0+Vv3jY9aiJrFmoEmpUmKxleenHtUNHSgTJoXJDg87iCa0ldkiCdGb9Ko2QXczHtintLk7s81RJZR8ApnJFV7iQs+Pz96j8wqzN1NR7ieTSZSJ7Vwl1Ef9oda6i5SKXRbKSRCT50yAZwFHynt65rjkbEoPoQa6+4lVvCsMYGJI7+Qk47NGuP5Grp9SJ7oy9akhaOFYIUiRVUFUHfByfcn1rFY4FaOpHCJnr/APWrLJqZ7lx2Ak0I7KwIPNNNJUAyWWUv9O9XYGZ5jJ0Gcms6tF2EcYUHryapCZK8pZw5bCjoKSWX5Ceoqq7krjtnpTHkLAL2FDBIUnkk5zXR+FmDX9pGeAZ9pI6gEY/rXLseOK3vClwlvq9nLIMpHdxMw9twzTh8SCa91lqAWkAuP9GUuIyqFstsPqM9/eucmO6Zz/tH+dbtwCL68XsJGH/j1c/K37xsepqqnYUBhPWmE/WlJ5pDWRbJkmKxlfbj2pYXJDr13Ec1AOKtWQXczHtinHcll5HZIgnRm/SkR8KU3ZIqs0uTuzUfmFWLdTVAkSXEhZ8A/X3otnCXUZ/2h1qvuz1pEciQN6EGpKOxukik0SykkQkiaZAM4Cj5T29c1k63JC0cCQRJEiqoKqOpxyfc1qTyq3hWGMDEkd/ISfUNGuP5GsHUiQiZznp+lbT2MoGc3FMJ96CTTawNmOR2Rsg4NOllL/THP1qOimSXpDlRioiMDJp7HioZG7CqEhhPOaTOQKSgEVJRueGoxNeSLvVCNjBm6DDDk/nWpf20iXF3M5B3yF8gdckmsDRrj7PfYJ2rKpjJPvjH6gV0GobrTTppJt2ZBtXPc/1rWD0MpL3jj2OSTTTTmGDTTWRqJRS44rc8I6Ja+IdcGn3d49sGhleMpHvLuqFgvsOOvtQIy7Ugb/wpxGWPFR25xu/CpGbFUthEchxxUeeaGOSTSUihT0ruGtHl0QLHKhV5UlKDqPk6/wDj3864cc11ulvJf2ESoSWjURuAM9OBx9MVcGZzWxj62pjkRD15NZNa2vSLLqDBDkRjaSTnnvWT2qZblR2EpKKDUjAVekwVFbmueHtHtPDNvq2l395MGuTa5uYBGtyQm53iGc7VOFO4fxD3AwieBTTEMK4GahY85p8jZ4qI9aBoXr3rc8MRCe8kUyLGV2MGY8DDAZ/WsMe9aOjXAtr/AAxwsqmMn69P1Aoi7O4pao39QtZEubuZznfIXyBjOTmuPY5Y12Wo7rXTZpJt2ZBtQHuefzrjSMGrqNMUBp60lKaTHFZlBVm0P38+1a/g3TNJ1nxDDp2r3E1tDOdqzpNHGsZ6ksZOMYzx1JwKp39mdL1rULExzxfZ53i2TgCRQGIw2CRn1wSPShCZWK5Y1HJxxUjNgVXY5PNMEANBpKcOaRR27Wby6KFjkQq8iSlB1Hydf/Hq5zWkMUiI3Xk1saW0l/YQqhJaNRG4AzwOnH0xWPr0qzagwTpGNpOc8961k7xMoqzMmkpabWRqFLQRzgc10/iPwVe+GvDuj6jeCVZ74yebCYyBbgBCgY/3mVs47dOoOARgk4qAnNFFMSEPWiiihjHocPVwjdYzuxJKbduT0yaKKqJLKGeKQ0UVJQnerukarc6JqcWoWmzz4gwXeu4fMpU8fQmiikwK8B6/hSyMcCiimtgIs0tFFAwzViJ2VflYrxjg4oooQmO1FRHfSIvCjGB+Aqrmiim9xR2EpM4OcZxRRUjOh8QeLZPEVtbwzaRplqbdVjiktUkUpGoOEALlQOSTgZJ59ax2Yj8qKKIiICTk0lFFMYuadGfmFFFCEXmG6wuGYklNu3J6ZNZ2TRRTkJATSd6KKkZraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3BqC71G61bUrrUL2Uy3NzIZZXIxlic9B0HtRRSW4FeQ8CoqKKpj6CClHSiigZZiYheGI47HFLqKCPUJUUYUEYH4Ciiq+yR1Kvek7UUVJQmccitbUPE+sarpFtpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFSwP/Z", 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"info": {"video_id": "85285", "label": "showing that a glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "85285", "label": "showing that a glass is empty", "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": "f3e2fd9b0212991fe1b7000cb14ca10609708573503f6c958ee193a6488d549a"} +{"episode": 66027, "episode_seed": 2890920673, "split": "train", "timestamp": "2025-10-13T03:32:28.074512", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2890920673, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of pen without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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2P1zID/Kur8aOZdaZFJ2xRqvXv1P8xXJiYezrOS/rQrCfvqnK9jw/Xt9hfm3Mzyxk4+au38HRyReH0JUAuxP9K4vWoWu9aKqpZtxAA7816ToNrPa6HbxyRspAJwR05p4+p+4jHqdOEp2rSa2JJWyOQAaqSKrDtmrVzIRGQRzVS3uI3yjAbh615Kva52y3K0gGDmoFna2fMZwzAjj0q9cRJ/dFZJQSSO4OADtX+tdVCfK+ddDCrHmXI+oy8ea7mWWS4lLomwEN0FUWgkHSXP8AvLVuRGHeojnH3gPrXR7SUndu4RhGCslYpPI0JUSGMbjgfNjNfRjxFLcv/dTIz9K+XPEEbSzxKf4I2defQjP6V9Ra64t/Dl044YxbVx6nA/rVV6N6cZepw1qjlVVNf1c8C1vTbmOylvZ7xzcOd5VeFBPOKwPDJkvPEVsdu4q53HrnHOa63xZlLDbz8zf0rG8DadP/AGnHcJExRQSzY4HFbqtbDScjapQSxEVFHfMzjO4ZFVJME9sVfmLLjK/pWVcXAjm3MPlzzXhwV2ejMjkUDOKrS3Ujk25ZtiKOM8VpN5cqZULWOyA3lxjjAQcH2NdVCo0pW7fqjmqwTcb9H+hlX+k2l5IJJVYMOhRsUfZSgwsrge+DV6SPk4NVzkHk1uptq1xqKWtis0cyn7yN+GK9A+EzC5bWNrISvlA7Wz/frgLlykTsGGQp711v7P0YLa+exW2b8/MrZUuenJ9rHJi6vIlHudB8RbS5umsbWKcQwgPLIwGSTwAB+teMa6ZLG9Nq0zSxk4yRg17Z40fzdbkVSSsSKnXv1P8AOvFdZia71ogAs24gD8avBy5W4vZCq0V7GMurOz8HRSRaAjFQC7k/0rZlYkcjBpmhW01rodtHJGVYKTgj3p1zJiMgjmvJqy5qsn5nowXLTS8irIqsO2fpVaQDoas29xG2UYDcPWmzxJnotC0dmS0Zs0KSRlHUFTVbSdCtYL8GISAD5mBbIwKuyRDsf1p8bva225F3STTJCoHuea6YSl8Ke4KKvd9B3iIEWrIO6k81w2nfuTvcoAc/ebGSa7rUbpJ5Lx3wY4U8pfqa87urdZSsZydqysmD/Eoz/LNd+Hg+XkfU5cRUXNzroepeLdQaWWKyV8pH8zgHqx6fkP515vrreYrJ6dK6Oa6M1zK8jfcTJ9ya5C9uftFyyr054pYam42XYyrtWsjc0NfI0iL5eWyxq1Jcc9DUenKsuk2rfMD5Y6GnyYyeufXFYz1m2xxVoorzyRSqVccGqTXUFqdhZwPUgn9ancMSf3i/lioWjYnqD+FVGy3IndrRkRvrZukyfnimx3GZgE5yDhgwIziiWBQPmRW9sVn3enqJBLA3kv04HBreCpvyMr1FruX4fLZ47cHMVsN7n1Oc/qaybt3muDJycncfYVALi5gUxk8Z5PrWvpdmb2yuZz/AhXHviuiTVNczClB1pcqPSvgLcraWfiSZzxF5Qx68yED9a3NXunaKaeQ5dyWLeprgfhddvaW+vL2PksR7/MP610/iW/FrYxxg5dlBzXBiYyniLf1sjvwEI06LqPd/oc3pVuZvGFu+3IAMh/Cu8muSi8qa4vwu+7X7ZnBKzRSCuzliSLdt34PYnNcmO/iJPojow/wtopyXikHcCBWbKtq83mjKvjqDjP4Vcu8kfJJsPqVzWe6OQSZVP5VhCK3Q53C6uEWB2B5Vcism9vYLCz8wkuqgfdPWrzwOV5K9PSsa4tU8uWCVMwPwDjlTXTRjHZmE29x9rqMV/GZIXOQcMjDBFT7XcbQhYnstYdtpQtJ2k84y54UEYxW3ZXJt7qNs8fdIJ7Hit6kIp+4XQvJpT0Ob1+No57fIKkkrgjHBFfRHie+L+RZo2VVQ7j1bHA/Afzr588X+at1buxLDOfyNeuy3vmzzPI3+rjyT3JIq8Q26ELef6ChhlHGTv9m34o4/xW/nq8Y7A4+tbHhVTbeG7b5CC+XP4muV1G9N9qDonTkgfQV2OhpHceG7FjvDCLHBx0Nc+KjyUYxZcJKdZyRPLeYJG05qjdTW86FJRkMMEGrs20E9fyrJmVy5/fjHoVxiuGEUaTuNjaCFSqMSvuc1QaSNbm4+YAnaQM9sVYeJi3DqR+FZt9AyMsygMy9RjqO9dNOKvvuYTbKM2uW0d81sxdSCAXx8uaugk9wRWTqekRXsgnikMRYYb5chv/r1LAgt4tqnheM11uEHFOO5EXK7vsP1ONntmJVhkdcV1fwKuhZWXiOdiP3awgD1IMmB+tc0khvdOmUMSyZX8COKk+GV01pba4vOMxEg9P4hWsG1Qmuun5ixWGjKpS10lf8ADc7rVrljBLK53OxJLf3jXC6RbmbxhC+3KgGQ+2M10niW/W0soogcuyg5rE8Kvu16IuDiaCTBFc8IuNGUjeu06kYLodnLclBypqlJeKQdwIFW5YUizguQexOazbrJHySBD7rXmRSNpXKdx9l3tON4cDnZ3/DvVN9YsWOGmCN6OpX+lWWjcgkyK34Cq8lqzj5wp/Cuum4L41c5Kim/hdiF76B0JiljkP8AdWQAn86eLry7eO7kyoidiqtjO4jA6fUmqNxpdrcxSJJboM8BguD9a5+S0vdMCeTc+bAjErGV6fWu2lCjLbRmfNWhvZnRak/kaXDFn95MxuJfrjgfyrlXRkmtt4K7pCuGGOGUirdvfXN1eok5G2RtvT16frV7xhp5sBblQThAWPqQ3/166YyUakYdxSoupRlV7EBuC39oyk/KoVB9eTXLW0zSTSuTxgkVflvH/s25UdGlbcfXgVkQsVjIHVuK6oQsmedUneSO60rcNHtsA/d/rSyFupqa2XyrGCPpiNf5VBcXCwwSSsflRSx/CvKesmdq0jqQOWORj9agYlCRgfpWZY6800nl3W1Nx+RgMD6GtLOCTnIPYitZU5QdpGSmpq8SItz2/KomI6f1qdip7Co2C+lCYFWSNH4YVreHAsclxb5ysq5A9xWfsUmrHhu0/tLxM1k+pTWeY5WiMce8s6oWC+gHBOT6e9aqDqJwRdOtGhNVJGh4fLWNvrUaffd4o1H/AH0B+pq34/vGiuobaNuVUAn6Cua8M6nO07yTuZS9zCTnucmpvEN1Jea7um645H41vCi1VTl0/wAkDrxeHtHq/wBWdJ4XLDXtOXkkQMT7cGu4uPM6EGuK8Chp9bnmYfLFAVB9MkV2txJjnkV42O/jHo4X+GZswcE4HNVJQ23d8vHqef1rI8VeJLnTb+2trTaW2+ZLuGeOw9u9T2erQ6va74nZWH314yppKhNQU2tGRKrBzcE9USyyE9gPwFU5cMpDKD+FX3YHjg/hVeTaTyo/CqgJozQ5ibaclexzSTughI9RxxVqSONgRgisPWXkgtD5bFWDDBBrqguZ2IlL2a5i9ryLe6ZbXHfjJ+vWunF4WXWbgn5EVI1+vJP6Yri9fhgtfDFre6brN/NAbv7LtuYVjS4IXc7xfxbVOFO7+8PcC3Nqkv8AYF9GvG6dyzep2jFdLw0lFRf9bC+vU6s5TStor+tmZOl3ElxeXMzNwEZh7da9N8N+YfDFlgH7p/ma8mspDHbkL95/lNey6ZH9m0WyhIwVhXPtxXNmmiSFgLvUgmDkEkVRfeSQQPbJIFW768S0tJriQkJEhc/QVw+k+MJZ5fL1HaokP7t1GAvsf8a4KVCc4uUVsdNarCElGT3OikYxkjCkeoxVKR8nJA49hVvPzFt+QexqFyCPuirjoZtXM0MIZCnRG5HtUN3IAnvV6eNHU/KRWRMfMbB7V1wXNqZydlYs6O6i7kjP/LVP1FP0vNjFrMUf35JI1Uf99Y/nVDw7Ha3ni1LC/v7izikfZHNHLFGsR7ljJxjGeOpOB3pllcXNl4ivrS5+0FodQSPZcgCQbWbAbbxngZxkV2LDys5dNCPrsJKNJrVN6/I1PH960V5FbRtyqgE/QVP4V3f2/Zrk8W7H6Zrmdfunvdd3S9ccj8a6nwJmfVrqcjiOHaD+IrOvD2eFs+woT58Q2u52NwZOhU1nTFxnjNaVxIBg5I/GuO8UeJZ9Lv7e2tVR2K+ZKGH8PYe1ePRpSqS5Yo761SNOPNI1JQxG/AOPU5NVZJP9kD8BUdtqcOrWolgkKn+IEDKn0NTuy4AIU1ryuLs1qYJqWq2KrMMcgcfhUEhDDn+dW3CHqv5VCVj9wa0i0OxmSWKOQ0eFcc9K3vFUAvtFtrgH5mUAkehxmsTVy9vpxlhkKNvUZFM8VWPiHw/4a0ae7vLlftjSebbtHgQY2FAzY+8Q2cdvrmuunRnUalF7GdXFU6MJU5LdHHSE/wBmOPWRqq2g3TqD044oor0/ss8N/Ej0Jv8AVj2FYevuw0yVQeCQDRRXl0v4iPRq/A/Q5M+lbOkXMssTo7bgmACetFFd+IX7tnnUH75o5zSPwuaKK4Edwwc4qhFqlxous/2habPPiLbd65HzKVPH0Y0UV04f4jKv8I3w0f8ASlH/AE3i/TNWdXJbU5CTzt/rRRXc/iIh/BX9dzvfAShba5YdSFyfzrpLknsaKK+bxX8eR7+H/go8q8QuZPEF27HJyF/ACsyC7msblZ7dyrg4PoR6GiivapJOkk+x4VVtVW13O/WVmiVjjJANP6iiivJR7HQrt96sbxEB9h3Y53LRRXRR+NGVf+GzG8SeKn16K2gl0nTLY26LHFJapIpSNc4QAuVC85OBknmrzk/2DcD1mcn8hRRXsS2R5OH+0UdIQNeIDyPl4r2iT/Vj2FFFeNmnxxPWy74Gcn4wkYaFcKDwxCn6V5y4G3GOKKK2wH8L5nLmH8X5HR+GL+4mjlt5H3JFjZnqB6Vvgljg0UVz4hJVXY6cM26SuMl+7WPMoDmiiqolVNjG/txtHuryM6dp19FNIHMd7B5gDJnBBBBHU5GcHuDTdJ1C61XXpb+9lMtzc3SyyuRjLHceg6D2oor16f8ADPH/AOX5FqxJ1OVs84H867/wGoW1uSOpC5P50UVw47+AehhP47OjusgnBNeU+IXaTxBduxychfwAoorjy7436G2Y/AvUoWl7PYXiSwPtJIVh2YehFd+HJA6UUVvjUrxZz4FuzQvU81CT89FFckTv6mdro/4lbHvvX+dc1rPiHVdR0230y7vJpra3keVBJIzEs2OpJ5xt49Mn1oor1MFseZj1qf/Z", "info": {"video_id": "123820", "label": "lifting up one end of pen without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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2P1zID/Kur8aOZdaZFJ2xRqvXv1P8xXJiYezrOS/rQrCfvqnK9jw/Xt9hfm3Mzyxk4+au38HRyReH0JUAuxP9K4vWoWu9aKqpZtxAA7816ToNrPa6HbxyRspAJwR05p4+p+4jHqdOEp2rSa2JJWyOQAaqSKrDtmrVzIRGQRzVS3uI3yjAbh615Kva52y3K0gGDmoFna2fMZwzAjj0q9cRJ/dFZJQSSO4OADtX+tdVCfK+ddDCrHmXI+oy8ea7mWWS4lLomwEN0FUWgkHSXP8AvLVuRGHeojnH3gPrXR7SUndu4RhGCslYpPI0JUSGMbjgfNjNfRjxFLcv/dTIz9K+XPEEbSzxKf4I2defQjP6V9Ra64t/Dl044YxbVx6nA/rVV6N6cZepw1qjlVVNf1c8C1vTbmOylvZ7xzcOd5VeFBPOKwPDJkvPEVsdu4q53HrnHOa63xZlLDbz8zf0rG8DadP/AGnHcJExRQSzY4HFbqtbDScjapQSxEVFHfMzjO4ZFVJME9sVfmLLjK/pWVcXAjm3MPlzzXhwV2ejMjkUDOKrS3Ujk25ZtiKOM8VpN5cqZULWOyA3lxjjAQcH2NdVCo0pW7fqjmqwTcb9H+hlX+k2l5IJJVYMOhRsUfZSgwsrge+DV6SPk4NVzkHk1uptq1xqKWtis0cyn7yN+GK9A+EzC5bWNrISvlA7Wz/frgLlykTsGGQp711v7P0YLa+exW2b8/MrZUuenJ9rHJi6vIlHudB8RbS5umsbWKcQwgPLIwGSTwAB+teMa6ZLG9Nq0zSxk4yRg17Z40fzdbkVSSsSKnXv1P8AOvFdZia71ogAs24gD8avBy5W4vZCq0V7GMurOz8HRSRaAjFQC7k/0rZlYkcjBpmhW01rodtHJGVYKTgj3p1zJiMgjmvJqy5qsn5nowXLTS8irIqsO2fpVaQDoas29xG2UYDcPWmzxJnotC0dmS0Zs0KSRlHUFTVbSdCtYL8GISAD5mBbIwKuyRDsf1p8bva225F3STTJCoHuea6YSl8Ke4KKvd9B3iIEWrIO6k81w2nfuTvcoAc/ebGSa7rUbpJ5Lx3wY4U8pfqa87urdZSsZydqysmD/Eoz/LNd+Hg+XkfU5cRUXNzroepeLdQaWWKyV8pH8zgHqx6fkP515vrreYrJ6dK6Oa6M1zK8jfcTJ9ya5C9uftFyyr054pYam42XYyrtWsjc0NfI0iL5eWyxq1Jcc9DUenKsuk2rfMD5Y6GnyYyeufXFYz1m2xxVoorzyRSqVccGqTXUFqdhZwPUgn9ancMSf3i/lioWjYnqD+FVGy3IndrRkRvrZukyfnimx3GZgE5yDhgwIziiWBQPmRW9sVn3enqJBLA3kv04HBreCpvyMr1FruX4fLZ47cHMVsN7n1Oc/qaybt3muDJycncfYVALi5gUxk8Z5PrWvpdmb2yuZz/AhXHviuiTVNczClB1pcqPSvgLcraWfiSZzxF5Qx68yED9a3NXunaKaeQ5dyWLeprgfhddvaW+vL2PksR7/MP610/iW/FrYxxg5dlBzXBiYyniLf1sjvwEI06LqPd/oc3pVuZvGFu+3IAMh/Cu8muSi8qa4vwu+7X7ZnBKzRSCuzliSLdt34PYnNcmO/iJPojow/wtopyXikHcCBWbKtq83mjKvjqDjP4Vcu8kfJJsPqVzWe6OQSZVP5VhCK3Q53C6uEWB2B5Vcism9vYLCz8wkuqgfdPWrzwOV5K9PSsa4tU8uWCVMwPwDjlTXTRjHZmE29x9rqMV/GZIXOQcMjDBFT7XcbQhYnstYdtpQtJ2k84y54UEYxW3ZXJt7qNs8fdIJ7Hit6kIp+4XQvJpT0Ob1+No57fIKkkrgjHBFfRHie+L+RZo2VVQ7j1bHA/Afzr588X+at1buxLDOfyNeuy3vmzzPI3+rjyT3JIq8Q26ELef6ChhlHGTv9m34o4/xW/nq8Y7A4+tbHhVTbeG7b5CC+XP4muV1G9N9qDonTkgfQV2OhpHceG7FjvDCLHBx0Nc+KjyUYxZcJKdZyRPLeYJG05qjdTW86FJRkMMEGrs20E9fyrJmVy5/fjHoVxiuGEUaTuNjaCFSqMSvuc1QaSNbm4+YAnaQM9sVYeJi3DqR+FZt9AyMsygMy9RjqO9dNOKvvuYTbKM2uW0d81sxdSCAXx8uaugk9wRWTqekRXsgnikMRYYb5chv/r1LAgt4tqnheM11uEHFOO5EXK7vsP1ONntmJVhkdcV1fwKuhZWXiOdiP3awgD1IMmB+tc0khvdOmUMSyZX8COKk+GV01pba4vOMxEg9P4hWsG1Qmuun5ixWGjKpS10lf8ADc7rVrljBLK53OxJLf3jXC6RbmbxhC+3KgGQ+2M10niW/W0soogcuyg5rE8Kvu16IuDiaCTBFc8IuNGUjeu06kYLodnLclBypqlJeKQdwIFW5YUizguQexOazbrJHySBD7rXmRSNpXKdx9l3tON4cDnZ3/DvVN9YsWOGmCN6OpX+lWWjcgkyK34Cq8lqzj5wp/Cuum4L41c5Kim/hdiF76B0JiljkP8AdWQAn86eLry7eO7kyoidiqtjO4jA6fUmqNxpdrcxSJJboM8BguD9a5+S0vdMCeTc+bAjErGV6fWu2lCjLbRmfNWhvZnRak/kaXDFn95MxuJfrjgfyrlXRkmtt4K7pCuGGOGUirdvfXN1eok5G2RtvT16frV7xhp5sBblQThAWPqQ3/166YyUakYdxSoupRlV7EBuC39oyk/KoVB9eTXLW0zSTSuTxgkVflvH/s25UdGlbcfXgVkQsVjIHVuK6oQsmedUneSO60rcNHtsA/d/rSyFupqa2XyrGCPpiNf5VBcXCwwSSsflRSx/CvKesmdq0jqQOWORj9agYlCRgfpWZY6800nl3W1Nx+RgMD6GtLOCTnIPYitZU5QdpGSmpq8SItz2/KomI6f1qdip7Co2C+lCYFWSNH4YVreHAsclxb5ysq5A9xWfsUmrHhu0/tLxM1k+pTWeY5WiMce8s6oWC+gHBOT6e9aqDqJwRdOtGhNVJGh4fLWNvrUaffd4o1H/AH0B+pq34/vGiuobaNuVUAn6Cua8M6nO07yTuZS9zCTnucmpvEN1Jea7um645H41vCi1VTl0/wAkDrxeHtHq/wBWdJ4XLDXtOXkkQMT7cGu4uPM6EGuK8Chp9bnmYfLFAVB9MkV2txJjnkV42O/jHo4X+GZswcE4HNVJQ23d8vHqef1rI8VeJLnTb+2trTaW2+ZLuGeOw9u9T2erQ6va74nZWH314yppKhNQU2tGRKrBzcE9USyyE9gPwFU5cMpDKD+FX3YHjg/hVeTaTyo/CqgJozQ5ibaclexzSTughI9RxxVqSONgRgisPWXkgtD5bFWDDBBrqguZ2IlL2a5i9ryLe6ZbXHfjJ+vWunF4WXWbgn5EVI1+vJP6Yri9fhgtfDFre6brN/NAbv7LtuYVjS4IXc7xfxbVOFO7+8PcC3Nqkv8AYF9GvG6dyzep2jFdLw0lFRf9bC+vU6s5TStor+tmZOl3ElxeXMzNwEZh7da9N8N+YfDFlgH7p/ma8mspDHbkL95/lNey6ZH9m0WyhIwVhXPtxXNmmiSFgLvUgmDkEkVRfeSQQPbJIFW768S0tJriQkJEhc/QVw+k+MJZ5fL1HaokP7t1GAvsf8a4KVCc4uUVsdNarCElGT3OikYxkjCkeoxVKR8nJA49hVvPzFt+QexqFyCPuirjoZtXM0MIZCnRG5HtUN3IAnvV6eNHU/KRWRMfMbB7V1wXNqZydlYs6O6i7kjP/LVP1FP0vNjFrMUf35JI1Uf99Y/nVDw7Ha3ni1LC/v7izikfZHNHLFGsR7ljJxjGeOpOB3pllcXNl4ivrS5+0FodQSPZcgCQbWbAbbxngZxkV2LDys5dNCPrsJKNJrVN6/I1PH960V5FbRtyqgE/QVP4V3f2/Zrk8W7H6Zrmdfunvdd3S9ccj8a6nwJmfVrqcjiOHaD+IrOvD2eFs+woT58Q2u52NwZOhU1nTFxnjNaVxIBg5I/GuO8UeJZ9Lv7e2tVR2K+ZKGH8PYe1ePRpSqS5Yo761SNOPNI1JQxG/AOPU5NVZJP9kD8BUdtqcOrWolgkKn+IEDKn0NTuy4AIU1ryuLs1qYJqWq2KrMMcgcfhUEhDDn+dW3CHqv5VCVj9wa0i0OxmSWKOQ0eFcc9K3vFUAvtFtrgH5mUAkehxmsTVy9vpxlhkKNvUZFM8VWPiHw/4a0ae7vLlftjSebbtHgQY2FAzY+8Q2cdvrmuunRnUalF7GdXFU6MJU5LdHHSE/wBmOPWRqq2g3TqD044oor0/ss8N/Ej0Jv8AVj2FYevuw0yVQeCQDRRXl0v4iPRq/A/Q5M+lbOkXMssTo7bgmACetFFd+IX7tnnUH75o5zSPwuaKK4Edwwc4qhFqlxous/2habPPiLbd65HzKVPH0Y0UV04f4jKv8I3w0f8ASlH/AE3i/TNWdXJbU5CTzt/rRRXc/iIh/BX9dzvfAShba5YdSFyfzrpLknsaKK+bxX8eR7+H/go8q8QuZPEF27HJyF/ACsyC7msblZ7dyrg4PoR6GiivapJOkk+x4VVtVW13O/WVmiVjjJANP6iiivJR7HQrt96sbxEB9h3Y53LRRXRR+NGVf+GzG8SeKn16K2gl0nTLY26LHFJapIpSNc4QAuVC85OBknmrzk/2DcD1mcn8hRRXsS2R5OH+0UdIQNeIDyPl4r2iT/Vj2FFFeNmnxxPWy74Gcn4wkYaFcKDwxCn6V5y4G3GOKKK2wH8L5nLmH8X5HR+GL+4mjlt5H3JFjZnqB6Vvgljg0UVz4hJVXY6cM26SuMl+7WPMoDmiiqolVNjG/txtHuryM6dp19FNIHMd7B5gDJnBBBBHU5GcHuDTdJ1C61XXpb+9lMtzc3SyyuRjLHceg6D2oor16f8ADPH/AOX5FqxJ1OVs84H867/wGoW1uSOpC5P50UVw47+AehhP47OjusgnBNeU+IXaTxBduxychfwAoorjy7436G2Y/AvUoWl7PYXiSwPtJIVh2YehFd+HJA6UUVvjUrxZz4FuzQvU81CT89FFckTv6mdro/4lbHvvX+dc1rPiHVdR0230y7vJpra3keVBJIzEs2OpJ5xt49Mn1oor1MFseZj1qf/Z", 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", "info": {"video_id": "123820", "label": "lifting up one end of pen without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "123820", "label": "lifting up one end of pen without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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3TWNrFOIYQHlkYDJJ4AA/Wud/Z6hUf28399bdj9cyA/yrp/Gj+brciqSViRU69+p/nXJiI+zrOS/rQrCfvqnK9jxPXTJY3ptWmaWMnGSMGu18HRSRaAjFQC7k/wBK4zWYmu9aIALNuIA/GvSdCtprXQ7aOSMqwUnBHvTx9T9zFdTowlO1aTWw+ViRyMGqkiqw7Z+lWrmTEZBHNVbe4jbKMBuHrXlK9rndLcrSAdDVSaFJIyjqCprSniTPRaoyRDsf1rWDIsUtJ0K1gvwYhIAPmYFsjArS8RAi1ZB3Unmmxu9rbbkXdJNMkKge55p+o3STyXjvgxwp5S/U11wU5yUnqKTjCHL3OG039y4digBP8TYyTX1C0RWDcegXP6V8q3FussiRnJ2iVkwf4lAP8ga+qtbcW3h66kBw3lbV+p4H862xVPmSk/M8uU3zRpr+rngWt6ddJaz39xeObhyXKoMKCTnFc74bZ7zxDbfLuKyfMeucc5rsPFe5NPK8/M2P0rD8D6fOdUjuEiYouSWxwOK0jW/2aTkdNSgliIqKO/Zm5yMiqkmCe2K0Jiy4yv6Vk3FwI5tzD5e9eHFXPRmRyIBnFVZFGe1abeXKmVC1lXiqq7UGGc7Rg1tTd3Yxl7quI9/cNbmNJnRChj+U9RWU1uwUKs0mF6AnIFXXi2jCngcVWIIPNdzrTnu9DGnRjDZalZo5lPDI34Yr0H4TN9obV8MhK+UDtbP9+uAuCwjcqwJwe9df8AoAr68ezx2zjn18zP6itPZ+0pSfaxhiqvIkrbm/8RbK4u2sLaOfyYcPJIQPmJ4AH868U10NY37W/mvLGTgbz+te4+M3MutuiklYkRevfqf514nq8L3etFVUs244A781WCnytxeyFVor2EZW1Z2vg+OWLw9ESoBdia2JWyORg0zQrae10O2iljKsFJwR05p1zIRGQRzXkVZc1WT8z0oRtTS8iq6qw7ZqrJO1qjyqTlVPQ1Zt7iN8owG4etVdVjVbOUgDpxj61pRk41I+qMasVKDT7FO7QXSMJvn3dSTzWRDpFvaMxt2lXd1+bNbM0Q5wcVUkRh0rpjUlrruJQStpsVTDIOkuf95arzStCoEjRAN0y2M1dOcfeA+tcv4lJkliUn7sbMMHvkV0UIe0mokVqns4OSR6f4t1BpZYrJXykfzOAerHp+Q/nXm+ut5isnp0ro5rozXMryN9xMn3JrkL25+0XLKvTnirw1Nxsuxz12rWRuaGvkaRF8vLZY1akuOehqPTlWXSbVvmB8sdDT5MZPXPrisZ6zbY4q0UV55IpVKuODVJrqC1Ows4HqQT+tTuGJP7xfyxULRsT1B/CqjZbkTu1oyI31s3SZPzxTY7jMwCc5BwwYEZxRLAoHzIre2Kz7vT1EglgbyX6cDg1vBU35GV6i13L8Pls8duDmK2G9z6nOf1NZN27zXBk5OTuPsKgFxcwKYyeM8n1rX0uzN7ZXM5/gQrj3xXRJqmuZhSg60uVHpPwIulsrHxJOxH7ryQB6nMmB+tbWrXLGCWVzudiSW/vGuC+GF09rb66Ox8liD6/MK6fxLfraWUUQOXZQc1wYmMp4i39bHfgIRp0HUe7/TQ5vSLczeMIX25UAyH2xmu8luSg5U1xnhV92vRFwcTQSYIrsZYUizguQexOa48b/ESfRHRh17raKkl4pB3AgVmXH2Xe043hwOdnf8ADvVy6yR8kgQ+61QaNyCTIrfgKxgktQncrPrFixw0wRvR1K/0qJ76B0JiljkP91ZACfzqaS1Zx84U/hWdcaXa3MUiSW6DPAYLg/WuyHsXuvxOW1ZbST+ReF15dvHdyZUROxVWxncRgdPqTVPUn8jS4Ys/vJmNxL9ccD+Vc7JaXumBPJufNgRiVjK9PrT7e+ubq9RJyNsjbenr0/Wu6EIxV4vQTlObUJK3T/MqlGjuLXeCuZcYIxwwIr6P8T3xYW9krZCqHcerY4H4Dn8a8J8XaebA2pUH5UVmPqQ2f616hLema6mkkb/Vx7ifUmufETc6UWvP9DanhVDEu/2bfich4rfzleMdgSPrWr4TQ2vhy3+Q5fL/AJ1y+pXzX2oNGnTnA+grsNCSO48N2LHeGEeODjoTWOKjyUIxZpTkp1nJE8t5gkbTmqN1NbzoUlGQeCDV2baCev5VkzK5c/vxjqAVxiuGEUaTuNjaGFdqsSvuc1SmljN0csBsTIGfXvUzxOW4dSPwqhe2zEBlxvXlSBXRCKvqzCTdihNrlrHetasXQ5AL/wAOat5J7hqxtQ0uO9lMiuYJejrt4NWraMQR7Vzhe9djhDlXLuRByu77Fi6idoi5jfbj72OK6j4G3K2cHiSZzxEIQB64MmB+tYTzSXGkGNWOUBXjuOoqH4aXj20Gug92iYg9z8wq6bfsZ/L8ysXhYynSV9JXO61e6doZZpDmRyWJ9Sa4XSIDL4wgfbkAFz7YzXR+JtQW1s44gcuVBzWJ4XfOv27OMiaGTp/n2rCEXGjKXe5rXadSMF0O0luSi8qapSXikHcCBVuWJIt23fg9ic1nXeSPkk2H1K5rzIxRtK5TlW1ebzRlXxjIOM/hVfUJY3tWGQMYJPtkVI6MQcyqfyqtLAzRkMVPHPArogtU77HNLaxS1LUIbS3aZiWUdlNVrTUIr+MvE5yDgo3BFI9sksUtnOmVP3DjnFZdvpQs52kMxkzwARjH1rthCHK11MuaV01sbhDMpAXOfSuQ16Mrex5yNwZcEe1dIt39nnj3MQCcEZ7HisXxbC0VzA5yRz+lb4S8aqXcrFUlLDSn2LhuC39oyk/KoVB9eTXLW0zSTSuTxgkVflvH/s25UdGlbcfXgVkQsVjIHVuK74QsmeTUneSO60rcNHtsA/d/rSyFupqa2XyrGCPpiNf5VBcXCwwSSsflRSx/CvKesmdq0jqQOWORj9agYlCRgfpWZY6800nl3W1Nx+RgMD6GtLOCTnIPYitZU5QdpGSmpq8SItz2/KomI6f1qdip7Co2C+lCYFWSNH4YVreHAsclxb5ysq5A9xWfsUmrHhu0/tLxM1k+pTWeY5WiMce8s6oWC+gHBOT6e9aqDqJwRdOtGhNVJF/QC1lb61Gn35HijUf99Afqat+P71oryK2jblVAJ+grm/DGpzvctJO5lZ7mEnPc5JqXX7p73Xd0vXHI/Gt40Wqqcun/AAA9tF4e0er/AFZ03hXd/b9muTxbsfpmu0uDJ0KmuO8CZn1a6nI4jh2g/iK7K4kAwckfjXjY3+NY9HDfwzNmLjPGaqShiN+Acepyay/FHiWfS7+3trVUdivmShh/D2HtU1tqcOrWolgkKn+IEDKn0NJUZqKm1oyJVYuTgnqiSST/AGQPwFQMwxyBx+FWnZcAEKahcIeq/lTiFipIQw5/nVGSxRyGjwrjnpWmVj9waz9XL2+nNLDIUfcoyDXRT1dkJ2iuZ9Dc8UwC+0a1uAfmYAEj0OM1bF4WOszk/u0RIx9eT/LFcr4il+zeGLW707W7+aD7X9mxcwrGtwQu5ni/i2qcKd3qOeoCzapL/YWoIvG6d9zevyjFdMcJOMVF/wBbEPG06s5SimtP8zI025kuL65lZvl2Mw9utem+G/M/4RmywD90/wAzXktjIY7chfvP8tey6bH9n0WyhIwVhXPbHGayzTRJE4C71IJg5BJBqi+8kgge3JAq3e3iWtpPcOSEiQsfoBXD6T4wlmm8vUdqLIf3bqMBfY/41wUqE5xcorY6a1WEJKMnudHIxjJGFI9Riqcj5PQfkKtbvmZt+Q3YjionIIPyiqiRa5mzL829Bgj0701JVcZPUVbdU6lTVOeILl0/GumNmTa2pLYzqb2SLtImfxFV9KLWMWsRR/fkkjRR+LY/nVLw+ttfeLlsb/ULizjlfZHNHNFGsR7ljJxjGeOpOB3qKyuLmw8RX1rdfaC0GoJHsuQBINrMAGC8Z6ZxkV2Qw8knLpoZvHQny0mtU3r5WNTx/eNHexW0bcquCfoKseGC41/Tl5JEDE+2Qa5nX7qS813fN1xyPxrp/Aoe41qedh8sUBUH0yRSrw9nhreREJ+0xDfmdtcCXoQazZg4JwMmtK4kAwea4vxV4kuNNv7e2tNpbb5ku4Z47D2rxaFKVSXLE9CtUjTjzSNeUNjdhePU8/rVOaUnsPyFR2erQ6va74nZGH314ypqZ2HsfwrblcXZrU57qWq2M64XcoIA3Kcg4qMTBk3fnzV1wpzlR+FZt0BCTsBG7tXRD3tCXoULgiRivarWtxi80e3uO4Ayf0NZWolorQyIxVtw5FWfE2i654d8NaNc3lzcqb1pPNtjHgQY2MgY4+8wbOO31zXdToOTUo9DGWMhShOE1fmRzchP9mOPWRqq2g3TqD044oors+yzyH8SPQm/1Y9hWHr7sNMlUHgkA0UV5dL+Ij0avwP0OTPpWzpFzLLE6O24JgAnrRRXfiF+7Z51B++aOc0j8LmiiuBHcMHOKoRapcaLrP8AaFps8+Itt3rkfMpU8fRjRRXTh/iMq/wieFz/AKcg/wCm0f6Bqm1Yk6nK2ecD+dFFdr+ImH8Fep3/AIDULa3JHUhcn866O6yCcE0UV85iv47Pdw/8JHlPiF2k8QXbscnIX8AKoWl7PYXiSwPtJIVh2YehFFFe3TSdJLy/Q8Ko2qrfn+p34ckDpS9TzRRXjI9roQk/PWdro/4lbH/bX+dFFb0vjRNT4H6GH4n8TvrsNtDLpOm2xgRY4pLZJFKRrnCAFyoGTk4HJ5qzIx/sK5HrM5P5Ciivafwo8ajvIz9JUNdoD0+XivaH/wBSvstFFePmnxxPVy74Gcn4xkZdBuFB4YhT9M15y4G3HaiitsB/D+Zy5h/F+R0fhe/uJklt5H3JFjZnqB6V0AYk0UVhiElVdjpwzbpK42TpUDDKEHpRRURNjlX1xtHvLyM6dp19DLIGMd7B5gDJ0IIII6nIzg9wah03ULrVdblv72Uy3NzdpLK5GMscnoOg9qKK9un/AAzxH/H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"info": {"video_id": "123820", "label": "lifting up one end of pen without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6d0e36b976b47b7fc4a76ea983abf5f2075dc73c32fe00573de280aabea80c4e"} +{"episode": 66028, "episode_seed": 74686825, "split": "train", "timestamp": "2025-10-13T03:32:29.732143", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 74686825, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying rock in blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "2520", "label": "burying rock in blanket", "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": "2520", "label": "burying rock in blanket", "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": "6e5810c20c47912e20f81d5defc93b32eec2bf5d5901441cc149a0fdaa271261"} +{"episode": 66029, "episode_seed": 4224093571, "split": "train", "timestamp": "2025-10-13T03:32:32.073253", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4224093571, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping ball into box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "20137", "label": "dropping ball into box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "20137", "label": "dropping ball into box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "20137", "label": "dropping ball into box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "20137", "label": "dropping ball into box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d91ffe05a649388e043e9e889eca4d7ea35154e3df489707a42c8d253dd1acf3"} +{"episode": 66030, "episode_seed": 184623507, "split": "train", "timestamp": "2025-10-13T03:32:34.389713", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 184623507, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open an oven without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181280", "label": "pretending to open an oven without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181280", "label": "pretending to open an oven without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181280", "label": "pretending to open an oven without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "181280", "label": "pretending to open an oven without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c72f4f16bf170573f0f967f1d8548a8e79b843e8c0e790f4d1d29c5e86f19717"} +{"episode": 66031, "episode_seed": 1321274241, "split": "train", "timestamp": "2025-10-13T03:32:35.184019", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1321274241, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing grass from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "54067", "label": "pushing grass from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "54067", "label": "pushing grass from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "54067", "label": "pushing grass from right to left", "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": "ce0ab253e58f78591306fe73cf2395f935b53c1f4d794f2920409b7361ea7d66"} +{"episode": 66032, "episode_seed": 1442435691, "split": "train", "timestamp": "2025-10-13T03:32:36.866360", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1442435691, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soft stuffed reindeer so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69275", "label": "pushing soft stuffed reindeer so that it almost falls off but doesn't", "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": "69275", "label": "pushing soft stuffed reindeer so that it almost falls off but doesn't", "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": "0b0e63f1c99301a0b12e1ca62e08cc85d37f03ff9eca77ba128ec86ea7deb8bd"} +{"episode": 66033, "episode_seed": 817153516, "split": "train", "timestamp": "2025-10-13T03:32:38.297091", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 817153516, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ring that can't roll onto a slanted surface, so it stays where it is'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "188470", "label": "putting ring that can't roll onto a slanted surface, so it stays where it is", "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": "188470", "label": "putting ring that can't roll onto a slanted surface, so it stays where it is", "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": "7e42d01dc296cbcdc3eeacfd0607a8d2756772fcb1049476d059db45bbd5237a"} +{"episode": 66034, "episode_seed": 506740697, "split": "train", "timestamp": "2025-10-13T03:32:42.458810", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 506740697, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bag so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "191166", "label": "pushing bag so that it falls off the table", "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": "191166", "label": "pushing bag so that it falls off the table", "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": "e4155d8d6dfe84602b3bdf18d7ee068e2f639a73a2a8f7cb913332ea188d4cad"} +{"episode": 66035, "episode_seed": 4161440182, "split": "train", "timestamp": "2025-10-13T03:32:45.798940", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4161440182, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothpaste on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "56318", "label": "pretending to put a toothpaste on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "56318", "label": "pretending to put a toothpaste on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8aa43436a90752bd8636602b9c6f9f0135196be774a81be62926b080318737b6"} +{"episode": 66036, "episode_seed": 2964290394, "split": "train", "timestamp": "2025-10-13T03:32:47.299643", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2964290394, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 onion behind plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "216958", "label": "spilling onion behind plate", "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": "216958", "label": "spilling onion behind plate", "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": "7a5d00b8c12d6d17b516625c44888a67b7ff3a98518292ea97c15068f86e8b56"} +{"episode": 66037, "episode_seed": 1189310066, "split": "train", "timestamp": "2025-10-13T03:32:49.890991", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1189310066, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding a 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "99319", "label": "folding a paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "99319", "label": "folding a paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "99319", "label": "folding a paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "99319", "label": "folding a 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": "616a3ef170e014814a8ec5da9f1797f2c4437724338c115ac26f76bc92625b10"} +{"episode": 66038, "episode_seed": 2462568517, "split": "train", "timestamp": "2025-10-13T03:32:54.756320", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2462568517, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 kid's toothbrush next to shuttlecock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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97KeONJEuVmV0EqiM5ITOMnNV5L1kIxC5J4JYAJ+dC12Ja7mfmIEF9wOcDj19qfsjj+dSQScn5M5/KoQd0xbO4MPmbpk+tTBwIwqgs+eSTQUEkkbOJZI4iFwI3B5z/wDqpru0gUCTaAMhcYqrIZdzRm3gKHneGIPI/Lvn8Ks6LZi51W1snnKJIdrMB8x4zwffp+NNK7sNtJXIjICChG7A6k5rlPE2qNHazYOQZPLjYHI9zXul94e02605ovsyJ5a/Iy8FSAcc14re6XDe2EupXLhILed0QDkPIVGPw4rWcPZNcz3JpVFU2MW0aWVYIQjS3bqDsUc9O9dLo9ibNnuZhFLOSDtblcDnis3S5IYLVUEYdurMRyWPv+lXZr91nLbnJOMALkj1+tZS1NGz0P8A4SiJCpv7HMi4xNEvHXjB/TNcxrs9tqUUkSw7l83emcR7PoR3PXPWqFpr13bJhn3wkYKyLwKq3LLNMzxKYyf4Qfu96zjDUG9Dd02fzYSZIyrLjILZ49TWjGIXUKEbahxjAHT0FYWjjK3AJDElSPrzz7VtxMq7WcZIGDg9avqQh/muimNWAY/KPNXAx+dRm4QBljIjVRzt6CmzvPt3RmIMDkK65H5VUeNi/mSBFk27RsHA564PftQUTsWUkhmcnn5ieazdZIls2BdYztz+oyK9L8H2Vo2jpeL++lmJWRm/hIJG32+lYHjLTrW316wtoI4o/t7AMnYEtjdj/Oa1lDlhzszjVTnynkekJd3EspyEmmYyOxTIjj9cDn8K6Kz0K3SWO4M/2k5BV2Py4HcAfpmrl2Y7HXb+IqiSrMVOzIGBwMUSTjyJAhMZOOUOOc1lzqSTWzNnfY6jSNUu9PWY26xzRthmQJ8zj8u1T6l4kW4iWM2ktvIrgkZAzjB6nseOn51xaXs6vlGljOTtYHFWp9ZfUIDDclJWTq38VZuN3qK+hJ5ypqk9zHBAq3BzKVOMY4/Gpxls/v2LDkfN8y+mMfSscJg4LDbxxnI4rRt+m4ZUg4Jx1HatUQW4pTDKQWD9zh8lu9N8z+NnlJcj5ZHPGOneop2XkIrPgfeXj8apPMZmSSMTRMMbvNA6Drj8aARfLyhtwVVU+lCyFyNjHdyMY6Vp+FtI/td5GnwtvCfnAPzMTyPpWh4m8NW+n2YvoGkEQYBo+Tj3B61apSceYl1IqXKcuJpkuU2lQM5Ix3+tal7Haz2uZI2hmK78jvjv79KxizPKXG4RkYVXAyPyojLR7lSRgjf8sy2V/D0/kKzaNUzdk1pW0r7G1ivmLHgSD7qjufasANHFOlz5jyMjbtpl4z9elQR37wEFhEXbnYzZBz29xSRpaPvdFNu3QIvzD1xk0krCeopvFfUnkmmTyGJATyh8p7bW61sWfDSKQSi4w2eD169653zJQ2N27HU9h6fWtPSS5FwsnT5So9TzzVdCTbVIHQKASqHB+Xpj60eYyo0abWY8ASKVz/nimxFRtMmeBhgDUdy8xXekcLEHIWTvSGKJkjDRwbY1UHO3ovr9KibevzeYWJ98VVeNnk8xlSNsY2qxI65zzz7V6B4R0y2bSUvZCtxLNlTkDCYJGAO1XThzuxM5qCucUpXcPmEbnBAzyahaLDlnfaMjl2OF+vtXTeL7C30m8he0ijUTqxMbMcA5649K5mMpECFI5O489fzpSjyuzHGXMro1X8mGGKSIgyK2VuI3/Ue1aVp4mvhFJ56Q3MAGSoX5iPX/AOvXJykRwSiHMR45UDGc+lQRajPG/wC4klQgnB28Gs5RuUjqNc1y1v8ATJLe2geCUHHMYJB4zj0z6j1rl7HFncPiDCS/fxJwMd8Z6/Sp7zVf7Rg23CIZEGC6jBFZ2xs7S2FOPlz/AFpwjYUiSO7h8xopVYFOWB+XA9jUqXKs+AfvdO/HqarfZlaZpeC+Ng47VNGvIEQ47nGBTAkF7cWysIIFLMwKPIeg9xWbNPcwrBcWqyG5hfezswCqQcqwFW5JzIWCjJXO7IyfbiqsjyFywG0dNy5HOO3vRcdj1TUNZW7+HF1r8LbJJ7fy/Kz8qOTsY49iTXmOsWktt4W0a0KIFnaS6lCtzk4C5/4Dj86rmS/ltPs01xILYyGTyBwhbsSBxmq6hyApdnCnC7mJwPT6VVWXtWm+hnTp+z2K8NsgfYAQc4qwqBUyTls4HHb3odE2gFMAnqM0oA6A9e+alGg2RY5YdpX593A2gjGO/vmiMtEApRcKMD0p4+7gZJ6/KKgkkRMZLbiPTdn8qYjVsZzbRSzSI5QYBwBnvWqL2IqNu1T1Yqc5HbArE0kvOlxFLIfLBA2kDgHOf8+1a6Kq/dJbPC4x0pMEWDLJ8kiJuYENhuBx2NV5rq4uZg90C8Q3bY42K7c989+ccVI7NCq71JJPucemaqu0rDYMsxwMbR168Ee3apGjpPhzqVzDq02hX2FgvAZItrH5WUZOD7j09Ko+Orxm8c5iwyWUsEa4blVUgnn1yTWCBdCRPJkePackqcdBxj35qJoAskbFmeVWDBmJOT7+ua0lPmhyMhU0p8xP4gTHifVZZI2Ba7cjPXbnj9KroqnY2/AJ5Gf6VYv7qbUNTuL2dF3ysWC9cDoPrVdQoJIXDE5PFZQioxUV0NNbakgcLIPlO3OCO5HfFQ7GEjSoMZ7NjOPrUmcEMT9aSTA+YqSCMjnrVkjgZJCAo6cACrSSxlN4kzxjb659DWS8zZDxNLHg/eHB/CrNvamJUQsTsHUt6800I0GmHl5BA2++efSori/g8pUhhcHClpWBAT1z69/ypImVEOANo6E881E8i7m+RiM8nIz064NJsZt+DNei0vxS1hPIXtbrERlUEIH/AIGGfXp+NdP8Rbt7HTLOzdvmndpG2DoijABHfk/pXmUtywjD7NxQ5THBB6jB/X8K0tZ13VfEEyT3zxh4k2RhF4A7kjuSa2jVtBxMnSvUUyrHMZGPzFQvJJB/rU5Zim6PDcfnUW8lcZIBHYdKjxtYiOQqpHK+prE2JJI41OWUE9TjrVWYBbsPG5ZQMMEbI+nSp3O4dCexI61G7BW+Urz14/wpiEEilFxnPbPYVa0+6SBZ5GDlVxuIGfWs55vKBOVb2z1q1pTvem7EipGGKgqvIxznrTJN37VDtGzCnq3zAjHanmZjtkVC5BB2ngYHY1WWNIxjggDaoC9QKkeQwoPMzyeh/LmpKQ2e8muZlNyjLAN21IT82T3J9M44roPhzqtwmo3Gg3i+WlzmWAhslWAy3PuOfwrmJHl27duWbAACYOfY9OlQJLex3ET2sjRujbg6nlSM4wfX6VUJcruKcOaNjpfH15JJ4pmtkBdLZEiU7uRxuJP4t+lc0rNGm+ZCGz0BzimOHaZZZpnkmLbmdmyWPcn1qQkd03Y6DmlJ3dxxXKkhxO8IyyYUnketM3rvGRlc45HIHfHvUShNxbHOckHpTicsrEjHvyaSGyuE2SvNFGBuz95QDjPt3qbe7AAJ04wB1Jpspxkvu2kZ69aqtcOo3wSMhBxu29Pz60yWXzIWk8yRFDZJ6fpjsKYtxIkhZSACOBjAX/Gl3LN8oJ56DP3j1qvKXiILK6LjIEgKg9u9Fg2IroySqMtklgRubHA9B/ntUgaXy2Xedj4DZXJ65yPT60K29nzsZSwO0c54xkn2pxhMs0YXkEEtlsdP50rFJiZyuMH8qbIMqygY3DtQHdYxHuZVB3AE9DTXkD4JP3gTgdqAK8UBhh2hy7H++f5Yp6htoBHOOxp5PIzx9OtReaMsobg9R60wHiZIfmkhaT5CNudpVjxnOeaihXzHUDG5hx0xQGLI2RxiqGh2sereJpdNfUJrNXEpiEUe7cyoWC+i9CSf8apRuRJ21Oi0tWj83aOCQWBHHGavSO/l+WpII5yAM1y/g2+muEu/PlZxhMbv4c5zXUPDI8LTQwSugXJdRkLjrk9qlrWw09LkcskkihSxAHG0HGPYmqcMZLSnI+ZiSV4AqXzuQgkUFWBzjJHf86nUKykNyccccn0J9aVhpjD5rzsX3vKx5yuCTjHAH4Uo3Y3YPr+NMELQJC4Ch9u4sjYwf50gkxuBJxjJ46H60rDK81uktwsrFsgdAf50pDeZuBXGOgFPzxkYwRTHdVXOTn3pjY75lzkMBj+HGQfxqKa5SSUKY44iqAEBuWx3+tDSFmyMk45JNZevXDwWgdDh964Ixx64oSuyXsa/lqyIxwQTjAI7VNlAhzvPOVBNYmrxQW+gwanpusahKrXJtQbiFUWfCbmeIDnapwp3eo9wNdhwrZUcdBVuLRCkmOa53W20xKT3A6D2ql5rGcR8bAgGNuB+B6//AFqlMgKtuB6EjaM09E3uDhlY44JyBx1+tTYpMXfuKExqhAIJz9454IHbinNhzz07/WoCXJYlgNrbOVxn8e9TCXc2RGoB4AUdDikUQ3XnbUFsVD5Gd1DZTZlSxPUqBins2CSeMHkUgOM4wPTPWmAF1HBwFJxycAGmSSQ+WqiR/N3HcuOFHrmlabCjAAHTjvVecqUVwzxkfxIef/r0yWL9nTyywUZbgkVoaRGYBKFCsjFS3pxn/GsfRWhvfFJ0i+1S5traZwiyxTRIqY5yxkGMAZ4HJJA71e0SSeDVNWsbl7jdbTeUqXG0SR4LD5tvGemcfhTcWlclSTdjadyItiYVh/EF5FMluJZEC7iAB0U8/iaWRGZTJGkr5GdyqT065I+neqvnDG3chYMpyxyR3zipsVcjhDF5SCBvYnKHI+uc1YZpHlLyElyecLtA4A4FOVVYMG6nvjlj6moljkhWGblXI3blfOD25/z2pWKuSAnlsdeeR0qpNB51ykhkdQo6KetTiUglS3Ubue1MDZGQAcjn0piuJ8/m7gE24xwTmjJGSQQMdcbsH0P60x3UL1PPPSmvKzEHJYnqfWkASzJK4VYfK2JhvmB3H1x/SnNCGiRj90nGQO9ZOvymK0Eg+WTeuGA5HrRr+kazoGh6VfXV1dJNemTzImjwIAAhQMcfeKtnHb6g1cY3VyJStoaEmU+ZSQQAQRSSTS390puZWkZgVJJ7YJ/pRRSQ2QqNucE8kj6VqaUBcX01vIAYxBIwA4OQmaKKBmWXPlM3cRs34gZqITO8e843BgM0UVLKRM64kIBOOtVpFGDx1GTRRQAySRlwOPSueh1CfSPEL6ha7BNEzbQwyvzKVPH0Y0UVpDczqbGx4PAWO9A/hEeP1rpjNIIzEJGEbnLKDwTRRUy+II/CRmJStu3OXUknPoSP5CpVLLGZFYhuDx9KKKTKRY1FsyWgCgbrVGYj+I88msk3EhmK5G35Bj69aKKQ0Srlkkyfutx7UroM7e2M/jRRSRTKsjGJn2j2z61ka6fM047gDhwf1ooqo7kS2Ita8StrlvbRSaVp1sYEWOJ7ZHUoig4QAuVA5ycDk8111hIAs/mRRzBIw6iUZAb1oorSoZQMh3bKtkjJIwOB1z0/GrUbHIHsTRRUM0L9ygihRUJwzEkfhVEgEZIzjnBoopFIZ90Ng84zk0x+YnPeiihAQ7iJ1TqvXBpt0S1u3PbNFFMTOfttefTprkSafp19HOyyNHeQbwGXkEEEEdTkZwe4Nb3hu8uNTvdWv7uQyXNw6ySP0yxJzx2HtRRWkvhMl8Rvm5njilgSV1ic/MoPBquYhshfLZfIPPoSP5CiioWxfUVZXSPzFwDxjjpWjqSqsVg6jDS2wd8dzkiiipK6mRJM6yRoMbXRWI+uf8KkXlZs/wAD4Wiil1KGyKCvPOBnmoM7GcjrjH1oooYjH15zLp5zgEOuCOo5rOu9f1O/0u3027vJ5re3dpU8yRmJZ8ZySecbePTJ9aKK2hsZT3P/2Q==", 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", "info": {"video_id": "27834", "label": "pretending to put kid's toothbrush next to shuttlecock", "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": "27834", "label": "pretending to put kid's toothbrush next to shuttlecock", "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": "25d5b972f4f682d9a7851e235382b25eed016642f954e3585871d5dbbd127bfc"} +{"episode": 66039, "episode_seed": 3603250790, "split": "train", "timestamp": "2025-10-13T03:32:58.145519", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3603250790, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204774", "label": "folding paper", "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": "204774", "label": "folding paper", "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": "7c2399cb305779988b4e9a4ce155ead4ff3fa50f06846260e01d83ebdc14f9ac"} +{"episode": 66040, "episode_seed": 3336749287, "split": "train", "timestamp": "2025-10-13T03:32:59.500790", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3336749287, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 digital thermometer away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "209008", "label": "moving digital thermometer away from the camera", "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": "209008", "label": "moving digital thermometer away from the camera", "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": "fceeb069ee2583ba0495692f5b3efdd53976c6c893bed226d8d556496a2de500"} +{"episode": 66041, "episode_seed": 1900214043, "split": "train", "timestamp": "2025-10-13T03:33:00.872766", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1900214043, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing coloring pen brush'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "52768", "label": "throwing coloring pen brush", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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d65csfQDHFZNHBiaNpXRg6JAI2MjD5mHGfSunsYYZJFR4mJJ7VUszGxV1UFUGMY710OmOsm4eUFA7ihI0hFRjZGxp1vB5gVw2TwAOldVDDlduOKzNK8lmVVj2sFySe9a9tcq85iVenc1QmmyOzg8lb5VXCxmPHt8pJrTliCoxYZUDOMVDYSLO2orjjK/iMGrtjMt2ANuCqAj34ppAlYxpBD9naT7McY5AGc/hWFdRwSoxEG1MZKnnNdu8iSrxEFOeDWPPJ5zMjW6oRxkjmqsdVLU4C6t7WVcRxsB15rKliiU4iz75rtb9YRK8PkfMP4ulYN3bQR8spDH0rNowxVG6ucVZWqgxsxzg59q6axjtS4O8M3YGubtEaJCGOSeK1bIjz0J4weaSJgtDqo5oosB2wW9a1Zb1Eij3nCrwK5GSTzpwc8DpWldzBxGgPQc1RqonR3N2i2A3twBhaw/iNftc2dnZ7CQ2ZN2ODjj+uaHm8y0iQnJAwasXwg1HTreCYb/LIOM+gqZaqwTpc0bI87t1DwkZDbW9K9S+EtyE8RtHnG+Aj8iK5PX0UXcGxFXMPO1QM8mtX4f3DWvieBwDjpxXHP3WeVWhytwPStY2rqE0QjClX6j35/rXN31xCrtD5IJHeus8SRbNUEg6Sxg/iOP8KxZLWKfmRFJ/vd69GPvRPYw0k6UX5HlfjOFHnsMnbnfn36Vm2KW8a7XyATniug+IlkiTad5bjH7zOD/u1zMZ5FZtWZnNfvGdVZND5QMeNnetWxu45GbyzkgYrmLaYR2hQH5mNX9MkEPmMT/DTDlub8FyrzSInLrwfxqzpt6YL248hjkKAR64rn7Kby7rzCcZzmrllMsd6ZG6EEGgFRj0Oq0XUvNv5bePb52SFUn/AD3zWrp91FeySiMgOjYIPc9xXllvrLaP4pa6yXViQB6DNdLNcTaTqwvLM7rO7USkjoHPWuSdaUJaHG6koyaZ2lzcJAQrxbif0rJumiWN5GT5Rzit7U7eO50G01FchyFz7g1ihQylWAIPUGu6E+eNzuw04yhzI5u8aCcHZEFUjoRXmtisI2soB2nJr2O40yDyyVATg8Zrx23iEIYLnk1E1Zl1bNpo6LT7m38xVCFWPc1uC7igKq/Bb0rlLJgsyM3QGtFpPOm3dqCUjr5L5Y4Y95+UcDFWp7yNdP8AnPy4wuO9c1cziRY0HRRVkzeZaRRk5IzTKUDr7u/RYIpJD8ikDI75FXTdr9kjZm+RRkGuSmuRNp0EWfmUDP4VpW8/maW0RPK9KpMfsk7HSxPFLBuwGTGT71Rufskq/ul+oI4qtpNwFRoWPykcUq/KxHvWqd0RGlyyepm3NrZoCnCsOwrzjxlZ28dxYkZAbecZ+lepT6ck7mQEhj19DXnfxCsfKm07cT/y0/H7tZVItal1bSh5mBZeREoWRe+eK6S0khMQZANgrlIzkiteCYJZ+WDyetZowSOp06+RizRHnGKt2l+nnNsPzLwa5vTpRCkrHqRxS290wufLQZd+/pSlKyHK0Vc7TSr9DcXHlnLYXI9etXNLvVFzJEp+ePIPuM//AF65DTLsW125bhuhrd01WnvfPiHzZycd6zjWV9SYVIy0Z0EN1Cblosjf1wamuJrePCyx5YjriueuGKaiZF4IOa1LmUTxxSD72MGutPQ6PZJtMq3a2+wySICo6ZHNc/fRWsx+SPK+9dKUWaMxyKCpqlcaSgQmMnp0JpONzV2aszxVJNq7ieK0LSQPGGA/WudaZmbAbgVpRTGO2ChuTWCZ50Jm3a3SyyOAMAdKtG8AuFjAz6msSxkCFmJ7VNDJuuAxPenc3UjfnvBAgwPmJq4bgC18wEfd4rnrqbzJeOg4q+Z82Kx9waDRMTUpjNBbzNyVJjb8eR/WtnwZdRQ6pGJMZ3Ag+vqKxNontZYW4LDKn0YdKz7S6kgmVgSrofyNc1WN9TzsXC0+bufQPjIulhZ30WCiPtf3DDj9R+tc1dTb7AujYBxWt4W1WHxb4Wn02ZwLlU2kHqPRvzxXl8E9/d+LL3QrjVbmyVGlVEjQN86KTt9hweT6e9b0anulYTEqnT5ZdCl40b57Ln+//SuYjuAJlTrUGoard3ccbXNw8hA+XcemetUraT96GLcCm3qaSqqUro6N7nyEGACT0rQW4CQeYR29a5Y3HmSdeO1aJuQYkjB6Dmnc1jM6CyufNjLMO9WLS8Ety6cAAfLWNazCO1b1NSafJsuN56Cg2iw1lSL3cgyeDXo/gV4NR0Sewu13qDxnqvpXAzsstwzEZHauk+H96sOrmJjgSLjHrXLXjpc87Fxs7nqt5EIfBroDnyIwQfoa4vT74zMY5CN3UGu8nhEvh+9gHOYnA/LivEdbv7iy0s3FrK0UodMMp55rXDT900wFRRpyv0dzqNUlbz3G7gDgZryhpBEue56Cuj1y6kTRotTstc1CYNcfZs3Eaos5CZZ48c7VOFO71HuBxrP5kmcmtpSuavERqfCbtpIWhDtgVZsboyyOCBgdKxxIEt1jU896s2Ugi3MeuOKVzVSNv7bi6WMDjuauz3ggjGB8x9a563fNwGJ71auZvMm46DgU7mikdL5+2280Y+7xV3TrszQZJ5B5rnmuM2Cp3FWLC5EaSA9xTTNVLU6Sw1ES3Lx4Ax90itB79YrhYyMg9TXH2U/l3Kvnoa1bqcPPuB4IFUpaF6NHTXFwYrcsmMnpXnHjyd55LDec48z/ANlqxaanJf8AiqXSrzV7u1tnl2RtHLGix9CSS4xjGeOpOBXH+Irm8XUbi0uprljbzPGq3GN64OOccZ4GccUpzuefLER1p21IYZiZwg5HqauyXHkhQAMk1i2hAk3E9KnLmSXNZ3FGWh0ZuBHb78dqt6U+IZLpxzjArCll3KqA8AVPDdSRW5APy+lRU1VgqrmVkaTyl23E4YnOa7zwc7S2xBGX7H2rzKG+FxMiEEcgE16l4WkihePYQRiuGd0cDfKR+I0fTphKo/1h702C8Bs/NHZc4rpvFGmrfaYzIMnGV9jXn9tPstJYGBBBxzXbh6vNE9bCVueNmdDp179pUhsBxVTULmXz2XeQoOABXLavqFxYaY09tM8MgkUbk64J5qp4it/EGjaTpt/d392Jr0v5kTJgQ4ClAxx94hs47fnXQ56WHVxMKcrNbnmkZO4VdjdiBzRRWKPOgXYnOMZq3Ex9aKKo6Yku9t6c9TVwMc0UUGsSxGTVC7G29OP4lBP1oorOexhiv4Z03grUbmw8R2TwPgu4jYHoVPaq/jq8l0f4k3+oWgUTrKx+YZGSm08fQmiioo7s8z7aPO775fLUdAMVVRyOhoorV7nTEmRyD1q3FI3HNFFNGsdzWt3YxjmrVs5KP7NRRTOuJbRjU+mTyW2qrJE2GWTiiisauxzYz4EfQPh+VrqxPm4O4YNeE+Kxs0yZB91ZwB9ATRRU4fY58LtU9DA1nxG+twQRS6Zp9uYEWON7dHUqgzhACxAHOeByeaxIzRRW7HQLAYkCrMbH1oooR2ItRE+tTB23pz1aiiqNVsXgx5GasRk4oopmpZhJ3VoK7EZJooqkao5K71ltM1nUIzY2N5FLMGKXcO8BlHBBBBHU5GcHuDWDqt7cajfSXt1J5k87mSRsYyx/lRRWcjxZfxZFeNiOhqeNjyc0UUjeJbRiQDntVgMdhGeMUUUdDXoJa8Lnvmu18MXcwkUbuM0UVy1tjirbI9b09jcaeRJyMV5v4ggS21iRYhgMMke9FFRhvjNcF8Zy3iMn+xX5/wCWifzrnLzXtSv9Ng0+6u5poLeR5E8yRmJLYznJ5xt49Mn1oorvKxf8RH//2Q==", 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", 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", "info": {"video_id": "52768", "label": "throwing coloring pen brush", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "52768", "label": "throwing coloring pen brush", "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": "35f3c90bacbb27ef44328caa5fc75979699d8f27d87b975016809cab8b5c2392"} +{"episode": 66042, "episode_seed": 4172259941, "split": "train", "timestamp": "2025-10-13T03:33:01.660818", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4172259941, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling computer mouse from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42248", "label": "pulling computer mouse from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42248", "label": "pulling computer mouse from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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861iNuE1yzOB8UeGLzTC9/G/2i0LfM4GDHnpn/GuTCfNgCva7vzdV0G/0y0RJriaFhGhYDJOO59Otefy+BvFFou6XRJZAP4oWV/0BrspTbj7x5uKpRhO0DnooWLeg9a9/+F2lNpXhkPIpE13J5zA9QMYUflz+NcV4R8BXl7dx3eqWr29tFgiKRcNIfcdh/OvZbO3EMW0DGPSnKV9DnSLEnK/hXHpEQfSuwf7px6GvNNM1v7fpttdcAyoCR6HvXNWV0jswrtc6JQoQ5IyKpSbWzxxmokuBI3WnSSIBxWFjsUjJ1LTY7pHMSRCbBwWUYJx3ri/7F1PS9CmiTTRNMz75TuEnmY6HA7D09q7ySdIzksM9xUXnIZg38BxnmtKdSUNh1KcaySb2PEbi6llkZi2GLEnjG36DtUABJySWPvzXXfEO1sbXxKhgCoJ4BJIB/eyRn8QBXP2kMbn7wIx1Fd6ldXPHqQ5JOI6wiuLl1tId+Z2CBQeCScDivq3S4FtNMtbVPuwQpGMewArx74eeD5Xni1e5jKRLk26MOWP976ele0wR7I1HtWcnfYavbUca5Txi4QWhP+3/AErrCK4H4j3Qtf7O5wW8z9NtZzV1Yum7SuYZk3Hiorm3gu4Nk8ayKDnae1clc6zfzXSpaSLGg6kjOa049SeFR5rM+fvHFY+xl0O2FaPUzPEvhVrmB7+wLtJEu54TzkdyD68dK4EjJyB1r2Kx1m3IaCOVHeX5VTPJbsP1rlG+GHiWKPMYs5/ZZcH9RXTRk7Wkc2KhBSTgcYkDtjA4rvvhlo7T+JY7113R2YyDj+MjA/Lk03Rfh7r11OILu1NnCD88jsDx/sgdTXsOg+HrTRrVLe1iCqOSe7H1Jq5S6I54xN+MfKKmHSmotPA4rMsaaiapjUbCmM4cvgH0r55vsxancIDxHO4x/wACNfQEzbE5rwTV9p1q+ZcgNM5AP+90rPD7s0xGyPQPAsxXRLlf7s3yj6qP8K2p9RTTypnny7cqqck1k+Dokg0NZmIAlbeSfTAqNxLrfiEW1lF5srED/ZjT1P8APFJx5ps2hLkpq5r2cF/4lusINkCnueB7n1NddbeBtO8pftCyTnuWbA/IVraLpEWm2iwxr06n1rcSPPAqk+iM5SuZOneH7DT/APj1tIoj/eVefzrVW3AHSrUceB6VJsGKZlIqCH2xT9uKnIFedzahqN343vtLGtXVpArSeSsahuVTcF9hweTVJXI2MP46p/xJNJccFblv1WvE7clZOD0O4GvQfGWrX2q+HlF/dS3BWVGj387Tg/zrhNPj869ihA+8cfj6VpHREy1Z7H5rTQxBHC7lBLE+oqrPrUdi7QljLMOCi9PxNOmvLbTLBpZ2AVFCgdST2AHc1naDot9rl01zLF5cUjbvoPrXHCN9XsehOajZdS7p2n6jr9x5mMJ03HhVHoK6dfh/aTRr9onmc9wuFrpdM06Oyto4YlAVR1rXjiyAAK0v2MJSuc/o3hLTdHYvaQbZGGC5JLEVurbADpV2OL5elP8ALwaaMmVFgAxgVME2iptuO1c742vbnT/Db3FnO8MwljG9Dg4J5FUSbLj5D9DXgvhG4/4p5QTkpI6KPxz/AFrstS1W/h0aO+svEGpShpzb5nRUWYhcs0eOdoPBz6j6DiPC8a2+jb5WCqXZiSeAKVRWia0Xeeh0STzwDzJmCr1yTwKp3fiLefKtG3t0MnYfT1rFutVOpyPFaRbbTODI2cyH2HYV03hbwy1xItxOmIx0U96hQ6yNpVV0Ktlpeo6kmYYWYH+NjgfmavweD/EBYKt5DDH6N8/9K9EtrZURVAAAHAHar0UALDiqvcz52ndGDYeH4YrGOC7SK6cDDPLEpLH8RTB4H8OvdLcHRrMSqcgiPHP0HFdWIAB0p4i6U0ZPXUqQWqphVUAD0q6AAKVU20rDigRGceteTfGdbj/iTPbSlZB53y/wuPk4NbMurXc3jq70ufWLy0tTOUjaKWNFj4BJJcYxjPHUmsWW3u9Y1a4i1Se6m/s+VkjS5xuXJ5zjjPyjpVpW1Jb6HK+FtEOsQrdFikRJBHcEdRXeQeFtNMe1rfefVmNZui2y6V4rvtPUbYLuJbyJR0DA7HA/8dNdvBFntUtu5Sehnaf4a060cSQWcSOOjBefzrbS2AGMVYhiwKsLGD0pAVkgGOlWY4gKlWMAU/bj8KYDQtLjFOxSGgCJzios1ieNb65sPDr3FpO0MwlRd6HnBJyK5PVpfE+jaRp15c6perLdF/MiK4EONpUE4+8Q2cf/AF6ajcOaxNe/cb6V4hrx2aldgY4nbFFFZ4fdm2J2R00dzLbeCLB4iFZtqZx0yxGR716p4H0izsNCimhj/ezrvkkY5Zjn1oorapsYU3dnYxqAKuxgcUUVjE3ZZAHSmHqaKKoyluNPevHdevptN8b6hd2+3zYp227hkcrtPH0Jooq4kyOS1xQuhSH+5JHj865Tw7+98V2SOMqZOn4Giiqj1Jl0O20a3TXvGTW99loIJWSONTgAAZ/M9zXsFrFHHGqxoqqOAoGAKKKznuVE04VGPpV2IDGfaiis+pqyyKX19qKKszGHgVynxBP/ABSbn/pvH/M0UU1uJnnWqa82rwRRyafZQGFAkbwK6lUGcKAWIA5z0681yN6TjT9PDEWzwLK6j+Ik9/aiitZEp6HoPhnRbEwLI0Icr0DdBXc20aqAqqAB2FFFYy3NI7GjEBgVehAz0ooqUWyxgYpcCiimQNNNbpRRTEeP6/qp07xXq6Gys7uOS43FLqLeAVHBByCOvTOD3Bq34auZtQudRu7l980zq7tjGSc0UVo9iOpJqQEfivw7IvDPJPCx9VMecfmors4B8o+lFFZstGjEMg1P0zRRQBIBzTsCiigBnYmo2JyaKKYHKfEA48LNj/nvH/M15xcazf3tjDY3NzLLDC7SLvdmJLY65POMcemT60UVcdiZH//Z", 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", 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", "info": {"video_id": "42248", "label": "pulling computer mouse from right to left", "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": "108c3c69f082a9c2a3f2af0184d9a8e3909f630a9853f545b1091241976282f5"} +{"episode": 66043, "episode_seed": 4020973641, "split": "train", "timestamp": "2025-10-13T03:33:03.460615", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4020973641, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting door hinge behind ice cube tray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "73834", "label": "putting door hinge behind ice cube tray", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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wUck8d+3eusvGENgszHDucjnoK5TXpFBSGeNJiyhisiA4JrKdC2zNI1rnEz6lI95HM5ZpRym5yfmA4bn3GcVAdQlu5ZJpJC8ztvck8nNaF5pNpcSPEVlicHA8qQkA+wNUbDwhsuXma4nnIUlFQ7GZuwJ7D1xWUY2WpvBocJmIBBrRs9aubUgxysp9c1UmsLi1YJNEY2xkjsPp7VXwd2KWqND0Cw8d3UaKrhXPqaZrWuDXJ7U+WFMMbjg+pX/CuFilK1pWEx89mzgBP61aZlKKtc2RjPStCPT5JLX7QWCRk4Gc8+/0qhpaNqF4UGRFH80je3p+NdJdNmKOBRhHbaCOgxW9OlzK72OWpU5XZGO0MkfQhvcGmrKVbkkfWrN7Ikl2sceAirz9KyDMzSyAHAWonSSKjUbE1/TpNatYbaJV4fcXc4C8frRpngrT7bbJcgXLgdCML9cd6ntJpJMkcheprbtA8ibscVnyPoa8y6kE3h7TL+3ht5LcJFExcJH8oJNcR4i0Z9Ov3EcW2E8rjoBXqMNvKVBABHseadNaxzIYriLORjDChqS3KUkeHkYpN2K6jxR4dbTJjLECYWPp0rlmBU0Io6nQYY7iY3E2GWFRtT+82OK1FlkuL0rk4TLufQVxsVxLbqjROVIA6HrWpH4lRAu/O44DDHT/AOtXRTqRUbM5KlOTlc2PtLTXbqB8gBLU62kW5kMXXaMg5xiqMd/aKGiyEafoVOc4q3ZLHFbzCKQPM5GD049Kq6kyLNG1BKLi4SXPEbAsg54rdtN0uqxTkZiJ6+mO1c7pMUlrZXU8hIckIo9q1NHlb+zrqeUZVMKufWtYpOxEm0bunsZtTcyLxhmwwq/YwhpC5HHP8qzNKujcW7y52+VznHPPb6Vs2zYQ4UD5SxI7nFU1YLmArbWzjOalB561A2B06d6kTkV5bO85vxk5WSwGeWWQfqtbFqsGkaSkcJ3H70j92asHxpky2GOSEkzn6rWFpuvT6dIyTNI0LfjtPt7V0UKihK7MK1NzjZHpCZtdJEk/+slzIBn7oPSnNMbe1ink+WVl6Y/hPY/zrnLLxHBqKbJORG2FDnGR61oyajb6x5cnmDy84IHfB5rrVSLWhzezktzV81beIkDaLlQTzyP89ajSLy7GS1Uje75B/vDtVe/3311GIeIS4GV7D/8AVTNTuHGpJFF6hAPx4puwK/UvhjDpMUe07i5LZHT61e2q1pbAAZYHJ/GsS7vvI1Lyh0GOPU1qR3e24SIBSqAHHpms2rGkXoWNSQJBbgdfmH61SV+lW7+QOsBP90n9aoKfnrhrO82ddP4Sxu4b6H+Vcr4Whgu7s3NwQRABsQ92x1rpiQFYnOMGvMEu5rZUeF2RgAcqcUqckmm9RTi3FpHqUcr3eorED8sWZJG9vQfXika582/kRVHlhSZO4/ya4608ZKioW8wSEgOoHA9T9K1k1y2j3R5QNcdCp645r0fbQZxeyki1LNFdM8T5Kxcg9MYrntQVLy6FwrHcnJU9P85rQ3Ri1nWOUNLKQQW44HasaWGa3s5TICGdgPXj/wDXWNSSaNaasU47NzqKSkhlJycdjW/4e0/7RqgSRPlwWIPoKy9PLfZ5ZHHyqQBn1rrfDrGZDKDsMQJyByfb6VFNXeppJtI3bfRrS/ieK6gWSFgVKn09j2rx/wAQaM+j6hNCcmM8xMf4lP8AnFe62fCcKAMFifU4rkvE2irrOmlEA+0RDdEffuPxqK9lYujJts8a6dasWkrCVlU8soA/Om3MTROyspVlOCD1BqCFiJj/ALv9azRtPY9HhWHStMSOI5P3pZB/E1Ekr22mq0ud8n7wDPQHpXGWWuy2jmOaRmiPQnnFaseuwX6lHG4IcDJxke3tXfGtBxSPNlSkndl66ufKhidxiR1547GqMjRRjHTzRuIz0pLi5t9UdJBNhc8j1x71FdW8lzdho8FCQAVOcCsp2expHQ0LKNhC0Sn53PHuK6S0zFpUa7SHZiWGOmPWuYleRbyOOPOAdorpTdC01COFFAIA3e596qEVqEpPQ6GKP/QbUAAFgTn1p2pxiOK3Hf5v5ipIfkdIz84UBgCMbc9qbqpyIM9dpP606ytBhSleSMi9tItQtGgkAII4ryfXNGl0y8ZGU7CflNeug4NUda0eHVbRkcfOOhrz07M7LnkvkZjU5/hFVnhA6ir8RzEv0FDIGGPWrZCMnyNj74yQwOR7VZgv76CYSMRIo4K9MirJt8mnpak/d6VPM0Va5o6b4n2XASUPDGRjLdAa6vTtdtrl5NPCqYyBIXQgBj3riPsuesYqaO0dMPC7xuOhU4IrSFaSIlSiz1fSmso7We0jnzI+Gw2Mit+LAt2P+w3T6V5Ro66hBfpeJ+/Yja+84yD713f20rDiPK712sAevrXQsQmtTF0GmVVJ4WpVIC9eahLjHOSfUVxy3t9feMrzTDrFzaQ5k8pY1DZZU3BfYcHk1yqN2dDdjW8URCea0GeQj/zWuaksWHv7VDo2q3upTMb26kn2xjbvP3cnnFbvBpPQE7owJbQYwUI+lNWe8tV2205UHtit54VbP8qqTWin2PtUXaLtfcrweJrq1QJNEzMvAdT2+lbEPi6FrdZy6ySx4Plt97PtXPz2rIT3rOlQK2duDVqtJEOlFnoYv7O7dLyRmi3ANnIK/j6Vs29xFNcPMkqsHxjB6V46Li4UNF5zmE/wZ4roNL1g+QtvLHyi7UcNWqr3IdG2x6NcT7mj/wBlelKhz8xPFc1Z6iZGBbkDil8T6nNa+H3ms5nhlEqAMvXBPIrF+9K5ovdVjp2YbW9MH+VecGzJiUg/wj+VP1TUbuDRI7+x1/UZVac2+Z41RZiEyzx99qn5Tu9R7gSxSZgTJ52j+VEouIRdzMeBo8ll/EVVJMbl0JVhyCO1a8rg5BqjKqHrWbZZXGrX0cquz+YB/CRjIqxb+JSLkLJvhjIxknI/GqjRAnjp70C239UzTVRi5UzpdO1u3u717IIrLjf5i8bj3rttAeyhintEkzI4B2kjIH+FeVQ6aQweJnRx0KnBrqdCttRg1KO8TMzY2v5hxkH3rWnWaepM6V1oeuQlTAcEH5G6fSsNSeBU4uQsWE+XcuCBUG9fc+hp15qWxFKPLe5wvjzQAB/atsvBOJ1A6Hs39DXAW8W+ZxnGF/rXdXOpTX/jO+0e81W7t7GWUxL5ckaIgwM7i4xjGffOK4SK3uNP8QanZTtORC5RBOAHADHrjjPrjilGLSuW5pqw+a3YHjmqskWVIx09K1HNQOgahslGaJbmBSkEmAexGatQazcW8W2SIs44DqaUwg/WnLbEnlc1PM0OyZuWfiOEWqzOyvKmD5bY3ZrrLS6tL4xX0shjyA5ORj8a87WxV2+5itK0tbnBgjnk8o4+TOV/KtYVmtyZUk9j2e3aGe5M0bKUcDoelVtZOJLfA/5Zn+dc/wCHJriKxW3uolHlrtjcHqPcVpT3DTSbnYtgbRn0rWpVUoWMoUnGVxE55PHvUoOD14rnPFl/PY6C89pM8MglQBl64J5rntYfxLoukabeXWp3iy3ZfzIiuBDjaVBOPvENnH/165lFtGrlY5uLhE+gqT0oooZQvep4iR0PFFFSM3LaJDFyoNWI7ePP3aKKOgI14P3fC8DGafcTvGoYHJHIzRRVIGc9ea7eQSN5fljPt/8AXrgbjxDqFl4mn1KJ089JGxuXK/Mu08fQmiitkRI0PBbM093uJO2NAM/U12UZJNFFZVNy47EnUGoH4U0UVkUVl+eQ7jntVbUokD8DtRRTWzG9zDIG41ctBlqKKSA1Y7qSCLKY/EVkeI9avJtHKMy7S6EgD0NFFbQIlsZGs+K59ctoYpdO0+2MKKkb2yOpVADhQC5AHOeByea65GIijH+yP5UUU6vQmmNl4/KqstFFcxsQjOTz3Fb1jBG1uxK5OKKKI7iZetIUDgba6i1wgAUYoopx3GyxcTuigjHB4rAvdbu7eRvL8sZ9VoorWJmzzS/8VXdrruotLZ2F4s829o7qDcAyjgjBBHXkZwe4NQWd/c6nqN5e3khknm/eOxGMkn07UUVo/hIW5fHekP3aKKyZQ0dfpWhZoHk+bnFFFIZrm3j3qQuK0rKFFyQOeKKKHuNbGxG7BODWde3ssKELt696KKuJBxfirXb2bSGiZkCmRDwvpXLXfibV9Q02DT7q9mlggdpF3yMxJbHUk8428emT60UVsiGf/9k=", 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", 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", "info": {"video_id": "73834", "label": "putting door hinge behind ice cube tray", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "73834", "label": "putting door hinge behind ice cube tray", "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": "173aff5951e94dec2ffb26c73883262007bdc319e8d48704a5ed7964afb14e3d"} +{"episode": 66044, "episode_seed": 652881743, "split": "train", "timestamp": "2025-10-13T03:33:06.988753", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 652881743, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'digging golden pencil battery out of blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "78629", "label": "digging golden pencil battery out of blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78629", "label": "digging golden pencil battery out of blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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HTivYZmXVdGUMPmePcCf4HXqfzFeF6/exPcukO7bk7ST0HoPTnNdEjCmY0qrNP8nyuOhFWYlnZQhhfcT2UkVR0tvOvcHseTXotmohsg2Md6zaNlqYNppwtbYyzfKxOcGsTVtSKuEjJ5OK0PEGquCQDwK5aCQ3d2DJ0zmiwN20LsUZQl5Dlqsxd2bvULAtJjtUnQcVLGiQjmmscnFBbC470gBx70Adv8Orv7FeXU3O0bA2O685H+fSvQfEdvviS8gb59u1mUZ3qRgfoSPxFcV8MrYT2Guq654hxzyD8/Nd9oyR32izWch4U7Vyc8Hp+XI/Ct4fCc1T4jzt/wB1c+XEQsch3QbyRIcZ25BJ6gFePTtUsLeVteP5Qg8yJV6lCfmGfUHmna7bTQSvHyksJ3lpGykYBAIHdfmPbg7uarrMs0YliYDIMyAH73Z0pGtN30O8Vo/EWj7TtEgBHX+MD+TD+dchFpFm7MjQ4mjOGJHP1qxoOp/YLwJki1mGV9lz/NT+hrZ8RWv2cjUYB8xG2VR0Pv8Aj/hSmnJaGPLyyszjpb1PD96ywySIdpGYyAe2Ae2Kjn8e35jeIMGVgVyVA4rA1WYzXkkmDyTjNZpas05dzdQiyzNqEjyOw+UMST+NQNcyMdzNznNRE1GTzRdjskSMwZsk5Oa9P8PPPe6xBZo77GGWJPGM4/lk15VuywFe1+DBbWOp3N3O6xmWP92T2GcfyAq4JPcmXkbOo6PFY/6Xa7klVgSS3Wn67EbvSo7lCVJUEsDyDVjxVqdtaaOsqMjl2AXac1Jp4F5oSQfeJVlx6HqP51dl0MmzzGUbNReKMoqSA7Oz5HOT6555p4lIyI/l3Dev171HrW6O43RRtNcRvu2jPyL147Y65/ChXMkRaFBkDzEJPVT1qGdFJ30O80a4TUNHCS4ZsbHB/Q1g+U1vdy27gKEPyg1W0G+Wz1Lyy+Y3AY89jXR67Yl4RcxL+8iHOO4pTjzRMpLllY43W5UtpEaNUBByRjg/WshtWkVizwbCxyHtl+UfhVnWG+0zASoxUe+Kzo8PJ5KgIMYBDdPwrOMPd1OqnGLRrWN5c6kdsssjxgYUSE4/Ku68F2Q04X0gIO7yywUnoM+tcDpMIt58+buyRyeteh+GJma+li42NHk/gf8A69UpPnSMakUr2MHxHA8VxdBEU+W4lJC7sKrZyR3GGz+FYVvMly6OGil3TSRHYu1MMMjAro/FUMcdw7TK22MjITBOdpAPPHYHmuQgkmY3rTtHIVeOXdD90juf51oyYOzRoW0skctrKJP3oBiIA6Mp+XmvQb1U1HSBOgb7oniH4cj8s159KyxLeIq42OtwgH6/Toa7PwzefaLAoW3eTJkD/YYZH9RQisRHW5w+vXx1C+lS9ZlhjQDCxmQOAMgEf7R/lXN+U88ksFu8UccuzEglJdZHBO3n0xjPQV3uqWVtZ6+0Uke9JD8pPoeV/qPwqvd6VBPDJ8uwpnPfj8azlU5XZmSjcq+D7FH1+SYqW8nHPlqpO3gbtpIJyTz3xXozXDMSF9K8u03UW0qWQWt2lqyhF2MPlm5PHPAxn1FdHb+MfKcRXdtsYdwcE/n1/OrjON7DdOViXxtdmLTERuuHk4/2Vx/WuDjnmtosszfLbK/zDAzzz69uc10Xi6/TW7UtZxyELEEw3HLNz09hXOTlhHelRgCJYwSCnIzwO7H+fSm7MmzR6V4d1Jri0eEErtIlH/AuGH5g/nXl3j7wu+l65N5DkwSnzI89ge1dp4TvjDqn2aQYlDNCV+vI/UGtHxg1u6W4kMbyY2sp56EEH+Y/GqWsbgtJWPLfDWikSGaY8A5rqNQmEdscEBQKpS38UblIVCrnOFrF1jU2dfLU1k9TdaIwNYufMlYCqensBcDPQiorsky81JYqGkYE444q7aGbd2bAULyaPMQCowTt2MeexoKeorI1H+apNHnLjrUW1aNi0CO+8AaibfTtdgiAMk8cYDbsYxuz/Ouu8F3uQbdiwJBViePmHzD/ANmrkPhhAr3t8xXOEX+tbxP9n+ISD8pR1kOBjODz+hNVGdnYxqR1uafie3ifU4J5HmhtHUebJEDux0bp/wABrkbWyuYHlR7YW+2UeUACoEgHIweQD09OK9J8RW4fSCqgExNgn0DD/HFcbqMUZuItV1Ni9xqEBkiW1RwFlAAUHBPsAfViDW7RnB2MvgMuw5eX95Bjor/xL16V1ej6iuoaYbWUfOiEBW7r0Kn3Xp9MVy4jl+6U8qWb5huBBjmHXI6j/wDXRBdvb3MVwjYZ2+f0SQcc+x6fyqVob1Fzx5upQ13S1tLiSMrlW5Rz1rk5Fw5HQivXrvT7fW9OWRCF39M9UfuDXk2uWc+n6g8MqlWBxUSj2FCfQrN8o61Eze9VzcsDtYfjTTJu6VFi7kwOGH1r19Et5Z2jkLwzRsUZk6NxxivGPMYMM+tesNPcedDFayfakmwS+OYiOpz709kXBrqa11Z/a9CeSOdnjB+RmGDwPpW94SvWksXiU/OhRjn3GP8A2WmzWe3w9ND/ABCMt+OKoeBrpJBMCeTHjHuG/wDr1NKbcmZVUirrmmXCz6jaRbEjAa4eRmIICZIxj/fzg+grmoDDDbAw3JuI7cLlxwdrdQfcda7fXYreTxBGtzcSQQykBysmwMGXG0n3IFcjJLBLHFDbWc7pbySJcXRQMsiMxAYsOxOT7YrVoiLs0yNW2L5MADGBt6sD1TuB69/yrudD1AX1htLb2jGD7p2P9K4TMihSpG61PlSsSCSh6HH09eK0tGvP7K1AopLRp8wDH70Z6/XFCdjatG6ua1zpdrZakUnjDwS/dfPK1bk8Kac8W8KykjO7IOK0Lyzjv7EhSGf70TiqGl3u9Gspt/mxn5c9/b8KqxzKTOW1ixTTr4W9u6sWI278Lk/hW38P7id9UvkuYyjQRf3twOT2/Kue8aBptQaL7O05DKBErbS3fg1ofDK7SXVtWiEUkQihVdspy/XoalRXNcrmbRveM48yJJE21nRG3YBwQ2O/HcV55Ztapq93ZxiRXmiO9JFwQw5z7Ak5AHrXoPjQNcW8KrtEZgcfP0+8vWuA1EwWWvwx28PyRzN5dwX3eZHuILMe3QgD0xTaKi9S2kq7rG4kzIZYzEy8Hntx+Y/HrWz4XvHttQEDEBSfs7AnpzlDx+X41jSosMF7bRRlnil85MLnHQ59Bj3pyySNcRXYZQLlAFxnhxyuc8n9KR01FzQujtfE9j5tit2oAeAhWb/ZJ6/gcVz91eiTTfMLgO/7tlHqOv6V2drLFqemRSMCUuExIvXB6MPzzXnms2MttPcWgbDjMeQMjJHyt+IqKkL6nLB62OZSSSe4G+L93LISNwwBzxgjrwKazTQweXHdsIXGFDrnYevHpmrU0NwIiArZK7SU5x2JyPpmkiiSWFGmw8gY5Zvl2jPb0puKZ3xlFo1dDt45nVQSULNnPGcKB0rek062ZWxHheAuG6/h2rG0Ty1aIK/G1yDjrlv/AK1bTyM7MOAoUbTnnPfj8q56kmpaHO1dnJ6/qkmieKXv4gRuww3A8t1zXL33ie61G5eaWRiznP09hVHW9bn1e43yMfLQYRSegrI3V2JWVjmctbnRQ3pKnLVE5MrFiayIpzkDNXvtAWOpaNVK5UvY/nBFJbNslBI470rTCQPn04qJWKkEHmn0J0ubS7WQYOadvI4xVWGRJUBztbvVgBx6EVkaD2VSM4xUfSngMe1WvDmlxa74iOnXN/Jaq0cjRmOPeWdULBfQDg8n096Erg3ZHa/C+RYzqhJAP7oj/wAerX8ZOtte2d8pPzZR/wDdNcD4HvjEbsud24JgYz82GwM9h6nNdqLCTxJps8cIklFs25XjO4MOmQDyRmhU3zXMpSTZ3Fk8ep6DCud3nwBWPXDjj+YriTHDaG6RbeVtUZ1ktNqM4RwctkZx1BJHfHrW54JvmjtZrC4zHLC29Vbgjswx9f507xJazWV8NSs2XfgyruXILYwwx7iujoYrRnP3sF3PFFf3M0Yk1Ft67UZTHIo4GDnjC9+eaznkTAZh8twNk6sT8j9Nx/Hv+VaV1Z2enS+fq0rym+jaeFo1f93KeT0PGdygHocYNZfmy7RJNEQZQIrmJvkKvjrz09M1LN6craM19Hv2tLg29y+VGA/p6K/9DVPx3o/23TVvYh+9g+9j+JfX8Ko/PFG0kh3TWuAx3cPF689v1JrqrK4S800Rv+8EabWB6MhHH6cfhT3ViZx5ZXR4my5BB5NVlyCV9ORW7q+nNpurT25BCg7kPqp6Vi3S7V8xDhs1n1sadLkoUMVyO4r2aVbXRNaEUMyyNjg7cD6ECvNdX0fTLTw5barpepXs6tdfZc3MAjW4ITc7xDOdqnCnd6jvkDrLqTzY0M7iTcOJAD8jd/c1XL3EpdjuRrKSwujKFJQj1Fcz4Cu9niG5tuRuLhQaZpkN7d6laWhj2nILS4+8pzjgGr0+jy+GvF1vdFP3buCGX7p9cVnGnyu4pSuje8Y2f2izRnXKbWU8Zzjn8+tc1NeG9vp9O0G2ht7TUYAkhnhaMllDbmGPQAKffmu61eEXuju0bAvGPMUev+RXDNd6qNPSzsLVkOnyec08bKxZPm42nqSeo9K0tqTEoTRzLcCKZQDJ/o08Y+YBh0PoTj1qEr9nt8kq09q2GJPJU9Bnucfyq9d6dcWyh7ueOSTUMy5C7SJcBiMeg7VTMmwQ35clwPLmwBx24HbH9alaHTTfMrM7Lw/qgubRbfdkqu+I/wCz3H4GoNeieCVL+BcMpG4jsfWub0+5NlflIWXMbb4wvQ/3lz3rt2eK+st2wmGZenWrRzyjyux55rEserX6vcM8KF8s6sVKkD1ra+H0XmareypJ5h8to2fqXwwwTXO2cMV343k0fUtRubWF5fLWWOWKNU75YycYxngck4Fb/wAPYH07xD4jhlSZXgxEBOAHUBm+9jjPA6cVK3EdT4v2Jp0YYAfuHJyMgDjk1xesTRWmtz2+j6clxA8ZSFocMXdYQrEr/d5B+orpfFuoRvHEmeFhfkjjqKwb3VdN0nWLWWxsw8TWoR2t+oXcNh989DTe40jPFzGJ7SVVZ1mjMXyryWXocH8evSqyrI+n3CK217STcgyMHvjd/FxwMDFVZbmSS3eWUYliuDMyuCMEsTt/lU32pm1BNpljjmi28AbiB6D+E9fU1J10neNmdx4Vv1mjmtgeHUTxc9jww/MfrTvE1huih1CI7SCFkPcc5VvwP865TRb4abdoW+ZbWbDYbOY26/lkV6JLDHdpLA4zFKpXI9PWqWpySjaRnWUFjrNuLiW2UzHibHG1h1HH+ear3Phq0kd8GSJAOBnd/OqWlXMmjao1rOBiRvKc+j/wtn0IrcvpRa29zLId7LE7ZzwPlNCFex5y8zpKot7d3YRbj5XXG70/Gmxa7FNyJ1Zhxg8EGsjVLq/tbxZbG4SGSO3UMM8sCRwB9RUfijw5qPh3wzo9zfNOJL6eSaaIx4+z/dKhm/vEOTjt9c1m6SluVztHDmmGiitzIcvWrb/IyIOjYzn6UUUmXErzKI5SFoFFFJjHoxU8GtGKR9o5oorOWxUSUSvjrUVnqtzo2rrqNrs8+Itt3rkfMpU8fRjRRRDcc9jU8KzNbQX0gCuI/KxG4ypPzDJHfHavcvBcEVvpsrRqAS20/QDAooraJhIoa/Gtn4milgGx3ePcR33ghv5Cr+rfNo0zMSTCysnPQ5H+NFFDJOStdNjuPtzyTXB+yBWhXzThAWJZceh2jj2qXxJ+81+WFj8jWik/XLc/pRRUlrc5n7Q8t1ayOFZmjAYkdSQTk+/6Vs6K5iuTbqf3e54ueu0cj+VFFCN6/wAKM3xzbxta21ztxKGMeR3GM151cnEXryOKKKUviIh8Jq634rk8QwW0M2kaZam3RI4pLVJFKRrnCAFyoXnJwOTzXdzj/iZx2WSIZIwzgHknGetFFNCR1Pgm1iisvPAJkVnwzHJ+9W74uRZ9MidwCwYgH04oooJG6HPJJpkO5s7o8H8qxNJmaPVJ4gq7ZImzxz8vT+ZoopMEcQjznT4pXupn+zxRSRo5BCmRiG7dMAY9Kt7d2sSWuSIZovMkUcZPP+FFFKRvS+IZFIzaPBcH/WIQqn0BbFdpobs+mToekc2F+hANFFER1dzz3XNabSvEF+p0/T72OeUOyXkG8BkHykEEEdTkZwe4Na3hDUru9n1q/uJS9zctG8r4xkksenaiim9zBblnXp5HWEMc5Vh/KsC3tohHYyhcM0vODweSR+VFFSbIq6rcSS6hcI7ZARV/SoFndVtkGAAVPH0oooNaZfsJGluEdsDzQVKqAAAAP8TXpfh92k8OWszsTIQVyT2Bx/SiinHcwr7mH4sAS8tyP+Wsb7vfaMipriZ5fCtxM5y72xyfwooo6mR5rrVnHci8uHLiS3SIRlTjGc5/lWTJ4j1XVdEg02+vJp7a3keVRJIzFi2372Tzjbx6ZPrRRVdAP//Z", "info": {"video_id": "78629", "label": "digging golden pencil battery out of blanket", "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": "cdb6324caf1bab749fde2657d5bc179b132f99d4c42f92a642eee9ed5b8bf53d"} +{"episode": 66045, "episode_seed": 3621619008, "split": "train", "timestamp": "2025-10-13T03:33:08.878400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3621619008, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pen onto small box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52413", "label": "putting pen onto small box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52413", "label": "putting pen onto small box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "52413", "label": "putting pen onto small box", "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": "f785b411a573786e726f33ec8b51ff2a812d6972514fb998a1914b8804c90a3a"} +{"episode": 66046, "episode_seed": 1116814265, "split": "train", "timestamp": "2025-10-13T03:33:12.220712", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1116814265, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing notebook with massage bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13364", "label": "pushing notebook with massage bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13364", "label": "pushing notebook with massage bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "13364", "label": "pushing notebook with massage bag", "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": "c15db37ac3dfeae55e85e1958a1808d10132d580a7915428a6953bde710b7cc9"} +{"episode": 66047, "episode_seed": 1647798301, "split": "train", "timestamp": "2025-10-13T03:33:15.221104", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1647798301, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "114687", "label": "unfolding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "114687", "label": "unfolding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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TShY5VBuVzcsLJ7jE4LRRc7YyME+hP+fSqN1HZwCa4jspLieIbYDGNgXn+8RjnHX2NXbnURHaxwtNvfZ8yjqx9/QfrXL6jetIu5ioIG1FA4HYcVywTceb8f8AI9jCYKc/fm+WK/E9QtfFlnJfafYW4E8kzBZsEjy+g49eSfyNdeqYHSvDPD93HpeqC4JUfZwSN3OWCkgfnj869K+HtxPcaHcSXErSSNcEkt6kAn9TVUa/O9Tlr0VDVHU3EkUEQklkVFzjLHAzVa7QTWbnhlC7vYj/APVVbxNZS3+gzRwLunQiRB6kdvxGa4vwh4maxvFsb6UfZJm2qzniJz656A9K0lU5ZJPqYxp80XJbnm4tl0jXLxgrPZFnSGZVyCM8H1xivOCvJOD1r3bxRbnRfEl3a7FMLFZIxn5gj8D68gj8K8hFhC7MAWUjv2pUZuTaktjfGT5+WRiEegrv9Cu9du7FZ/Ok8gqQuxVJOPYDgfU1x02nyxAtgMvqtdl4PYHRyjrmJZSGw2C2ccfSuiLUdWcEk5LQ9isYz9nslbk+WMn1O2tuOMYFZ0CgTQKOio2P0Fa8I6VJYjRgLTAg29KtOvymmIPloAz5krOmTrWzMtZ0yc0AY0yf6Sp9UI/Ig14545SOPV2gU5McrsQf9rDD+de1XSAPE2P49v5g15V4704SeJGbds8yBG6ZyRkf0FBS+F/11PPnQHoPrXaeDL7WVsTDZ5FrE5Lv5YbBPYcEk9OK5ufT5oCSUyP7ynIrb8J38tgLyKL70qqVP93qCfryKaajqzJpy0R9UaCAvhbT42bL+RHuz6nGf51sOo2kYrkfD2pLJpdgQ2QUjBz7AV1okWRMg0rp7GlraGPqEQxwKo6cmEnX/aB/Ste8UEc1Qsk2yzgf7J/nQBn6tqVtpSxNdCTbKxUFE3YwMkmqcOqaffs8dpdRSyL1VTz69DVTxTq/2O8ay1PTPP058MksRIkTj7w7Eg+mPxrz/UVjMhutPuBOY/njkXKlk9x1DDkfWuapXcHpqjqhRUl5nol6n7vcW27WVifoRXFeMDBYanaXMxCCWJot59QQcfrWv4f11tZs7izuW8ydId6SdDKh4yR/eB4P1FY3xOt/tHhy3ulx+6nU59mUj/CtlKM436MVGFqvJL0POwrfaFLHK4wR06UsqpPujlCsgHGBWnqVn9h+eYhM9Ax6iorWze/VhECucYZhjNanAaPhO7h+zS2M8+I4VyiMo4QnnB69T+oqC3LLCrK5JKsufcE01fC+pQXcUiIHXcVLgZCjHerEGnTW0YjkbcyEknsfwrgxU1TkpLc9jL5JR5o7nQ6Po02pea8RVViiQEscc4z/AErrvh1A9pr0cjMgW5tpAqg88EEZ+oFcxot79l0PV4yxDSJGBg9idh/nV3S7qa11RNRLeXHGDFCwP3XI5/DBxUUq3LCK9TpnWqSpypdD0rxpbfbPDN2SPngAmX/gPX9M15ELplYRM5MSktGD/Dn7w/QV6raavHrujXcMoIl8h1dQeoKnkV5FMm6NG6/JwfwrLGtPlnHqcuFTV4S6EUd41msipgo4aMj1QnP55ArZ02CPU/Cmv2ikszpvA9Dsyp/Na5a9IWFXHY54qfRfFFv4bvrprmKaaK4hACx46g98+xNRhJe+rmtSD+xvocPECwkAOMgVNGxSAEEbx14zmrWk2ZvvtZjU7UwfoOaiLL55hi/eMD0XmvXjsefj3/tMvl+SIVkFleQ3sJKTLnLAAkgjB4PtXdSahaQWsU0WyaV0DRPtHygjIOO3865seHbm8AeJ15IGDUa2d9psKRTwPEQx2lhwOfWhwUtzbLIQqVuWZv2UM12cqHaR37+/fPrRf6d5N3LFcDDwvGvX23GtLwvma7QxhXMbZY5yPzrH8QXjXevagQSFM5QAex2/0rnxrtT0PYxFd8/s+gN5ZgVkyTLJnI7ZPWvVvh98mhzDP/Lwf/QRXnEVtG3loR92vRvARX+z7pD91Lnj8VWuLByvUsefi1+7O2jXcK858c6DBZalDewoFhvCyyoBx5g5z+Iz+Irt7nxFp1mNslzEjL13NjFec+N/GtjqCwafbyFpI7pTJlCAOD0J+vavQrxUoM4qClz6I5PVFupJYxLNJIsKlIw5zsX0HtXCTROqkEgE88dK9Rv4POh3qcnAriLi1gMD3CzRGJTydwrnwEm+a/kPGacvzMhmIC7T7EYrT8OSIutxWwkeNJpB8q4wzdBnNUbUfaZNsQLLnBftitez8P3SXUNzCwdo2WQD6NmvQaujiTs9T2qAj7QuOyH+YrXhyccGsBHtGZWlljRsYGZdhx+YrSt4rZlDJMrA/wDTYkfzqTWzNYqSp4P5VFGMr071AYrcLzswB180/wCNQBrBes0X43H/ANlQBPMpPY1RmQ+hpLifTActcWwPvcD/ABqlJc6U24i4sztGTidTj9aGIhvxtgZu6kN+RFec/EOIie0ZThirqfcAg/1ruLrUNGiHzXFkMdy68VxniaS21kxPaXEU6w7vMMbhtucdcfShbjlGSjdo49ZSkakEZP3s8/jSFYba4WdBtY/eAPUd6dGytN5ajzGBwdozWiPDt3c4ePa4JwB68dKco3VjOMuWVz0TwpqwSwSNpl2rgxsT+leh2Osr5JDsA6qSvPXArwrS3m0xEguI3QkY2t6V1tpqE0MIdf3sBHzRk9B7HtXnRxHs5ckz0pUFUXPDqdz4b8QPq1tNFcOTcxMc5GMqeh/pW1bnDyH1AH6145aalLDqrXFlK8ZU4PONy+hr1TSZRfWkV0lzOqypuAO04/8AHa6KFXnVnujGvS5HdbMk1vTY9V06S3cKGIzG5/hbsfp614xqFrLp2oPLEjLIpKTQn1713/iTXNS0TW44zM720ihkU4BZejc46g/zFYviZbaWaz1K3kZ471CGZzn5lxwffBx+FY4m0rtbo1oc0bJ7M4OLWp9L1G3vYFYeXJudf9k/eX6EV3/iVI9U8DXbxMHTyPNRl5B2nIP5CvO9YQRSiRRjnmuh8F63BN4cvtGup4o3gD7PMYKGjcH19CT+dGFndWKrR5ZKa6M4PRLW41C8in1OWWVVGEDknivQ9J00STAKNsa8jNVLLQ3EY2gcHPAru9F0kyojNH8w7Gu5HmM0/D2hgybnQlQRketHjfwXDHbDVNPQxunEkYHB967fRbFbeHcOprTdEkRkdQykYINRVhGpHlkXSnKD5onzP5bI6puKjzAGx3XOcV0C2l1qvhG6t7AE3Yn82IL1YqQcfiKf420k6TrTbFPlTsdpxwPWul+G6Q29ulxOPmLFlJ/hB4z+QFefh6coVnGXQ9SdRTpc0Th0kur3TZ7WcyQXijEioxXP5dqHQfZIx3VcH8K6r4h2SaVqqapDs2TqyyKowRz97HtXEm+iJwXC5/KsMVBwlyrbdGlJ3ipMoXwABQ8LICM+hrlb6QS+RvbawDZP4V1V04dCeo9a53R9Jh13xO2m3F9JbIUlaLZHvLOqFgvsODkn096eEjeQ51PZtSZhytdl1itZZEEgIfYSMj3rq9F06GGzQJGTL3asjwpavqEsxJJ2bOvvmvQ9H0l4rjBXcr/pXsRWh5eLqKpVcl/Whf0jRy8cZ6tnJAPSvQ7TwrY6lpr2l5bb1Zcb8fdyOo96p6Hoyq6jb+Nd5DGIYdh6Y4AqzlTad0fPDxX/AIH8UyaULA3QuGCQN5m0Pzxzj865gSvcXrNIMNLOWYA5x8xPWvozxhpcd3YxXUcame3JdGxyfavnC0R1u/nBDgsCv90+9cWNvyo9LCVZ1ZuVSV2dGkhSNpPYkVBb65qkYe0tb+a3tS4klWIgFuMdevYU3zCYNntisOa5NtFM4BOATgdTXn0HKMrx3O6qlJWewmr+KNt6LWJi79GZjnH19ac0iz2hO7a/3h2AI6H6ZFcFJKzXDTE/MW3VuXFzNHArI7AjBH4160IKCsThKynCfN0/I9N0bUItQ00MrYcLhlP8JHUV47a2stxLtw3l7uR613NzDaaNoUGq6PrF+6TXZtmNxCsa3JCbnkiGc7VOFO71HuAtho/mPuBHPoKzw9B05S7Hm4mopWsS6ZYoyRCGPaOATXoWiaKryRsMMO5rJ0DRnRtjL8nbNemaFpqQ7cryPSuxHGUdc8GW2taA8ZgWO5Rd0cpHO4f0rzXw5c6vHNPp13BDDDZHaTsbcx5wAc4r31ihUI+cg9q4TxdpvlaqLuJVAkGJBjg+lJq5dOrK6g5adjn50F/ZT2hO0zRtGSO24YzXlE/h650mZ4L6IJMhIKkdK9o8LRgazG9xD5gi5CtwMg9fwpPijpsSTm83p++PAI5bI9PT3FOlU5DrnDnkorc+c9QMZuWUYRR7Z/KrujzRCRhFFhT8pz8zH3qrrVuYrgSBQI5MlSPY4NV9OZlmYD+7mnXmpSuh4W9OslI6S9ljePggZ71kCS7O63tpnSOXiUIcBgPX9a1vC1np2seIotM1e7ntoJ22pMk0caxnuWMnGMZ46k4Herek6PJHr2q2RSdPss5iCXAAkXDMMNjIzxzg4rHdo6MXiE4OBf0nToYraIQKxfHzH1ru9K0ZiYuckdgelZ+iaU8cvkshKt0PpXouh6OEdQVx71oeQywvg+x1bS3triDEmPllxyhxxivNZ7KfRr+bT5jynA9CK97iURRbGOBjjFcV8RdCW+01bq3QC4gG5SBy/tXNiaCqRut0dGFrunNJ7M8tACTlvU1k3lxr9tev9k1G+hswMgRzMqqfQYOBWtbt5sZYjpXb6HpcGteC7i3AjaeO4dgCOQNo/Poa5Muly1dex6WKXNGx4vq+ualHLBLc311cNG24JNKXGD1xmth5ftBtr2KWQoVyF3fKc98dM1meMrAJGzxplowGYL0xnGRWV4c1rYI9OuWGz/lm/p7Gu3MIqaU6e/U5qLdOXJM6S/HnwZPauN1BPLdZOCFOPwrqtWleHT2MblW3gZFU/FPhPUdC8P6Vf3zTCa+MnmwtGQIAAhQMf7zBs47dOoNcGGi9+h0Vaii7dT1nR4E83BBI967zSYUDDA6UUV6R4x1EDEIBU5PIooqi1scN8RLKCfTHkdPnXkEdq5TWppdO0CSe0donZ0+70GPQUUUrK9zrwTfOl5nLa3rV9qdtBJdzb22hD8oGRXOQtyYiAUDbRn0oorjxfwHtVElBWEmHlSbEJCntXPf2lPoviBr+02edCzbd65HzKVPH0Y0UVy4X4jgxHwo1/AEKtPfg5+XywOf96vZtKt4/KjbbzRRXrQ+FHkVfjZ2enoI4wVHOK2InLoSccUUVRm9iGcCazkDjPFfPnjOzgsvEz/Z12eb87D3oorHFL90zpwT/AHpkbiI8+1ZunQLd3TxyltrsYzg44I5oorgwi/eI9z/gnDToAcejEVt6tELXzYoyxVZNnJ6gY60UV6XQ48N8M/RE2v8Aip/EVvbwzaTplqbdFSKS1SRSiKDhAC5UDnJwMk8+teg6XbxgxHHpRRVQPPqnf6fEgaLCjmuqtiY4xt4xRRVrc5i8JGNtuJ59azPEESTaf8452nnvRRVE9TziaeUaBPdh2EwgdQwJHGa5C91nUdT0uMXl5NN5KER72JIFFFYyPfwKTWvc5XU7aO4tHL5DRuCpHv2+lZMFpHE8zDJIjBGT0yQKKKGZVP8AevmWLHXW0eW5iOnadfwyurGO+g8wKy5wQQQR1ORnB7g10/gu9uNY1TVtRvpTLdXEqSSP0yxLE8Dp9KKKUdzlxHxSPYtLgjAQ7RniuzslEaZUc0UVaONmqjlkJIGRVW8VZ9PfzADRRVkHh2sW8dlrN1DANsf3sehNV9N16/sWurKGRRBKu5gRznB6UUV5dNWxMrHv4f3qcb9jAuh9tMqTEkPE4bHGQBkV50UEk0IPG5gDjjvRRXeTmC9/5fqdFdXEpgnty5ZIpQqk9cA0zUfEWq6lpdvpl5eTT21tI8qCSRmJZ8ZySecbePTJ9aKK446NpdzGt8R//9k=", 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", 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", "info": {"video_id": "114687", "label": "unfolding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "114687", "label": "unfolding paper", "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": "5e1972af33a041e577da29808cecb91a4e8177187dde64e888890f8ed0a0cb61"} +{"episode": 66048, "episode_seed": 2915165494, "split": "train", "timestamp": "2025-10-13T03:33:16.523605", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2915165494, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing yellow plastic'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "61104", "label": "squeezing yellow plastic", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "61104", "label": "squeezing yellow plastic", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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4JAf5isyONcZDYPoelWCXijZiMrg+4pciR5NahXg7Sj+H6mp4Zj3zDjgnNesWwVbBOMGvNPB8YxuPY16OsgNqAvX0q6S0bPbnukc34k1GQalaQ2zbZpoTHOf+eYVjj8SCf51Xu7aO2igROflzUtpZw3kE+syD/SGmYbc9Oo/TimX8bR7GfqVGF64rnwtNwpJNnTC3tUihI2AuRx3xXlniaUSanKR03mvUZiuwcg+teSa5JuvZT7sa6Vui8Z/DKWjjN6h/2s13mjp9o8Y6RHjhC0h/BSa4XRhm6WvQfByef4xaQ9ILVj+eB/Woteojgm7UmcNHKrdGFSqpmkC/wqcmsKESNKqKSCTXVWFttjUHvVS0N3V51Zo1NMt97r2HrXQ39wsGmso6hdo+p4rIsSsSqMcqap6rePLqVlbqf3e/c3uamo+Wm2TBXkj1Lw4BHocC9AAcfnWlqM5Fo8bDb+7G36YrO0LYunWgf7mBmrGqSq5CjlRGf8K+dUmoN/IUtZHKeKHI0A89bhB/461eSa4+67I+leqeJnzoae9yP0Q15NrDZvXz2NevlqtQj8zabtRM6HmYfWui0tPN1vTo/wDpqGP4c/0rn7UZmH1rqPDqb/Elv/sIzfpj+td32jklpBmz4tuUt3tN38W/+lYiXcbISrZPYVf8cKZDY7cHG/8ApWFpNsWm3MPYCnPuXhq8owUUdR4diMUqyNn5utdy1yIbN2LcKhbP4VzOmwBVUYq7rF39n0aZAfnYbF/Goi7IvdnQ6Xc/a4rONeiRRp/46M/1roLmb7JoeoT5wREVH1PA/nXM+GR+8X2QfyFanim5jtvDbI7hRPOqAk4z3/pXzNOClXivM6ZWukcU7EKMjP0Pas7UyVspjkY2+tW9hIyhDA+hrN1klNNm3ZBxX0x18ytocFckknPrWhpQwjGs24PP41qaeALV29qctjx4bnoXgSPboNxKR/rbhz+QArh4dYjZsONpzXoPhGPy/CtrxjeHf82NeUG3JY7GDc1o0rIijVlCTcTqLZ1vZUWM5XOWNdhpsAj2tjpXLeHLdUjCj7w6121moVCG4zWG7OmdSU3eRenv007T57h+BEhb6+grZ8PK3/CKwXkn+tnAYn61zGtwefoMyjJLkDp2zXRaJdE+GreK6cReTGAQ2FArzM3TlCKRcFaNzqrIfKD615tr4Ka3eRnGN+Qa7OHxVoVsRE2qWxcDHytn+VcXrssV9q89xauHibGCD1rPKqcoSd1ujShL32cH4sbEcS5zwa408zius8Wt++jXuF5/OuTj+a5H1r21szDEu9U3nUmxSMdXIX867Px3d/2bHpUeMrtdfyCiuWtofOvtMgAzvnQY/wCBCuh+JiCRtNy4X/W4z3+7TgvdZzzk41E0Ylvq1vJwWwTV4z+bGIkOS5x+Fcb9nkUZC7h6jmur8MWTFVdgck5wameiOqOKnJcrO98Oxi3jUY611jXLW8PmEfdKk/TIzXPacgjQb+BWveyB9Eu+fmWMnioavTa8jNayQ+HQLizDWNq7PEWLFnbuT+lZWrCSG7mgZldovl612T6hb6fpD6pck+SsKOfUkkDH51wN7eQanfT3duyASuW2b8kZrzctr161+daLQ6qfLz3ZTuP9WzZA+U/yrybVH3XEx9z/ADr1W+DRWspfONh/lXkl82S5969aPxE4yV4JFnQ1zNn2r0X4eR+Zquq3B6LGkY/Ek/0rgNBQEknsK9I+HMRGn6jP/fuQoP0X/wCvRD4zgraQPK9MiLurMOe1dXax4ANc1Z/JKhHrXWW4Hkn3qdzR6Fm3jErms7U4PK1iz/E1ctpDHOh9/wClY+t6zAms26q28REeaV5x7VNWPNTaRrCSWp6/p/y6bAP9gVHdPuDgddtYtt4z8OJZRo+qwhtg42sf6VD/AMJXokwbZqMOTnrkfzFfPSw9S3wsi+pQ8WXsdrolr5nIe6I/JK8t1JxJdO4+6TkV2njq9t7vRLBbeeOXFy7EI2cfIK4Bs7a9zAQaoRuTOo/h6EliMziuu8KxhtbnkPSOHH5kVyumjMua6rwRaDUvENxZtqE1n5qPsMSbi7KjMF9AODyfT3rqXxGc17liTxsDJJp4U8nf0/4DWdp/7qVD2FNubue88ozytJgZG7tnFPiFRUd2XRjaGp3lkoNuHHpWTrQmlmiUAmPBHHrWlpbZ02PPpVbWNQXSrF7kqGbIRFPcmlbQtOzNbTNcsdDFudQlMbTrhcKTtA7t6Cs/4qatHNpuiw2k4dXaSfch4IwAP5mvO7nUbq8unuLiQu7dx0A9B6Cka8M6Ik2XVBhQew9q5KeChCqqiewVJOQkGq3cBGJCQKuza7Jd2bW83Gf4sZrP8mB/usV9jzTGtJR93DD2r0LJmSnOPUpzHLD61r237vTGb2rHmBEgBGDWrOxTRwFOGLAVM0VDY9Y0ePyNBsYgMYt14/DP9a8ksrdhOzOGUgkbWGOa9E1Jvsfh63v9O1rUJU8/7KPPiWNZ9qAs8Q67VOFO71HuBx/mPcXEk8hy7tuNFSWhnRjZs19EcR3iKeA3FdrINsPFcHZfLPG3owrvjzEAfSogbSZa06cMWSTBXg8/r/KuF8f6+dUuY7Gyy1nCcu69JH6fkKZ4t1qe1lGnW0vl748ysOpBPArklmlXpk/SrTCV2tCAPJEfkZkPscVdt9avLdsiUn60z7RHJxLGD9RzTTb28n+rcqffkVWjMveRJqepNqW2STPmKMfUVl2o3XY/3quSWcqKSMMP9mq1gP8ATBn1oastBqTk7s7PQoxL4q0uMjIQl/yUmr3xNR3XTXCMVUygsBkD7vWqHg5be98dra3d9c2ispSOeKWNBHnGSxfjGM8DknArqLOS5OpanZ3zzyC2lMYS6C71AJHzAcZ4GccUR+GxnUdp8x5dYiSWdVD/ACjk16D4d2kbDw1Yd+1rNqsr2kCRRA7RsGNxHetjQMjUYvfisJO7OmPw3O7WMLAD3xzU1tPtdUIBVsqwPIPp/WmAhYsH0rl/Gmqz6TYQxWshS4nf7wOCFA5x+eK02JixnxB8RxWljNoFgfNS5KvcEsSIiCCAvoTjkV5tDqN3AfkmbjseanF7IM+YCQeu7nNNP2Sbqmw+qmiEYR2W5EuZu5oxeKboQPDMSyOuDg5/nXN3jA7sHIzwa0GsCeYpFYeh4NZ97E8RVXUjnr2NWkt0Lmk9GbOhrstpH9q9P8Bx+V4UhfGDLNI/15xn9K8ohkaDRJGRirEgZFd9JYa/4Y8I6JLNeXcL3Kvvt9mBB91lBOPvEPnHb86mno2xVldJHnsP+sX6110f+qH0FFFQjSRG1utysqM7qAOCjYNcTe262t20SFio/vHNFFWKO5Eqg01iV6E0UUhskjkY8ZqWSFJEOR26iiirRDIdO4c1r6BqM+kXzX9ts8+KRtu8ZHKlTx9GNFFJbhP4RAoDKvYcVaioorKe5pT+A7HSedOiz71b+wWuowGO7hWVR0DDpRRWkSZ7M4/xJoFlpieZa+YnP3S2RXNxne21gCKKKXUcdhZolUErkfjUEdxIrYDUUUIGT3OJbXewG5ehqacD7Hb8ceYuR+NFFMXQ6vWfEb63BBFLpmn25gRY43tkdSiLnCAFyAOcnA5PNYcXSiipqdApdTQtuGU+9d6T/o6n2FFFKBUiWTSbDULVVu7WOXK9WXn864XxT4dsdKTzbTzUz/CXyKKK1lsZQbucxC5kO1wGHuKSeBEGVyD7GiioNWQQ3MqsBuyPep0AbUYnwMsOcUUUE9TW0bWW0vVNQiNhYXkUpVyl3DvAZc4IIII6nIzg9wa3E1K7urXWdQmlLXU5V3fGMlic/Siiq6GcviMW3Arf0U4v4P8AeFFFc63OmR37dAPcVma34fsNatvOu1k82IEIyNjA60UV0GDPKL2P7DeSQxszIpwN/NHkRzRb2QA/7PFFFQaFCRnglwjt+NTrK1xbukuGBB6iiimJiyDHh0kddwrpZNc1G+0a1sLq7mmggJkXzJGYlmAzkk84xx6ZPrRRTiZ1D//Z", 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", "info": {"video_id": "61104", "label": "squeezing yellow plastic", "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": "2688458394c6dbd80246b730791b0216427a2dfe92da071b1d650cd6a4505d32"} +{"episode": 66049, "episode_seed": 226415941, "split": "train", "timestamp": "2025-10-13T03:33:20.456878", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 226415941, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting perfume bottle up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "87223", "label": "lifting perfume bottle up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "87223", "label": "lifting perfume bottle up completely without 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "87223", "label": "lifting perfume bottle up completely without 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": "6c70da81be9451af86e2893148b8c76ad89162e6bd666880267c9b13125c6f07"} +{"episode": 66050, "episode_seed": 1036596250, "split": "train", "timestamp": "2025-10-13T03:33:22.352484", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1036596250, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking a tissue paper up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "48111", "label": "picking a tissue paper up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "48111", "label": "picking a tissue paper up", "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": "2ddc767b103af9f4ad0491665968258c051b9fa7a9f1e11e3adeb79df8858ccd"} +{"episode": 66051, "episode_seed": 1084245828, "split": "train", "timestamp": "2025-10-13T03:33:24.564623", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1084245828, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing perfume so it spins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "137104", "label": "pushing perfume so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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5CN6561Dj5iB25pZMsM9ATSRtucg8A/rSAoSMzfMFIDHiokBdcH0zmtC6QAY7k4FUmAjG1Od1ICg6Zlyfrmp7eFJ7ecNziNx+lQz5/wDHsAUsksltaytGp2CN9zdun/161pX5rIDkonkiiVFJIJPzE5z/AJzVi2ETLGhYqD8zEdRVRZFELBCwwAQD249KlVXSHzBsI/1bEHnFZsotyXYCKpJ4wAe+ee340wyRvE7vgIB8+T0BGef05qtGqKOMuxOEDckcDv8AhUkBEkW3aY/lbeQeSexH61IizGrpvfLHBGfmyPwrF8VShtHfgDLBMD271r3chPkySD90FK5PG7JwOnucVz3iqVJNNVYVwvmFj7HnIq4biZwZVmcKM8mu3stO8q3h3EYGNw/DiuSsYTcapDEOcsK7uaQKV28Fefl7CtKgkRPNkrn05yKpyOu0nACsOD7f0qcy4fkZUc5788Zpuj2C634mk0y41CW1RklMflx797KhYL6AcE5Pp71mhlSMf6bGxGCMitXpHn/arn9JmkndnkctgKRntmt7P7o/nUsaJs/yqyDk574qnk4FWImyqn61IyVjhG9yDSHkOO9D/dH4U4YDNjvVIljJm/dk/wCzWTfsTHtBPpV+4bFuDWTcOAu4nhRmvTwXwtmctzK0hf8AiZzsOinFb8wzk+tYWg/PNPJ6tWnqcrx2ReNirZAyK4JfEyyOY5b8a9ejMTIJI5i0ZQApj19K8q1vTbG28PQappuqX04a6Nrm5hWNbghNzvEBztU4U7vUd8gekaeD5Nr5uEcLgqo4Uf8A66iQ0Xo3EqiVCvlZzvQ9R0P8qkls7gOHguI1i6lQNz5z69MEYqO5urbTo9qNmQDAQYAAJxk+wqeOb7LHJsQHzTwCOV2gk/nSuAjQwCTasEbSuMglc8j/APWfzpnliRmVioWMiRQhxj6+/X9KVJxIwldWjIUuo7cmka2bG+IgCRADkZyR3/pQBVv7MSkGGQDJUsw6kD3/ADFUJANroylF3sAU6kf5FaERZo9oYZT5XJOSG64/Wo7kKuNoxGTnHei4GBc2EBkaWWMgyEEqRnt+lcpqegoJZpI4+M9ccV2jT27SsPM2OoP7sjOcHrVOaEtDJvbOVDbc+3NIZ5lcaSY5MjJ79K7r4dEww6gGH3SmP/HqpaXp9lqfisaXqd7cW1vK2xJY5okEfcljJxjGeByTgd61PB9o9jq+vWUizqbecRhLgASDBYfMBxnHXHHpT8wud1ZOQJHbpjP41YhBEjZPTAzVeFgqDd0zk1KS+0qDy3WgCyp84k9EHSnPIIzgnG4hahV9oIHQdBSyoAY2fJx29aYh7t84BqMjbLuB4UY+tPKhEDOeelMlXeoK9OOnvSAa84JO/GcYXHaoEXO9iOFGAKZtbzWLDqTgHsKdNMInCDq3y00Bmz/I7sTngYHpVe8lYaddfO20Rhcdskj/AANZ/iS6mttOlkhlaNxKo3L6d6zvFFhrmh+GtOu7y8uVlvmcywsmBCFClAxx94h84/rmu7D8lOV5EtvoVHZssSc9DzU8Z8wOrY+YAEgYNFFcDNCEMzaiYyx2RoCoH9fWrdqS96FJOGwaKKQhVnkuFuI5WysRIX8cE5/OsbxQceV3yP6CiiqhuDMDQIkbWxkV1VyqrJO2ASAVyfTFFFXPcRmtM6XsaDBXaDgj3rN/tS40bX21C02efCzbd65HzKVPH0Y0UVKAh0XhplHQIv8AOujH+r/D/Giikyug7+E/SpIziFaKKkCd/uin/wAf/AaKKESUrsnyR9BWHqRIt2x6UUV62C/hMzn8RD4dH7mc+/8AWruq/wDHgT/tCiivOl8TLIde8Uvr8VtDLpOm2pgRI4pLVJFKRrnCAFyoXnJwOTzXrNuoALAc+WFz7daKKhlLYragVCLcFEaRl2HIzkZFXL+6lhhutjYaOFnVsZIPNFFSgZNfDZqMdvktF5RO0+oK4P6mlgmkRTGGO2MrtB7c/wD1zRRTe4hJlVkdcABlJOOMnNRX0EdvuEYwAd3XPOM0UUgMVoYkFywiUskTOpI6EryazrmPcoO5gdyDg9RmiimxHOTa0dK1K+jbTtPvoppA5jvYPMAZQcEEEEdTkZwe4Nb/AILvbjUtS1e+u5PMubl0klfGMsd3bt9KKKb2GjtUPyR+4qWJjlz3BwKKKSGTWo3ZY9ck1M/LR5/vGiimIoahI3yrngk1cLFbcAep/QUUUgK0n+tNZ9wxMjnPKoCP1oopjOa8UE/2MxzzujP45ri9a8Q6pf6bBpl1eTTW1s7yoJJGYlnxnOTzjbx6ZPrRRXa+hmj/2Q==", "info": {"video_id": "137104", "label": "pushing perfume so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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7g+OQR1p3uB43KZoZsM5256ZqX+0mMOwLz0rqtZ0CKCEyqGY7SwIHXiuSudPlt1VtuB3q6dRxYPVEkd2a39EuBJFMh4ORXKA7DyOK1tFugk5A6k1tUrc0LC5TvYnkiiVFJIJPzE5z/nNWLYRMsaFioPzMR1FVFkUQsELDABAPbj0qVVdIfMGwj/VsQecVysstyXYCKpJ4wAe+ee340wyRvE7vgIB8+T0BGef05qtGqKOMuxOEDckcDv8AhUkBEkW3aY/lbeQeSexH61IizGrpvfLHBGfmyPwrF8VShtHfgDLBMD271r3chPkySD90FK5PG7JwOnucVz3iqVJNNVYVwvmFj7HnIq4biZwZVmcKM8mu3stO8q3h3EYGNw/DiuSsYTcapDEOcsK7uaQKV28Fefl7CtKgkRPNkrn05yKpyOu0nACsOD7f0qcy4fkZUc5788Zpuj2C634mk0y41CW1RklMflx797KhYL6AcE5Pp71mhlSMf6bGxGCMitXpHn/arn9JmkndnkctgKRntmt7P7o/nUsaJs/yqyDk574qnk4FWImyqn61IyVjhG9yDSHkOO9D/dH4U4YDNjvVIljJm/dk/wCzWTfsTHtBPpV+4bFuDWTcOAu4nhRmvTwXwtmctzK0hf8AiZzsOinFb8wzk+tYWg/PNPJ6tWnqcrx2ReNirZAyK4JfEyyOc5P416uJCxVFHTH515lrWm2Nt4ft9U03VL6cNdfZc3MKxrcEJud4gOdqnCnd6j3A9Otxh1/A5qGUi/KSUAB5AGR9an37FC9WNV1bcOPXJ/pSqTuMjdegoAthNqn1700TeYHIPQ4pFJcke361HDGPur2ySfWgQpw0ZPfGKQSNFHsyOnJpwKAlQeQOn0qrPG4BUZHzAE+g60gCZw+BH6bagvU/d7QccdamjwqM2MYFUrufzYQw6A7auKu7AyqZdrNtJXaOo9aktZEOp3ccsrLIIkAOMnIXn9a5/TZ477xhLpd/qdza28smxHjljjWPuSxfjGM8DknApNDe8/4SzV7e6eZhBKY2NyB5qDLDBA4yQOcceldTcIUZRtr/AMEnVs7FnRJEi3q8p4XdwGwMnFSJAZY2QOqSjOzzD8o4OM98ZqO1SBYBLKwAQE89h7f57U2O4jvZHhjJKxbQrnqcjOfof6VxXLJo7RgjpeMswODjZhfoBQ+BF50aRRqcNkjBPPzfie3vT579pZTiHAILDaOgGR+dN8qOdBApz8hI3c4J749qYhr20JjlR2GXG4q3IOetZT28kDs7fvWaUEAnoMVfnDxSo8rDafl54+Y8AH8f50FeCXx5nUccD1pXGYd1bx3SNGVdgcFiTgLg8VhappNtc2zKibmDc4Xk+1dLdSxxj97nJJBI7GqEu2aNfIm3rsD7xxnpSA881DQ9jMpUqRzjFZsNo1vKrAc5ruPEcbRQPLG5DZX5gexNZviPwpqXh/Q9J1C8knWe9MnmwmMgQABCgY/3iGzjt9Qae6C5ouzZYk56Hmp4z5gdWx8wAJAwaKKGMhDM2omMsdkaAqB/X1q3akvehSThsGiikIVZ5LhbiOVsrESF/HBOfzrG8UHHld8j+gooqobgzA0CJG1sZFdVcqqyTtgEgFcn0xRRVz3EZrTOl7GgwV2g4I96zf7UuNG19tQtNnnws23euR8ylTx9GNFFSgIdF4aZR0CL/OujH+r/AA/xoopMroO/hP0qSM4hWiipAnf7op/8f/AaKKESUrsnyR9BWHqRIt2x6UUV62C/hMzn8RD4dH7mc+/9au6r/wAeBP8AtCiivOl8TLIde8Uvr8VtDLpOm2pgRI4pLVJFKRrnCAFyoXnJwOTzXr8H8HupooqJFIl3EJ9TipmJ3onbNFFAFxBgKB3OTUQJWLI/vGiihiKmnMXnYsckkfzNTyuWDZ78/rRRQBTuGK27kH+E1nT/ACkoPuhCR9c0UVpS+NBLY4a+1ttJ1XUkOn2F7FLIHMd5BvAZRwQQQR1ORnB7g1d8F31xqupa3fXsnm3FyyPK5GNxbdngdB7UUVrV2YondOAwELAFHTaR7VV0+QxLdFFVfKCAYHUbT19aKK5OpT2LtvI8kt3liBHBGygdixbJ/QVBbyMttDcg4lKKSw7kqAc0UU+wi67mTcHAbB3DI74BqIW0c3mSOCWATHP1oooAyL1FbcWAOz5xn1zVK7jSNxFGgRBCDheOpYmiihbA9zntcTZp9xgk/vxjPbpWNf6/qeo6ZBpt3eTTW9tI8qCSRmJZ8ZySecbePTJ9aKKaA//Z", "info": {"video_id": "137104", "label": "pushing perfume so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "137104", "label": "pushing perfume so it spins", "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": "5688d634beef39942c2ce2e4ca4192832ede9809e732444adf77cb9c080171c6"} +{"episode": 66052, "episode_seed": 2293497666, "split": "train", "timestamp": "2025-10-13T03:33:26.184688", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2293497666, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting orange vase next to basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "200944", "label": "putting orange vase next to basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "200944", "label": "putting orange vase next to basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "200944", "label": "putting orange vase next to basket", "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": "1ff0c310b61a1f1e78ceeae7808471dee154206b6e3bec51a46ba0cdfe51c253"} +{"episode": 66053, "episode_seed": 352511231, "split": "train", "timestamp": "2025-10-13T03:33:28.913504", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 352511231, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into a sink'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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nXMq8k7TN6mFi1eBzn2uNXBLsyq2QcAH8693ubOO4gUN94cqR1HHavBdTsEgsJpUmZioHysOeozW3r/iTVNWkEctwYrcjiKEkAj3Pet3aSORXgzv55dKtHYXGu2yv02/6xh9VXNQwan4cinEy3V3PIv3dtqQoPqMkV5/pqpjbj8q6CxVGbBFSqcU7lutNq1zo5/FWmR52WV9L9dif1NYt14wtTuEekS4PZrkD+S0y6iVQcKOKwn2C6jLqpQOCwPcZrRGbbJzJbTX6PHAUkfLMobIUenvUaeIo4oRBLbsDGzbZEwCR6U6O4t01CSQosYEQ+627k8/1/SsdrK5OLjyi0YbGV6n8DWm6sF7anQWfiJdyx3Em5ZT8jt2PTFa0TqxLg4PNeeTRuYv9Xtw2Nveuq068Z7aFm6lBnPr0P8q4a9Pl1R6NGtzaMm1G3FxGysxKnoy8MtbPw50+W2/tMSOsiyeWAVPUfN/jWbIwkGVOGFWdI8RW/hy3vZJ43eSTb5cajqRnPPbqKVKbvYjEQjbmN1tEa1ISOAzbej5/pUzaNqEqYjs3Tjqy7R+dcPc+ONb1KfEdx9ii7LbjDH6t1/lSKslw4e4nmmY95JGb+ZrX2SepisTJKyPRrezFhYJbzT264BLFpVHJ5PU1Ru7vS4l2vq1kvGColz/LNcsbGIRD5V/Ks28gROQMfQVqkjBu+pZ1630jULhJ7a9hlu48bVjDYwPcgDiqVwIUCJPJCUZQdkvIIqvDbGTfIGUKhAO5se/9KTW4SlxEpIIWFTnNaLYRuwarFDbxIsEa2hO3emMDHpVsmOQqYm565B61wiYWLDvtOSNoP9K09Du3jEkLMWEZBUk9j2rlrUvtI7qFa6UWdNdnjc0KSKRhh6iubn0iWa+/0MRCNuQX7H0Nb5kEqZ3HJFUJG2SZ+63t3rnhNxNalOM9zlmIZw69GFXbK62kKTWRby5Xafwp/neU+4Gu08s7O1mJUHPSm3c42HPNc7BrgjTYp59qiutZaUbdpzTsFyzPL1b3wKyrmedXxGSBjH1qe0ugtvLJLHIQki4wOec/4Vq23iCzMBilsZXB6jaKtNWAyRqsstusEkjptBAKnFTWqh7mDBB+YVcebS7twy2MsfbgcZ/Spre5Frb+S8wkAyVOwDHtxzWdSaSN6UHJjYpWjYqemasLOcAE8VQeYMSwxzUf2sDjIzXA0dy0LtzcTx2ksUU7okmC6qcbgP8A9dZtqwR1wOKS4u/njycg5Bpq8E4/CuulpBHBX/iM6W3cEjGK2Y2DQ5JrlbK5GACelbP2tVixmtTJDbxsSgqeRyDmuc1S9aSZIclmxtH+yK0bm6Eku3JPBOKzTEJ5HuAh3KSAPX/Iq4rQDYmt1e1tljcfIpOD90/l/nisZyI5CkrBSrHAHIz7+1Z7ajeQ7lEjAE5OKt28Vtd2ZknuJI7pTlQU3I4Pqc5B/CqewI1dPuovKKxRCPGC2DnJPU/pV8yLIp5wfWub09nCXDBiVUgD9avpcHb71wV9Z3O+lJ8iJLyJJkdHHDKQcVkrKJoh6rWq825D64rmbWfawPY8Grou6ZhiFqmbtvL5TA9q3rK6Awc+9cnLLthBBqe21NUUbm5rc5jsZ7gSRsc9qwLt8pKwI4GPrmqEus4BAyRUdpeLci6BOPLj80fgcH+dNLUdyO4uXi8wqeWbH4VLBr0v2L7PwCp4zkgCrEM+lTrslnC4/vKRn9KfLpWlTS77a8iUf3W4Bq7gkZ5d5l82TG8tk44H4Vp28rx28DEn5lJ/U1VSykWZ4WVEjB5kVsrj/Zq9ceUFWOMYVFAHPauWvJbHXQg9y1HdHIOaq6lNu8tCeHBqAShTiqOq3GWgwemf6VhSXvo1r/w2Oiyrj2roLSYMFPFc7E4cBh361Nb33lzbc12I847YTARgZrL1CQYPNU11VVUEt0rNvtUEso2HJJxTHcla5kiVsBdr5HK5PUDNVl1ZBfpJIQwVvuN0I+tWri3M1wicoNg7enGain8LTOnmQsWz1BHSrQibU9QgnyEhJ3dHwMDP61VsXaK4lI7qSQfwqA6VeWgZpN3lpgk/4CtO3tohCJ1mLh48YMZUjP1qKz913N6MW5IuRXhZAQamecSJ71jqdh61Ok4HevOsd6OUikKsPWtmx8P3ur3CJDGxDHAxXPq/70H3rr9H1OWGMFJChA42mvRfc8nc7rTPhhptrCkuq6jDESMlA2TVxfBPhGzJkuNRkmyc7Ikx/jXP2OpyXsivcyllXpn+QrdkkhZOCoHYCp5xqJBcWPha0LNBazSw4+dGIHOeKxZdX0u0Ui00S0STPDyLuI/DpV25ZfLkUHjj+dc/d2/mAnpilzDsSxeKrmOcrttwjcFPKUcflXPXenSJE0qTho88DnIHpVqW1IGSMn19KuWlq11ZuG6iplqXGTWxyqTsGKknI9aRpjkEinXkBgvGU8Zpug2S614kfTZ9QltUZJDF5ce8s6oWC+gHB5Pp70ezTKVaS3Gyzbig+tWrefcoB6iufsJ5ZwXdy2ADz2zWrZkyTBAcZ71olZWMpS5nctLeGOU45+lWxe3MqnahrpvDHg6yuphPqF7HFD3wck/SvQ7S08HWUbLBaPcMDglh1ppomzPFVg1F3WSOJsjkHFatmbwKI5rJyh+9sXdn869Wm1vTrX/jz0S1X/fGaxr7xbqAUiGOCAdvKiAo50NJnGy6VHLGzyWNzGuP9YsTYH1H/wBes/8A0e33W8cH2hSuFYNgZ9TnpW1feIdRnyJJ5D/wI1zd1ey+YC6nnvih1ZJaGlOKcrMuiCGC1KKACTliOhNVOBVN798jIbb71V1O+dLFnhcq+4YIrkalJ6nZeMVp0NgMMGuYjO0c+ta+sQW1r4fg1TTdXv5la6Nrm5hWNbghNzvEBztU4U7vUe4GK8nFb0oON7nLXqKdrGtDaT38SxwqWOe1dz4f+Ft7qFus9y6W8frIcZrkNBvHhZdhwR3rtIdcuJysUk7leO9Xexha5sTfDDSo5gsmtWqBVw2eTn6U1vCXhrT2Hk6k9w5BWQLHxt74q3EsLQF85J6Emqcu1JCRjoRS5yuUoTWXhGBSUWadx18w7P5Cst73RYJN0ejwbe2WJpt5DvBwOayJbZkz12mi4xdVnaS8kaytiluwBREyQvHT86yftcqPhzg+hrcsFlD7Bn5hisXWbRoJySDnNZ8ibNvbSSEe6LDriqV1MXaIls4zUnh2Cz1XxOmmanfXFrBM2xJY5Yo1jPUljJxjGeByTgd6p3EMllq+oWcouFNtM0YS4AEi4JHzY4z0zjiqjS5Xcmdbmi0XbaYjK54p1vZXV7c7YUYk9MVWsJFFyN/SvS/Duu22khZUtIjJ2cqCR+dXsYbmRbfDrXZ7ZpRaTHjgYPNamn/CbVXBmu1EWCCqu4UmuttvFOq6k4xeGMZzhOMVVv3uJiXluJJD6s1HOhqJh6z4EaZ0uo9WggaRdvlNIQVx6496zB4at7aMm88Qxsw6JBuc/rWhqa7pmLEk9a5y7aVHyATzS5h2NOaz02HS7ia11W4mmiTd5MiYDc89/T+Vc1Jqbk4HQ1agmdJDk4BPFGq2weAOkYTjnaMVnJcz1NoVORFP7YrD0NM+1tnHH1rFu5pIrRirlWDAZFaOv+HNV8PaFpOoXk1ws98ZPNhMZAgACFAx/vMGzjt06g0vY9i/rK6mQv8ArBXS6SMr/wABNFFbvY5FudHZfKgA7mtNZXKKSe1FFZMtAzHyj71nzsTke1FFAFZ2xkYBzxzVvRSS0melFFDGjlteUC9P+9XMxancaPrh1C12efCzbd65HzKVPH0Y0UVpEiRDp42JIo6AAVp2ZIn4ooqiTsrKaRIFwx611+jyM0AzRRWbLRZuu/1rEuu9FFSijJuY1wTWbIo4oopiLd3CjaWrFecVxGpnFq47BhRRQih2ueKX16C3hl0nTbU26LHFJapIpSNQcIAXKhecnA5PNVW6iiitepk9jZ0o4JPoK6ixGZSDRRUy3HE3YJpNmzcdq9BTwxZ8E54NFFZllSTriq0igjBAoooAjtlC3UWB/EP5VU8WRoDkDtRRTW4dDhodcbSLi6jOnadfQzOHMd7B5gDJ0IIII6nIzg9waiN/c6nfXd/eSGS5uX82V8Yyx9h0+lFFa9DIntSfNH1rq7Zj5Kc0UVMtho6fTZHjWNlODnH1FaLXEjjDNnmiisy0V7/5mUkckYrLuI0IPFFFAGU8a+Z071rXUMZ0tsr0/wAKKKGM851UBY5McfOKr33iLVdR0y30y8vZp7a2keVBJIzEs+M5JPONvHpk+tFFbIzZ/9k=", 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", 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", "info": {"video_id": "189273", "label": "pouring water into a sink", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189273", "label": "pouring water into a sink", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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iDpgc4Ze6n0qefmIKr4OOM8iuM0aR7a/lQghXU89sjn/GuqjnDJhsV51WPJLQ9OFRTjqYN/pTz3AaBwjE8ox+X6j/AAr1bVLaziQzXF2lov8AFIzhQT756n6V59cKRgjkDkH0rmbi7uL27M95O80uernOPoO1bU3zqzOOsvZtOJ6XJq3h2MbP7SuLgdxb2xYfmcVLD4h0a2iK2tjfuCckvsUk+/JribQoYlOM1tW2xo8EDNaqEVsYupOWjZo3XjBVBEejKR6yz5/kKwrzxTPdZibT7RFfgkF2YD2yadeL8p4ArNszB/aMf2oAwnhu2KtEMLuZY9PV4ogFL4Ckn0qpHqgZHSS3K4AC+WxAHrkVa1O5t5rSGKMbVDFhzzg9Kry6TPar5gaMuy56nir3GnZ3Rp6drjXLG3lB3p3/ALy1rSMksWCuR/KuItJtupRMTg4IP4jFdLb3WEHzZrz68FGWh6NKrzLUjuoIptgnjEiKcrk9DXSeCLKKLUdXe3G2CZIf3fTafnBH61z0xVxvU/Wr2h+Jbbw/b3ssyPJLIEEaKOuM9/xp0pO9jOvFcrZ0LaI1qQkcBm29Hz/Spm0bUJUxHZunHVl2j864e58ca3qU+I7j7FF2W3GGP1br/KkVZLhw9xPNMx7ySM38zW3sk9TFYmSVkejW9mLCwS3mnt1wCWLSqOTyepqjd3elxLtfVrJeMFRLn+Wa5Y2MQiHyr+VZt5AicgY+grVJGDd9Szr1vpGoXCT217DLdx42rGGxge5AHFUrgQoESeSEoyg7JeQRVeG2Mm+QMoVCAdzY9/6UmtwlLiJSQQsKnOa0Wwjdg1WKG3iRYI1tCdu9MYGPSrZMchUxNz1yD1rhEwsWHfackbQf6Vp6HdvGJIWYsIyCpJ7HtXLWpfaR3UK10os6a7PG5oUkUjDD1Fc3PpEs19/oYiEbcgv2Poa3zIJUzuOSKoSNskz91vbvXPCbia1KcZ7nO6hcTXV801xM80h6M5q9p8g2EcZrHSUTRg/xLVm3l8pwc8V3HlnW2T8gevtVi6I2HmsmzuVAzmlu70bTzQMrXNy1vC5DlVwf14NU9AdZ7uSZjtwMJ6/Wo7iQSxqhUkSEc1RuvOslRYcgDnI71okI0LqBoEVwVZd3JJ+YZ9qrQ3EEUisU87HIzwVb1z6VRivprm5VbqR2jzltoHT2FS38EFq4FnctKjHClk2N+I5/nTb6lROnW4GSO1R3G0qccqe3pWcZWjmKE9KlWc856V5bVmele5QuykF0sgzmRdp98f8A66ZGArnHTqKh1qT95B77v6U21m3gZPI4rsg7xTPPqq02jes7ngAnkVuxXY8vbmuFS78q4PzYFXv7XVU+Vsn2qyLm7fyjJrCvGIdlyDjaCR+NU7nVy475q7Lc2sUyvK3EkayqNpP3hVREUY9XltbwTDscde1WJ9SlvZtuV8pmyQBz7Vc+z6Jcxtm6TeRwcHiq0ulxwQ77aWK4wedrYcfh/wDWp3KSG2Qb7WFBOMMTz7VpwXTYwTzUVpCsKvNKB5rLgAH7o/xqJmAYkVw1mpSO+lFxjqaq3G5NvtXOOQz7l6GtBbgAdaxbeXIKn8Kqh1MsV0NeyutpCk1v2sxKg56VxnneU+4Gr8GuCNNinn2rpOO50V3ONhzzWDPL1b3wKrXWstKNu05qK0ugtvLJLHIQki4wOec/4U1uF7kFzPOr4jJAxj61MNVllt1gkkdNoIBU4rWtvEFmYDFLYyuD1G0VG82l3bhlsZY+3A4z+lVdDRTtVD3MGCD8wrQilaNip6Zp1vci1t/JeYSAZKnYBj245qs8wYlhjmuKtJSeh30ocq1L6znABPFVLuTBCE8ODVf7WBxkZqnqFyWaE56Z/pUUl76HXf7tk0WVce1dBaTBgp4rnYnDgMO/Wpre+8ubbmuxHnHbCYCMDNZeoSDB5qmuqqqglulZt9qgllGw5JOKY7krXMkStgLtfI5XJ6gZqsurIL9JJCGCt9xuhH1q1cW5muETlBsHb04zUU/haZ08yFi2eoI6VaETanqEE+QkJO7o+BgZ/Wqti7RXEpHdSSD+FQHSry0DNJu8tMEn/AVp29tEIROsxcPHjBjKkZ+tRWfuu5vRi3JFyK8LICDUzziRPesdTsPWp0nA7151jvRzFvNtYHsetW5ZtsYassMUAFbml6UdUKIZVUf7RxXos8kjh1GULhFJqRmvJzhY2P0r1LRfC/hbTLWNtQuTcTkj5IhwK32ufDlqp+z6Oj8cF6LoVmeK2sOpQkZti6DkKc1sxwSXanzbCZ5D1/d9foR/UGvQbnxQ0Qxa6bZQ+hEQJrnNQ8Vaq+R5xVfRAFH6Uc/YpI5e6061tGMhjlikUcQyqVJ9we9RhILuZZWtvKVQOC2Sx9fYVLfand3GfMZn/wB45rGN+46K2fTFTUqytZG9GEXqzQuQDKSPxqIMBVFb7PDZzmo9Gh/trxPJp0upTWiMkhi8tNxZ1QsF9AODyfT3rljBydjplUUVcbrJy1v7bv6VXtmPmgDqe1ZttezXKbppGfgEZPTNWrSXbcBvSuqEbRSOGrLmm2jpdH8JajrN4FihYhj17V6DB8JoLa2d7zUreJ8dC3Q+9ctpWtXNtb4jlZQewNdFp139tJMrszE9zT5rEWuTL8O/DtqmbvXIicfdiTJqCfRvC8CoLi4uHRRtj2x8MgPGT2q/cpEMhccVjahh40X0BFLnKsVboeG4Plt9OEx7GSQ/yrPub/T5dPlitNNihuBjY6E568jmq1zaFnOM+1U/KcSDGc96Tdyk7O5Snnul+Z0ZB/tDFRresRzzW3e20lzp6yEEgCuMvmkt4X2MVYMMYrNU0zX28kapuTnhqpRSFWHrVrWdOsbbw/Bqmm6rfTBro2ubmFY1uCE3O8QHO1ThTu9R7gZqv+9U1pCHKZ1ainY6Gx8P3ur3CJDGxDHAxXpOmfDDTbWFJdV1GGIkZKBsmuF0fU5YYwUkKEDjaa6ax1OS9kV7mUsq9M/yFU3Yytc6BfBPhGzJkuNRkmyc7Ikx/jVW4sfC1oWaC1mlhx86MQOc8VPJJCycFQOwFZdyy+XIoPHH86XOylEpS6vpdopFpolokmeHkXcR+HSqMXiq5jnK7bcI3BTylHH5VFd2/mAnpis2W1IGSMn19KVxlW706RImlScNHngc5A9Ky0nYMVJOR611VpatdWbhuorlryAwXjKeM1Cimae1kNaY5BIqK4l3NH7Zqfw9BZ6p4oXTNTvri1gmfYkscsUaxnqSxk4xjPA5JwO9Up4ZLPV9Qs5hcKbaZowlwAJFwSPmxxnpnHFXGnZ3JlWclyl22mIyueKdb2V1e3O2FGJPTFVrCRRcjf0r0vw7rttpIWVLSIydnKgkfnVbGW5kW3w612e2aUWkx44GDzWpp/wm1VwZrtRFggqruFJrrbbxTqupOMXhjGc4TjFVb97iYl5biSQ+rNRzoaiYes+BGmdLqPVoIGkXb5TSEFceuPesweGre2jJvPEMbMOiQbnP61oamu6ZixJPWucu2lR8gE80uYdjTms9Nh0u4mtdVuJpok3eTImA3PPf0/lXNSam5OB0NWoJnSQ5OATxRqtsHgDpGE452jFZyXM9TaFTkRT+2Kw9DTPtbZxx9axbuaSK0Yq5VgwGRWjr/hzVfD2haTqF5NcLPfGTzYTGQIAAhQMf7zBs47dOoNL2PYv6yupmMTmug0Z2BXBoorc40dZp1xIbkZOea6zOYRRRWbNEZd13rGuFDE5oooAyp0UN0o09Fa52kcEGiigaMjW0WK5OwY5rmo9TuNG106ha7PPhZtu9cj5lKnj6MaKKaG9itZcKwHQACr1t/rPxoorRGUtzqrQ/uwPYV0dozRIjocN60UVmykaBkfH3jUUo/dqfaiipKKjgE9KqSIpOcf5zRRQBet1V9KmBAwCcV5xrqhfMwP4hRRVQFLYj13xQ+vQW8Muk6bbG3RY4pLVJFKRqDhAC5ULzk4HJ5quv3xRRWjMzpdJGV/4Ca6Oy+VAB3NFFZy3KWxprK5RST2oZj5R96KKksz52JyPaqztjIwDnjmiigRb0UktJnpXLa8oF6f8AeooprcGc9HrjaRdXUZ07Tr6GZw5jvYPMAZM7SCCCOpyM4PcGojf3Op313f3chkubl/NlfGMsfYdPpRRWvQzJ7UnzR9a6u2Y+SnNFFTLYaOn02R41jZTg5x9RWi1xI4wzZ5oorMtFe/8AmZSRyRisu4jQg8UUUAZTxr5nTvWtdQxnS2yvT/CiihjPOdVAWOTHHziq994i1XUdMt9MvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRWyM2f/9k=", 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", 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", "info": {"video_id": "189273", "label": "pouring water into a sink", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189273", "label": "pouring water into a sink", "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": "f529a861fe0f6f9212a1659b97d373ea6a1acfe48868a7c56afba8f80ff8840e"} +{"episode": 66054, "episode_seed": 339012004, "split": "train", "timestamp": "2025-10-13T03:33:33.989528", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 339012004, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'piling toys up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7245", "label": "piling toys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7245", "label": "piling toys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7245", "label": "piling toys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "7245", "label": "piling toys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "caebee92c934757b6ecd672deeff69cb4f9c62abd27a9fb5a2e6cb5b687e08f5"} +{"episode": 66055, "episode_seed": 3687220421, "split": "train", "timestamp": "2025-10-13T03:33:37.682051", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3687220421, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a brush on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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WtZ48isrVJxZW+7jzG4Qenv8AhUQ1djR6K52mq+JNDspgftK3HGcRnNYt18TblU8rTbdIR2ZuTXnIkpytzX11TGN7HzFHLqcVaWpu6hr2o6u+69u5JfRSeB+FQ2ttPf3MVtbxtLNKwVEXqSapQgsQMEmva/h54Q/si1Gp3sOb+dcRoesSH+p7/lXm4vHeyhd7no0cMtkrI1vC/hRNB0pY2KvduAZXHr6D2Fak1uQduOBWyFESfNgHqTVeWEkDPDNzivl5zlOTlLdnpR00MiSEEl8YAGPxqhLGFFbc8YVdvpVCaIkHipNoswpYwetcx4n1FbeI2UTfvZFzIR/Cvp+P8q6rWbuLSLB7mTDSH5Y0P8Tf4Dqa8su5pLmd5ZHLSMdzMfWurDUXUlfoTVqcqOy+FUh8zWef+eJ98fPXd3MoU9Rk+1ea+CL8aTFqVw3Ecwjx9Ru/xput+P1jLJENzeg7V6bTT5TjvfU7uXUEiUkvjHvWNd+IrdNyqct7V5Re+KdTvTjzjEnYJ/jSaSmpy3i3lvBNcGE72OCRgdQa0grO8tETN6aHe3UkgcXtwXKs/wBxR8/sAPU5wK6OHT9X1G1X7S4023IwttB98j/ab1rCtJ47pFvYpd4lwynOCp7j2INblrqMgA82eQqOxbNetXwfw+ymkn954FPHTtJ1abcl0WwDw/pVkd0tuZWHJaRixP8A9eodS1OSe6jZ8LGgEaIOFVfSrFzLJcI0g+SJf4m4Arnm3atcrZWatIgcNNcYwqqDnA9zWk50sNSsnfzfU5aNKvi63tKqt2iun/BL9yuTzWddyxWls88uQijt1J7D8a35rcs5zx7V554k1Rby6MMDZtojhT/fPdv8Pavj6cHOVj7Vy5VcwdUunupmmf7znt0HtVcHipWjMzCIDLN0qsmWYD3r0nDlSOeMrtltONvrV+IkrVGIZfNaNuuccVLlYuxbtbaS5njhhRpJJCFRVGSSa9s8JeE00LTsybWvJRmR/T/ZHsP1NY/w/wDCn2CFdVvYj9qkH7hCOY1Pf6n9BXpSRiKP5sA9SfT2rzMRW53yrY0UbGVLAQQoHAHNRtCGO7starwkrkj5mNVZYwq7fz+tc3KUjJkjCjPes2aPJrdliyOnasjVJ4dLsJby46Jwq93Y9FFJRb0NIysct4m1JbG1+zRN/pEynOP4F9fqf8a4Gx146TPMm4DzioAPtn/GruoXUt9dSzzNmSQ5PtXJeI12vbyjo+78xjNexgsNZXZyV6reiPT9MtZ7qIyXE3lvNEWjyOCewrBu7a6+1JuEjMcKF9z6VZ8O622uaJDDJIqSWoEbYHJx0NdEQuwnzQTGOCe9fZ08JSdNOmrHwtXMsRRryjX1127FKz0qdHWK4m2sB8yLzj6mugU2thbmOEBRjk9zXNNqJTJByfWoxeT3Zwilh6jpQmqa1d2TXoSxUlfSHbuXL258x9xbr0qC2kM1xsHPWki0i7vHO0HAOWY8AD1J6Coorq0i8QWljZSCfAbzpV+6Tjovrj1rhxlS1GTfZnp4KEfbxgtdV8i5NDtwvoOaz517CtmWPJOOTVGSEucAV8a3qfYox5ikMTySNtRRkmuE1W8a7uGlPAPCr/dHpXQeJdRWSY2cDAxxn52HRm/wFczJGZPlAyx6V3YelpzMwqz6IpKGPQGrcFuzkZ4oj+4T611vg7w4+t3oklUiziOZG6bj/dH9a66uIUIuTMIUrux0Xw88Ii4nj1S7jzEpzCjD75/vfQdq9lhjESbmIz0rH02JYUVEAVQMAAYAArZQkjgZIHHtXz9SvKtPmZ18iirIVlJfLf8A6qcyNJj5cYFSxx4A3EFz27CpGAKcc8c00iWYsq7s4HNVpAqKzyuEjQFnduigdTWr5PzNkVwHjzWwmdIt2+6c3DD17J+HU+/0rSNO7KUrHG+KdaOq6g0i5WBPkhQ9l9T7nqa5ktkHr71NcuZJMDnnipNB0uPWPETaXcahLaq0cjRmOPcXdULBfYcHk9h716+GpqKOarK5bj1HT7Lww73CGSdJmEUWcBiQMZ+mM1wjyGSRnY5Zjk0+5nklSPe5IxkCnWNjPf3UcEKFnc4A/rW07KTkzON7WLuh6PPrN+sEeVjGDJJ/dH+Ne5aLpMNlaRQQoI4kHAHf61z3h/RodJtI4IwCw+aRu7N612FvwoBPXr/hXiYnEurKy2R2wp8q13OZ1fwhP9rlvdAuFtzL/rbd/wDVufUdhUOleH/E5kAe3txj+IlSK7uOIs2XO1R2HWtSxCiQZ6EcD0roo4+tGKhc5quGptttHIf8Idd3DK2rXzSgc+VGeB/QfgKvDTIbKHyreIRoOgH8zXXTRBq5/wAT6jBoelPeSgNJ92KP++3+Hc1tVlOoveZNKMYaRRwHjPVlsbU2EDf6TKv70j+BD2+p/l9a8ylfLe1aWqXkt1cSTzOXlkYszHuTWPKGELSqcEEAVph6XKi6ky1YTLBqdtLKPkSQFh7ZqlFjzCw9zW7rmjaZa+G7fVtM1K9nDXRtc3MAjW4ITc7xDOdqnCnd/eHfIGJAPkJ9eK3qvREUt2WoFzwK9I+H3hQ6jcJqN3H/AKNGf3SEf6xh3+grmvBvhuXXr8blZbOI5mfpn/ZHua950q3S3jSOJVRFAVQBgAD0rx8XiOX93Hc7YR0uzXtoREm5sDjipym5sn689qYnIGBkjoKtRRkAFiNx6CuSCuD0GFGkA+WqEq7sjHPT61tYGzg845IqgIfnbIrdQJUrmaU9SAoGSScADuTXk3jHXRqd8VhJ+yQZWIf3j3Y/X+Vdr471oWdu2k27fvZBmcj+Fey/j1Ptj1ryO9kLuQOa2o0tRSkVmkznnmsLxK6m1s1GMh5OPwWug0C1tb/xQNL1O/uLSGZ9izRSxRrGepLGTjAGeByTgVy3iSGa01i4spRODbTyRBLgASLg4+bHGcYzjivbh7sbHDJ3kQaJqs2k363ERyvR07MPSvR7O+g1O1knsbyEActFJIFdfwPX8K8oCkuAoJJ4AHetN7C5smC3MDxsRkblr0MPjnSjynnYvLoYh8+zO1UxPOWmvYVXP97d+gratdb0uyUeXHLeOOx/dp/ia8+s97YVFY/7orq9J8OarqBHl2zRxf35PlFc9bMGnpZFxy2ElZtv8C5qniC91KMxyMIoO0EQ2p+Pr+NT+GdFmiuP7RuEKLtIiB757/Suo0bwhZ2RWW7YXEgHGR8oP071q30e4rgcDjArxsRjHU0vc9HD4WFJJRVjDdcEkVgeJtSGmWPlxt/pU4IXnlF7t9ewrp9Rlg06yku7jiKMdO7Hso9zXkGsahLf3ktzMcvIeg6AdgPYCuelT55HZOVkZcr5bGeKm0t411e1abAj81d2ewzVOQHyy4OMECt3xH4R1Hw34f0fUrwzLcXxkMsJjI+z4CFAx/vMGzjt06g49aCsjim7mRZRrLcQxt91m5r2zRIo7OwSGBAkajgCiivKzDaKOyhuzq7BiyBz19K14uAMd+SfWiivNgaSLkKhlXPcZNTRgb5B6DiiiuuGxkynrc72Oi3t1BgSw25ZCRnB9a+f9VldndmYlmY5J6miiuqmQzPs4VluH3Z+VCwx64rJTU7jRtdOoWuzz4XYLvXI+ZSpyPoxoor1qf8ADRyT+MwZxhkXsBiu58IW8UVus6qPMfILd8elFFcWN/hs6KHxHcWDl5Nh4HXiuitQOv8Ad6CiivDludjNKEZY55wMitKBAoUjqTRRWlLcymaJ+6x9sV4z8SL6e48Rz27t+6tsRxqOgBAJP1JNFFepHY5zzmUlnOe5xS6pEkNrEFHDKpINFFdtPYymO8QeK5PEFrbxTaRplq1uixxSWqSKUjXOEALlQOSTgcnmq1jGsk8EbZ2swziiis6uyNKXU958PWsNhpqQWyBIwM49T6mussSWGT27UUV8w/ibPQka0PCg925Jq7EoKAnvRRXTTMplhAPMYdgKgv2+zWNzPGBvigeRcjqQCRmiiuyG6Odnz/rNxLPLLNK5eR2yzHqSeprGtYlluwG7LkfWiiuvDfEgqfCY7622k315G2nadfRTShjHeweYAyA4IIII6nIzg9wa5/Wb+51PUpL+8k8y5uHaWV8Yyx68Dp9KKK9Ce7OWJpeFLWGW6M7rueI5XPQH1r0OJVkjBdVf/eGaKK8fGN856FFe6bmn20CMoWGNcc8KBmtyAlmAJ49qKK47t7ltFojEZbvT5Y1KtkZwufxooq0Qea/Ee5lGoQWQbECQrKFHdmzkn8BXms5JZqKK9GhsYzI7oBLcBfan6h4l1fU9Jt9Lvb2ae2tpHlQSSMxLOBnJJ5xt49Mn1ooruOd7n//Z", 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", 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", "info": {"video_id": "204667", "label": "pretending to put a brush on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204667", "label": "pretending to put a brush on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204667", "label": "pretending to put a brush on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ce9QSQJBAkSDCqoVR6AV4+cVrxUPme9ktCME5Rd+nzMeZe1UJYzWw8XB4rE1u7FlBsQ/vpBx/sj1rwo3crI95uyOWDcVOnG31qomWYCrkQy+a9HYw3L0RJWr1rbSXM8cMKNJJIQqKoySTVS3XOOK9f+H/AIU+wQrqt7EftUg/cIRzGp7/AFP6CsK9ZQjdjUTY8JeE00LTsybWvJRmR/T/AGR7D9TW7LAQQoHAHNaqRiKP5sA9SfT2qN4SVyR8zGvKd5O73NDKaEMd3ZaqSRhRnvWtLGFXb+f1qpLFkdO1S4lJ2MKaPJrnPE2pLY2v2aJv9ImU5x/Avr9T/jXU6pPDpdhLeXHROFXu7HooryXULqW+upZ5mzJIcn2rehRdSXkOpU5YlnwzfWNqupNe3KQ8JsDH72N2cfpUj+PdOsCRZ25mkH8TdK4jXhseCUfdfcPxGM1kB819jh67pUI010/zPna2DhVryqye9vyO01D4ga3qIKLcfZ4jxti4P51zxmeVi7sWZjySck1RjbNdP4T8NXHiPVEt0DJbp808v91fb3Pas62L5YuUnobUsLCLtBG54B8Iya1efb7pCLCJscj/AFrDt9B3/KvXmtBGuVA2gYAqfTbCCztIra1hEVtAu1FHSrTr5h2jGBy3tXyuJxEq8+Z7dD1KcFBWRieTgEEZY1WmgC4X061svDg7z0HSqMsYJIArnN4sxJ0zxWdctFbwSTSttjQFmb/Pr0relty7Yx+HrXn3i3VlnuDZW7gwQn52H8b/AOA6fnV04OcrIuUuVXOX1y/e9uWnbjPCrn7oHQV0mnazceIJjFA4KoMsQPSuUliM37sDLNyBVfwfrr6JrIbjy5h5T7u2ehr6TBYempxU9jx8dVq+yk6PxWPRtXs5VtoXgmZ0eLDY6q3cGs3StOu5VeQHy44ztZ2Pf29a3oAFd5fOBLdu3NMu5hbFVVwVPOBX0k8Io6x0PkMPmU5P2VX3n3L+nWFvGBNcMZWH3Q3A/KpNRvQRsRvwrAfVXB2D6Ad6QxXNwoJUjJ71EqiiuVBHCSnV9tVfouwr3G3JDdTVyKPfbrIemDVaWwh0m2a51STYCD5cP8ch9h2Huam0iZrvQ7eVxgtu4/E14ebz/dKPdn0OTpSqOUdktyGVMD3rPdMmtmaP2+lZOpzx6dZvcSYLfdRP7zen09a+cWrsfRnPa/eiCI2sbfvHXL4/hX0/H+VdF8HZDu1vB/54n3/jrzy5meeZ5JG3OxyxrsfhzqI0mLVpWOEkEWPw3f416UKfJC5yzlzSPV7mUKeoyfas6XUEiUkvjHvXCa34/WMskQ3N6DtXFXvinU70484xJ2Cf41STZLdj1e78RW6blU5b2rEupJA4vbguVZ/uKPn9gB6nOBXBaSmpy3i3lvBNcGE72OCRgdQa9DtJ47pFvYpd4lwynOCp7j2INepgqEKqkpPVHlZhiKtFxcY3i9zdh0/V9RtV+0uNNtyMLbQffI/2m9aQeH9KsjultzKw5LSMWJ/+vRa6jIAPNnkKjsWzTrmWS4RpB8kS/wATcAVrQwyhLnrTv5Lb5nnYvFVZr2VCHKnvJ7/LzK+panJPdRs+FjQCNEHCqvpVW5XJ5qg27VrlbKzVpEDhprjGFVQc4Hua3Zrcs5zx7V5OcV41JxS6XPZybDewpvzt+BgXcsVpbPPLkIo7dSew/GvPdUupLqZpn+857dB7VveJNUW8ujDA2baI4U/3z3b/AA9q55ojOwiUZZugrmwtHTmZ6Nap0IYB82fQVdgXPAqrAPkJ9eK63wb4bl16/G5WWziOZn6Z/wBke5p1aignKWxUVd2Ol+H3hQ6jcJqN3H/o0Z/dIR/rGHf6Cva7aERJubA44rI0q3S3jSOJVRFAVQBgAD0rbTkDAyR0FeNKq6suZm9ktB5Tc2T9ee1SFGkA+WnxRkAFiNx6CrGBs4POOSK0jG5m5WMWVd2Rjnp9agKepAUDJJOAB3JrSEPztkVxPjvWhZ27aTbt+9kGZyP4V7L+PU+2PWtFTbHc4rxjro1O+Kwk/ZIMrEP7x7sfr/KuPaTOeeas3shdyBzVfRNP/tTxI+mXGozWgdJDGY49xZ1QsF9AOCcn0969TC0+XU5qstDD8RMDa2ar1DycD6LWJHG7HoatTTy3HlmRy3GRntmpII3mnWONSzsQqqBkk12TqWMYwuXdH0efUr2K2gTdJIeB2A7k+wr6C8LaBBoulx20AHq8mOXb1rmPB3htdGs1eZQbuUAyH+6P7o9v5139scIOe1eBisW6suWOyO2FLkV+paONu1DwBgkUiDaCAOO9ORGZh0VP1qwgUf7uMD3rGKuDRnXEZRRkde1UXQ5JH4Vr3UZbBrO1S5g0uwkvbj/VxjhR1duyj61ahcE7HJ+LtXXStP8AIhYfbLhSBjrGndvqeg/E15JPJluvFbOualNf3k11O2ZJGycdAOwHsOlc5c7xbvKpIKsAMd69HC0rGdWZe0+VItVtpJR8iyKWz6VxbH52I9a7jXNMsLXw9BqumarfThro2ubmFY1uCE3O8Q67VOFO71HOcgcRjIr1Oa1rHJY7jw74ljktY7G+mEciECKdzwR6Mf61uamHjIVruAg/dZZlII+oNebWVhdXcckkEDyRxcuyjOKswjY4G3B9MV6CzF8nK9bHlyyqDq+0jod9Yz6dbfPPebz/AHYU3H8zWq3ivyofL020WE955Tvk/DsK4vT7S7u2VYLeWRuwCk122leCbyba99IIQedgOW/+tXnVcxkla9jpWW05O8lf8jnngvdbvdqeZPO5yzscn6k12ttZLZafDarz5a7c+p7muitdNtNNtPKtIwuR8zdyfrVLyMlsj2rxq2IdVnq0aSprQynUYYuwRFGWZuAo7mvMfEWq/wBo3pdMiBPliU+nqfc11njXVhCp0qBhnrcEfmE/qfwrzmdi74H0FXh6WvMy6k+iI2bOf1rotNv9OsfC8s1wvmXCylY4t2AxIGCfYc1U8K6dpmq+JItM1a7mtoZztWaOWONYz3ZjJxjGeByTgd6xdatn0/WLywZLiMW9w8YjuABIuDj5gCRnHXBI9K9Fq8bHLfW5VeQySM7HLMcmtLQ9Hn1m/WCPKxjBkk/uj/GqVjYz391HBChZ3OAP61694f0aHSbSOCMAsPmkbuzetcuJxCoxstzanT53d7HQ6LpMNlaRQQoI4kHAHf61kav4Qn+1y3ugXC25l/1tu/8Aq3PqOwrprfhQCevX/Cr8cRZsudqjsOteXRxFSlPni9TapShOPLJaHCaV4f8AE5kAe3txj+IlSK6D/hDru4ZW1a+aUDnyozwP6D8BXX2IUSDPQjgelXZog1elDF1qi3OKWHpxlexyI0yGyh8q3iEaDoB/M1x3jPVlsbU2EDf6TKv70j+BD2+p/l9a7/xPqMGh6U95KA0n3Yo/77f4dzXguqXkt1cSTzOXlkYszHuTWSp807s6FK0TNlfLe1SafMtvqltLKPkSVSw9garShhCZQSMEAYrY8R+EtR8OeH9H1G8aZZ74yebC0ZAt8BCgY/3mVs47dOoNejTVkc83czLGNZJ4Y2ztZhnFe8+HrWGw01ILZAkYGcep9TRRXi5htFHoUep1liSwye3ataHhQe7ck0UVw0ymXYlBQE96sIB5jDsBRRXbT2OeZBft9msbmeMDfFA8i5HUgEjNfP8ArNxLPLLNK5eR2yzHqSepoorojsiYmNaxLLdgN2XI+tYTancaP4gfULXZ58LsF3rkfMpU5H0Y0UV6tH+H8zmqfGYLAKyKOijArtvAdpA0pumQNKh+UntRRXHjX+7kdFDdHqlnIxkC8c45robccAdQOfxoorwep1yLsXzOAemKtFQId3c0UV00zJkzIuDx0WvL/iVdzHU47LdiCKJXVR3Zgck+/aiiuqBDPLLpizsT2qPV4lh02Hb0baSD9TRRXq4ZaM5qvQg8QeKX161gil0nTbVrdFjiktUkUpGucIAXKhecnA5PNc1CoZ0U9CcUUVTJien6Jbx2lpHDCu1Op9ST61v2ttA8m5oIiV6ZQUUV4VVvnZ6SSsdFaKscS7FC7uTgYrSiGUUn+LrRRWZLJlA3SDsBVHVnNnpV9cwgCWG2aRCR/FjqaKK1huQeEahI7yO7sWZjlmPUms+NQ0jE9hxRRXq0ehzzH2Wvto8lwh03Tb6KZ1cx3sHmBWXOCCCCOpyM4PcGs3UtQudW1Ke/vZTLc3LmWV8YyxOTx2HtRRW7Mkdr4Qt4ordZ1UeY+QW749K7iwcvJsPA68UUV4WK/iSPRp/CjorUDr/d6CtKEZY55wMiiiuRDZpQIFCkdSa0T91j7Yoor0cPscs9zxn4kX09x4jnt3b91bYjjUdACASfqSa85lJZznucUUV20yHsLqkSw20QTI3KpqvqHiXVtT0iDTLy9mntraR5U8yRmJZ8A5JPONvHpk+tFFdjMEf/2Q==", 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", 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", "info": {"video_id": "204667", "label": "pretending to put a brush on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "30909a58873f3a0c1dc2139470bd809ea1a647f6584bc634dfcc7f3603c2d12d"} +{"episode": 66056, "episode_seed": 1325447844, "split": "train", "timestamp": "2025-10-13T03:33:39.936519", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1325447844, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from tape measure with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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fb6kV5l4p8VTy6rJZ21xCk8agmSQ8L6bVHLH2/GmrJXY0rs6q4eLTrY3jW09vZh1U7gdo3HGcn071pIFDDeOfavL9O1C+vtRXSdQne8tboFdzx+WwfBzgdcdsmvXIdPjijjQEkIoUZOeAMVLd9UNiLEpPBFRyQrEwYgvH/dHDL9P8K0ljAGAAKp3B3xllzxkcjFIDEv7c+aZ4J1lhI+YZCsv+8p5/KuhSFSnSuTvotxJPIJ6Gu58rEYHtQ2DRXjiC9BTLpC0XPY1ZVcdabMm9cVIrHN3UnmazHGSPKtk5H+22OfwH866aMK8YZ/uAZAPeuce3X7TLcyMMeZgL/eY/4AVrS6lDa6ZJPvVnQ7I09W4GfwzW+ySJRW1TU38wwRcHuSen1rm5CJGWWZtu7hTJ/EfRVHLfgKh1LU2tmNvAqXGouN5Vz8kIP8chH6L1NZgv20i3murm/PmSf667kwrt6KP7q+iipbNEjdI8gBJo5Nucj7TKIhn18tct+e2tZ9S0uDTN1tpss8qjlIWHJ7kbmzXlVx41tlY/ZbWWYf33YRg/nzU9h4yt5J0+1Wr22TgSq4dR9cVOqA6/Tdbs7/xHHP5dzazbTBJFOuPoQemM/Wu3VABzXAXll/aZtlSQBpSF8xPfoa9FhTKEE5IA696h36g7aWGheOlMmQeS2fSrO0AdKikAZSDUiOTe1Mk00j4EK/PL689APfgV0ukgzQiNeBjLEdhWBfS+XbzLuCjzCWb2Xj+dLLeTWkmnrp8oaW7h5z92NT8xc/Re1dT2RKL2u3huLsabb8rHjeB3Pp/jXD6trk8l4+laDIBIh23mo4ysHqqerU7W9Sla7uNO06ZomlYtc3WeYkJ+6P8AaNZvn2mnafsjCwWkQzz1PuT3JrNs0UdLmrBcx2NobLTIzbQNzK+cy3Dd2kbqx/QViX/iXTdOYpLc75B/yziG4/j2Fcpq/iWe8Vo7d2trUjHH35P8BXOLKQf3ahPcck/jStfcV7bHef8ACfojgx2N1sHfeBXUaV4l0/xJbvAhZbkLkRyDn6j1ryS3ivZ1eWBLiRYxud0DEKPc9qu2NzJBOl3GdtxCwbcONw96VlshXPpxmHXNV2kJk+8NuOlOf5eSeKrM4JODUAZl2223uMHH79v6VyOrofsU4BwSDz6V1OphlRwOjOGJ/DH9KwLiz+2xGBuQ7gEe3etFqkS9y9Zef4b+ECxKxW+1VmCEdVRuCfwUf+PVxcUSWsSwR9QOTXY+L9YhumtrW2h8qG0j8tEB4H0/KuNIwpdjjPelN62NobXI7qdLaMyucKoya881K/fUbx5nJ8sfdFbHibUmcrZxnr96uaf+6OgpxREmJuLNmuxttMkbw1bJBtVpX3yyFgAo965BFq6j3DRLDvcx9QuePyqK1NztZhCSW57n8Khao2qR21wJjHHAj7RgDG//AOvXo2D9K8q+DVhdWVrqdxNEUjuBCYif4gN3P616jvNOMeVWE3d3Hqo69aeqAnvVcOwbO7j0xUiy4zVElPU4g1nMq/3Sa8WvI9XsNbuQkM8lnPKZC0KjdnGAM9u34V7ZP82fQ9awb3TLITtIIyVzwCSap2sUjhvDWlvDqxvZlIuZCFhjDbjCue7dMmvV0b5MnrWNaRQ8eXEEA6cVpI5HBNQFiyGJpkvzKc01W5FKxznNIDn9QTa2BxXZZBArltQh3jPeukB44pXGxxIqNiOeelDkjtVdn5NBJg6rKIFaTAKiQkLnHt/SqGoXkax3GphxK1ztSDghQBzwPryT7Ad6l1xHuIGt41LOyMo5xycisTWbmKNI4vNzaafAIVfswUfM34nJ/Ktm9BxWpiXuqQaLbNJJmWeUlgpPzSv3Zj6D17Vw9xdajr17iKOW7nJwFiQkL/ujsPc1Dq2oyajeSTSEgtwF/uL2X+p966OTxDpxRLHS7O8uU+XybcExKg2jg7fmc5Gc/rWFSc425I3bLVpPV2KVp4Pu52H2y4ihYvt8mI+dMTtLY2g4HAPU1W1Sxt9I1d7S2naZEVd5fGckZZTjjI/nW1cWWvGBhcldNSQ5+z2yhCVwSzNjnoOMnkmqVzDpdlaTWlrL9quHkXE+cgoOT7A59M9KmnGtzc1R/JCk42tFHefD9pLmytY3yRBMygn0HSvToTjNcT4E002WlxNIuH2liP8Aabk12kZ61bIRIzVCzg5x2ockZzxVYv6HIpDOd1b/AI8lT/nqCT9DyapaVd+foF1qkoTyrU/ZYRj5pH/u59OhPsKtakxJVNv3UAP4CsTU5BaaXZ6PBjEIMk5AwGmc5Y/hwPwra/UUVdmKpWJGYsNoyzux6nuTXDa5rTalN8v/AB6of3Uf9/8A2jWv4ovxFEunoxAcb5iP7vp+JrkYrgx3kVwUDeW6uE7cHOPpxUpdS5yuzetvC0siLPqmoQ2avg+WFMsuCNwyo4XgE/MR0roNL0vR7SSC4h0ae8tRhpLy/dVj6ZIC5Cgg8HJNZlx4uubu+n/snSo4ri8m81mdfPkL4P3VIwOpxwTz1qaTw/q9zs1HxBLI8YUyCKRy8koHJVQudvOAemM1w+yxFZfvHyr+u3+fyL5qcdtS/qHieG20iW1hvvtV3NB5LJANtvASTuZcAAnGAOPXmuXhtpY5DE8ZV3QYU/7WMfzrZjtdJ0eMG4KSX8Mo3oR5gK4yRtPygE8AnkDnuK0PDttJr/iZr0xkRLJ5mw84/ur/AJ9K6KNCNFNR6mc5ub1PbZh8hz/LNU2UFxwMGrkuCKqsR2qrCMnWVyqEehrKilEQMp/gWtzU4t1ru7qa5PUJvJtWXPLGtFoiWruxj3UvmzO7Hqayb65CRO5OEUZqzLIX4Fc/4km8nTygPLsF/wAaSRo2cpNK000ty3Vjha29C8Mpf2SX95O8VtJcC3iSNNzyv6CsSSNmaKJASxAwB3Jrv9c1aTw2um+HbFE8y1iUzyquZA78sF9DitCB1z4BsE1qaCO7eK3SDeg+8zEcZJ7AscCrf2TRfDsmrodnmRwrFsZssc8ED3bBJ9Biqmr6ve3108thE1hC7xEvKwZ8KPlHHAA647k1j6FYrrHii5s5tUnLSLI63KReZvdVLgc9M4OSfT3pXA9a+H+rLq8V5JDDJHBEkSLuIwWw27AHQV2nNeX/AAdmvJYNUa8neQkQkIcYTO4kCvUM1CaeqCwAcVHv+Yinlsc1ETmgaQ5mBUDFUrmAyCreKa4yhxQVsUIQUJU9qsI2WNVwDuNTDkcdaRTWpYU801pwsip3NCHIBOM9Otc544muLXQGuLSd4Z1lRQydcE9KCGdBMgYgmtcK27OeMdK8j1DUr230aC+svEGpSg3H2fM6KizELlmj77QflO71H0HranKj6UONibiuMqc1UZQDmrTHiqznmiwHO6uTFO8g/ucV5x4wufK0yOBTjzZQp9wOT/KvTfEEW+z3r1HFeYeL7V30+KcKW8iTc4H90jB/nVjWhnaJbaEmn266ja+ffX8U0obazeWFYBPunIztYYxznqK1/wC2V02KQ6XYWulxjDAzL5kp4ZWwq84wRyT2PrXAxSz2cjNBIyF12707r7H8K6TQ9at9K0aZY3lk1C4Yl/l2qqdMO55bIzwOmfWpqzlFe6rscUnuT6tLdWm2W8jMjzBWjS9fLbQAAfLX5Rx61f8ACWjDVr2fU9QO5IsbEAx5knYY6BR1P4DvUEdnf+JryO7vT5NrGCEGSQFJycbuTk9zXZaaiLstrZNkCDAIqYc/Lee4pWvodRpbFbVVbGQT071s25O1se1eYW+oTv4zuNKn1e8tLVptkbRSxosfQksXGMYz7k4rpPBN5qE2o63a31xdS/ZZVRFucb05Yc44zwM44puPUSZ106jaaplQGJxVyQjbVVuTipsNHOakRHfM2Plxn+tcnPLlpJm5ZiTk12HiKPbB5g7qVrg7nc9tIB12nH5VoCPO7lpdV1XZGcyXdwEQe2Qqj9a7VtF8JRW84KxyR2F60cs0c7ZkTacAk9Wyp4UYyyjsa4O2uZ7Ge0u7dvLngYsj4B2sDnPP1q3ZaollAxS1jluncsZZRnA4xjv6/nVC3O3h1q1shK3h3S42ihuElW4k/dpym1hk/N7fiT3rNnvJrpftE01zeQxxkMttmKFSfmZS/wDF09STip7G1iuPDI1PWo5JYpAyRtKxjjjydqlFH3gOSTz6AHk1X17UodYFnp+nxB47ZiqPGrAMMAKqg+gGc4GSa5ViHOpyQXXV9DTkSV2zPVp9XngsrW1hhRnxHDEMAk+pPX6npzXr/hrSrXSDHaW48zYmXm/vvxk/TsPYV55Jp0nh7RDdrKY75nVQVPKKeo/Gta+XxLoGkadfXGpXiT3m/wAyLbjyQNpUE4+8Q2cf/Xroa0Mj1VwCOfrVdvvUUVJSIrkBrWUHptNcBrX+rT60UVS2Dqc6Otc34p624zx8xoopoGYlwxjvGZCVZSCCO2AK0dJkeW/muZWMkqRM4Zjk7umf1ooqmJbjre4m1XUbaC5lby5ZUjKocAAkDitT7dLo/iuWSxCRCGaZY0A+UAApjH0Yn1zRRXJVf7xLyf6Fx2Z2HwXcs2uJ0VDCqj/vv9a9YFFFbLYkiJPPPekHWiimykPo/hNFFAMpvw5pI+p+tFFBoT/xJ+Nc34+P/FLv/wBd4/5miikjORwGqa+2rx28cmn2MBiCpG8CupVB0UAsQBznp15r3VD8o+gooqpGaFbpVWQnNFFICpdRrNF5bjKkjP51xmoQRrcyR4ygJGD6UUVS2GYX/CJaXcSswWWHPJWJ8D8qtQaBp2mSq8MG+QdHlO8j6Z4/SiimgNS2gSYAPkj07Vt20McUfyriiis3uUjz7VtWbTvEmqobKyu45ZwxS6i3gFRwQQQR16Zwe4Ndb8Nrye/u9au7l988zxyO2MZJ3UUVT2I6neScLVZu9FFQNGdqiLLpsu8ZwMiuAnRVDY9DRRVoOp5vf20cetXlsoPl5Lgehxnj86zKKKpAaa3dxcASXErytGqqm85CD0A7V6Do+nW1jZCeJMzFAS7cnmiikklsPqR68N+gySMSX81OfxrGm1rUL2wgsLm6llggdpF3yMxJbHXJ5xjj0yfWiikKR//Z", "info": {"video_id": "54438", "label": "moving away from tape measure with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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fb6kV5l4p8VTy6rJZ21xCk8agmSQ8L6bVHLH2/GmrJXY0rs6q4eLTrY3jW09vZh1U7gdo3HGcn071pIFDDeOfavL9O1C+vtRXSdQne8tboFdzx+WwfBzgdcdsmvXIdPjijjQEkIoUZOeAMVLd9UNiLEpPBFRyQrEwYgvH/dHDL9P8K0ljAGAAKp3B3xllzxkcjFIDEv7c+aZ4J1lhI+YZCsv+8p5/KuhSFSnSuTvotxJPIJ6Gu58rEYHtQ2DRXjiC9BTLpC0XPY1ZVcdabMm9cVIrHN3UnmazHGSPKtk5H+22OfwH866aMK8YZ/uAZAPeuce3X7TLcyMMeZgL/eY/4AVrS6lDa6ZJPvVnQ7I09W4GfwzW+ySJRW1TU38wwRcHuSen1rm5CJGWWZtu7hTJ/EfRVHLfgKh1LU2tmNvAqXGouN5Vz8kIP8chH6L1NZgv20i3murm/PmSf667kwrt6KP7q+iipbNEjdI8gBJo5Nucj7TKIhn18tct+e2tZ9S0uDTN1tpss8qjlIWHJ7kbmzXlVx41tlY/ZbWWYf33YRg/nzU9h4yt5J0+1Wr22TgSq4dR9cVOqA6/Tdbs7/xHHP5dzazbTBJFOuPoQemM/Wu3VABzXAXll/aZtlSQBpSF8xPfoa9FhTKEE5IA696h36g7aWGheOlMmQeS2fSrO0AdKikAZSDUiOTe1Mk00j4EK/PL689APfgV0ukgzQiNeBjLEdhWBfS+XbzLuCjzCWb2Xj+dLLeTWkmnrp8oaW7h5z92NT8xc/Re1dT2RKL2u3huLsabb8rHjeB3Pp/jXD6trk8l4+laDIBIh23mo4ysHqqerU7W9Sla7uNO06ZomlYtc3WeYkJ+6P8AaNZvn2mnafsjCwWkQzz1PuT3JrNs0UdLmrBcx2NobLTIzbQNzK+cy3Dd2kbqx/QViX/iXTdOYpLc75B/yziG4/j2Fcpq/iWe8Vo7d2trUjHH35P8BXOLKQf3ahPcck/jStfcV7bHef8ACfojgx2N1sHfeBXUaV4l0/xJbvAhZbkLkRyDn6j1ryS3ivZ1eWBLiRYxud0DEKPc9qu2NzJBOl3GdtxCwbcONw96VlshXPpxmHXNV2kJk+8NuOlOf5eSeKrM4JODUAZl2223uMHH79v6VyOrofsU4BwSDz6V1OphlRwOjOGJ/DH9KwLiz+2xGBuQ7gEe3etFqkS9y9Zef4b+ECxKxW+1VmCEdVRuCfwUf+PVxcUSWsSwR9QOTXY+L9YhumtrW2h8qG0j8tEB4H0/KuNIwpdjjPelN62NobXI7qdLaMyucKoya881K/fUbx5nJ8sfdFbHibUmcrZxnr96uaf+6OgpxREmJuLNmuxttMkbw1bJBtVpX3yyFgAo965BFq6j3DRLDvcx9QuePyqK1NztZhCSW57n8Khao2qR21wJjHHAj7RgDG//AOvXo2D9K8q+DVhdWVrqdxNEUjuBCYif4gN3P616jvNOMeVWE3d3Hqo69aeqAnvVcOwbO7j0xUiy4zVElPU4g1nMq/3Sa8WvI9XsNbuQkM8lnPKZC0KjdnGAM9u34V7ZP82fQ9awb3TLITtIIyVzwCSap2sUjhvDWlvDqxvZlIuZCFhjDbjCue7dMmvV0b5MnrWNaRQ8eXEEA6cVpI5HBNQFiyGJpkvzKc01W5FKxznNIDn9QTa2BxXZZBArltQh3jPeukB44pXGxxIqNiOeelDkjtVdn5NBJg6rKIFaTAKiQkLnHt/SqGoXkax3GphxK1ztSDghQBzwPryT7Ad6l1xHuIGt41LOyMo5xycisTWbmKNI4vNzaafAIVfswUfM34nJ/Ktm9BxWpiXuqQaLbNJJmWeUlgpPzSv3Zj6D17Vw9xdajr17iKOW7nJwFiQkL/ujsPc1Dq2oyajeSTSEgtwF/uL2X+p966OTxDpxRLHS7O8uU+XybcExKg2jg7fmc5Gc/rWFSc425I3bLVpPV2KVp4Pu52H2y4ihYvt8mI+dMTtLY2g4HAPU1W1Sxt9I1d7S2naZEVd5fGckZZTjjI/nW1cWWvGBhcldNSQ5+z2yhCVwSzNjnoOMnkmqVzDpdlaTWlrL9quHkXE+cgoOT7A59M9KmnGtzc1R/JCk42tFHefD9pLmytY3yRBMygn0HSvToTjNcT4E002WlxNIuH2liP8Aabk12kZ61bIRIzVCzg5x2ockZzxVYv6HIpDOd1b/AI8lT/nqCT9DyapaVd+foF1qkoTyrU/ZYRj5pH/u59OhPsKtakxJVNv3UAP4CsTU5BaaXZ6PBjEIMk5AwGmc5Y/hwPwra/UUVdmKpWJGYsNoyzux6nuTXDa5rTalN8v/AB6of3Uf9/8A2jWv4ovxFEunoxAcb5iP7vp+JrkYrgx3kVwUDeW6uE7cHOPpxUpdS5yuzetvC0siLPqmoQ2avg+WFMsuCNwyo4XgE/MR0roNL0vR7SSC4h0ae8tRhpLy/dVj6ZIC5Cgg8HJNZlx4uubu+n/snSo4ri8m81mdfPkL4P3VIwOpxwTz1qaTw/q9zs1HxBLI8YUyCKRy8koHJVQudvOAemM1w+yxFZfvHyr+u3+fyL5qcdtS/qHieG20iW1hvvtV3NB5LJANtvASTuZcAAnGAOPXmuXhtpY5DE8ZV3QYU/7WMfzrZjtdJ0eMG4KSX8Mo3oR5gK4yRtPygE8AnkDnuK0PDttJr/iZr0xkRLJ5mw84/ur/AJ9K6KNCNFNR6mc5ub1PbZh8hz/LNU2UFxwMGrkuCKqsR2qrCMnWVyqEehrKilEQMp/gWtzU4t1ru7qa5PUJvJtWXPLGtFoiWruxj3UvmzO7Hqayb65CRO5OEUZqzLIX4Fc/4km8nTygPLsF/wAaSRo2cpNK000ty3Vjha29C8Mpf2SX95O8VtJcC3iSNNzyv6CsSSNmaKJASxAwB3Jrv9c1aTw2um+HbFE8y1iUzyquZA78sF9DitCB1z4BsE1qaCO7eK3SDeg+8zEcZJ7AscCrf2TRfDsmrodnmRwrFsZssc8ED3bBJ9Biqmr6ve3108thE1hC7xEvKwZ8KPlHHAA647k1j6FYrrHii5s5tUnLSLI63KReZvdVLgc9M4OSfT3pXA9a+H+rLq8V5JDDJHBEkSLuIwWw27AHQV2nNeX/AAdmvJYNUa8neQkQkIcYTO4kCvUM1CaeqCwAcVHv+Yinlsc1ETmgaQ5mBUDFUrmAyCreKa4yhxQVsUIQUJU9qsI2WNVwDuNTDkcdaRTWpYU801pwsip3NCHIBOM9Otc544muLXQGuLSd4Z1lRQydcE9KCGdBMgYgmtcK27OeMdK8j1DUr230aC+svEGpSg3H2fM6KizELlmj77QflO71H0HranKj6UONibiuMqc1UZQDmrTHiqznmiwHO6uTFO8g/ucV5x4wufK0yOBTjzZQp9wOT/KvTfEEW+z3r1HFeYeL7V30+KcKW8iTc4H90jB/nVjWhnaJbaEmn266ja+ffX8U0obazeWFYBPunIztYYxznqK1/wC2V02KQ6XYWulxjDAzL5kp4ZWwq84wRyT2PrXAxSz2cjNBIyF12707r7H8K6TQ9at9K0aZY3lk1C4Yl/l2qqdMO55bIzwOmfWpqzlFe6rscUnuT6tLdWm2W8jMjzBWjS9fLbQAAfLX5Rx61f8ACWjDVr2fU9QO5IsbEAx5knYY6BR1P4DvUEdnf+JryO7vT5NrGCEGSQFJycbuTk9zXZaaiLstrZNkCDAIqYc/Lee4pWvodRpbFbVVbGQT071s25O1se1eYW+oTv4zuNKn1e8tLVptkbRSxosfQksXGMYz7k4rpPBN5qE2o63a31xdS/ZZVRFucb05Yc44zwM44puPUSZ106jaaplQGJxVyQjbVVuTipsNHOakRHfM2Plxn+tcnPLlpJm5ZiTk12HiKPbB5g7qVrg7nc9tIB12nH5VoCPO7lpdV1XZGcyXdwEQe2Qqj9a7VtF8JRW84KxyR2F60cs0c7ZkTacAk9Wyp4UYyyjsa4O2uZ7Ge0u7dvLngYsj4B2sDnPP1q3ZaollAxS1jluncsZZRnA4xjv6/nVC3O3h1q1shK3h3S42ihuElW4k/dpym1hk/N7fiT3rNnvJrpftE01zeQxxkMttmKFSfmZS/wDF09STip7G1iuPDI1PWo5JYpAyRtKxjjjydqlFH3gOSTz6AHk1X17UodYFnp+nxB47ZiqPGrAMMAKqg+gGc4GSa5ViHOpyQXXV9DTkSV2zPVp9XngsrW1hhRnxHDEMAk+pPX6npzXr/hrSrXSDHaW48zYmXm/vvxk/TsPYV55Jp0nh7RDdrKY75nVQVPKKeo/Gta+XxLoGkadfXGpXiT3m/wAyLbjyQNpUE4+8Q2cf/Xroa0Mj1VwCOfrVdvvUUVJSIrkBrWUHptNcBrX+rT60UVS2Dqc6Otc34p624zx8xoopoGYlwxjvGZCVZSCCO2AK0dJkeW/muZWMkqRM4Zjk7umf1ooqmJbjre4m1XUbaC5lby5ZUjKocAAkDitT7dLo/iuWSxCRCGaZY0A+UAApjH0Yn1zRRXJVf7xLyf6Fx2Z2HwXcs2uJ0VDCqj/vv9a9YFFFbLYkiJPPPekHWiimykPo/hNFFAMpvw5pI+p+tFFBoT/xJ+Nc34+P/FLv/wBd4/5miikjORwGqa+2rx28cmn2MBiCpG8CupVB0UAsQBznp15r3VD8o+gooqpGaFbpVWQnNFFICpdRrNF5bjKkjP51xmoQRrcyR4ygJGD6UUVS2GYX/CJaXcSswWWHPJWJ8D8qtQaBp2mSq8MG+QdHlO8j6Z4/SiimgNS2gSYAPkj07Vt20McUfyriiis3uUjz7VtWbTvEmqobKyu45ZwxS6i3gFRwQQQR16Zwe4Ndb8Nrye/u9au7l988zxyO2MZJ3UUVT2I6neScLVZu9FFQNGdqiLLpsu8ZwMiuAnRVDY9DRRVoOp5vf20cetXlsoPl5Lgehxnj86zKKKpAaa3dxcASXErytGqqm85CD0A7V6Do+nW1jZCeJMzFAS7cnmiikklsPqR68N+gySMSX81OfxrGm1rUL2wgsLm6llggdpF3yMxJbHXJ5xjj0yfWiikKR//Z", 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", "info": {"video_id": "54438", "label": "moving away from tape measure with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "54438", "label": "moving away from tape measure with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d87cd49bb26cf6229edde9e28be3a95e1d584ed19bb0dc36e75e8993b4b3d0d0"} +{"episode": 66057, "episode_seed": 851693891, "split": "train", "timestamp": "2025-10-13T03:33:41.687251", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 851693891, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 charger with lock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "211563", "label": "pushing mobile charger with lock", "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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D3461t7RHH7GV9it4FkvrbULeW2XfDLIYZFzg5bGCP0rq7nWVbWZtNeKaO/jlKPC64IYcdehqO10y106wjgt7d9qH7xbJJz3oWyhN8uoI8vnBcDec9+561jUaepUbxNnTkumd1lXYBjrg/wBa0Y1bnAViTnrWXpt1N5k3mBW3YA56de9aEM9sylXG/B+Yq2cH+la0fgRlV1ky2cAgFeRknFKYAlqhC4Ow/maaVtnXjzM44BPHtV6RNyRqOnAyD6Vb2IRh4QsRlcZ7D/69edeMhcz201urbobRVeTHYscKPyyfyr1HUfJt12iJC55PHQV5HrOnajJc6ldPuMDyNIPn+X2wPUAYrNRbZupqMWu5naTYQyTsNQdbeNom2DdlyccHHb9KqWl4lnfiSBGBVHG5zknKEf1qBSVYOM5+lWbDT5rq/hBhkEMufnxgFe+DWjaRnGLk7I9VtdSi1DR7XYyl0UBwDnBC4qRZ0+z4ZsY5rnfD+j/ZdeuLeFnSyn+dAxyyrwcZ/H8q6PUbC3t4yVJ3Y67utcM1Z6HoxWmqBroGMAMD0xzWl9nVS0j5YkdcVyV1d2q2SBSvmv3HY11KW9+F2tBPtweiHmtcP1OXE9EToUXb+82r2zwPzp8jbtycFiNoBpiXEsQ/f25T1Ei4I96miltp2RkSMHcPmBH1rpOUdeRLGpOABwDj0FY8yLJbyKrLkqcYH/166OSPzJRnoB+dYmrSxQb1ijQuqnLEdDjgVnK7NaZ5X4uee6bzG5hglEOQOr4y35cD86ztP0mW8t7mVV8pY4y6tLwG57VLeR6lFYgXXn+XHJuXcMKGJOT7nPeqS3UvnF3lZiykElsmriuVWFUnzyuiWyuI11BHuZPOWOKQBVGFHyMBj8cV09nbCDSbeRWJATcQF79T9K46ytpLq9FvHje/ygscAZ7n2rqdNkmSN7WZh58Tskg3ZHXrUVDWjvZdSS4k3IOOeoYHIrpvCbLItyxHXb36da5d1JOxQMeg7V0nguGU/b0JC4KHn/gVTHWSZVaHLE6iOBJZUTJ5bJ47ClnTaCO5O5v6VYs4WjLl2BI4BFOe2FzuDZ25wCprSRyxMmdG+yybRztPG8n+leT+K7lbrXDkqPLj8tsDjI616Z4ku10nSbqSBneZF2r6Bjxz9K8plndpInZY9ypgYXP1Jz1JPepgtbm8pJR5UWo9JuI9NtdQjMMcMjMN0xAxj2//AF1o6VrEVlb+UqLeTy3DM7yLww8srjB9DyPpWJPczS2aRSSMQr7huNaXhLSxqusxQtdraJGHkMzoWGQOF49TxWjZnBXkjpdJtF/s9jIuJtxJBbbmm+a+1sEgqSCpAPFW31K01OO0WG1+zXFvD5N0Fxh3UnD47EjGc+lU5h+9I8w+mTXN8LZ6Cg5xvfQbZMGkMRzzyBTbqPDEc49+tJLA0MiSRsGJORirEsZZfmZd3vWNSOt0Yy0Z65MFP7uGJY1zjg9arX9ylvGLeL55e+DwtW1kEkg82QYHVUGMenNVL+WGNZwIGOVPLKeOK7TgW5zi+bd3xfYSe3qa0Y8vOVlt5Y12lgxUY4HTPvTtLkSKxu5vKiJTbjcrVoNco1rKzJbqUVWG1Wxycc1c2loTTu/eKCXDzG02K/luDGV7D9OvSnXVrvgL7CrqM5IP+GKvSoV8sLKvlhgxaAHB9vagtcrbFo0lZdvUknrXPU30O7DuxkyrLtPNuRuDdMH5hVGdmMZJMIIPGK3HmuXiG6BGDx4G4d1rOaWbOGVUT029j/8ArqGdSMUzKXCyzNtPUIKZDcxxSvE0jlTzjb0zVyR8EkFCynsvNYFo0mseLprJ9TntEYSeX5cYJLKhYL7Dg8n096rl5lY5qzsz0bwNY2Wotfb7P7SU8vG/AC53f4V2b+EdNuRGZYBEF/hhO3d7E15b8KtU1GeHU5DdMA3kr8xHGQ5zn8K7+aa+h2M14ZixzsJ6D6jtTg+VWOZq+pd1Lw9o1lppNtZwK0bBj/ebsQT171zbReZchiqxgD7o6Crj3U5X55lGB3NQRvG7kzSO/bhcDOaq7Yjm9bu4ysyxjK7dpfHU+1YMKQPC3nhcdRu7+vXjpXRa0bdbYoIihVgcnK55I7VFALVbG2zC7mbIO1lbkH0NXF2i2E/iSOZj8IaKqOxtgQ670w2c89sngVcTTYPsixwQKYlHyBVwR+Wa15LOFJbdkWVVUMyBYyABnkcVHbwwRq0YikCKxCscHgjP86xqao6cPLlloZKRbIR5KFZVB/j6Ff8A61UL5rudPmJIA/hreuLOF3cqUPyhwD8p4PPT2rm/Ekc9hZO0JdCHUKyvwQe1Y2ud8pJJtlHZKwA2oee4FfSsMEpjXzbmPGBnCCvmXWrK3ttDt9T0/VdQnVrr7N/pESxrOQu5nixztU4U7vUe4Hu8kVmzpHFPJJGyBsl9/wA317dq21iedVtJ6HSvpukSzCaeG2mlC4DyAE4rK8QraqLeW1jhLoCmAg4HX/GsedRA7JDM3lgAEvyfwqCWdsH/AEnB9O9VzNmVrFUIoeWWRlUDnPpXKa3dRyowRSqs+QSOTXXsIHtpfMeRyQfvDr+FcvrK2zSR+VuAAIIGP5VUdZJA7KLZhXGlW+p2Bilzhl28dR3BHpzWIfAMQh3m9ZdrhTvAXOR2rurjTbBiITOqSbQVLExtyOOelQ3FncySSpvUqYgoJOcMBweKpybYopJHL/8ACPWdoVmt4/LkRNhZh97344p9zp0a7rlPKLuFyRxwf/r10Mds0luNwSQ7edvzHI4PGazJYZVDRbUcj92A/wArAdR1rluz1YNctrbHPS24B3EEfSup8G6ZNeQ39xE6skTRK4YkEbt2D+lc1pUNrqni06ZqV5c2kEsmxJYpYo1i7ksZOMAZ4HJOBXX/AA4uJdNu/FWmTeepSaOILcgCRdrP94DjPrjitI3SucleSldHRfZzZwbGkjdif4T0pzqy2THO04xu9Klby2lxGd7ZyQq5qnqKXVwzAjEMYztXrVXOaMbs5rUY45pvs+A8RHOe9YeueEpb8RyWvlRsnAXG1SD9O9dDbWM1zOX+fjrlelaEcFxDcZm8p4tuDgEN04rV3irEq0pXPP4fAN5uhe4kXyDy+1Tz6gVvw6Ja6eGFkVjR2yyt1/L0razcSrbyeQ2Q+w8HAX8KmurctCVdSrDONzNxj8K56rdzvwjUXcyLrT44XaVPKLsfmI7jHFZ00CglmVT9DW46zNESYUcFVcsMZ44qlOuUbNueB1xWb3OvS1jJdIPLP3lYd+tMRI5lz5mSB0NV9YuZINPYwqUbcBuHXFJreg6t4e0XSr68muVnvjJ5sOzAgxsKBjj7zK2cdvqDVuPMjhq+7Kx7XbkYWPYu0yKCMf59KdqCpif5BwG/lRRWvVHAg0eGOTR73KAfMnSofJUwygs3zAc56YNFFaz+Imn8JFPPNBCFSQ8nkkDP8qqXV5cRBwsrcjmiiuee524fdDdOneV7cPg/M/Ue1V3uZFJQbdvIwRn1ooqXsdj3ZVugpZ2CKD14Fed3OpT6Z4ivL63EfnRSsV3LkfMu08fRjRRWkDlrnSfDBnWK+VXYAGIYHfG7Fd9PLN8uZnPA9KKKT3MGLbxCXlieDxU9vM3mLEQpTzVGCKKKbJQzVYY5Ip8oOM/zFZ8lnbjQ4H8pSyzvgke1FFOP8N+op/GvQo28Sme32FoyPMAKMQe1Sy2kaLEw3fMeRu46f/XoorOWxvT+JFK+sIY7q327sPjPPrXHeL4hFpSkFj+8xgn0bFFFTE7ZfCYOt+JW12G1il0rTrYwKkcT2ySKUjXogBcqBzk4HJ5r3k6fbIF2JtyBnBx6UUVrI8+WxXurSOIKyl8t1y2fSn/ZkSMSAsWAB5/CiikImsz9oKrIAQsTYxx1IrB12xgYISnO7+goop0/jQT+BlXVLdbfyZI3fLWiggnI6H1qvEwnubvzI0LpAjq4+Ug49qKKUtwjsQmNI4zsQLjd/Sqbzs3mhgrD5TgjPQ0UVl1PQpfCcff6qNG1zUYhp2n3sMs4cx3kPmBWUZBBBBH3jkZwe4NdN8O7mbVNQ12+vJDLc3DxyyOQBljuJ47fSiituhxz6nbxXDxysqhQFGBgVQ1C9mbzVJGCDn8qKKRESHSi66ZeyJI6MFUjDdKmW9uWtJS8pcqmRuUev0ooq6nxGdPYp/aZJ0UHC5YDKcGtFWkTIEjkc9TmiisJnbhyusMU0C7o1z5bcgY71mNaRMDndz3zRRUs63uzj/E0CxWLbS3Egxz71hX+v6pf6ba6bd3s81vbu8qeZKzEs+M5JPONvHpk+tFFbQ2OPEfEf//Z", 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", 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", "info": {"video_id": "211563", "label": "pushing mobile charger with lock", "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": "525a4ade458d90f79426ee386aa775b5be79bbb32592fb0450251856b7bca581"} +{"episode": 66058, "episode_seed": 648603524, "split": "train", "timestamp": "2025-10-13T03:33:42.418172", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 648603524, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing paper onto floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "35535", "label": "pushing paper onto floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "80bc51ec5b3abda969b248ee871571a77b42f4142c94e8145c3ceadd608df73e"} +{"episode": 66059, "episode_seed": 2920723597, "split": "train", "timestamp": "2025-10-13T03:33:43.585070", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2920723597, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'removing a paper napkin, revealing a cell phone behind'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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"info": {"video_id": "157588", "label": "removing a paper napkin, revealing a cell phone behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "157588", "label": "removing a paper napkin, revealing a cell phone behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "157588", "label": "removing a paper napkin, revealing a cell phone behind", "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": "aa0c6925615a5b9739417b2331164d5b918089e4b19f091884978021fc19c33c"} +{"episode": 66060, "episode_seed": 779136038, "split": "train", "timestamp": "2025-10-13T03:33:46.198594", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 779136038, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting phone with can on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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PBqfxPCZby3lCkjysdPQn/Gn3L7HOwnyyD3r3rwLfXUXhK9tmhIZYW+8ccZBH868MS2dm+6fyr3DwfqXkaPMPL3mWzMYz2OOv6V24KV5ctjhx0f3d7nFa2sst7bkKWJVsBVJ/irtLJj9jg/65r/Kqti7r9nlG0j94Dk4710VhdQ3EO5dsiNwe9Y4ik3UckdNG3s0YupsRYv8AUfzrJWTFdVqmkG5tXFmcucHy2P8AI1yN1aXdmx86CSP6rx+dcjTTNbEpk461ieJZ8aUwHdh1q79oyNp61g+Jpc2Cr6tRzBYo6GWNlqTEKAY+MfRqltP3nhG9T/YY/wAjWPp+rJZwTQvGzeapUEHp1/xrY0X95o1zDkMWjYZA9VNWugdDjlG5vaun8FzeX4jhA4BjcfpWH9nZVA2nP0rQ0J2t9XhdBvcE/Ip5IxzVwfvJEz2Z7lrCj/hELSUt88jsKq2cogebzFUJvOGz2xWdHJPe+Goi7TY88KiupGAf/wBVYOnGfVde1C1UzBImYLIuSmeBz+tejirRSUjhwP2rdz0hYobmIKwCt2cCuY1eyntL12kU7G5Vx0NdDbRvDEiO2WCgE1ZM6mMxSqHQ9QRXBKlfWJ38y6nDb8d6heXBPNdNeaNZSktFuiJ67Tx+VYF5o9zGC0LCcDsOG/LvWEoyW5SVzzrWZWk1aZVCklsDNauovjX7A56KP5ms6+0nVDqTyfYZz85PC1G2ppqGp20yqY/LG0q3OTnPBpq7QbMi8XrjWw2Pvwof5j+lR3WlvBaWzwWVw5lQOJ1bejDuMAcEfWtDxNCZb23lAJBixwPc/wCNR6Pr2r6NFLDZuPKkHKSJuA+npVpq+pDvbQ6PwVqWraUIoZdFN3BuJRZY8EZ5OM/TNdZdwX3iSaS0ltItMtpuZCrhmCDnao7ZNeZT65rE77zctG3H+qQJ0G0cgZ6cU2zv7yC6E5uZt/QuZDmt/rVo8nQwWHXtPaPc9ntbbTdLdRDGGfYEMh5dgOOTV37VCULBxj0rn9PkMtjbyZyzRqSfXin6ghW0aXHzDAzWcasU9tDaSb6m1HqAOVVwy9CKzr7TrO5y0REEh5yvT8qzLK5Ev7skI46Y7irT5VeSTWzpxmrolTcXZnG+KIri2smSSP8AiGD1Vh7GsHQ932PUiwABj4wPZq9LF2CnlToHj9GGa5Lxbd2WlpAkFsq/aUkUmMAY4HX161ycji7G2jV0Y1p+88I3qf7DH+RrjlG5vaux0X95otxDkMWjYZA/2TWTo9pm4bNoty6xllhckByOuPfFNaWRLe5J4Xu1tNftZWDbE3Z2jJ5GK9nW8hvPB0r+eryNNhB3C7a8WsNP1caqtzaWEsTB9yqVICgnAHPbnFemQ6rq0miQwTxafbxg7w7N1/Ku/CzjCMubc4MVCVRx5ejIRq94dRuLKBVY24BcD7wGB2/Guw01pvscJlBV9gz61kaXZ6Zp0X2oPHc6hcjzJbjgsxPOB6CtZb4uR+7OB6VlJu+rO1O0S5d2trqUeLgbZQPlkHUf41zV7o91bMSgEydinX8qvSasGmKKjZHUHjFOOort4OT6VEqKesQVRdTlZnKOQwIYdQRiuA1iV5NTmChSS3Ga9buhbX3yXCY9HHDD8a5a88DQTXLTx3rjJJwVBrlcHF6mqV1oebxxzQSIQu7kEEd67eUCZYeM8H+lcqJthGCRt6Y7Us+ozlBmZ8DoAcU5SXQFTfU6pRDbHdK8aL6sQK674eapbSX8tqZVIe2lVVI5J6gj8K8munuL+G2tIdNXeoDebEjM8uR3P+ea7Dwnd69oduzGWxtY1j2+ZdFSyqw4xXVhmoSbkcmJi5w5Y7i+JL+awjs440MrySOUUE57Y4HWu18NxSxaXE8ts1qX5MLNuI9yfU1z+l6xodmJ9SutRS8vgfLVvLI2J1wi/nz3rJvviHfyziPTLZUiH8cy5J/DtVVJrm5mzanFqNrHqnmeWNwNQy3YZSGYYrzm18TanfeZHfMse5R5ZiGOe4P1q1HqDodskjKp754qVOnJ2BqcTpbmS2kyskUcgPZhWRe6DpN5jch29du84BpouVZflcGsrTPN1bxTNpsmqz2kbLIYvLTduZULBfYcHk+nvU1KSSuio1L7nP8AjHRraxNmLCJUzv3YJJPSofC7sPORxgZGKq3Woz3Yie4meQgfLuPTOM1DHeywgiORlzWDdtC+VydzoVhuYwJrLy/PUHaJFBDHHTmseDQNbn1A3UkP2aRpA5dyEALHjgVmSXkxYMZnyDkEsadd65qN4AtxeTOo7FuP0pwmluTOm76M79tblh0qG21DxCCoG8Q2yfMCR69jW1F4r0SxsIrXS/mUAHCjBJ7knua8ZDse9Wra4aE5yTVyxE2KnSjDY9rsdeW+yY5BvA5U9ar3GrzJdMkjgBT1H9a8vstXura6SaE4KnOPUV2El/HfMbiP7rgHB7HHIqFWnHqOVJbo6b+0JZFHoR1qBrx0fcDzWBHeSQcK2V/umq2sayy2DNC7RzbhgiulThNGSUos6Z9QVlIYDOK8bSOaGdfl3DdkEfWu+1lIbfw/DqenazfzK1ybbNzEsa3BCbneIDnapwp3eo9wONE+wLtYgr0xWEuWOxtrI6qUCZIe/B/pSqIrf/WtGg9WIFcrPf3DKo898DgAHFVDIWJJJJ9TWDkWqfc7KXV9PiHH70+iL/U1FD4hhDjbp8ZH+2f/AK1cqjn1qZWwQRUNs0UIo9QsPEUDIivF5QxgY5ArR1C4EumswYFTggj615vbXLbFGcVv2Gpk2Ulo7E9Chpxk+pE4LeJa80g5U4I6EdqtJqrINs/I6bh/Wstn28k0wyAg8g1tTquGxjKKZryXayDINcZ4xD3DWew5Kb+PyrQ0Q2t74uXS9Q1C5s7ad9iSRzRRrEepLGTjGM8DknA71h6u8tvrF5ZzfaA1rO8QS5AEiYJGGA4zwM449K3nUi4kxg0yfwu7L5yOuBkY/rWrbw7dsinBXofSuajvpYQfKkZaqTXUz8PK7D3Y1zORsqfc7y58QD/l4vIweBhQCeDkdKzJPEVsDtS3eXHdyAK48y4IqRJiT05qZSk92VGEEeg6V4lTfzZopxjKnnH5V1Vjq0V4MRthu6nrXktlclWzjFbVlqDwzpKjEEGpTkmNxi1ojrdQmZdQkYHBz1/Cp4NRikAV/lfp9aybm7W6kMy9Gwf0qsXBGCK2p1XBnPKCZ0MsgPIPFVWvGT+Liua1O+ubaxLQzMMMOc8ip/EGk6zoGg6Tf3txcrNfGTzIWQgQYCFAxx95lbOO31BrpdSE0TGLicOOTzTJOVoori6nWbOk63qNrbCxguDHDncCFG4fQ4qW3QXE2Zi0hHQuc4+npRRVtu1iYxV72NL7PGtpGwHLE5qusKA8CiismbrYsIOPpUzO2cZoopk1dkIxZFLIzKQM8GsWDWrvS9bOo25Q3EbNt3rkfMpU8fRjRRXRBvlORrUyZCQqj0GKjJ4oorKfxG0diB+tIACcGiikBZjhTjirSxIO1FFTI0iiWMBW4FatlK6PsU/Ke1FFQW/hZoBie9UdZ/5BzE8/MKKK0juchS1rxfN4ghtoZdJ0y1NuixxSWqSKUjUHCAFyoXnJwOTzWMDzRRVz6FQGucVGCfWiioLHJyxFWYxkUUVLGjSt+1aVqSGyDyKKKllotyOxPscHFAJzRRVxOeW5iS68+j390h07Tr+KaRXMd9B5gVl6EEEEdTkZwe4NY8+o3Wrajd6heymW5uZDJK+MZYnPQdB7UUVo9gjuNJ4qFiSaKKlGgYHFTRqM0UVLCO5ai4zirCE+p60UVDNYmpZTSK/lhjtPY1objRRThsZ1V7xQ1hiNPbB/iFYOo+J9Y1LS7bS7y+nmtraV5U8yRmJZgOpJ5xt49Mn1ooraOxiz/9k=", "info": {"video_id": "6456", "label": "lifting phone with can on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "6456", "label": "lifting phone with can on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "6456", "label": "lifting phone with can on it", "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": "f441514c006374d0d4f12aa7be8ecc4b9117f36de203e2d2e654b4c6878f094d"} +{"episode": 66061, "episode_seed": 3462935323, "split": "train", "timestamp": "2025-10-13T03:33:48.275114", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3462935323, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting plate with cracker on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "181647", "label": "tilting plate with cracker on it until it falls off", "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": "5c1b46d4dade1e231b510b8d5de4ee19333b3c314d0da199e8d8e15c9d26dfb3"} +{"episode": 66062, "episode_seed": 2193163703, "split": "train", "timestamp": "2025-10-13T03:33:50.489447", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2193163703, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending a candy cane 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "205856", "label": "bending a candy cane until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "205856", "label": "bending a candy cane until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205856", "label": "bending a candy cane until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "205856", "label": "bending a candy cane until it breaks", "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": "183b145eccc07713c4a4c6452b16d847a393958582ff9b9bf88f466ee1c28caf"} +{"episode": 66063, "episode_seed": 192287573, "split": "train", "timestamp": "2025-10-13T03:33:51.874817", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 192287573, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing color pencils from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "121834", "label": "pushing color pencils from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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ra7iMKCScdcVUYq9y5Sko8qdkdSD5tuqNFuUY27x7VTiQX7mOGNUhHMpVRhsdhVCzNzfN5N1cMCoG+FBtyPXPcVuBVto0AQIAM7QeAcDn61q3czVoeo/dHI5UFgAOeuM+lRyL5YbcZG4wgVuD04p8W2Mgl2LPxn6imXKxyIFfeHHHHY49qS0MmVmUhmO0bOpJPvmsnUQDbSA87AWUjkZB4GO1aisso2mIlzydx6cVTmj3xS+YY1IYhV/Wk1cIys7nLauqtbQyKRtYn5fQ4rmLXAt1Yq5OCCM8V0fiV/Ktk+QqGYgY6njrXG2mtW7DfNcGOYZ/dbTkAYwB61ilY6JtydzZvjfCwkGnPFExTcrMRkevbArEs/DGvag6/aNTaNXxk+Yx/litKPUFnfJB2qQVhxln+uO1bNneX8+wx2OMkgM8nXj0ralXlDa33ITpuxStfhtZFz9o1O4nbGR5cYGT6ZOa2D4I8Paeu6S3uJFztBeY8n6DHNS/2pqMTBfs8MMYHLhi2Dxz0rXtLSS4dZrlzcNj5cfcX3Fbyxtdq3M/l/wDJUILWRV07w7pdopupNOto1fhAYw20D1Jzk1rJEgj3QhUIBICjGBQ53nyyxByWJzzj+h+lTKVCbQx2IcHAHpXM5ylrJ3KaXRHN+IhGktuxLkbGDF/XI4rEuTHJY6fIBwiyREjvgjFafi9dsMTxMX3SFSD0BK5H8q5m3mcaascgy6XZUt6Blz/AEqWUtkXbAx/ZoB1+d4z2wM5Bz+NY/iewgub20iuywDbgsm7AHTrWnooVZr2FlLbSrKuOTntWb4kQu5k2FjbjdsJ7ZG4flSjdTUomvMnBxZQj8G2bKpj1CVZH6AANjk/4VYPhrVLGPdb664HZcuMn2GTT9Pa8hg8yyeGSIsvySrlhzwKuQXF2Jd1wvzAbd7DIX6AdPxrpeLqLRP7zCNG71IbfR/GELK0V5FKSfutIDz6HcK2YtU8d2W1pdKhmBXAIjXJGP8AZarOkWqXLbJbq73lgdhfaCPYDitmbRpN6sks52j5UeRiDx6VcMUusIv5f5CnTvo5s5/RLi6S7M00XlTuSrxEYALfXtV/SJnsdUVTtyGaN8ngnNRSvbW17KY1MTYUtGeqN/Wmz3Si7knQKNzLKOMcnr+orkk7ts3W1juceZD8w5IJznv9O31qnPICCoaNQoIOP51ahdrm3E8cQKgBwNvGMVTudzMTHCBztPvkf400c7KshXaFLMxLA/d9+h9aw9QJFxC+3jawkIycjPHFbt07fZwTKsbMc8DkjI5xWdqG0/6jduU4yw4H+eaUo3VioStJMZoRjmsbbfPuVlSTBGSDW5HpsTRiRE2ZPDDrWF4cLJpsCqRl88kfwgmuntJSylRKW5AGBkZ9awsmhuck2Q6ddS2rs64V4nxIAOGHrj9a7a3n3mJiyMABuQDqCK5K9s2kuPOjD7guHB6MuP6V1VoIha2xyFyigsp54/8A1VUFa45PmSY+O3S01PcqHy7gH5Q3yh+vr3/mK1ZBiEuY0X+FcNyeKrXaIYUQBkQH5SBxxyDn1/8Ar0kkwZFBGCGJPOQalzSumbRhKfKy6s2LdSkiqMYPscVBKWjHD71Ybxnp04/Woop0jDZTdu6D8KbEC8cj87s/NzxjAP8An6U1O6SRFSk43b2K74ZHWVcsi/u/Q8jis3UL1LPzGfb8vRFALue2K1b6Py1jnxxgjI6gZ9+teaeMtXS11ry/KLqgDSsG2nnkY/Chu25lGPMzm/EUskmuLIzCPKl9j4PXAwaZDp9tPsG1ZH+Y5x05qlqV1BeaxbzQ/wCpEbfKTk4G3rWtazSKVbeqFjwB2962ppOOo6kmpaEfkmzuIVOdrnCN/Erdua6rR72SaF45vKDo20t0znvWVLCt1ZuGJwzfKyrgg+tW/D1ud863Ay+1eScZx0P61cVyy8iXLnj5mzcWv2q0V0BS5h5DocZ9vpjitOzZZ4omSEuJAMlm59/x7VDaLGULDLFsgYBO0HvgUWreVlssVZi4wcbSfb61Tkk9SoRlOLS6F23KrcFfkyMBdzZBx/P/AOtSSvJMxZpV3IATiqoZVCf7JBokdZpI1RSiEhSR3PNRGomi6tBqS7WIppHGW25yMPt6nPX+lVLkRwhtgUqGADNj0HNaBiMgkQjnaSQT1GBXK+Kbv7JoMxIJcMEC+56HPp3p3a1ZzJKWhieKr8ToscSkpE43OANrE9h685rl7W0WeNFn8k453YxnIqCXVhLCI5YnVw2WfJKn0wO1TaT/AMe8WI1aRgGLHtxUPVmt3FaFyLSkjQG3G3PY9G/Cr2l3zW+1ggaMNiRGOQp6cVPbyM0SxsI8KQoXB/H/ABqrd2xiuXaEjy5OHRRja3Y1HK07oqM+ZWZ2cZV2QvGoQjD+vQc0y2hNlfmHzJRbTKWjj7KepUfhz+BotYVEUDqdryIuSRkcVbuo08pEjkAlVgQxIJ3DkH8v51tJ2WuxNK/NZFplBjMoilGwY3HvkdfzqaOUxWgKJGdwwxYgnp/jVKaYNCF3Nw+4qfpUZniht53kBK7S2PfB/wAKz9pHm0NXRl7O73uZvihG/sWRnCkqVkUgehHf8a4m5dUmIDkAyIwX1Izn9CabL4n1W/tJbaaBTBKwAkC8qAc4/QU65spREk/Jzjcp6Gk3qJRaVi9YSJBrDu5UI0BLE/w7SDms/U7pbtncI3lENtGNpx34qG6gkQwyFsHdin3cRDRKZXJbIPPJziiMugpRerJPDw32MO2FGZF+ZievNdIsCTQks6E5+6PTPaud0gKLYKw+UzMD+fFdFbIWB/dIobAw3XHetVZmUm0ykkZtLiSAnaQfMhwfxx/n1rr7WYPDbuAwIVXVmPHNY09oLpUYsqgDchxgg1sWsqmwgAG5YuGBxjr/APqpRXK2VKXOkzC8YRMs9lcQ43zblZunTnP86y4kkMcIdgQVZQPTaf8A69dH4xkU29ixKkLOOh5AI6f59q5vzHW8gXYfJG5t/wBQOP0rNvU2jsjrtGujJocSmRy0ZdGCj9fyq24G5jC5zjk9cHjisTQ7tle6t4yFDHzBn0IxW3En+imTao+bJJ7/ADcU1K+iIlT5U5MrSNgOjYLlcofx5z6/WsbVtSS1MgMoZ1+5EDjdnpznjBraugse1twOVBK5wQPw6dq57W7BZ1MpCsQTk9+oqruJnFKTJdAY/YLdiAFGT+ZrsLTcpIYhVBA469Olcd4dmU6ZbRhgCV745+n5V1tncOjhSi7SRjP61z7PQct2X7m4ENttRz5mAE469uf51pafcEaQiEtllJwB1rm7mQ3Oow24IHAyBn5Qep/L+dbqHDK0e3ywAq89qUpSs2jSnGLaTNhJTLbRhtwYY+h7U0ue/XOKYh2rsBqF5DkDbj5u9cru9WenCMY+6i0spI6H0qxA7JHJyTuyAvbpVRZABwCT6CrCSRtHEqAtIoJJHueRWtFO9zmxclyWRn6xevBp08yqH8mFyoJxzivNEtp9Tla81Bg8kuBgLgYHFd54lMkOhX207sx7Ov8Ae6foa8xspbjUPFcumnV7i0ixJ5IjTdllQsF9hweT6e9a2cnY5IWSuVvEVlFYavZvAgHmRyZx/wAB/wAasaduCRkKrEMFz/hXNpqdzfX0L3lw8u2M7d/OM4robOZkAZVDEkEY6V0QXLFGc3dnRQuETc0g6AN+BpdNui+quchkVSFOOuKoz3QSxd1VYztwDnpzj+tS6THix8wDDy9s4wg6f596tyd7ExitzpLa5P2uTlijAHIHBqYOV46gk81QtmbG48EcYFTPIRgkEg1zSbluejSjGG3Un87tg88U9XZpE2nbhs5x7VUhfPJH61Yili3sZCdgQ8dM54opq8kOtO0GTT3BG5lyWK4Bz14xXnXiKS5v9blsvM22cSoSg/iIGc/rXezhmVSucYxz3z0615n4nvJobzUZo3aOXzVRSODgDB/lW8m2edTWpK1hC1m6si9Otc/pjkwxdcCPaTWrq6RW3h6LUdO1nUJla5Ntm4iWNbghNzPEBztUkKd3qPcDL04jyIsckAEkHpSasVLU6SzXKkIgXBIDH1xwc1dupvKt2chS3C7c/ez/APXqhaXETkowctu4I7kj+lRXbGa/hgjU/MAB0zyO/wBBmlzOxMYpyOks7gHSI2YruC9Sc46/rV8XJntIzvyRjjuO1YykRMsSglIxtHHFaMbFYwuMt24rKrNt8p2UaS+MkeXKjg8HFc1rdzdXeqpYQzNFbrDvl2nBfPY1tyTAHHOd3NYDSo/iO+AbO1EUZ+nP86xgveOmrK0NC3bWUS2nl7VA6io7hNyCH2q1HIBCpz0qtMT57H0Wt3qcZjX7qU8pvvKCT7YqDUpQrQzsTjaW4/DFJp8dpq3jVtO1K/ubWCdvLWWOWKNY+5LGTjGM8DknArG1IXFvqU9jO1yBazPEsVxgSLtOAGC8Z6ZxkelXy2VxJ83um5oyFrIScffZuTwDmuotY+SyhmPyjnj/AOtXKaFKTbRxFQdshQjPIOa345Ar7gznHB2joAaswluy7e3PlQ+VsVDIMccFR34+lWtPdls0gAALDfg9gfX3rFlb7XqqQglkjUNIQSeMnjn8Kn1nUJNOtZ7mMFbiQCOJCOATxn8AM1E+Zp2NKfImrmD4m1ee98RRWEMpMEDqp29C3fP06VsLYSgFC5IPY9qyNOso0toHOWm37nY9Sa6lZAxBHbpUbKxtdDIYltL+Bs4Dfuz+P/1xW8jeXFtHBK7jz2JrmdTlb7FK8Zw6sCv1Fb1lqCanYRzogVAgU8jg45X3NVBdTOrJ8vKLI5bJfBXac8ZIx/8AqrD1KbLBUjbaTlmPqaXxNPNYaW8trcGORJEXcvXb/hWL4k0zXdG0HS7+9vLsTXhcywlMCDG0oGOPvENnHb6g1pytxMotKSZoeEmLxKp6JKwH511tpGJFcNk7QCDn3oorFbBP4izpiB9WvmfLMoQAk9OM10EYViEKrtMecAdDzRRQtge6J1lb8jShiRz6g0UVzdD0objozlA3eo1ndXmVTtB9PrRRTp7mWI/hsz/Ei50W7ck5VVx/32K8Um1KfSvEk17bbPOilcLvXI5UqePoxooreG5xx2MaIlNQt1HTay/hiutthtihUE4Knj8aKK6Y7ET3LF9nyREGYI1wgIz2JrplVYEcogyuMH05ooqo7kS2ReGIn2oMKxzinGRtwHYGiisZfEdlHZAp+fHb/wCvRKxVFI6g8UUVmjaWzEkuJJhKrN14/SvN/GX7u/vFHTzx178A0UVs9zgpmVrviZ9dtoIpdK062MCLHE9sjqURQcIAXKgc5OByearaKxZICedykH8j/hRRVPcb2N22nkZVbdgqQOBUumt52r3Lt1TYFx2GKKKlCOlaIRw4DN8q5GT7j/GrQPRu9FFZVd0dNB+6yJgHBYjkNXK3PyeLZwOjorH67aKKzW5vU+FGoCfs6nvmh/8AWP8A7tFFUjE4u41xtJ1C9RtO06+imlDGO9g8wBlzggggjqcjOD3BrL/tG61bU5b68lMlzPcNLI+MZY89OgHtRRXR9kx+0bOhzOl7ebTgKykD0JAzXR2t1IbmVflxn09x/jRRSM5blzTQf7Vu/nOcRjPHTJ/wrN8Tbv7SsULFlELtg+uQKKKT+EpfGhsLFZI8e1bg4HFFFZnSU7ok20uad4XZnlmgLERlVfAOOc4ooohuZVfhJPGEaLoruF+bzlGfoxri9Q1/U9S02LTbu8mmt7eR5EDyMxJbbnJJOcY49Mn1ooro6GCP/9k=", "info": {"video_id": "121834", "label": "pushing color pencils 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "121834", "label": "pushing color pencils 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": "e078cb1262b8af37ac0545d7a38a93dc081a46abcf5205c9a6033f646f738767"} +{"episode": 66064, "episode_seed": 276545716, "split": "train", "timestamp": "2025-10-13T03:33:54.808727", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 276545716, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning toy airplane that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "179943", "label": "spinning toy airplane that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "179943", "label": "spinning toy airplane that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "179943", "label": "spinning toy airplane that quickly stops spinning", "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": "4447763ab28cfebc99bd5b9840e407f354b3f7dab46df742486b89339150e64d"} +{"episode": 66065, "episode_seed": 2706009418, "split": "train", "timestamp": "2025-10-13T03:33:59.116826", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2706009418, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a surface with coin on it until it starts sliding down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "47089", "label": "lifting a surface with coin on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "47089", "label": "lifting a surface with coin on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "47089", "label": "lifting a surface with coin on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a56c99a01148e967561a35710d4a1256be733dc481a84b0edd06a7b0af3a324a"} +{"episode": 66066, "episode_seed": 2143771446, "split": "train", "timestamp": "2025-10-13T03:34:01.394083", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2143771446, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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zl0OrHYi0FCO7PVfgtlU1ncPlbyQc/wDA69VBLMAevQ4ryv4OsVj1dC6sjeTyDnrv5/SvUoTkljnOO1en1PJFuW6Dj8eTVNznrk/XgU+V/wB4eVXHHrUJ5PQt9aYhCff8FFKEyc7fzp6q3sKeEORlj/KgASNj3A+gq0kW0A7mqFUjByW/NqnQwkY+WkM5/WI1kuslssBxk1pWkkAtzA4BSRNrAD1qjdeW2oEcce1WF3PjarYHfFJjR4t43iawv5rJyQgmyg9V4OfpX0apEduCwXOAT81fPfxXgePxTbOQcS2ytnPoxFe9yvuCLsXoD1oSUY6dRyk5y16CE+oXJ5603v0X86bj/YH505VH/PM0iRwUn+EU4J6oDQoX+6wqQKjHG4j2zTAFj3H/AFZ/CsvxFodpqdqgkykynCvjt6V0EUZUcHP1qnds7SKuzODTA8a8XeEWsIFudocq2Vde47j+teb3EkbTsD1DGvqfVdOi1LRprRlAkZcoSOjDpXyvrkDWevX1uVKskzDaR0px1LU7FqzSSa2mIORER9cGvXfglOxTXAxYhfIxj/gdeLWt2ba2nA/jUCvXPgVMznXBISpHkEkdD9+pcXds0lVThyntCE4xkE9wwqVePVfY8iolyw52uPbrUqdcK2P9lqRgSrx/s/TkU8cDPT3HIqNflPdD+lPAxyfl9x0pgeS/EG21T+0p5JTKbIuCgHMYGODXJJH/AMSa5fAwJVBx9P8A69fQN3Zw31pLb3EYkilUqwFeI+JtE1LQprixVBJp7MJFl28k9ufp1+lPcadjzfVNNCl5FI256d6zLa5e1b5TlT95T0NdHqDkW0uT0U8EVyRbinbobuo9zdjuiFEkfKHt6VcttRDHaTg1kaZKuxkdgoz1PbNSNgOCDwaycVex0RqXSZ6QIb+xkD2k4lUc7ZDgj6EV0+lePLu12w3yuvbE39G6GsoR7yOeAfzqwYlZNrKGB7EcV8/TzCpT0lqdc8LCe2h39l4gtL1QUco57VoC580YVlf6HmvJlszbybrOZoT12jlfy/wrVtPEdxb4S+h81B/y0Q8j8eor06OPpVN3Z+Zw1MFOOq1Mvxlpk0Wpy3BBIc55FczZxQT6jFFcMUjY816JqmpW2paeyrIs6Y4DkB1/HvXm001tHcspLKwPG6vQUkzl5GiHU4ktr24RPuKTtIrjrSXE7g98muvvSrW0su/J2nnOa4MyMisy/eIwKduZWHGXI7j728NxcJGDmOIkj3PrRGpaFyCeoyQOAfeqtsgZizDhRk1veFdLg17XP7NuL2S1R4ZWTYm8uyqWC+w4zk+lactlyoydRybnI7P4RXUcVxqloT88kcZX6qW/xr1sPiEYJOecDtXhHwwmmPiVFBzvIz+IOa9zuHYRHBUcdhWb0bK3SItzHoAM88mlAJ6tj6VD8oGGk/XFNM1pH9+WMfVqVxWLQC93P4mnr5Wf4f51T+32Sf8ALRfwFNOuWSNjLf8AfNNXCxqR+VnoPyqzG6HACk8/3awT4ht15EchqP8A4S2FCcW75/2mxRZjNK5ttl3K21ip5U4qQ4CjamPqaxx4hnvUma3stzRDcVLZyK4/xR4y1WDSZXtcW0qsMFRyPala4XsZvxjVFv8ASJCy+YI3BA5wNwwT+Oa9StdWsLvmOcHgfyrw/wAWwQX+j2/iCLWr+9le5+xh7uFY1uNqbmaEZyEUnadw/iHfIHTmG5t8PbsH46E4P51lXqxpcqk9zSjTdW7R6tHLA/3ZgT/vVYVT/DJn8M15jZeKjCwi1CE46fvhjH0cf1rp7SazvsfY74wSHokrYz9GHBpxmpbMJU3HodYu8dcH9Knib5vnQ/zrmJLjVtPx5wfb2bGQalh8RzrjdHG/r2rSzMzq0VGb5Tg+g4qs8Un2lskED2rPt/E1mxxPHJGfUjIq8uoWd0+Ybpfm7bsfzpahYnIcfw/iK+bPixGqfEfUmVQoZY3OPUoM19L/ADbcBga+Zfi7Kr/EXUFVgSFiVsHoQo4q4bik7I49TuVFPAY5NekfCnxEdAuNUTyw6S+VuVuCCN3T865Dwfp2mav4ih07Vrma1hnwqTRzRRrH6ljJxjGeOpOBXT+FNMW31bX9PuIZdltOIxHchfMUBmGGxkA+uDj0qMVU9lSc+3+ZeHj7Soonuml+J9M1DA8zyJT2c4/XpXQA5UZAdT0Irw19NaFt9lcPAf7rfOv5GtjTfEesaTgTI7RDvEd6/ip5FcNLHUp9bep1VMHOOx66rdlbP+y1PDbeh2E9j0rkNM8YWuoqNzIG9QeP/rVtrfJgEyFQehYZB/Gu1STORwa3NVjtUkgg+q1QvdPi1Oyltpwrq4wOOQexqZC20Eng9wcip1wEBfH1HWquSfN/jnQptIe5DAqFBDA9PYj2rzbtX1B8VNJgv/A+p3gAM9vBuDDrjIzmvl5iFBJ7VcdSm9B6SYfb2A3H+lSxzPEgL8qecZ5qkrHYx7k11HiLwdfeHPDujahe+as96ZPMhaMgW+AjIrN/eKtnHbp1zVuJmqlnc9Xj6VK33V96KK+Ge59MiPtTPuqcUUUykYutRiO1eeMskgGdynGfrXnwvp55S0jAnOOlFFe/ljbpu552NSUkSzzP5DDPBFc7N8qqR3BBoor1qe55dXYmskDI2fb+YFPsdUudC1VL+z2edEzhfMXcOVKnj6MaKKtfEzN/CjR8I30+n6oWtn2McLu7jg9K9Ej1jUHHzXUh+poorlqv32dNNe4jUsNWmmkVJoYJQe7Jz+ldnDoen3duHeDaSP4GNFFOLZMkZeoaHa2ilonmGOxYEfyrDZRyMk/WiitlsZ9SF12jKkj6VBuLrziiin0EtzS8Ns0WuwBGKhwysPUYrJ+J9pDBZPJGgBdgWHY9aKKnqNnmWu+LZPEVvbQzaRplqbdUjiktUkUpGucIAXKgcknAyTznrXpsQ+VfpRRXmZv9j5/oduW/a+X6k/lIyhWUEHqCKo3dpHY28tzaloWXnap+U/h0ooryaMpKqrM9KaTjqbvhjxJqIgiVpFeJzgxuNy/rXoFxoWn3dr9oMPlSkZzEdtFFfSU2eNU3OLnXZPJHklV6ZqrMxQZHeiitzHodz4XzLoUZckkO3OfevmDxnn/hONZySf8ATJOSc96KKIbkz2IbDXm0WW5iOm6dfwysrGO+g8wKy5wQQQR1ORnB7g113gfUbrVdU1q/vJTLc3MiSSvjGWO49B0+lFFcuY/7rL5fmjbB/wC8L5/kdwqhmGRnHNWQBge9FFfJyPoEVpLSGSXftKyf30OD+dTaRrV/b3bwJMSi8YYZz9R0oor1MulLmtfQ5cXFct7HfW1xINNW4Q7CTgov3fy7VPaytPEXbhh/door3Oh5LMvxUTL4S1eN+Va1cH8q+ULjjA9SaKKul8X9eZNT+H/XkKPltCw6lsVoX/ibV9U0iDTL2+nntraVpUEkjMSzgZySecbePTJ9aKK2MOiP/9k=", 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", "info": {"video_id": "166821", "label": "poking a hole into paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "166821", "label": "poking a hole into paper", "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": "ed26c3713b42d9ef598938b1b36849f220b9828e3d39ff318036742b659d5d75"} +{"episode": 66067, "episode_seed": 1778561326, "split": "train", "timestamp": "2025-10-13T03:34:03.493487", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1778561326, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155323", "label": "lifting card up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155323", "label": "lifting card up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "155323", "label": "lifting card up completely without letting it drop 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": "f0124d380e83ac2f96cbd3cc90fd8b53a411786a6712f0141c83ebc5c7dd0287"} +{"episode": 66068, "episode_seed": 1992272190, "split": "train", "timestamp": "2025-10-13T03:34:06.449696", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1992272190, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a piece of paper over a bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "37538", "label": "holding a piece of paper over a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "37538", "label": "holding a piece of paper over a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "37538", "label": "holding a piece of paper over a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "37538", "label": "holding a piece of paper over a bowl", "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": "ef4bc194ea4e1002dc61e65c56ddf40ee56cdcf4518a92dd2e012c6bdc71152a"} +{"episode": 66069, "episode_seed": 4139560798, "split": "train", "timestamp": "2025-10-13T03:34:07.898157", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4139560798, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put lipstick onto bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "165584", "label": "pretending to put lipstick onto bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "165584", "label": "pretending to put lipstick onto bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "165584", "label": "pretending to put lipstick onto bottle", "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": "f38db7cbb8fa752b9b084e89be93357bcd3b764382aa69f62691f8447e90f66f"} +{"episode": 66070, "episode_seed": 734234097, "split": "train", "timestamp": "2025-10-13T03:34:08.580919", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 734234097, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of tiny glass bottle without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "140829", "label": "lifting up one end of tiny glass bottle without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140829", "label": "lifting up one end of tiny glass bottle without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "140829", "label": "lifting up one end of tiny glass bottle without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ae839a6a28e68a9a9a8e4c8714b383b07450dc0e871fe0ee422802f057a8047a"} +{"episode": 66071, "episode_seed": 907790128, "split": "train", "timestamp": "2025-10-13T03:34:11.805603", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 907790128, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour water out of water bottle, but water bottle is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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+aVVjH+2wFVLhI4lEnnxMQcED/E01GQOolpcrm1jDg+WNobgkdQfb0rUtAsQbaoUbf4Riq8F5YTGOKWQdyfm6/wCApVuIxctFGcqxAXntScbMjmui+Rm/m/2Y41/matBiTx0qpuAmvZD0V8fkoq0jDAOQfYc0AhxYjA9aQnGfapRbTzNlYJTnvtxVhdKu5Bhogo773H9KYzL3rICUYEZIJU55zzUMi+1a66OI57l2u1CNKSM8sOnWop10y1/110T3PIFFmwckYki5XpTFUDkkVavta8PWW4M8ZIPG5936ViS+L7NZP9FQOvH3Y/zqlC/UTqW2Rrrg9ASfQDNTeXJGN0iMoPQkda5g+LrwkCKA4PKg8Vqw6zcXmgrdzIEj3bRk5YsDg/SpcbdQUm90bhP+h3AHcLGPxNTu2MY61nWcrTafC2MiScMfov8A9erIlD38ke4fKiH8yf8ACkNE4zt56CkBLKTUqQzSqVSCRhn+7ViPTLtufJ25/vuBTAzpJFQqrNgscDPc46fzpGBxnmtK40bMKCa4SN/OUgqSRjnr60jwadbqfPuydvXBAosw5kYkgIPSseSwtlumuEiRZW4Lfzx6VvXWueHbdCXkjYgjl3/l61z934y0v5xaR5btsi/rVKL72E5LtcfJaC9iFtLI32ctueIdH+takFq7KFgjyFHOOg9hXJz+Jp5nDrbncO544qzpWv6lLqNvbhUUS5AJbgHGSTScUuo/aSaSaOshOCynhuFqcnF1dv2DBfyX/wCvWPa3TTa39n3biHyT9Ku3M5i028mPDMXYc+pwP6VOwLVmx/Ze0ZlukX/dX/Ggw6XAN01wzfV8fyrzwr4v1H+GaMH2CfzoXwVq13zfXxA9DKW/+tVWEdrceJfDen9WgLe5yaxZ/iXYpJMtrG8rEjBjXgHaO/4Vnw+CdNgTE94T67cLUc8fhjTrlvNWNpCF5PzcY9KaFdEVz4/1S+fba2wTOcZbJ/Sqkt74l1DJLvEp/wCeceMn6mrk3iyxjTy9O09iVBH3NoNZs/iXV2gKxW8MXOdzEk1XqxX7IkGhanPIv2mSVmbp5kn41LZ+HIppdskyKwGTxn+dY0l/rNyxaS8K4/uDAFT6VbSjVoBJcTSqQxkUvjcAMj9cVLt3GubqbCA6VoVzbAoC1w2So6jtW5pTMNJtcKrNJOT83oBn+lcbrd+DZRkfKZ7ltoz2Bx/SrGkT3l54jj0p9XubSNY5XhEaBssE3BfYcHk/1ocQTud3Ak13fzIkZfZGg+U9Mlq0F0y6YkMI4x/tNk/pXmPhzxtfWEt807SXLzCPaWYfLgH/ABrRk8XeIr9sWluRnuqM3/1qlKxTfY9DGmRxjM14F/3AB/Oq15d6JZ2rrLKHUlS+9+MBhXA/2X4s1Js3E8iIecFgn8uaJPA2YZGvrwdsEEkryM5zTEdVcePNDsiVtgjkdPLTNYlz8RbqeNlgtHIOMbjt5qKLRvDlgA13chxyBufqfoKrN4g0W0kVbOy3qv8AcjH9auzJuipPrmvaizAYVW4xGhY/nVX+z9QmAaUyENnlmxVi48XXhd1trARAngueazn1HVrvCPcLGi9lHrR6sLdompFoE1neafLKEeJpRuwxxjBOD7Vp2dwbnxQqAAIHHyjoMVSsrmVtO083EjvPNJ6cBVz0/AVgxalPG99eWszI8cgw69RU20uO+tj0KaYjTLuQJt3F+Sc55xmtGfx/pFsuyJgxA/5Zrn+Vef6xcPB4WhvbHW9Qmje4+zf6REqLOdoZnjHXapODu9R7gdb/AMI34ZsYw1xNvwMnfKaVrMelhl18T8Li2spm92GP51mTeNPEV8ube3CAjGAGY/pWg+s+FNMU+RFCzD+6mTUDeOYSCtpp8jenyhRTEZbR+Lr2eZZJHRN38BCqeB3PNO/4Q/UGxJfXg5GcF2Y0kviLW7m6fyokt0z8of5j061Qmk1K7yLq/kYZxgHFF11Hr0NP/hG9Otolllu0UE8kgCmSP4dtZCput4AOfm6ntWHJpsTgA7nbP8RJpRp0MWBsGewx1ovHsHLJ9ToNI1TSLidoIoPMdl+RdnJ9T+FQ6hLFa6bBbRjCec4XPUjcar6YqwXklyAVEUBA2jPU9/yrL1W4kF1pFozZd08xsnkknJ/nQrPUTT0R6HZIBbadHkgiJ5Tg468D+dFt4jtdA1C+a4Y5k2Kgxk/KDnp9a5m0u3n8dy6Tdard2kC7YI3iljRYuATkuMYxnjqTineHrS1vda1yLX5bgmzn2RrdMFdeWzuC8Z4HTilyvcpPRm/c/E1AT5FpK59SMD9ay5PHev3zlLaz2A9zlv5VovqHhDTGxHFbsw9F3Gqkvjq0jYrZ2EjgeiYFMkzp28YahHnzHT50AG3aTz2JNKnhHV73LXd7gAEkvIW/TpT7vxVq95ARbWiRfMMMz5281nz3Orzxp5uoOoJIwgxRddR69DQXwtp1vIqT3i57kAD+dQyR+HLQN5t3vYHAAf8AwrJawic7pWeVvVmzUa6dCCzCNQM+mKLx7BaT6l6TV9Gj2fZ4WkYL8x255reNxbXD2V7DbbOG8tiMblKnJx6VywiWOJyq4yOCa1bpmtogMOsdpZN9/hc4Az+hoTTYmmkXPC86z6rc3BxtiV2Na18oj0JF5BcLnJ7nk1wWmXk8Hgm/1CCZo5JJY496nnDE5FX/ABPb+ING8PaVc3t9d77pnLwsuBDgKUBOPvENnH/16Ti2io7nX6zr97axt5JjXA/u1w154q1i5kaNroqpB+4MUUVRmiJBJcMPPuJ5M9QznFXY9PtoZQyRAFsEnrRRUM0Q5lCSOFA4bFNIDPg9DRRSGIwDMgxjOc4q7pcKvqTRnIAhJBBwR070UUIDmvFTm3OgpH91tzHPrVi9v5tK8Zz3dtt82EAJuGR8ybTx9CaKK0iSb3wtt4Lm41gzQpIYjEELLnH3v8K7u9uWtYz5SRjHtRRS6ky3OE1zxXqluT5Txr/wGsRtV1HUoCLi9m2vgFUIAxmiihjiTLZW/lglNxLcluTU/loifKoHSiipLI0jV3bI9KiAGG9jiiigZqKgBshklVt2Kr6HaK5HSnL+FdWlYDcJF/8AQqKKpEF3XvEb6zYWsUmmafbmFUjje3R1KIAcKAWIA5z0681tmxgeMM4LnHVjmiiiRSGSQRQq2yNRgZ6VOqKN3A4zj2ooqALEvARh1IFVvLXLnHOaKKAISxDcd+DWVc6hPbmXZt/djjIoooQM2fBV1JqEl80+0hoQCoGAOtReI7aGXUfDt0UCzefFEWXjcpbGD+VFFX1Eyjea29h4m1tXsrG8jmutxS7h3gFRwQcgjryM4PcGpNJQ6lfX9/eyPPcXMglkZj1Y57DgUUU3sCNR7OCJGZI1BGMcVEmC5GAOh4oorMZahPzMMDBQGo3AZOexoooAin+RiqgAZrN1G6lggWRCN27bkjtRRQgM6zv7m/vntJJSkaj+ADPHuc1393IGXa0cbLLZkOCv3h6fqaKKoXQ4mSJbLwNLBCSEOrY5PYdBTL/Ub3VdPttPvbu4mt7Z2lQPKxJZ8Zzk8428emT60UVYkf/Z", 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", "info": {"video_id": "106797", "label": "pretending to pour water out of water bottle, but water bottle is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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OaVEq9PYeRlpJ4+BkhQSapvdWEIy9wxweRwKpU5PoJ1IrS5Jt45FWrf5ST6KaoW2taOZ1QsGz/fboKne7j+1FI+FfG0exqXFrcOa6ujSI/wBLx/dgUfmSf6UoY546ZpC4+1XTE8KVX8l/+vQjDqCDzwBzQA4sRgetITjPtUotp5mysEpz324qwulXcgw0QUd97j+lMDL3rICUYEZIJU55zzUMi+1a66OI57l2u1CNKSM8sOnWop10y1/110T3PIFFmwckYki5XpTFUDkkVavta8PWW4M8ZIPG5936ViS+L7NZP9FQOvH3Y/zqlC/UTqW2Rrrg9ASfQDNTeXJGN0iMoPQkda5g+LrwkCKA4PKg8Vqw6zcXmgrdzIEj3bRk5YsDg/SpcbdQUm90bhP+h3AHcLGPxNTu2MY61nWcrTafC2MiScMfov8A9erIlD38ke4fKiH8yf8ACkNE4zt56CkBLKTUqQzSqVSCRhn+7ViPTLtufJ25/vuBTAzpJFQqrNgscDPc46fzpGBxnmtK40bMKCa4SN/OUgqSRjnr60jwadbqfPuydvXBAosw5kYkgIPSseSwtlumuEiRZW4Lfzx6VvXWueHbdCXkjYgjl3/l61z934y0v5xaR5btsi/rVKL72E5LtcfJaC9iFtLI32ctueIdH+takFq7KFgjyFHOOg9hXJz+Jp5nDrbncO544qzpWv6lLqNvbhUUS5AJbgHGSTScUuo/aSaSaOshOCynhuFqcnF1dv2DBfyX/wCvWPa3TTa39n3biHyT9Ku3M5i028mPDMXYc+pwP6VOwLVl5NOumBKwFfd2AqwulSnmSeJAeuOa4e4+IV/cfLa2v0yc/oKpNfeL9UGIlkjU9CI8fqadhanoz22nW4/0i7Zsc4BAH6VmXXiTw/ZTzyO0PmkqfmOSRtGOK40eEdavFze3hBPd5Cf0FOTwfplrcu014QTt+XcB/COcnn1ppBfzNm8+JNuDssYHfrjamBWLe+NdXvWYQQLGG5y7bj+QqaWbwtpiDylSaUAg9WOapy+LIo7fba6Y7HOQSAoq7Mm67FNzrV/IDK0pJ6BU2g0610C7u35YAgZO985/KoJ/EurXDh40ihx0HXHGKXSZtQfVIUmumKSBvM2DkADPFKT03BLXY0LdW03w9NG6BZjOykk5IAPA+lb+mMTpVnlNxkmJ4PoOtchrd8pskKkgS3LBc9wDj+lT6RNdXviOPS31a4tI1ileERpuywTcF9hweT/WlyjTuegabbve6jdjzEQRxxg7hnOSxrV+wWqH99dsfZcAV5DoWr+Irye7FnJNOzBN52g7eDitn+wfFN//AK+4kjU/3pdv8qVrFM7+a70GyXM0qtj++9ZF94+0K0hZYDFkEHCDJPzDj3rnI/AIDh7y/wAnr3b9TVmXw7oNjbStPL5ilfmDMAMAjpigWhJefEx2JFraSEHgbvlrJPifxDfr+6jVQ2MYUtVtNa8NaecwWqyNnACR5x75qnN4runkU2thhR/fOKv5k37Ih+xa/fFjLPcHPUZCgUf8I/KER5nG1s8sxNU7nXdcnkcCSKFSeka9Kqlb24P+k3spUdgcdaWnVh73RHQjQIrSbT7lJEcCZWbKjIH/AOurlrctd+KQCQcOBx04rNsHaLTdPSTc8s0m5pGb+FckfTgCsOLU7hHvb61meN45Bh1PIpW0HfWx6RLcOLG7lwgBaTBB6jpVmfx/o9suyJg2B0jXP8q4LV7qSDwtDe2OuajNG9x9m/fxrGs52hmeMddoJwd3qPcDqv8AhG/DNiga4m34GTvlNLlsym1YZdfE/C4trKZvdhj+dZk3jTxFfLm3twgIxgBmP6VoPrPhTTFPkRQsw/upk1A3jmEgraafI3p8oUUyTLaPxdezzLJI6Ju/gIVTwO55p3/CH6g2JL68HIzguzGkl8Ra3c3T+VElumflD/MenWqE0mpXeRdX8jDOMA4ouuo9ehp/8I3p1tEsst2ignkkAUyR/DtrIVN1vABz83U9qw5NNicAHc7Z/iJNKNOhiwNgz2GOtF49g5ZPqdBpGqaRcTtBFB5jsvyLs5PqfwqHUJYrXTYLaMYTznC56kbjVfTFWC8kuQCoigIG0Z6nv+VZeq3EgutItGbLunmNk8kk5P8AOhWeomnoj0OyQC206PJBETynBx14H86LbxHa6BqF81wxzJsVBjJ+UHPT61zNpdvP47l0m61W7tIF2wRvFLGixcAnJcYxjPHUnFO8PWlre61rkWvy3BNnPsjW6YK68tncF4zwOnFLle5SejN+5+JqAnyLSVz6kYH61lyeO9fvnKW1nsB7nLfyrRfUPCGmNiOK3Zh6LuNVJfHVpGxWzsJHA9EwKZJnTt4w1CPPmOnzoANu0nnsSaVPCOr3uWu73AAJJeQt+nSn3firV7yAi2tEi+YYZnzt5rPnudXnjTzdQdQSRhBii66j16GgvhbTreRUnvFz3IAH86hkj8OWgbzbvewOAA/+FZLWETndKzyt6s2ajXToQWYRqBn0xRePYLSfUvSavo0ez7PC0jBfmO3PNbxuLa4eyvYbbZw3lsRjcpU5OPSuWESxxOVXGRwTWrdM1tEBh1jtLJvv8LnAGf0NCabE00i54XnWfVbm4ONsSuxrWvlEehIvILhc5Pc8muC0y8ng8E3+oQTNHJJLHHvU84YnIq/4nt/EGjeHtKub2+u990zl4WXAhwFKAnH3iGzj/wCvScW0VHc9PNrbWkeILeJMei1z2sa3d2iuIvLGM4+WiimjM4abxXq8900P2ny19UXBpiRteXBkuppZmJA+duMAelFFJlosR20KMxWNRz6UkqjBGBiiikUJNGqBcDqcGrGnL/pjsCQyxNhh16iiigGYfiFvL/sRF6MWJz69anu7+bSfGM13bbPMhUBAwyPmTaePoTRRVog2fh3dyWf9sGILn931Gem6rWs+LdWhkZY5UUY7LRRQJ7mB/amoag26e9m6ZwrYqxDYQXEbGZWkOOrMTRRUstFryI0txtQD5hTexHvRRUjEUDAOASc9famBR5BfuOlFFIZrrboIrFxuz9ldgM8AgDtXDaNM8nhPWJHwWEqfqxoorREF3xD4kfV7C1ifTNPtzCEjje3R1KIAcKAWIA5z0681uGxgaMM4LnHVjmiiiRSGSQRQq2yNRgZ6VOqKN3A4zj2ooqALEvARh1IFVvLXLnHOaKKAISxDcd+DWVc6hPbmXZt/djjIoooQM2fBV1JqEl80+0hoQCoGAOtReI7aGXUfDt0UCzefFEWXjcpbGD+VFFX1Eyjea29h4m1tXsrG8jmutxS7h3gFRwQcgjryM4PcGpNJQ6lfX9/eyPPcXMglkZj1Y57DgUUU3sCNR7OCJGZI1BGMcVEmC5GAOh4oorMZahPzMMDBQGo3AZOexoooAin+RiqgAZrN1G6lggWRCN27bkjtRRQgM6zv7m/vntJJSkaj+ADPHuc1393IGXa0cbLLZkOCv3h6fqaKKoXQ4mSJbLwNLBCSEOrY5PYdBTL/AFG91XT7bT727uJre2dpUDysSWfGc5PONvHpk+tFFWJH/9k=", "info": {"video_id": "106797", "label": "pretending to pour water out of water bottle, but water bottle is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fad96cac41c826f91695b6fbad46f41a625493e1e6cf92757b5898d44c8698f0"} +{"episode": 66072, "episode_seed": 3050372688, "split": "train", "timestamp": "2025-10-13T03:34:13.658175", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3050372688, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing paper from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191891", "label": "pushing paper from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191891", "label": "pushing paper 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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onheG10jS7aOJrhXY7eXZUHLM3U8kD8aU/hdioayRWv8AxhBb3vhPUHJhstU8+3DP2DBdjH6lR/31UPjnxLqPgCxgv7SxhudNlkMbxFihhc5III/hPPHY/WuH+Neyy8F+ELWPjahC47ARp/jXPv8AFCLXvhvqHhvXw73ywqbS7Az5jIQVD+jcY3d+9Anuefaj4hu77WtXvoQLUao7GaGI/KVLBiueuMgGtzxR4mbxAuk6baKyWGnWcdrboeNz7QHcj1LfoBXGoCZwf4c1teHkE3ibSYW6SXkKke28VQj6n1rU7e28Oz6PPcQrftpTt5G7DMBGQSB3GQa+Qjq12Lo3ZuJDcsDulLHccjB5+hr2jxxp2p+L/jW+n6Y5jkto0j87tCgXLsfb5iPfOK8IYbXI9DSEdv8ADOWWfxjbWKDC3o8iVh/DFkM/5qpX8a92vL3X7geJBo80rzzTx2GmxRkKI3CgyyZ7Ac8+1ePfBzTZjrF1rTLiO2iMUbMON7dfyA/WvYYdQ1vStGafw/oL6lJEjbpJ32FyTudlT7zZPPap5k5WRVrK55z4l8S/E3wbIllqmqXCCVcxzLskDjvh8dR+dd58Kp/Cur2El3LKZvEE6GO+F9NveQHrtzwUOBwOnQ157rvxG13x1YHw/PpNm8kkg2CG3YyqwP8ADknB7fnXTeDfghcsI7zxFO1uvDC0hb94f95h936DmtGhHqFzZeHV1GG1m06wKu4RE8hTl+owMegJ+gqtpctrrs012ixnVdIvLi1E3RlAY4U4/hKkcf4Uyz0vT4vEGmpYRIkFjNMFVefm8sqeTyTz1ryGLxxP4L+K+vXCKZtPnvZEuYQeWAY/MP8AaHP6iojd3KkrWNf4q/EPS9V8MX/hy5sL2DVo5l+R1G2N1bOd2eQRnt3ri/A/jNbbWdJl1Vwun6DZztbW6/xykHB93Zm6+g9qf8YrzSdX8SW2taPdRzwX1qrSbeCrqSpDDqDgCvP7VTsLY5zVJEM9p+EGrXOufEzVNWvAZJ5rWR2fshLrgfTHA+lJ+0ZfTA6FFFM6RSrP5iK2A+CmM+vU1X+D1wum6H4w1fA32tmoU++HP8wK8+1u81G/8C2zakZJUt77y7SaQkkBkJkQHuAQp9s0mgTOPErYKgnB7V6p8G9xvL64nbFpYRtcH/row25P0UN+ZrykDJwK+gPhv4ZksvArrcW0rTajIJpIlHzGPjapzjAIzn2NAxsmg+JNc8NaXp1jqEtvNlr68uZp3G0vzHEMc8Kc47V57r+qeLdF1NtH13UtQdEKl4TcttlT2buCO9eq+LbnxxomlSajpVvZR2kZ3zLEPOmQf3jkYwPbpXm7SeMPiteW8BhF19myBKsKxpGD1LOB+n6U0gPYPBl34NudAjGirawoQHktpCPMR8YO4Hkn3q5JeaallrMttb2/9pW1jLcwTJGu6FQpAIbtk8fga5vw/wDCLSvD1ub/AFqZL2eJC7A8Qx4GScfxfj+Vb1vawDRvF18ECrJpKKBjGFCSkD9RUt6opL3WxYr2A6c/irSbMTPd26TTpCcNOoGfpvXn68ivGPif400nxbJpkljDcCW23iRpkCgqcHb19QfzrR+GnxEj8PA6Rq5P9mO+6OXGfIY9cjup/SuA8V29ta+JtShs5UltluHMLxtlWQnIwR7GqsSdnofj+eztfEmuzzBtavkjsrMD/linJJUdlUBQPfFdn8EJAmhaxKVbe90oLnvhPX8T+deFRDEYr1W0vZNE+BHn2sjxXN9fMqujYYfMOh+iUCOKs/ClvdR6HM8xgtrm3e4vZnb5Y0WQrkemeAPc16Z4muZfDWl20mky20aW4CCxkxiZegC9930615/ri358BeF7S3SVop4pXdI0JLESErnHbknH41x/2u4W6inkkkeWFlKl2JI2ngc/SoauUnY9nvdflk8O2/iLToxPGqA3NsG/h/iwezKf0zXL+DvFc0njFbDTbZLXT7+cs0ZjDtGSMkgjHGRnB4FVPGumXOmFda0iWWHT9QUPKkLlVV2GeQOxz/MVu/CbSobexn1ebaJp3MEJY87R1x9T/KseVKLZvduSR0/jO9m8N+ENSuX1Ge4ur0/ZoN+FEQYchQOOACc9eldPoNwltqCachAY6FIyD/dCD+teNfFbXpL7Xk0pQVgsF5H96RgCT+AwPzr07SI5W8UeGfEEb77KW0FlcL/dWZQFb6bioP4UQ05bjltI8Eit5rq6jt4ImkmkYIiKMlmPQCtSz8KXFx45j8NXUwin83yZJEG8I23J+uOlekfCbwwi+JtY1W7i40uVreLcOkhJyfwUfrTdLt00W6i8V3+FuNb1lFh3dUgLk5/4Fx+GK6TmGeKPgpcab4fS/wBGu5b2WJC1xA6AMwHJKY/kag8HaT/b/hDQdJkG6Fdblecf7Cxhz+fT8a9wtfENkzLZtIFmD+Xg+tc/4f0KDRPEGvQqoSNrlbq3UfwiVMMB+KGi4NGD8S9JtNb8U+F9Ou4t8Bt75tgO3BWIFcY9CB+VN+DekaR4f026kv7iFNceBJrlHYKbaFhlFOehONx9Mis8+If+Ej+NenWtoxeDS4LmMMOcuUO4/ngfhXkuraN4htpJdS1Sxv41nlYPcTxsA7Z5yTSsB7zonjox+MJdGuNYh1LQZmMdrfyDlJcZ8l34DcE4PfjmsT4neLtY8N+Z4fmtEuInK3Ol6lvKyxYPHI4LKeM9wRnOa5z4Q2Fp4jg1/wAL3y/JdQJcRNjmN0ONw9xuFc//AMIrrD+P7TwrqbSiU3KwkliV8s8llz2KgmmkB7h4FudU8YeBoLrXby+SZ5mw0TeT5sYIx90cg8g+vNYljriav8V9fSIgWul2AtIQvQYcF8fiMfhXWeJfENp4e8F6hfaP5E0enw+VEInBVGGFAOPTIOK8P+EV353irU7aeRi17ZPubPzMdwJP15JrOp8LNKa95F34vaoNS8I+CbpDlJLNz+PyA/yrzODSLufQrzWOI7S2ZY9zdZHY42j6Dk13nj/Sp9P8LaboTMZpdN1B4YW/vxTLvjP8x9RWt4h8N58O6B4Usvk8yXfO47Ki5dz+LfyqJVLWLUL3Oa8FeALXxHow1G71g2iFnjEawb23DGDnIGDmqn/CM6h4c8VafJOBLbLdxMlzGDsPzjAPofY12On6laWenahBaAJBZ3xt0A7KAoH9anSdr61nt5iGWfG1m/gdSCp/MVmsQ+ez2NHh1yXPWPCWirBrvinXJU/fXt88UbHqI4/l/Vs/kK+U4fD4vdP0+aByJ7q6mikLn5ERAp3H0wCSfpX1p4t8TWvhDwXdaoAGfBECZ+/K+SP1JJ9hXyzJPcQfDi0EWR9pvZUdgOSuF4B7Akc+uK6JN6WOVI9PlSTw74UgOhS26R2qCTbNgLcgjJ+bsx6gj6V1PhfxjLqPh+21eyQLNGxE9ozZzg4ZCex6EH/GvmUTX160Nq0s8wj+WONnJCj0A7V7LFI8cUVzb/uXljUzKvALY5P1rnm/Za9TohH2mnQ6uLxTaaZ4ue90nTraJtTmjW582MFlckKWUrzyOSO55rv9fv7jw3peqa7eX/m29tblobZYggD9Bk5JbJwB6V5x4PhgOri7uNrNGMoCOjHvVT44eLt2n2XhyAsPNxcXDdioJCL+eSfoK2pTc43ZnVgoysjq/A96yWXhXz33TXsUjux6s7I8jH868G8XMW8WaszdTeTE/wDfZr1bw8Lm40HwNrFsd0OnbWuUHXYcxs34ck+1UtG8IRaz8a9XjuYt1nYXL3UiMOHycov4k5/CrgtyJvY8kvNC1C21KwsbqHyJ7tY5I1fg7XOFLDt6/Su/vfgl4msdEa9jNrczrktbQOS+B3GRgn2rpNX0uO98beJfGeoKDYaU6WtoGHDyqVXP0Uk/j9K9yGMDHSquSfM/gGKc+BvGdhGp8+4W2jVCOdzSFMfrVn47aTD4d8N+D9GtgBFCtxuI/jfEeWPuSTXrVt4at7L4i388cYS21G1juWUDjzopQT+eVP1Jry39pS+t5b7w/ZJIGuIUnkkQfwhigX89poYkjltF8K6TH4l0u61ApBpYtrRiHJxPcSLkLz2z8x9APevRPGviifw7eW02jalDNcj5Z9KbD70AJLqByrAD8RXl/jLS9bvV0WG3s7ye2g0qFsRRllVtvzHjv0rm/Dl+dM8T6beyHPlXKM+7nIzg5/AmkM+hda8U3Ok+H4fFmlRJqWlyqq3dvu42t0cHnBB+Ug+o9K5b4X+M9R1TxBLoNsgtdH2yzQRiMO1uM5Cb8cjk4yPQVzPxH8M33hS+eXT3ni0TUSSqI7BFb+JCOmO49vpXpfwn0SDRPBttdyKovtT/AH7E/e8vog+mOfxp9AI/iJfTaL4dtdKk1Ca7vNYvFhaWXCkRbgWAVeAMED3yavX94BoHje1QgPHpitgehEg/pXk/xD8VHWfiJEw3La6ZOsEat3KuC7fif0Ar0gWNyPEniFnHmWer6PLbxFf4ZY1LBT9RuI/GofxItfCz5+itp7u7S2tonlmlcJHGgyWJ6AVa0vw1qGseIX0e2SP7Ym8FWcBcp94Zr1D4SaHDa6fqHi27QHyFeO23D7u1dzt/IfnT/h3oa6Tqmk6nqK41DW5pmiVhykQjZvzYkH6YrRkHEeJ/hzr3hayju7qOOa1bAaa3YsIz6NxkfXpXUaPpL+I/BXg7RASI5NRuWmI/hROWP5N+tfQFzY213YvbTxLJDLGUkRhkMpHIrgvAvh46NFeWsnJ0y9uYYi3dJPLYH8VApXEFhpyaVpVrYwE+XbRLGp9cDrXnHxJ8IQ3drJrFjEEu4humVBjzVHU4/vD9RXZ6z4hPhplj1G3u7qJ4l2T28W7LgYZW9MnkfWvK9f8AiTrc906QQR2UPaOSLc5H+1uqHfoUrHT+C5Idf8ERWd0glSMNbSKe4HT9CPyribO1u9E+Iem6XNK7xWt2iwgnjYzZBA981rfCnUdt1qFixADqJ0HuDg/zFbfiSwEnj/wzdqPvuVc/7h3fyJrC/LJo6FHmgmjhfiC4bx1qhHZ1H5ItehfBnXV1eO68K6hM2ZIW+zOTyFxyB7qQGH0NeT6/ef2h4h1C6zkS3DsD7Z4/SvVfhj4V0a7u7TU9K1adtTtiJBuAVUcfwsnXaeRnPetVZJJmbu27Ho/hqyu7fwtqKXMYS/v9RnSbYMZkZ9hYfgpavPfjBcLd+JNB8N2kkcAjQEFmwqMxCrkjpgL+tev3d5Jc+KIdPjh8mOC0a8kx/FI7FAM+wD/nXzN491Uah8QNRuYm/dwTeVEfaPjP5gmtepke22Wg3tvdImrTi5l8pXe4RTGrHofx4/GtrxXcyeH/AA5qetxOJGW0ZY5Ad2CWGznvgsa62w8m/wBDgchWEsKuG+qg/wBa5j4iaZ/aHgfU4onZBHaORGDwxGGBI9Rs/U0opK4Nt2PMPgVZR3GsaxqT7mnt4kjQn/poSWP1+UfnXttzbw3trLa3kaTQSrtkjkGQw9DXivwYsb+AeIpE8yKZYITFFKpUSMSxUnPbgj/gVdF4m+IWvRWTppXhm/t50H76a5hLLF64A4P1oA5y00s/Df4y6WY5G/su9YpEzn/lm/ylT7q2P0rvPjHowvvD7azp7NHqmmKT5kRwzQtw65HPAOfz9a8B17xbrutyWx1O+ef7PIZIcqo2MfTA9hX1HoiL4h8L2l3IQ8eoWgLD/eXB/rQB4poU7J8APEqyDj7UFH1Jjryqy1K60rUob20kMc8Lh1I9Qc4PtXqOsI2ifA9tPbiW81uRceqxcH9VFefeGYdCn1hE8Qy3EVqRgNF03f7R6gfSiW12XHex6pqt1D4uk8O65ageTJcxJdRHnaVJYZ91bI+jVq3lxHC+paluybSAxr7bRvb9SB+FM03w5Z6BK50qVpNOnUSrCz78OBwyt6H/AArmPEGptB8L/Pc7bi/XLjvukcsR+WRXC/edkdi91XZzHhZ3vvD+oxyuC0lwXJzzkjOfzFdFo96ZooQcEkFHHuODXC+ELkx3NzAP+WiBsfQ//Xrp9PBhvJoiCCx81f5H+lZ11aozSg+akjT+Kev315p2haXLnyLeNyT2eQHAz9Fx+ddP4a0SLStAsrKQK7xruY4yN55JH51z/ijS21Xw8phikmu1CyxqgyWIOCAPof0rWm8QNoNvaPrSsqywgtLFGWVZO6nHTgjH0NbylzQRyqKjN3Kvibwxayzf2raxLHeRg7to4kHv7+9UrOYvHGC3bFZWofEuS+vjb2FoiW2fvzcu34dBU9jN5uG6ZOcCuesmrXOmlZp2OptQySLtfHzA1zfxdIudXguAR8lsgOB7munt1BVD6isLxpaG7SWQgn5ABx2ArbDztoRWhzamh8DPEyz6hJ4Z1Bw0EkTfZQ3Tod6fiCT+Br1jw1ayafqXia/uo/8ASRLHEz/89RHENrf8CBGffNeKfC7wRFqV7balb69HHeRSb0jjjyY3HIDZwa+g725xd6bZNEEnvpC8wHI2xrubn67R9DXcrdDgfmeZ/GOddF8C6XocR/fX1yGlweWIyzH8XYV6B4Du9YuvC1outWogu4UEbHzAxcAYDEDofUV4h8d9RF341tdOD7haW43/AO85z/ICvdPAtz9s8DaLcnlpLSMsfUgYP8qOgjR1BViurW9fhIBIJG9EK5P6qK+UtRW4+InxDlu5SfJklMkp7RwggKo/DAr6p1nTZdQt2EMzxs0UkLru+V1dSDkeoOCD7e9fLXhc3dveXmlW+5LqeRFeQD/VRoTvb69h7mpk7RbGtz2e0bbEqr8qgYAHYV5N8TfC4+3SarZxhHLATqvAbPAf8+v511V94ov9CmngOi3d6GYtbSwDKkH+FsdCD+lc34d8X6lrXxA06010LDayTeUbYQ7QGP3Q2eTziojd2sXotz2H7DFrfw7j0rXPLllkgEUjJztkUYDjPcHn/wDXXj/w3uNRh+K8drqMryTW0MtqQx4VUXAAHYcCvdbm4inT7Ik8ckqPudA4d0HQbsfd+lebtYJpHxe1PVSoEUWjvek++0Kf1FbPTQhO54z4mmWTxPqsq/da8mI/77Ne6fDDW5/FPgq8Cusms6aVkUN/y0K5K/gylkP1r57H+l3P76QR+Y+XkYEhcnknHNe//CnwZJoF8usadrCXyNGFmijT5ZY26lTnqCAce2KlpXK1sbuhaZCvw50jTEiZEvlBdT1COxdwffbxXAfETWL1Pifo9to0TS3OmRrJHCg6sx3EfTbgfSvX5LhJvEN1Y2qiK30uBIsgdHl+Y4+igf8AfRr5ruNa+0/FU6rGx2f2iu056oGC/qKfW5PQ+qdIuJ7+xjma1NuzICyO4Yqe4yODXK+KNUXwxZ65qrDc3kxyRg9Gl5jA/Ra7W2g+z2uyM7RjtXmPxd069bwdqciytLbb4ZwrdYyG2sB/skEH2IPrSA0VkEflwM+ZCn/fWOp/Wud8Z+GLfxJo8sTRILtFLW8uOVb0z6HpWy1vHr2k2d3FKbeYqs8E0fJQkfqCDgjvXO+JvF134XjjOpaV50Dts+02snyk+6nkH2zSA8Z8H3baZ4vsjJlA0hgkB/2vl/nivUfFb/ZbIal/y0tY5ViHcySKEXH5mvItZv4LnxFdahYKyRST+dGGGCCTn+dewSSRaxNpZbDQKgvXHYnGEH5kn/gNc9bRpnRRejRj+GPh3p8FotxrEX2m6dc+USQkftx1NLq1ifC+raNd+FYGt9TubkxKkbErIMfdKk4wSea7GKTGea8+8c+JLjTPEGnDT5lS5tInbfgEoz8ZHvgfrU05ylNGk4RjBnsHivW9R8PeCrzXL+3to9XEAtkNu5eMl24PPIwcnFfLZkMk5ZiSx6k969Cs/H+pa7o114b1+6W4tryPbFczYDQSjlCT3XcADnpms34deHIdT119R1Laul6cvn3Bf7pI5Cn24yfp712I4j3L4T+NdP1HwhBp17dxQahYxiJkmcIXQfdYZ68YB+lap8Xadq2vNommzRXeyFpbmRTuRFGAFz0JJP5Cvnvxl4nj8UeIJby1tUgt0QRR7VwzqufmbHf+Qqz8MZbh/Fk1tHqU9iZraRVeFNxZgN4X0A+UnPtRbqB9DWUe24eZTwAVwB1/z/WtOzuhcxJLEweNhwQa85+G/iG7v9Smsr+6edpIvNTzD93HXH5j8q7w6dcaW9xd6S8TLMTI9ncHEZfuVYcoT36ikM8V+OHhCLR7+11yxhWK2vSVmRBhUlHOQO24fqDXofwQ1z7f8PoraRsvYTvCR6KfmX+Z/KuC+JfxLg17QL/w5qOjS2WpW86FSHDqHU8g/gTz70vwC1VIL/V9PkbEckAuRz02HDfof0p9AOk1jwi/jLxTb+H0cxaXo6PLdyJ1MszmQovvjHPYVu33w98MWWmrbLolrszt3MuXPuW65rsfDFgbSwe4kH+kXsjXUxxyWfkD8F2j8KoeNL+LTNGuL2dgsduhkJ+n/wBeoqfC7F0/iR4H4d/t+HWNUTS5Io9EtrySJIrjJXIY/KnccfhXP/EfUmfULfSYxstrWMPt9Wbn9B/WsKbxLrHkRxR30sUKyPKEibaNzNkk46nPrUes6m2tRWt3Oy/bEUwy443gcq2PxI/CslTampMt1LxaQnhuTy9dtx2fK/mK7u6XypLe4H8L7G+jcfzxXNQ2i6Db2Ucqg6hdOrlT1jTPH0/z6V0Gru/9lOUYqWK8iuav701Y6sP7tN3O50Z/9DtpwctDKN30PH+FaIjJt447oKZHGWRsHnqR+FcNMV07RIL3TNb1GSOW6+yE3ESxrcEKGZ4h12q2FO71HuB1+sf8TfTI7i1lMMm4yQyrztZSR+IOCCPQ1aptR1MZVE5GR4l0Oy1CzyYo0nT/AFcqqAVPpx2rnbCMxAA8EHBFXNU8RXOn28a6pYyKGYL58GGjJ/HkfQ0yGWK7ZpYDlXwwOMVz1L21Oik1rY6axZWgA7g1eNrbXjLHcgmNuGwcViacZEfGeK6G3tmnXGDVUmVNHJ6npsHgPVI9f0GeeG5SZE8pm3I4Y8gjuMV7fa6s8+hpr+s6XLp0llA85RmDfKU5x3HToeeleW+IbU24sLp4luFt7lJzE54fbyAfbNTWvxVk1qO60PxFbwrbahG1uJ4VI8kuMAkE8jJHPavSpNyTZ5tVcrseM+I9cn8QeI7vVbjiW4lL7f7o7D8BgV9E/BHxBFf+D10h5B9qsGICE8mJjkEfQkj8q+ftH8K6hrPi+LQlQpN5xjmbH+rCnDt+GP5V3vjm50Dw7q1lYeFFe1vrBCl1dQSEbjxwT3Yc5PvitGuhnfqfQ2oapbacbeOaQedcyiKGLPzOx9B7DJJ9q8r8Z2lnp89lbafbRQy3UrhmjUA7chnYnqf8SK8x8GazPqfxFtW1TWb9JmcrDc/aEHlkjksZOMYzwOScCt3XNfv7O9u/t9xcTSW8kiRi5xvRRyQccZ4XOOKxq6RZpT1kdZa3S+eYVfDqoYrnnB6H9KyPH3h1dV8NS6nbJt1KwHnJInDMg5Zc/TkfSlltGu5oLqGcwXUOfLlAyCp6qw7qaral8QG8PXC2Gu6R+4nQgT20m5XXocA/XpUUm7FTWpz3wT1Zl8WX1pNIWN3bl8sclmU5z9cE13nxEWRLe4FnGZNQ1eGHTIEXqRvZ3/DGK8T8E6lHpXjvTbuNiIVuQhJ4yjHb/I19JpZre+KPtkihl0+LyYsjpI/Lt9du0fia3ZmcRpXwb0i20wtqrzXV2V3OUcoiH0UDr9TVDw9f33w98Z2ulaFFcalbagm57F2BOdxAKnseOp49a9huHItZsjHy4FeE3vjWbw58Qr27sLeCa6htVtY5JRkREnc5A7nt+dTduSKVuVnpvxC18eGvCeoautvLbajqmy3WGTG5JApUsSMg4X09q+X4pGFwHQ4YEEH3FeseLPG7fELwZNaXlqsOracwu0MX3Jox8r4HYgHOPauT+HfhJPEetPLqHyaVaL5lw+7aD6Lnt6n2FabEH1F4W1qHX/C1lqcEgZZoV3j+6+PmU+4OapeJX0/U7efQ7g72uIC0kaHkJkDJ9MngV856p4qk0LVNQj8Gale2OlyONqpIcMcYJGe2enfFdDbWPiTw1pcGr3upXy6hqqN9oR1OYgu0orMf4iHzjt06g4kZ0/ga+mfwLaOxBMKyRr9FY4zXkPizxprOty3FjdSxC1En+rjjAHB456/rRRUvco5KvbfDqKvh3T3A+drSPLdzgcfzNFFYYn4Ua0PiL17cyWml3VzHgvFEzruGRkCuN+HEUOualqsmqW8N27lGZpkDHndn6UUVlR2fyNau6Mnxto9noniq6srJWS3AR1Rmzt3DJA9q6+90+Cz+CoNvujM0aXEpB5di4BB9R049hRRXejiOV+HNvFe+NNMtbhQ8M8jRSKe6sjA/zqp4dv5tF1C7v7TYZ7Yr5fmDI5JQ5/BjRRTYHb+FLmWx8XaK8LYLz+Q2e6Mhz/IV1vxV8b614btraHTJYojOCWkKbmH0zx+lFFZjR8/6pql7rF/JfX87T3Mp+eRsZOBgfoK9G+BUav48kVxuU2E4KnoR8o5ooq+gup9RW3+pFeDftBaxexSWmlRy7bSRDM6gcswPGT6D0ooqSkO8c+H9KuvhRa35sYYrqGASpLEgQ5wCRx1HPSvGvB9nDe+J7SKddyAl9vYlRkZ/Giisr+4/Qt/GaviJAPiDySd2xuT0+XtW5eAHTQCMjelFFclTeHyOyn8Exmu+ITrMtnDJpen25gCRxSW6OpRF6IAXKgc5OByea7DwvK03hco5yIrueNf90OT/AFoorqfws5OqOF8b+ILtZJNIEcH2Z8ZJQluDnrmr/hj5rVc+goorjq/w0dVH4mdjYRIZRxXZWsKIgwKKKika1B4srfUNQtba5j3wvIFZc4yK8i+I2kWuh+K7yys94gQqVDtkjIziiivUw2zPNxG6NfwYP7K+HniXxFakrqiho0nbkqAB0/Fs/gK8/wBB/wBJ1yyE/wC8Et1GJA3O4FxnP1oorb7Rj9k0o79fDvjHXNPhsLG7tVuJiiXkPmbTEW2EEYI9xnB7g1a164l1M3d5dOXnmtLiV26ZYlKKKxqbGkNzWXW7u18Cw6kmxrgQKcsMjPTOM15lrHiPVNd2DULnzVjJKKFAC564xRRWNLc3qbIqad/yELfnH71P5ivse3iSN32Ljexdvdj3oorcwKHii+m03wxqN5Bt82GBnTcMjOK8r+Gfg/SPFfh7Vb/VYpZLzEridZCGDA5z6fpRRQtx9DzO5zHKwRmHUZBxx0rtvETtoPww0az08mKPUcPdMPvSEruIJ9On4AUUVctyTg4IlltLosOY4t6n0IIroNK8R6rqWnQ6deXs08FvO7J5kjMSXXJySecbBj0yfWiikwP/2Q==", 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", 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", "info": {"video_id": "191891", "label": "pushing paper 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": "19de6f1fa7410d9aea6a450d7d716e78bf8b250b3b80f489644c6050b2859295"} +{"episode": 66073, "episode_seed": 2972607581, "split": "train", "timestamp": "2025-10-13T03:34:15.507548", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2972607581, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52931", "label": "pouring water into cup until it overflows", "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": "52931", "label": "pouring water into cup until it overflows", "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": "615c95844fc30e71e5a94ff18c3c80113624561c02ad51e8f7eac240507b4906"} +{"episode": 66074, "episode_seed": 3705001326, "split": "train", "timestamp": "2025-10-13T03:34:17.853534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3705001326, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of a pencil case, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "204884", "label": "lifting up one end of a pencil case, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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s8enzWsEduXjhggjWMF264AGcfnXPiMRQpTiq8lFavXy0/X8BONRwfs02/wCv8i8Zre3kX7PFFEqg8IMVk6nNc3FnLa2hIZx+7YD7h9PpST32j2pUzXBuZE6AdBWfc+LlClLaAItclbO8Ok40IOXnsvx1/AiGAryalUaX4m7Y/aobZFumUDaFcE9fesq/sNP+0eciqz55JrnbnX7qYnL4FZc2ueWCskuT161wVsxxldOMbRv2OulgqNJ8z1Z1d3qEcei6jZ5GyeB0IH+6a8g06yaNvOlXBx8oNdSdTWeFnVuoIrIxwK6spw0qfPKe7sViZp2URDUbd6kNRHv1r2TmJEJp8jzxor22PNVgRk9eeaijI9PxqdSPwpSSaswTs7kkus6ix/d2SqPQy5pv9s6kFA+xR59d9Jnikrl/s+h/KaPEVO41tZ1XtZxfn/8AXqs+tasOfsygeyE/1q31HSmk46U/qNFdCPrEzJOtaiGyXxznGytC3vZ763DzkEgnGBintQMAVpDDwhLmSB1XJWDv3prH3paaa2EhE6nJqdDVYH56sIeBmmg6jIJNRtIGgikhdCSVLg5XNZ9xZX9wcy3Ak9ixx+VaueMUdaxWHppuSWrKdSVrXMI6XdD+FT9GqF7K5T70LfhzXR0NV+yRHtGcsVKnBBH1rb07IskBGOTVoqDkEA0mMURhyu4OfMh2cikJwKBTWNWxoYx96kWom71JHzSQM09K1aTR71J45TF5n7osD6//AKq6yLxldx4Q3rluvDiuEeNJE2yKGHoagOnWrH/VAH2JFeZjcrp4qfPK1/Q6KWJdOPKemR+NNWCgmZXHutTL45vf+WkED/Va8uFqUAEVxcIB02yHipAb1Pu6hL/wIBq8/wDsFRd42/I0eLT3PVofHao4d9NgLA5yFFJeatouqsJ7rS9rY5aGYg4+ma8tF3qS5xcQvj+9HjP5VGmpanE43xxSKPQ4q/qGMgrQm1/28yVOg3flX3HaeMtQ0y40fSrSw8zNszjEhydp56/WuMNPkupLvEkkflnGAu7NR16uBoOhQUJO71b9W7mFaanO62GsKamc05jxTFPzda6zMsxSNG6yKcMpDA+4raTxYb20FzcXSiToyO3Q+wrDTtzmkaGFvmaNCf8AdFcuKwcMRbm3RrSrOnexdl8U2YLHc8h/2VxWfP4qdv8AUwY92NONvCesSf8AfIphsrY9YU/lWUctpR8xvEyZnTa3eTfx7R7VTkuJpTl5Ca2H022I4Qg+xqu+kpn5JWH+8M1ssMo/CiPbJ7jtKdjA6knAatDOBzVW0tfsoYF9xb2qzniumKsrMzbu7h1FRuTTyaiY0FCo1Th+KrIamU4GKYiYHijNNB/KlHSgTFzx04ppwT0pTTc80yWhDyaQ9KXPOc0hIxikUhP5+lMY4pSferfhvS4de8QnTrm+ltVaKVoyke4u6oWC+gHBJPt71MnYtIzwfmqZTVC1kZwSzE8D9auqacXdAybnOadmmA0uaZLFzSE8fSj1pDTJsHakIoJ4xSZ4oYJCcikPTJoJyagumKwkqec1LLQ9jzToz61qa5o+mWvhu31XTNSvZw10bXNzAI1uCE3O8Qznapwp3f3h3yBkRn0pRlcbRaB9+lKOn1qIflTwaolj6KbnijOKZNhGNNPPWlOaQ9aBJB0FJS9qYTxSLEJ60wHnNaXhey07VvE0em6rdz2sM7bFmjmijWM9SWMnGMZ4HJOB3rPvrZ7DWb+xdJ0+zzvEEuABIuCR8wGRn1wSKhS1sVbQlU4HvT8jPtUCmpBVkkmaOtN9xRTJYp5FNH6UppucLQTYX+lITR37UhxSLQMeO1RtTLlisJZTg5FbHiLwnqPhzw/o+o3rTLPfGTzYWjIFvgIUDH+8ytnHbp1BxEpW0LSMZOgqdOaKKsklXkUvaiihAHbNMHf60UUwEJwD9aG4zRRSYEZ6VDZ6rc6Jq66habPPiLBd65HzKVPH0Y0UVnPYuJVtOrD0wKvp1/GiiqhsTLcmAFOPTNFFUAnekftRRTEIe9Jng0UUANPX6VXuziAnAPIooqJbFIva/wCLJPEFvbwzaRplqbdFjiktUkUpGucIAXKhecnA5PNUouTRRU0xyLIGPyp4HSiitSQXk80p64oooJEpveiigBM5U0zoKKKTGLZa82jS3EZ03Tr+KZ1cx30HmBWTOCCCCOpyM4PcGq8uoXWq391qF7KZLq5k8yV8YyxyTwOn0oorGPxFvYmU1KOMUUVsiRT2pc9RRRTJEPQ0h6GiimIb2pGPf3oopMZWuj+7OOMEVLf+JdW1PSrfS729mntraR5UEkjMSz4zkk8428emT60UVjLc0Wx//9k=", 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", 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", "info": {"video_id": "204884", "label": "lifting up one end of a pencil case, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "204884", "label": "lifting up one end of a pencil case, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4ec9e1f3b19a934f7994073e377221a9581563a4841d42a208995de64325eb8f"} +{"episode": 66075, "episode_seed": 505908848, "split": "train", "timestamp": "2025-10-13T03:34:22.382852", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 505908848, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to squeeze maaza fruit drink'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133346", "label": "pretending to squeeze maaza fruit drink", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "133346", "label": "pretending to squeeze maaza fruit drink", "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": "b07ca6348ab2c32a73e8ba931d181c188e19a3c035d13ef15039d7e201daa583"} +{"episode": 66076, "episode_seed": 2832627465, "split": "train", "timestamp": "2025-10-13T03:34:24.186363", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2832627465, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of toy car, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154450", "label": "lifting up one end of toy car, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154450", "label": "lifting up one end of toy car, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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XTPP7rwVa6dZmR4I5JJMDaz7go78/1rPi0W0ltJ7a1h8udPnRg/zAAfMc+g9O9emNo0LEb/MIwBt3YGAOBj0qO10vTbGZmWH5uRuBGRnrzU+zm/iCKV73PDr22vwtwLi0e4it4/MkkRSDGvTJz/SuSu4ILo+ZBIsgz0Jw3+frXtvi7Q77Urpvs86iBABDFIcbcDAz9PXmvIvGmjXmkaPFLPBCsizhUuIW+YqV+62AM8jj8qUsLHeDszohXa0lqYl3rKWUgsvJ81CpM2HKkE9MH2rmjdyx3RmikKNnsaJjJJLgsWkkOWJ71MNLLQI6udzkhMjhiKunQhTja2oTqybOh0rV1uSh37JVIP0PtXtKlPs6vIGUYJbbyTXzREzRzqQSCCK+1Lfw9ZRqMwb8gEl2J7VVGioN22Ma0+Zps4ZbiJIYFgSTeIzgs4wjno3PFclfa5eRlxcymSUMUQcHHqeOK9wbSbZrSSBYUVXQq2xAODxXgvi7SG0XxEbAPv8AL5VsYzkZFdMYR1M02Z91cXTo0u8MB1wc4rb8O+Jp5LZ0aZhLF8u/PO09PyqmYIjDAHwpMoAVe5I5/Sud8Pm4/taYW9vNcIFIdYYy5AzwTiscRQVWm9NUdNGfLI719W1J1ybmQgNg89RVi7uzuYtLIxOMZY45pmn21/qEEkkGlSgIQD52I/y3YzVW40bV2LMmjsfbzU/xrx6uDnN6Qsdka0Y7yM69v5oX2qzN1z1NNtNb+xxTXzEh4Edlz3OMD9TTbrSdcRGYaQq7eoaZc/lmuDu9emut1t5axqW+bnng9KX1CcrRcRvExSumSXt2yMZZXMlzLlmJ5IzWn4QurgT3it+737MFgenOcfnXP2gN9qDZcKRwM/0967vw3oUt5NdPblf4SQ7YCg56etexKCjCyPMnO+5ctlmnmhX5Aq7nwWALHj/AV0Oii0SyZri9CsxEkaxfNk9NrHsOKZD4M3Tb5LluQQQi9vxrb0/w1aWb5VZXJ67m/oKwdJyFfU7SMXVhbNKblPKmUFXcnI/Dr37Vy3iGEtah0ullkYAllB4X155rbis90KKY3CoNqgsQAPQe1Emm2/mgtChb1IyaXsZ2STE7M8/iaTUxc2SnMrLlW5PCjke544rno/DEUmpSf23i0tjEGM8i/NITyAgH3m+n4165ClrYytiziK85ByM/rXFeKdDTVNRluluGgJG1EX5lj4xxn+VXSpqG42lbQ8e1KK4tTM/2eefTckpJIBvC5wCcVjTXUUEfmQPvdj8uf4RXeeJNIvNP8K30ZuzNEuHRMEbQSA3c9cA/hXl1HsouV0bxqy5bMknlM8rOVVcnO1egqW3uCnysfl7VGkDMjOeFAz9aY6lGx7ZFW0mrEqTvc+2jHErdMeg7Vx/xH0R9T8NmWFN72p34Xuv8X9D+FdU+1cgEnjhjWff3LCFxuB+Q42iui9jBI8AXVLe3gf7RC8kmAMeZ8jEdCRWXoq6dqOvPca1PPFaklmMKgszZ6c9PrXX+KtGsmaSeK02yHkhWIBP0rhprK6WTCREAdh2qk0aqLPftI/4RJI4bzTLGBGjACygHcOMd+/vVm+1SxZPnhibPdkBBrxGwu9RtIBGrvH3+9U8mo6lIhQTuc0iVFnoV3eaZlibS2yT18pf8K8w8f2tncvHqFoscJUeW8aqF3DPBGOM1XkuNSdsFnx1OD2rI1aS8uCEkLFR2NKwylpWwXW6SQIq/MTXQz+SbeZwocJbktJ2G7hR9Sa5SN5LaUOvDD1HWrl1rF1dwiFtixjnZGuBn1p2Bnsf7PyKbXxAWGQHhx+T17UqKeExn6814n8AmU2+upzlfIP1zvr2ZC5OFIUY6EZNQyHuXF2RkMR35Bq4rFoNyj6dhWfGEjZWbnjPWku9USNdgbAAz3wfypXHYtPPsGWILe1Zd1fqrnjJ9KzptYWQsvHAznd9Oax73Uowmd+R0z1NPQEie+1VSW9jyCK4rxfJa6zolxZSPgt8yOeiMOh/p+NGrai4LMNxGO/bHauXvrmUxuMMWbqPSpKSPOdjLqQjyA/Kg54zXUxmN2QQukj+YAT/cA5Zj6YANc9qti8RFynQnJx1Wo/7bu/spgLIFIwxVQC31PeqauDH6fZw3+tMHLLCGLnb9eBX2oJG2g4wAoJzXxHY3L28pYDlyM/nX2wSxCnBJ2jk/ShbkS6E5mBGUG446jivKPixpL5ttYh+8oCSgdVx90/0r0+ScpCWIA4wfauQ8RQmW0ZJGBEgIweTVJ2KjG54hPr0cFk6RW0cczZzICSRng4HbNVPCXiW70HVJJbeUos2FlAH3gDmuh1DwZCZSUdipzkDsfT6Vnr4UhifcJGXjgEdTWnMrF8jO1f4gI0YO6TP51nz+PlJ+TdnPSsSLQWGSecDOM9u9Mi8O+YvmbMDp3qG0S4tGpP4wQRMxdiSO4rzLW7mO41iS7jCKHOWCjGT6/Wu2n8PRtgDluO/HPSsy68KFZmXysrwQw5z+FSgsc5pNxFBqO6cjaTkMegPbPtzXsHw1uY5V1PNzFPIojyIwQqj5sDPevLrjw5cli9vGSvdTwVr0D4S2U1ourtPHt3iLbz/vUT2IkeoxlGGF+UduP1qwkioRtAL55A71noQzAF9p6YU4q9DhGRlXIx1rFAkaab3ttxO0nuTyKpyTbFILFj702S8ySoBIUZGB/Q1i3WphiyfKcL2BPpVIqxNdXuHPTI71zWo6gwJycEHOM0681BBEpCsAw4GCMiuW1W6YE4I5zxnkn2qWWkN1XUo57eaF03JIpVx/skYryC8hW3u5IkJZFb5SRziu+vXkCME2szdx/SuP1K0+UyjhgSWGOlKIDbQr5QRI3d9vAxwxP/66rXozeeWHVioCFh0JA5/CoUmljQokjKp6gHGajqgPtO4hZz1JHqelYN26RHaG5P3Wqe4nmOHMjbSfmA/Wsi5nWa4HOFQZXPJ/CtWiYmVqAhv38sIsaqxDSPzn3xXPXNlG0xUqCEyFYL1FdFLgqs0bMsvDFmAIJz/niqLMq3RYxiV5Y2wCxwD3YAUjZGGbQpEpQqxIwRjoDTHsliyuwMTxgDGDWvaW7MWMiltkZJJGAnuf51KlsfMA++Sm4E8fLjOaSuEmkYLabbQQHMitIGGMDkg9/r7VnX2mASbcI67d3TaOOtdTBbrLCJRK3yscfKMFc0k1st5KitCZUKkMnPH19PyovqQeeXekxSOX+zFQw6ggis5dJgUNmIkLjJ7Ln1r1C8tIRbu8MUiso+Z+AFPse/FctpVgdX8UT6XcajPaRFJDHtQMXZULBT2A4Jyf61XMSdx8FLKOBNaWMnLCDJUdfv16r5KxYZyAeuO9eOfBy4nkGr5kb5lgPP8AwOvS5LwxRuHZi3QEntioZNtTTl1COMcLu5wADwKw7+7dVZg4B5G0DnH1pr3ahEyxKsM4XjnHFZN5cM4eMufL+8FzhgaTZcUVzcqJhiQpkZOR/KqlzO8ysCQFThTt4A7dKjnnMqQvHGsaBDyoJ3e/NEsJVVCgo4j3lcZJGep/pU6l6IyZo1uZhJIQipjIx949yKqXNnG/nLBIDsztOzr7j39q1pUAkthnaJPu4wcr3oMQgzFvYhs4YjGPx9aTYkcZdWiyRNEYVfzBu4YZA/yKxJ9JtlbcYNo54IFeiw2kSxB57VgZFHKj5mI6cH3681z/AIn821t3aHfGylcJuBABqlITOcj0u3ScZjKMuMqw5Poa+tl1CLKqEJYgba+ZdYsLSDQ4NTsdVv7gNc/ZS1xEEWchAzPFj5tqkhTu9R7gfQ7SR+QvLbwOAF9q0WpnIdqFyxkC55/iFc3KTDN5rBgjNuEhXOAe+Kvl2aXepJ3AjA6iqMyKkZSSTEg4weRimVAx5LYy3MxDbBtL73YAOPYevtWekQu0VMAqi7icYxgVtfZPMmYykIFVgowMyHtj0qtDABcyxwL5rINobdgJ74PUUGvNZGcbNZzxkKOcEdPb39aUrLJGFBYRs4DFY+jD+vvWlMUgn/eKWAi4yMl2x1qSytpF09Xmf5pGPC84pMi99THv7NpZVCBJJWRuJDgH9etU5dAMaGV0cADJZAef8ea35Ut4QjSO8gWTZtBwcEcn3xRe2o8mUKGlO3MXOQB9O1JMTOM/s8HeFdw+MIpGNp7ZHuK6fwfAyrd+dgAhME4UdW7dq4/TJkufGcmm3moXVnBLJ5aTRyxIsRHJLGQYxjOAOScCtnwqbtdX1qyuZbki2lEQS42h15b72OAeO2RQ3dWIkjv9kUWDu3NjOAeMU03xUb0XPONxHFY8sz2kbxlOc5561Ebz5YSql2kH3T3PSsrWBF27uWWNpMvgkjI6fQVzNxfK0ikhue6nr/hVu5nkWSVZMoyg5jbOBWHfS3MqRNKDtCYXAC8Z46fShs1iu46W581Xy7EdsHmsmQiaUSTBiV+4B/F6k1clXemMgFI9xKn5Rz0z69aqTD97ZqefNOQFyOPSpG2indRJcicRJKF52H/H/GufmhZ0eJNjBhl1KnC89PzFda9q0beXHC+xzj169ABUEcEkVqHkhjkA+Q84w3uR6elSmI4S60+QYdrf15XPPtUBs1jlxJFtZRn5ehyPWuh18Pbu7KUSVdp3JkY+lTeIfCuoeHPD+k3940wmvRKJYWiwIAAhRWP94hs47fUGtUyWe6TXEvl7A2Ffkj1rNUmRlyTu5yw6n8aKK6GStyveObeSSFMeXydp55qPYtvIxQcyggk9hgdPSiioZqVbGNb68vPNyBGwICEgdOh9qivWaOf5WIZ1Klu4HtRRT6GfU0Iokt9NgWJQo3MCR1P1rOvLiVFjVXIxNuBHUECiio6jRNexiaM7iR5qBnxxk15fNqM+jeI5NRtdvnxSOFDjK8qUOR9GNFFNiO2+ErGNtXVOABD+m+u/ubiV5VZ3LE5yD0NFFJiYx1AsvNBO5SNpz93ntWW7G8d/OOSMNkcEnNFFQXEo6jdyCyUgKPmVOB0ANWbi1jhtyEL4kXc2WJ/D6UUU1sKRU0pRcX0Eko3lMBFPRfoKnmkdWBDHIfj8KKKzY0ULGZ5hcrIcoS0m3sG9RXOeMoVFmHJLM7qGyfSiimge5gaz4ofXYYIZdJ022NuiRxPbJIpSNc4QAuVAyc8Dk819BzzyJCu1iOAPwooraBnIiViLSLBwTwT3qleSNFc+WuNox1GaKKp7jiNkQPOCScj5hg9KrQj95wSNxwSPaiigp7GnfRrLAryDcwRfmPp6VRsYAZ7eDcwjaTG0HoOeBRRUsUdjGcnfNGSWRnIKsc/xYqZS0NyNrtjcEwTwQaKKaKZwurat/ZninULc6fYXkEk+4x3cG8KyDggggjqcjOD3BrV8IXk+oahql5cyF7i5dZJX6ZJz6UUVLIexuXLsjwMGO4jOSe9KW2xqgVfmGS2OfzooqHuSijJK584sd21sDPPesa/uJpbEMznJbBx6L0ooqepr0L9vbRXFlcMyBdkXmDYAMtgcmsexmaPVoMYZih+Zhk8UUVMgj1JruRl2Y7yVnRXEkd1dpkMDgncM5JzRRUoroUPElvGLONwuGJUkisO88RarqWj2+m3l7PNb20jyoJJGYlnxnJJOcbePTJ9aKK1jsQz/2Q==", 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", 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", "info": {"video_id": "154450", "label": "lifting up one end of toy car, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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CM/05NJUprZhdM8/uvBVrp1mZHgjkkkwNrPuCjvz/AFrPi0W0ltJ7a1h8udPnRg/zAAfMc+g9O9emNo0LEb/MIwBt3YGAOBj0qO10vTbGZmWH5uRuBGRnrzU+zm/iCKV73PDr22vwtwLi0e4it4/MkkRSDGvTJz/SuSu4ILo+ZBIsgz0Jw3+frXtvi7Q77Urpvs86iBABDFIcbcDAz9PXmvIvGmjXmkaPFLPBCsizhUuIW+YqV+62AM8jj8qUsLHeDszohXa0lqYl3rKWUgsvJ81CpM2HKkE9MH2rmjdyx3RmikKNnsaJjJJLgsWkkOWJ71MNLLQI6udzkhMjhiKunQhTja2oTqybOg0rV1uNp8zZKuD9D7V3C3U0rRShlY5JUdh3zXjUbNHKpGQwNe9weErmWLZJJHGpHGCWJGKzVFQfu7GdSfM1cpWMDD7IHlhTdmXLScHBHGPwr0bw/bxXclzHp17JIQFkYuCuTyCPpXM2vg23RFM0s0mAMYwtdTpmnR2pHkxOGxt3AnOPrQ6DbvczTRqajM92zRz3sSBEO5FyeOO+MV57qcslpdTfONrkALg9Ac9vpXf/ANnRFGDRAr6Mcj1xiq0mn2iRq32aM4ORgHg+tEqM5b6ismzzXxBo93qMP2u3gknhmiMgjAyQAcc+/wBPWuZ8QaFa2VhaHTbgy6q4/fQ24zEgA5DHu30r2bWRDeaNJZpElu7ADzoyQwGemPT2rzO78LXFtcRzWWotFJCQyZTO0g57Eda1hCKjysrZ3ieYXDr9o8q7ja1uRgsD0YetZ1xfGRWiVF8sEbCRyMf41peM4Xg8TXKOTjCleSeCPesFVLnCjJ9KmNKMdTd1ZNWFR2RgynBr1P4UTCV9Syu4Dysj/vqvL5ICmRnJChjivZv2f9Mg1E6+ZlZhH9nICtjr5n+FapJu5jNvlaOyie3iug0vnFlRuVOMHtis7VtRvLaCA2rmCIna67lJL929cY/lXqkejWcRDC1iU4PVQT+tcn8RPDyzaU+pxna9qmCoXhgT/TNbRjG+pnd9Dy+41Wa6JjibbGDgZPU/1NUYNaudJ1BXdiFJw4zwy0/SIyzDKqRngns2T0rP8RpFFDG0T5HnSLk/hn8M5pypxmnFrQ1jJxd0d/Jrl4yxpBcuFHy4B7djRBf3Ukdx9onlJXBGG6jNYWjyXqWdukul3ruyKobyGwfQ5x9K6C90fVh8p0oE9MrMn+NeJVwkrcqh8zvVaN78xQvLogMVkf5Tj7xPasX+1JTKokzgnnjtWjcaNrS5A0Y49TMmP51y3iC51HQjGLuxSPzM7SJAwOPcVksDNK3KX9Yj3LfiXVGuI7XThKRb28fmSAHqzdvyri7m7klBWCMlR/dFJdajJcJLMxAaU9B27VrWGnq9njzPvYIZf4cf1r1cLh1RpKNtThrVeeVz6mMcSt0x6DtXH/EfRH1Pw2ZYU3vanfhe6/xf0P4V1T7VyASeOGNZ9/csIXG4H5DjaK6r2OZI8AXVLe3gf7RC8kmAMeZ8jEdCRWXoq6dqOvPca1PPFaklmMKgszZ6c9PrXX+KtGsmaSeK02yHkhWIBP0rhprK6WTCREAdh2qk0aqLPftI/wCESSOG80yxgRowAsoB3DjHfv71ZvtUsWT54Ymz3ZAQa8RsLvUbSARq7x9/vVPJqOpSIUE7nNIlRZ6Fd3mmZYm0tsk9fKX/AArzDx/a2dy8eoWixwlR5bxqoXcM8EY4zVeS41J2wWfHU4PasjVpLy4ISQsVHY0rDKWlbBdbpJAir8xNdDP5Jt5nChwluS0nYbuFH1JrlI3ktpQ68MPUdauXWsXV3CIW2LGOdka4GfWnYGex/s/IptfEBYZAeHH5PXtSop4TGfrzXifwCZTb66nOV8g/XO+vZkLk4UhRjoRk1DIe5cXZGQxHfkGrisWg3KPp2FZ8YSNlZueM9aS71RI12BsADPfB/Klcdi08+wZYgt7Vl3V+queMn0rOm1hZCy8cDOd305rHvdSjCZ35HTPU09ASJ77VVJb2PIIrivF8lrrOiXFlI+C3zI56Iw6H+n40atqLgsw3EY79sdq5e+uZTG4wxZuo9KkpI852MupCPID8qDnjNdTGY3ZBC6SP5gBP9wDlmPpgA1z2q2LxEXKdCcnHVaj/ALbu/spgLIFIwxVQC31PeqauDH2FnDf604cssIYucfXgV9RB4wV4GcDBHOK+VbK5e3kLAcuRn86+pCQAAAFBUDk81EiJdC8uwckjb78GrdpKzuFUHbnOegrNhVW/iL5BwCe9XUuPJh6YI6YFShpFq4LJJkyYHoKzrq72qehHpUd3f+SgYjG4ZwR1Oe2P61hXV+ruvBJKZyqdu9UUkSX1+yx8dB3HauWvdUEe4McjOetSX975qsF7HGScVyd3M0zNlgQOevU+lQyrHP8AjYxXjJd7SsyDb04K5/pXJWxVZtzAnAPArqdURrh/3gAjz1A4rlZontpyucEHIIprYDRuDi1kkxtQqEXIwXY8/kBXsX7ORIj8SEc5+z/+1K8KklklOZHZz/tHNe5/s5EhfEgGSP8ARuB/20qo7kyWh7wJQpIfGfTFU9Vtk1HTrizm+SKaMqWPbPep1YqwG0YNZ+oO03yKwXaMHngVoRFHzzeFtD1Sa1vIA/lyE7SSMH1BHY1zuuaqb+dQqKkSDCovQCvVfFOgxatcF5HCsvAKjv6VxUvg2NW+Yvk1qpo15GdDoHxDuf7PjjvZnkZAFB6cVbn8fR4IJc+hPFcrH4cEShY5C2ByemDUkug5aOPbksOD7VLaYnBo2G8b/aCcswUc59a5rxV4gh1TT3tWCt0ILD7p9R71ePh1I1O8bQBkjJqjceF98MjIm4p0Unk1GlxWZwQYmHZnJU11OnX9v9jjAuYoFGTKGBLk/wCyKJ/DJQMAjK7dDg4Htms2TQNQjYIYeTyDVCZ9X3ELOepI9T0rBu3SI7Q3J+61T3E8xw5kbaT8wH61kXM6zXA5wqDK55P4VLQ4mVqAhv38sIsaqxDSPzn3xXPXNlG0xUqCEyFYL1FdFLgqs0bMsvDFmAIJz/niqLMq3RYxiV5Y2wCxwD3YAUjZGGbQpEpQqxIwRjoDTHsliyuwMTxgDGDWvaW7MWMiltkZJJGAnuf51KlsfMA++Sm4E8fLjOaSuEmkYLabbQQHMitIGGMDkg9/r7VnX2mASbcI67d3TaOOtdTBbrLCJRK3yscfKMFc0k1st5KitCZUKkMnPH19PyovqQeeXekxSOX+zFQw6ggis5dJgUNmIkLjJ7Ln1r1C8tIRbu8MUiso+Z+AFPse/FctpVgdX8UT6XcajPaRFJDHtQMXZULBT2A4Jyf61XMSdx8FLKOBNaWMnLCDJUdfv16r5KxYZyAeuO9eOfBy4nkGr5kb5lgPP/A69LkvDFG4dmLdASe2Khk21NOXUI4xwu7nAAPArDv7t1VmDgHkbQOcfWmvdqETLEqwzheOccVk3lwzh4y58v7wXOGBpNlxRXNyomGJCmRk5H8qqXM7zKwJAVOFO3gDt0qOecypC8caxoEPKgnd780SwlVUKCjiPeVxkkZ6n+lTqXojJmjW5mEkhCKmMjH3j3Iqpc2cb+csEgOzO07OvuPf2rWlQCS2Gdok+7jByvegxCDMW9iGzhiMY/H1pNiRxl1aLJE0RhV/MG7hhkD/ACKxJ9JtlbcYNo54IFeiw2kSxB57VgZFHKj5mI6cH3681z/ifzbW3dod8bKVwm4EAGqUhM5xNKt0mAMZRl6qw5PpX0QsMRxl1XA555rxLWbC0g0KDU7DVr+4DXP2UtcRKizkIGZ4sfNtUkKd3qPcD1YK4jWX5m2Y3Z6UPUzka3npEAqgkN0Heoprx5f3ZG3DYAUYasj7b5l0UdSAQTgVXmupXtjIsZCqcGUZ6+9IaDUb3a/ltubgjBPNYUl8PL+VnDHk5OKtXFzOJcQMGJjO5toPHqc9KxoyyM/mYG1Dnccn8B61LZrG1gvZmyVjLHdwQcY+o+lZ8ggjg2RpIzFhtJ7jv/8Arq75TCbZnBMe8hucDGcVVtoVubXzRG7EOSCGP5UmxaMxNStgknmElV25BcZOR2rIubKaeQsYVYsBkAEH/OK7BreeSeJjGFzlDvxgnqAM9agvoz9mmDQxoIxhyclifp29KSYM4I2BUOTBwgyc9evYV7T+z+8NlH4gG1ufs/sf+WledeHLTT9U8UJpmqXs1rbzNtjkimjRYu5LGTjGAeOpOB3r0r4PwnT9Z8U2UqTobaaKLbOqiRQGkGG28Zx1wSPSto7mcloewy3qvAzIpVAP1rm75nuEAGWYNuwOhAq1dyIT5aMwVskFhgVRlDsqOxYIowT/AIVoKJk3pEtqYtrEoxJiC4OPXPf6Vl3Mf2Z4WaRWLpn5SGxz7dDWxcpvJ8n96vA5wCM9zVK6tIYLVHMwZgoBI4BJPIGPSg3UkZ32RYwCy7Xk+bgZx7fjSLam3IA6yED7ucHsK1zC6wMfJKKE2om8HJ/vZ9KrxRm6vLSKEqoUZkfoCeenrQyXK5VjhklE7TM4Lkl1K45x+Wfes9dGku1BEaNHs+Xbklvrj0FdNLEnmK5lYYbB+XI9+KrwRQPFLHA7iSJiN2/76+oP9Ki5Jyd7pIt28stJG3divyr+P5VXNlIj5h3FSucMATkDnnp+FW/Ghks7JpbdXiBZArDgn1+tZOu2OvaHoWl313eXUc12JN8BTaIMBSgY4+8VbOO31BquYlo9RmuJfL2BsK/JHrWapMjLkndzlh1P40UVbBble8c28kkKY8vk7TzzUexbeRig5lBBJ7DA6elFFQzUq2Ma315eebkCNgQEJA6dD7VFes0c/wArEM6lS3cD2oop9DPqaEUSW+mwLEoUbmBI6n61nXlxKixqrkYm3AjqCBRRUdRomvYxNGdxI81Az44ya8vm1GfRvEcmo2u3z4pHChxleVKHI+jGiimxHbfCVjG2rqnAAh/TfXf3NxK8qs7lic5B6GiikxMY6gWXmgncpG05+7z2rLdjeO/nHJGGyOCTmiioLiUdRu5BZKQFHzKnA6AGrNxaxw25CF8SLubLE/h9KKKa2FIqaUouL6CSUbymAinov0FTzSOrAhjkPx+FFFZsaKFjM8wuVkOUJaTb2DeornPGUKizDklmd1DZPpRRTQPcwNZ8UPrsEMMuk6bbG2RI4ntkkUoi5wgBcqBk54HJ5r1nJaNMk/cJxnuBRRWhnIpWzFgFblVyQD0pl1M/l71wpZgCF4H5UUVAR3KFxM6XSxKcLIdrcdRWZauZL6cyASHIYFxnBzjiiikjRkuuW6W0qrGWw8O5gT1pLWZpdLtgQoHJwoxRRUSBbGVfTObSVs/dkyB2JHSrGRd7xMqsBHnp1+tFFJDZyQ1n+xL64i/s3Tr6KaTeUvoPMCsmSpBBBHU5GcHuDXpHwj1G61HUfEmoXUxkubh4pJHxjLHfngdPpRRXRAzlseirK8l6oc5C5AB6UyYnyZXzyvA9MUUVoxRKUcjSRSZPfPAxUEsSqkajO1iSQaKKEaIv6cS0cmWOGjO4djVO4gjS7DRjYyngr246UUUmREr6lHjT7eXe+5p3B57AcVRA3iSYk+ZwpI4z9aKKSL6GX4pYnwtIWJZo50RWY5OK4q41rUL/AEi1sLu7mnghkeRRJIzElsdcnnGOPTJ9aKKHuSf/2Q==", 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", 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", "info": {"video_id": "154450", "label": "lifting up one end of toy car, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "10b6b7dddcc8faeead5b877e7fbd9e90fde3abde1d2902e420e80162d38533eb"} +{"episode": 66077, "episode_seed": 1963241426, "split": "train", "timestamp": "2025-10-13T03:34:27.186502", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1963241426, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming dumbbells'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "19915", "label": "turning the camera left while filming dumbbells", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "19915", "label": "turning the camera left while filming dumbbells", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "19915", "label": "turning the camera left while filming dumbbells", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "19915", "label": "turning the camera left while filming dumbbells", "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": "b0291e6544f859d775a2d67faa4fdd9539121ea0a3736072e292227107b43b73"} +{"episode": 66078, "episode_seed": 900061688, "split": "train", "timestamp": "2025-10-13T03:34:29.168284", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 900061688, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling rifle pin from behind of whiteboard marker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7371", "label": "pulling rifle pin from behind of whiteboard marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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lFm0cROPU+ek1F4oyu/IPvXS+F9UEwaPPzLWJq2hx2virUPDySlZYLWS6ikK5Miqm8LjsSMjPqKo+Hpfst2km/KMNwYdDnpXFOm0elGopbHtfh67QWUySMFIlOB+ArQmMUoHlyJvHIOen/wBasXwZdC4hutvKna2c/UV0zRgnNdlG7po82vZVGZ+9Sgbj0Iz0PpUbmIrywH41ZnRo5fMBYKeHA5H1+o/lSyQ7+eo6g1qjBoaZlXgUn2lRXPXGrxwglmGfSsuXxHyQg3U+ZIVjrbq8jdFgzzKdh/3erfp/OrQuEfgEV5wmrXdzdySKrARDyx9Tyf6CrY1m6gwXVj+FLmKaO9NUm02xw2LSHl/MPyD73r9azdO1kTIWlOxQMsWOAB6k1qx3EM4DRSxuD3Rw38qejFqhyyDcVPBHapMioyqg/NwemDSYKfxfgTSVw0JGAIqCWInDJw69Cf5fSpMnPtRmmncT0JLCVCsj9OgIPY+lTyXiIpJYCsW8uPsz7k+845x7Vz+oXt5OCkYwDSlKzHFaHR3fiW2tshpAT6ZrFi8cWvmSz5YhztTAz8o/xOTXH6hZXwhZtjb3IRT7ngVPZ6LcKAnl7kUAYI7VnzSZpyoytfvrVtZ1q/hVlh1G2UycdJEIIP6D9aw7zWrZvEMcltL5jLHGrADg4UCuz1bwndahbiO0s1ibB3HJ+auLm8DazpV5AiafFJPKwVFEyljznIBII6delROm2dNGtFKzPe9InV9Fs5VIKmFefwrSDAjIrl/DF69rbQ6ZqMbW92OFSQHDf7rdGrpSg7Eqa0g3Y5qiSkyTIpjIDzjmm/N3OfegE9xWifcza7EJ/dHYeEb7vsfSuWvfFtvbuY1bJHXHauslAeNlbkEdK8tTw1cscs2STn60p36BG3U1j41OSUiYj1rzvxHqe3WdQv4rdgt4VmYgjKuuM/8AoP6mvQbPwtNkEk59aZfeA11m5k+03TKIU8tdoHU8n+lQ4yaszanUUJXR554a1GPVtacQoUikcYjPBJ//AF819BRkGFMcrtGPyrx6H4XanYa2Bpd1iKJFZp5U2q/faMHJPqeMZr07SLq8FrMuqQfZngAy3Ai246hs8jjkmlTg4SZpiKkakVboabAY7ZqISDcVPUUkdxBOMwzxSA9Ckit/I04oCeQc1o730OXTqOyKCARUe1lPBOPQ0ZYHjpRd9QsiOWInDJw45BP+elX9IcOJWAweAQex54qoW4qxp7COSZuMsFz+GaroI1qQkDqaqyXioPvCsDW/EK2lsxRv3jfIn1PA/wAfwqXoNam5HdRBpZ2YYZtqn/ZXj+eagn16zgz5kyDHq1edXuvTyDyo5CsajaMelYhmaWbLEsCep5rP2nYvkNXxhfWb+OtA8QWcysIibe5Ud0OevsVZh+VcSLSe1tEitTHKou5bZCCR8iAkY98DP4131npeiXlu63MjozrgYf7p9cVgSeGTaSItt4gsMJdeeqy5T5sY561E4tnVQqRWjOm+E+opJHc2zv8AOy7lB7gHn+dencV4n4LtpNC8aNFLNAyNyrQSb02MOx9j/KvaPmAwevrVUm0rGWIinLm7isgPNVyPKOw/cY/L7H0qwCe4qOUB0KtyD1Fbo5meUtaTXD5djtParAtI7S2kndfljUsffHauWtviPGoBm0zgf3Jf8RWg3xE0W6SGKa2uoozIrScBsqOcfnisbo29nLsdfpOneTYxrKo8xhvc/wC0eT+pq+mnCUfMmfrWRafEPwnKozfNF/10hYVs2/i/w5cACHWbM59X2n9apOK6kuMuxzXjbT9eXRbi00Wy85LiB0kKAFuRjHNeDzeH/EmnNmXS9Rg29/s7DH4ivrKLUbG5X9zeW8g/2JVP9afsDdMn6VomiNUeR+HPEVrceCNM0vUbvyp4UbfvfDk7m67sHvW1bzhl3W2tXWQMAiQsAB6ctz713stna3ClZreKQekkYP8AOsi58F+GrzJk0azDf3o02H/x3FVckgj8T2L3TM16ogIx5ZUqwOPWltPEUd94pn0uBlaFbJLlHHUZYqQT09CPxqhN8M9BJJga+tj28q7fH5EmuUtYrmy8ZX2kW+tXlsil0jkCq7vtTcqk44HBP/1zS9Q06HpF5bm4dAO2alh0obRkc15Vo3xG1HS2dr8PqAlC7fNkxsx1xgd8/pXTW3xh07hbjS7hPeNw3+FZOUb6msacnG6OsOlrcarFDj5YE81v948L+mTWsmnQxEEKM964vTfil4b3zyXD3UMsshY5hyABwo49q24fiD4VnPy6vChPaRWX+YpqUe43CS6G1OrJA7RJucKSq9Mn0r5u+IFl4u1rxB/aF5ot2hSMRIYrckKoJPUZ9a+hrbxBo10f3Oq2b57CZavI8UvMciOPVWB/lVKUWRZo+Z/h1q+o6H4ztZNSkuI7VEk3JcF1TO0gcNxXqrar9tmaS312ZVbgLFcHgZ9iRn8K9DeCNv8AWRqw/wBpc1nXXhvQrzm50mxkPqYFz+eKq/YlmBp+rzWUU63eqPOzqohM7ZAx16KDyMetW7/xRb2ugXt2lxE13b27yBeqEqCenXnpTbn4d+Gp+UspID/0wuHT+RrmPFfhG28N6DLe2F9qG7zUTy5ZvMUgnkHI9qA0PQLS5F7p1tdDIE8KSBT23KD/AFp8VpGvJAryrUda1G20eG9sfEOpSJ5/kDzkVFlwuWaMDnapwpz6j6Cxb/GJcDz9I4HXy5v8RUuSW5UYOWx6hcSpa20kxHyxqWIHfFQ2cLJZKsx/eN87/wC8eT/OuAl+K+jXqRRzWt5DGZFaTgNlRzjg+uK2oPiZ4VnHN88X/XSFhU86bK9nJLY6yMYGOa5H4hDxBPoVxZaNaectxC8cpUAtgjGBmtODxj4duiPJ1i0P1fb/ADrWh1Gxuh+5vLeTP92VT/WmpJ6XJcWtbHydP4b8S6e2ZdJ1CHHf7O2B+K16z4a8TQf8IXpem3141vcQowYtIUfljwd2D6V63sBHH6VHLa28y7ZoI5B6OgP86u5LuzgIb5ZF3W+u3menyzMwx+DHn3rdj8U2L3TO94BCRjyyhVgcetW7nwf4bvMmbRrIt6rEFP5jFZU3w08PMS0Md3bn/pjdOP0JobYtOpcsvEKah4outNhIaBLOO5RwOQSxUgn8AR+Na0lwYMhT96vNLMtp/jS70YavfWtuZfKSYTRgqAB99nHIAzgev1qr/wAJhqWkapeW199ou9kpjVbpgrx4J67eMnjPapk7IqMXJ2R6XJcPJ3JJrImsmv8AV44iMrAnmN/vNwv6ZNYNr8SdPQgXGnzr6lHDfzrV0n4h+Gled7l7mKWaQscw5AHRRkewrK66mvs5LoaMnhyJ2BCc98Ulx4ejtLOScQlvLQttA61qW3jnwlMRt1eFT6SKy/zFa1trmi3IxDqdlID2Ey1S5O5LUux8s+ONTXUPEPnRQmFUhRAok54zn+dXfhrHa3/jW0tdWjllsnjl3ozkgkISOh9a+k7nw54d1M7pdL024z3MKMfzrOHw68JpOJo9Dt4ZB0eHdGR+KkVorWIcmeXTwWuj6w02lWMoaMth/MyM7+BjPYd+c8e9d14R8a3V6JotSthbxQ2yymQxlfnJAK5zg9TWzL4E0lv9Xc6jAP8AZu2I/Js1Tl+H7DcbXXruMsMHzIIXyPf5QTTsuwnKT0bN46zA2nS3UTCQpE74DAKSoztz/WpNPv4tU0q0v4SfKuYVlQEg4DDOK858W+H9a0Lw9JMuuI8RkWMiO1Eb4bIIyDj9Ky7ubxJ4Z8P6VjU7yFHVkFuBgQKoXYpOOpBzj/69LRAeXs2SeAMYHFLFzuBGcDvRRXJ9k9S3viKAX5FLISEB7miiqMx0btnjjntxV2HVdQgI8m9uI+f4ZWH9aKKBM2bPxh4igX5NXujgdGbd/Ortt8TPEsUu1riGUf7cI/pRRSTdxSirbHV6T471a+YCaK057rGw/wDZq5PWNWuLXxlfX8QjEyzMRkZHK7Tx9CaKK3izjmrM5q6OxFA9Mc1VYnP40UVjL42d1L+EiSUAAAADPWlQDAHqOaKKmOxc9yMOdx4HPtVqK5mhwYpZEOf4WIoop9SUadr4j1q2K+Tqt4g9POJrVHxA8TWqrt1JpOOkqK38xRRUt2eguVNO5r6d8TfEEpCyizkHqYcfyIrR8Va/dan4Ofz44R+/iPyAjufeiitoNnLVSWxx2qa82rQQxyafZQGJQiPArqVQZ+UAsQBznp1rj3Y7j0HaiilU3Rrhvhl8hYuQ2RnA700AFsmiioW7N38KFkJCg9zTkds8HH04oop9CS7BquoQH9ze3EeP7srD+ta9p4w8RQL8mr3RwOjNu/nRRSemwkk3qXrb4meJYpNrXMMo/wCmkI/piuq0jx5q16wE0Vpz/djI/rRRVwbMKkV2OY1jXZLbxLqheysbpJp97JcQ7gGUcEc5HXpnB75rB1G9nvbia8uH8yedy7sR1Jooq6nwiw/8Vf10Kbkg/pT5AABgAZ60UVg90di2Y5AMAY6jmo1c7zwOvpRRTIZajuZ4SDFNIhz/AAsRWlaeItatyPJ1W8THbzSf50UUA9zXHxA8TWqqV1JpOOkqK39K19N+JviCYhZRZv7mEj+RooojJkTjHsaPi3XrrU/Bz+ekK/v4j8gI7/WuDudYv72yhsri5klhhdpF3uzElsdcnnGOPTJ9aKK6Fscctz//2Q==", 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", 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", "info": {"video_id": "7371", "label": "pulling rifle pin from behind of whiteboard marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7371", "label": "pulling rifle pin from behind of whiteboard marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "7371", "label": "pulling rifle pin from behind of whiteboard marker", "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": "a1f2baa320146f0995c59ab44342b7d3385014232dcfacd2ca1fb9755ac5f5c0"} +{"episode": 66079, "episode_seed": 2404403050, "split": "train", "timestamp": "2025-10-13T03:34:30.226727", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2404403050, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning plastic tray upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "123136", "label": "turning plastic tray upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "123136", "label": "turning plastic tray upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "123136", "label": "turning plastic tray upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "123136", "label": "turning plastic tray upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a36b40812fbf2d946b82826415623f2065602fc4b8d61a976522e538fe18083d"} +{"episode": 66080, "episode_seed": 1408259353, "split": "train", "timestamp": "2025-10-13T03:34:32.228726", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1408259353, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 snake gourd piece onto table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "89605", "label": "putting snake gourd piece onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "89605", "label": "putting snake gourd piece onto table", "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": "525de4565fe5cceabd0c5beca1e7e61f4920de65ddf3ed962fef299eaec16a5b"} +{"episode": 66081, "episode_seed": 3296799434, "split": "train", "timestamp": "2025-10-13T03:34:33.148989", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3296799434, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brush from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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irEir1Jyao2xe11e2vY9uxyI5gem0ng/hSXU8UqdSZd3T2xVmzh82IKwB6cVEZNT0O6NNSo2Z6eJEitg+/ez/ADGRj1Yc1i3Vwl3eeaAUDAEj3rJ0+7nW3NtIxKr9wk9vQ/SrBLbgc5OaqEWm2zKlT5To7NvkG3giugsRvIVj71zFhOpYBR35rpbIkEsevUV0rYmpubMEYljUL1+la8MQh+VPvY6msi1mKhCqKSe+a0hMwYZ+Ukc0mjnlciv90ibMZCrk896881wr/ZMm/lcYr0Cds7sYPJVsdQDXnmujdo8vpXFjV7qO/L92ed3s3lXP3uAnT3qGO4cS7gee1T3ymSWMqu4g81nq+yfB6A9K8pH0NL4S/wDaJGA39uldD4WvU0m5mjkJ8ic7oyekbnr+f+etc4ZFkk6YxWxbzR+SBjnrzVNXViasFJWZ0dzeNPcKzcqpwox0zWpakELnlh6VzEV0WKlsEHoK39ImOQOPr2rSCUVY55qyOrs/lA3EjjkVvQSLtRQM8YAxXKafqMU17LBEdxhADfjmujhfzNq5wBxx71vFnBWi+pcZDMSBjcRv5GQcdqztWUobfJJOCDn8K2I1iQKvQ9evU1ja2+Z4SevP9K0a0Oek252PLvEqeZqFySxUAZH4Vh2uWiL9cjvXQeJ8reyt1XZ938TXMfavLjBXjIBIrz3ufQUdUX44n+/5W4ei9qtQTIin5CD1w1URqR2bQOSMZFPtmMxXLY5wTSRs/M3bRPOJlJA74rYsySOMVk24EMbLnJ45rVtDlAF4HY+taxOSodBbZZVBPXHFbNrF5rbWUMB0HbNYlixbaew4zXRWZVI17ZreCuedXbSJ5F+zCIcYx+VI9sTCYgeD0z+dSuPNBGCcgcZ7VMVwgJx0raxwc9j5c0CBYYlwoFdYjjyxmue0uPCL6ireq3/9n2BdceY5CoD61u1YyV27I9J8JLDBeyaiUGbOykkPHPP/AOqvLrm7kmuZ58nM0hlf3J//AF10fh/V3tvAutzSz7rm6dLZQT2IycfQVzEjARDGMg4JxXPu2ztw8LSdyZZtgDZ2g8k1q6bIJcOAQuefpWQ1qxhWYspHcAVds7hYJNquPbbWsXZnU7NaG5qt68VqkMT7d/BxxxXT6LdGWyic7iwABz3wK8/vpZJZIiATlcD867bR5WS3SNiMhewxWkG+dsxrJKmjqYLgArg8ZzzV+S7PlrtOCWwa51TuYbeo6Vyz6nqN74zvNM/tq6tIVaTyViUNllTcF9hwTk1u3ZXZ5k9Cp8a75YoNDkdgD+/B/wDHK8kg1Wafg8IO1X/HWsahqq6d9uu5bjZvKhz93O3OPyrn7IkKRXLVnrobYeEXqzdikDvk9q2LG68rqvTjmsCADHfNbMEW1euT2rOF73O92tY0fteHwOM1cguWRuTknpWWyoiqefm9BUm98qqHGe+Oea6UxcqasdTp1wySYPJJrqE1KK0tGmmcAAH/APVXE6UwRdrMN1WdYvPMEEOePvGtOa0bmLp88rHpGn3YeJGH3WUEH61qCUy98ADb1rktGklGnRo2AQo2/Sm+KtWuLLw41xZ3DwTiVBuTg4Jq+lzhqKzZ3BSMW5B4YjrXi/inxVYpbvptvKJrxjjC8qvPc1o6vreow6FHfWXiLU5Q1x5GZ0VFmwuWaPvtB4OfUfQeP6JH9ov2lcnIJOa4MZJOJ04B2bOguZXiiR3djxz9aqLcCSUMMD8KkuJgEk5ypOMGs6Ph/l/GvMR9FR+E24SpcAnqa2YdgUe/SuZhmztXvmtBJ2Ug9sUzRq5vRI8sAcMAuecGtzTbxIUCggleODmubhcuARjbgCtf95GN9uNyEdAORxVpmE10NfwvN/pNxK27cWwTnqa7W2uyiDaAcHjNcLp8+37oGTg46c101vNuAI4YDIFaw0OXEWk2zoZZyzoxbhQeT61V1S5E08Yxyucn1yBXAx6tc3PjW50u51i8tLZptkbRSxosfQkkuMYxnjqTVvQL3UJtX1W2v7i5lNtKEUXON68kc44zwOnFb20uefTmnU5TP8SKG1GcHoVFcW/yJu5JyQc11/idnGpyYAOUBANcdPch12MQSOcCuCW7Pdw70LUbxm2Bz81aOnbMMGbB6/jWHD8yKDxWtaRgpuyealHRLY3YrtSNpXPPJrUsZxvAySo4A9a5yFGLusQLEDNammyGLmUkt1zWiZzTjodhaXSJMsRYeYV3bR2FdBbyAooXqK870+fzfEJfcQAMdO1dmlx5Sg4JAraErnDiKVrHUQYAU7vm75p7uGY46YrhPGWr3tj4cFzZ3MkE3moA8Z5wTXNatqHivSNK0+7uNXvllut/mRkYEWApUE46kNnH/wBeulao8mouWRxOnnCisnxRK51CCLPyKmQPcn/61FFbT+Emj/EQ21lk8sDccH3q5G7blUnILDIoorBbnpotB28xk3HZkcdqt7jCItmBuGTxRRWq3Bly3laVzuPRc11OnuwaI5ySoyTRRXRAwrbG5FxGWHWvN9W1CfTfGd9eQbfNjmbbuGRyu08fQmiinPY86Z594rAC2QHYOP5Vk2pIPFFFcdT4jpw2xpwuwZOf4q3LeRtp6UUU6Z1lgkmJD33VqO2bSMkDI6HFFFbIUug23uZPMOCBnqAKfdsWlhJJJOB+tFFU/hHH4ju9LOy3Cr0A4qr4yP8AxTD/APXWP+dFFbPY82ruclq+vNrFtFHJp1jAYUVI3gV1KoOigFiAOc9OvNcJ4c/1kn0xRRXm4r4DfA/Gy5eKDu+v9KhgXBzk5oorgPoaexInDKRxk1eic7V+maKKEbs1rMnfjPGBxWvazSBsBziiiriYT3OmsMTAFwCc5zitGMlfmHUmiitUcUzgtT1dtO8SapGbKyu4pZ9xS6h3gMo4IIII68jOD3Brb8IXk9/e6leXL7552WSRsYyTmiiuh/CedS/jfeVfF7tHqSspwTGAfzrir9QJ9wGCR2oorgluz3qGw+1YnitCCRhEMGiipOl7GnayuE3A4bdjPtitKLCeWwUEsMnNFFUjKRpaeQLhnAAZl5NdSjEhATn5c0UVrA4a25i+NnZvCspJ/wCW8X8zXBXGtahe2MFjc3UssMMjOu92Yktjrk84xx6ZPrRRXTHY8mv8R//Z", 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", "info": {"video_id": "153108", "label": "taking brush from floor", "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": "153108", "label": "taking brush from floor", "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": "974d82e91d96f2091c9b974f3f451f34f3039085bbe1958acc7579cacfa25a07"} +{"episode": 66082, "episode_seed": 2666302344, "split": "train", "timestamp": "2025-10-13T03:34:35.576820", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2666302344, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding helmet next to chair.'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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TMwVjxjPGeOOneut8I2Mdjp0iRjCsQw4qsLR3mMsuwsQMt3OPfHFati7xK52Dt/FW86kZSSiZRpuKbZdk4bgnj9a5TxWBHcaNc9o75VPsGBH9K6N55Of3Y/76rkvGs7No6KygZmUjB5yAaOomWZ7uzh4e6gT6yCqcmt6VHwbyMn/Zyf6VwLcc4B2/r6U0nDEA9PyqbDudjaXttqHiQSWzl0FmyklSOd4PetkxcnPSuN8MSeXrqL97dE65B/H+ldw7nBxG35is5lxIUi/eyD1UH+dSCDj/AOtUIuCkw/dN90+n+NWUuAx4jbOPb/Gs2maIRYRjoKqXmixXyAZMTA53KBz7GtJDk58p/wAv/r1KMKASrD6ihSa2HZPc1JMAHisTxAT/AGJdgdWTaBnHUituUBYxzyea5rxbKI9Ck4yWdRj/AD9K6zmueczZJGEAYjOBzURDAqcLx82R3qQkgOMNvOR9eOeaY+4cEspU4weaQxpIORggMMZ79K9HtpBLZQN3eNT+grzvncTwNoz+Fdro92DpVrkksIwp/DipYy+3mAhoZWjccgqf0PqKPO1CdMmeUSY+RncbVyMZ2qBn1APek80HpkU5JvlVfQUKpKKshOCbuySySDS7ERuxEaZZpGPJJ5JP41laprQule2t4dyhhtkJ4fjqPSpNXS4mslEKl8Nl0HdcEf1rJ0zRriaS2+0ybEjYHaOpx2JpRUV7zG5S+FHeaVaLZ2EcI/hUA47nvU0pzxS2YL5B4HWiXkn86IaxHU+I888VnOsudjFRGoDDjoMn+dc2M/3QQoz6f561teJJRJrlyPm2rIBxz/noayGckhhu2DCg4/p2qyERcKgVhz247V0fhNl+0XK+qKdvpgkf1rnhwGPDY6kelbPhuTytUMZIAaE5/Q0mM6t0VgeAQagW0jWX5FC5HUAZHPr1q4CGAxTN2x8n0NRzdh2COMwkYAAHGB2p91rFvYwhmDPICB5aY3c9/pRvLEHsa5K5gvn1Jm8o7zuDM33SM5B/KlGKk9RuTjsdL4cD3N5dXb7RnCLtH4muykPHTiuP8NWjWNkyPJvkdy7EdvauvlG2Ic8nmqTvNsJaRRi68T/Yt4AOWj2jnHUivLZgSwAQBiDwozXpHiuURaDKSM5ZR+uf6V5sSV3jDbjke3TnmrIRCQwKn5ePmyKbuBPQhW79+akkDAYbKlTjHWkOSxPHyjd+FIZ6VYTebptq396FD+gqYknI9RWPod2raNaAtllTb9MEitHzgfUVm0NaFu3clQTjoKsq696y0uMKF6VOkpxUcqNFIzvEOtT2OIrdvLJQNvxyfmAwPwqz4PuVkOoKJ3kAZW+ZtwGdx49Kmns4r6PbPGGAPGRVnSdOgsTIYE2b8bj64/8A11rBxStbUzkpPV7GpK3H1rkfGbE2tuoK5DliCevGP611UzAnjoOK4nxi5lubaFcHCEn8/wD61WSckys7kjAUtgsBwKjBIJLAfNxgDvWnHbgIARyB6/yqtdR+XKoBIYqevSpur2K5Xa5Y8PyBNbtMggl8Y7HKkV37EGvONPlMOoWsucfvlPuORXoIuEOQDmpkAyRfuEdc4/SnKrKA1I0gJBz0anecG6dOlSUaCMoQEmuS1bXjdyvbPsS2YZwfvBlb1/CujV+MVVn0OzuJzNLAhY9Tt604qMXdjk5SVkdLKeQD9K5DxrMPsNvF0LynjPop/wAa6uRwSDiuG8eK7RWTgEjeyn64BrYwOSaRBkhwH789RUbzIV3byzZ6bSfxzVmHQ9UnwUs5FB7uNo/Wr8fhS7PM08UfsMsaQ7sxWuMlsIcnuT/Suw8OKZNHjfr87D9agh8J2qhTLNLJk9sKK0fDMYGigY4WaQDn/aqJPQcb31NAxkJnio44iX54q3t3fKBxU0SYZlIrFyNlEhC8Y74qJQFl9hWmsagE4rFsbZtU8WT6bLqU1pGRIYhGm7LKhYL7Dg8n096qLvoKStqb+nzFkkGOgHNSNjvnniuf8JXc9xHdGeVpBhCAT0zmtyUgrgd62itDKTuzy3UpRNqFxKzEBpWOc/7R5qkZgp2eaoHYk/l0prW88txJFHC8jq5BCqTg5q5D4d1SUZNv5Y9ZGA/SqsK5QMyLuVcsN3GBjP51o6BLv122UAgNkc9T8pq7beEZJHAmulHtGuf51ch0WHSdd0zyWkcyO+4sR2WpbVrDVzqIlAGMUkkYyAcdakxs+tJtbBfnGR2rlbN0h0dsAM8ZIqOW03HPB7Crqr6CqOvzS2+ltJbuUkDqAwP6U03sNpbj1tnRRt6/Wt2U9M/SuX1MLbaHDqWnazqEwa5+zZuIljWchNzPEOu1SQp3eo9wOkd8gHHbNdFNPW5jNp2sct42mA06CLoXl6Z9FNcCXjGSHAcdcnqK7Dx6rG2s3HIEjKfqRx/KuWh0LVJ8FbSRQe74UfrV2M0ypJMjKW3lmz02k/jmmGfJOEOT3J/pW3H4Tu25mnij9hljV+HwnaqAZZ5ZOe2FFLQepJ4bJbSFJ5w7D9c/1rZY/KTWZ4fj2aW6gfKs7gc++Kvudx2rWcty1sLGNz9fzq7GcAe1VolIYqc1ajGBnFQiiwtyFBzTxqEMcZZm2j+dYmmCDUfFraXqGoXNrbyybEkjljjWPuSxk4xjPHUnArF1T7Tbald2U73A+zzPGEuMB1wcfMF4z0zjirStqJPm903b3xGq7hDgt61zNzdNPMZZDljVeR8CohBdT3CQRx/vHXeATjindy2KsolqNxVW/dfmkIJ4xir8WmXW7y22qwHJ61a/4RxJwBcXDgeigCko2YSmnGxyizNvTChcMD1zXpCDacYrnNV0GysLBpYVcyB0AZnz1IrpZML1H605Gcb9RkvA4pYR3PSo8M7FvQVOgBUf4VmWTA4I5q8s0ZUEkVz2sXEkGns8Tsj71GV64pde0fWtB0TSb+7urpZ7wyeZCUwIMBCgY4+8Q2cdvqDVct0LmszqpzheK5XxkM6OH7rOhH60UVuZGmBmGMnOWUE/lUMgy5FFFQxolhUEoDWd4d40Mf8AXaX/ANCNFFRLY0jubMCDyd2OTT4+Zj/ug0UVh0NepZA4/CuNudRn0nxRNfW2zzopG27xkcrtPH0Y0UVcNxVNjR8IABLsDtsH863JWPzc9CKKK6FsYPc5bRhs1zWo1JCCbdj35rXccH60UUMSFgUBxxVK9Gdd0gn+/L/6BRRWbNEamN9wFPSpZhtjYD0zRRWBsTjhfwrL8R/8gWT2kTiiiiO6B7Mx9W8SPrcNtFLpen25gRI43tkdSqDogBcgDnPA5PNdpNwoxRRXXE5Wcr4xAbRGY9VmQj9avg5toj3Kgn8qKKbEMcZciheQo7ZooqGWjK0U7dJcj/nvL/6FWhAgMZfvRRUS3KWxLEA03P8AdB/WrsaAgfSiioKRzF1rB0nV76I6fYXsUsoYx3kPmAMg4IIII6nIzg9wazb29uNRu5766k8y4uHMkj4xljz+H0oorV/CTD4xdIto7vUlSUZUc4rVv1WHxVpmxQMxMp+nNFFVHYmpua4VQ5IAyRmm45U980UUCRm+IDnTCT/z2jH/AI8KvXJzKF7E0UVEtio7kpUIuB6URcoDRRUFGdrwxphIJyXX+dZF1r+p6hp9vpt3eTTW9vI8qCSRmJZsZySecbePTJ9aKK1jsZy3P//Z", 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", 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", "info": {"video_id": "166169", "label": "holding helmet next to chair.", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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T+6b8xXnXjSVn1eMgbWEABweoyTSQjop7m0hbElzCmPVxVCbXtKjU/wClhyP7ik/0rhWwWztBDdKjBJH3vxNKw7na6HJHdHUpYiTG92WUkY4KitPYB971xXO+EpuLxAucMrdfYj+ldA8khP8Aqx/31/8AWqJIuLMu7W+VP7QRy00twIJEgJLKMZA47EYH4VJqPhwnVriR5Ymhum/eI4KvHyCQM8Hp1B711mh2c1hocoFwyzX0e5doBMIGQG+vPApurLM2nSI9wZd4ZAjHbtDAAY45K4Jz7mu2orQuckHeRinT4riGFHLCNB9wcA1S11Viit7dPkUZcheMDoK3YY5VjVSFJAAznr+lc9rG+61fyIwC/wAsagHv1/rXBC/Md8tjvWcE8HJqrI+DuPQc1ICFjOTkniqN3KIraZyQNqNz+FbnPc8xvyTcS5KHc5IxyeTmqTo4BVsZJIII5FXo4S8hdlAHtxUsluvlnsACeKTaRSi2Zhck5xnHBPvXd+GpVbQ4wMna7rk9fvZ/rXCjJ2KD16Ejp9a6zwtdKNNkRm+7KSB9QKTA6Bhk1AkZJI9CR+tSGZT3601JQuR3J61mMs22QxDHFQ6vqh062xEAZH3BWbopAJ5/KlSTmnTW0d9C0UsasncMMihJXuyru1kV/CV2L97+5YjzZBG0gU8ZwR0/Ct+U54qloemW9iZlgjCb9pYjjpn/ABq9LyT+dbXT2MmmtzzzxWc6y52MVEagMOOgyf51zYz/AHQQoz6f561teJJRJrlyPm2rIBxz/noayGckhhu2DCg4/p2oBEXCoFYc9uO1dH4TZftFyvqinb6YJH9a54cBjw2OpHpWz4bk8rVDGSAGhOf0NJjOrdFYHgEGoFtI1l+RQuR1AGRz69auAhgMUzdsfJ9DUc3YdgjjMJGAABxgdqfdaxb2MIZgzyAgeWmN3Pf6UbyxB7GuSuYL59SZvKO87gzN90jOQfypRipPUbk47HS+HA9zeXV2+0Zwi7R+JrspDx04rj/DVo1jZMjyb5HcuxHb2rr5RtiHPJ5qk7zbCWkUYuvE/wBi3gA5aPaOcdSK8tmBLABAGIPCjNekeK5RFoMpIzllH65/pXmxJXeMNuOR7dOeashEJDAqfl4+bIpu4E9CFbv35qSQMBhsqVOMdaQ5LE8fKN34UhnpVhN5um2rf3oUP6CpiScj1FY+h3ato1oC2WVNv0wSK0fOB9RWbQ1oW7dyVBOOgqyrr3rLS4woXpU6SnFRyo0UjO8Q61PY4it28slA2/HJ+YDA/CrXg6dZWv1EzS4ZW5bdjduPFSz2cV9HtnjDAHjIq/oWm29kZvJQIHxuPrjNbQcUrW1M5cz1exelPPArzrxaSdakO0FQijJPTA/+vXokhyT+deX+JJfM1y6wpKrJjjv/AJAqyTGw3XAwBnkYz/jTfurtIyeowO1SEsTuCvt4APf8v8KaCQG5DYPP/wBb9KQzf8JSAXtwvTdF07DDf/XrqW+bmuL8Py+RqiKzYDRMDj8D/SuwE6sOM+1QxirPfQtshuJth5ChlyORxkg8UgtZJLyGeeRmSDPlRlixyerMe5/lQJQrA+xqRZC2Md6bqSa5WxKCTuOvtZt7GM4BlnGD5KnDYJ6+1UtEU6hq8146KoQfLj1P/wBasO8sr+XUy23HzN+8Y8MpOR+VdJ4dsTp9s4MhkklfczdMewqZJRg7bsuLcpalq81u3gXG8Metc1qWtSXimMHbH6VlO5PJOfrVdi7h9ikhFLHHYU+ZvYfIluTbxnA6VI7AwsvqMVFbWF5LCtzsXymGVJbrWhDo88oG+QICOy5xUuLGpqxzc0oSbaqZ2jBJOK6DwmxdLvd2ZT7d6tx+FbI7nkeaQ5z97H8qfotrHa32pwxLiNHQDJ6fLmrdrGOtzY4K1D1fjFOdv4V696I12sAfT0rM0LCcDFWraRVJBPWqnQY7VQ0qN9W8UzadLqc9pGyyGLy03bmVCwX0A4PJ9PU00r6CvbU6u1kUiTaR70Njvnniub8GXs9zFdmeV5BhCM9s5roJSCuB3rSKsrESd3c8t1KUTahcSsxAaVjnP+0eapGYKdnmqB2JP5dKa1vPLcSRRwvI6uQQqk4OauQ+HdUlGTb+WPWRgP0qrCuUDMi7lXLDdxgYz+daOgS79dtlAIDZHPU/Kau23hGSRwJrpR7Rrn+dXIdFh0nXdM8lpHMjvuLEdlqW1aw1c6iJQBjFJJGMgHHWpMbPrSbWwX5xkdq5WzdIdHbADPGSKjltNxzwewq6q+gqjr80tvpbSW7lJA6gMD+lNN7DaW49bZ0Ubev1rdlPTP0rl9TC22hw6lp2s6hMGufs2biJY1nITczxDrtUkKd3qPcDpHfIBx2zXRTT1uYzadrHLeNpgNOgi6F5emfRTXAl4xkhwHHXJ6iuw8eqxtrNxyBIyn6kcfyrlodC1SfBW0kUHu+FH61djNMqSTIylt5Zs9NpP45phnyThDk9yf6Vtx+E7tuZp4o/YZY1fh8J2qgGWeWTnthRS0HqSeGyW0hSecOw/XP9a2WPyk1meH49mluoHyrO4HPvir7ncdq1nLctbCxjc/X86uxnAHtVaJSGKnNWoxgZxUIosLchQc1fsJxKkhUdMCuY0wQaj4tbS9Q1C5tbeWTYkkcscax9yWMnGMZ46k4FaGg/aLbUtYsrg3H+jzeWqXGBIoBYfNjjPAzjj0rSMdbkuWljZdgPp0PPSvJdRmSW+uJWYbXlY5z/ALR5r1WU5XA4BryD7Fd3FzLHBbySsjlW2LnBz3rQi9hvnKDt83C9up+mcVGZlUsFDMueOMVpw+GdTl5eNIh/tuP5Cr0PhLLDzrvPtGv9TSC7MvRpDJrNqoXALYxnJ6Gu7jiPTFc8mkQabrGlmHeWeYgl264WurKhT71nNlxV9ypJGd2OtTQxlQO9SiM7S+KtCMEjisuY05SjKowD+FSW8vlAHr6iotfZ4NLaSFijh1G4e9Vta0XWNB0XS766ublZ7wyeZEUwIMBSgY4+8Q2cdvrmrXvIl+6zkJicV0un2MEehSuEy0kTbifoaKKuAVRnh3EmgQBgDjI/WtQgYXjjFFFUzJADhCB61m6dxqGse0yD/wAdooqWUXbdQ+5j1zT/APloo9QaKKyRfUkKg8dua5h9SuNI8RSX9ts86J2271yOVKnj6MaKK0gRI2PBKgR3gHbYP510MrH5uehFFFarYk5bRhs1zWo1JCCbdj35rXccH60UUmCFgUBxxVK9Gdd0gn+/L/6BRRWbNEamN9wFPSpZhtjYD0zRRWBsTjhfwrL8R/8AIFk9pE4ooojugezMfVvEj63DbRS6Xp9uYESON7ZHUqg6IAXIA5zwOTzXaTcKMUUV1xOVnK+MQG0RmPVZkI/Wr4ObaI9yoJ/KiimxDHGXIoXkKO2aKKhloytFO3SXI/57y/8AoVaECAxl+9FFRLcpbEsQDTc/3Qf1q7GgIH0ooqCkcxdawdJ1e+iOn2F7FLKGMd5D5gDIOCCCCOpyM4PcGtnwxeT6leapfXchkuLh1kkfGMk59On0oorePQye5rysTurldGULr+tRj7ol3Ae+f/r0UVRJsOMKT71Gg+cH1FFFSykU79QNW0U+s7/+g1qAB50B6GiisZ7GsCeQBUYD+6anj5X8KKKze5aMzxJ/yB2/66JXO3OvanqGmwafd3c00Fu7Sr5kjMSzYznJ5xt49Mn1oorWGxE/iP/Z", 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", "info": {"video_id": "166169", "label": "holding helmet next to chair.", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166169", "label": "holding helmet next to chair.", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "166169", "label": "holding helmet next to chair.", "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": "cb90ccd5be8ee1efc2ea658b1b4de80a4790fd3c58f2739200842e414c2236dc"} +{"episode": 66083, "episode_seed": 4051442844, "split": "train", "timestamp": "2025-10-13T03:34:39.045774", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4051442844, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting fish into plastic'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "188743", "label": "putting fish into plastic", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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Ysbtp45GaqUiyf7VKbT7KXJh37wp7H2/OvRPhPqenaaNVe/ZAC0BRc4fgtkr9OM4rzSt7w5Zy3KXLwW5ldCg4Tdtznt+QzWVaKlBplRdme6XHjvw2kjA2jSSfwNAnzMCOm7AA+nSsa/8AiOTHHBpdl9mA27nnILLjqBjj8f0rnNatbqxsrVJYoVIRcbACFODnH4iufS1vrqeJmjMcLjfuPp/nFcsKVNq5tJyTsj1AfE21maNrrTSs8cu1mWUH5SOuCOuQOPTNS6hc/wBrvbXUgeKG4jJUyH5iBkgn65FcJ4Y0Q6jrAW6ZGiiAklRf4hxhT9Sf0NeiasI7tbFIjhg7AkenH/169LA0I+1TPMzPEOnh210PJfihYCz16zljTEU9mrBgOCQ7j+QFcNXvvjjwnD4g0vSZHZoJlt2VJByB85PI981x9h8PbC1mDXM0l0UOSmNqn696itUjGbRthU50YS7pHmVLXoOufD+7vr959GjRjJybbIXn/Z7fhXF6to+oaHfNZanaS2tyoDGORcHB6H3FTGSkro2aaKOav6IyrrNqXbC7zk+2CDVCp7OGS4u4oYmCuzY3McBfUk+gqgPZrPxfcyyObx2McwBZlG3gYxjGOe/4V2+ja9FqW4x6hHLMc+Wkij5W4HK/hmvKYYUijdY2kLBwcEZLZ6dfxq1HOITEXRUZW+REXpk+oPWuKVCL0jobqr3PZb+5ItfM80YOcgnJ+v8AnpXm2tyg30jk5Ulce/Wm6Prc0+oxW08rSK4aJmY42sRnAH1xVa5uopA8bPkxnGMc8GrppxXLImeuqHR3R2Rg5yoOGPp6VYsdSmtnuJkAKO6gn0IBx+lZIfKKM5A59PwqWylMUT4UusoBx2zk817UKdsLzf1uePKoniuX+tjV8UW8WtwSQXMhMSgDjnaWGVYe/WvHNX02TS79oGJeM8xyFcB19a9buJklXfJIER4tjegIrzbX7+S8g2vnZG/yL/dFcDSPRjc57NITQxxTc1JZ6f8ACSKWWLWhFIVOYcjOAcbzkn2xXoNt4ftbzVWlvpo74SWrMiBguGJG4Z6YHB59OTXiPhi5ltjcNHIUBKg4OOxGfy/nXcWOuT28SrLCZl6KEPQHoAfcVw1aEnUc0dFOaUbHo9xoVpLpEkNrYsrIPuKyhnB5wGbhSM5xn+dMi01NA0ea0EpdmZn37dpAPOMeoqtpPiKwmXy/MeF4sho5BjOe5HQ4HGe1O1fUIJVJgbdGW8vOehxSoNxlytBV1jdHHTy+ZqiXJYtu2Dk9gOK9Ngngl8P6PcHa0SK0co7D5D/hXkt9vt2BznbjGO/Wul8Ka7u8P61ZSFT5cJuYw3thSPxzX0MY8+E5uz/C1j5utT5ccn0a/G/MvyOw+06bMDGYNilt3y4BqG213TrLTr280/a8kVu7KufmLBSea5GLdHdyeU7GGSJtm4/dyM4/Os2e9CvEY8JHKBIx6D/az7Zrz5U4XukexGcrWueO3EryyNLIxZ3JZmPcnkmomYhvarusJAmqXS2pzB5reXxj5c8VRPIFSWWY4RLtC9T1+ld1pFzDa3enTXUgiRW3ZMe8YBOcg9ckYxXn0UzRH5T14NdYySeXFAwLKigbAc559fx/WsqkOeyF1TO9TxRp195sf2NF+0xFJDL8xJJyMeo4B6V1lrq/2p49qzwskY3YOUAAOcDqR09PXFeNxW8sTyb0A2cjb1GTz1rZ0rVLyyZTb3EjjzMsrrlcYHGf0/CsJYZJWidCru+p6jNb2kKveRoWkdt0ZZB+6UjlVIAwD6Hnr61x2qTFpJGH3v64zVmDxU2obLN0EYmJwWOMnHGPyrCuJneVEY8hwCfxxXo5ZCTnyS6Hn5lNKHMieG5+zOsiyBCr/OC2M46Yram8UBVRA4TIBG7J49q5GWSOVpGb5Twcnp0pv+ut9jMv7tiVYngDuP6101XyVGjKlFTpxZqaxrtvbTufsMUh8ss7iMfNjnB46dPzryG4meaaSZ8b3Yu2BgZJ9K9B1OQO06Z3B0X8eMH+n5V57MmyVlPOCRXLPc6obCPIpUYUA+1eh/CiNpZdWKSmN1SPbgH5s7gRnoOv+FecH0re8O3VzBBepFIVjby2dc4DFSdv6msK0OeDijWDSldns/8AYsF7qNib67SaJZmSWAMRghTtweoPBH41rReH9PSCa2t7IxSHJUkhx3GBzgdwDkd68v07WJ7YbsedFnIAJ69z9c4rtND8Q2ZEcEnm20vyybXz83t7jviuCVGcFbodcakW7F/TtFGgwTTuW3XKKwjkADxY4wSODz3HB61BpUn2onG5miuWA/FatazqdtNb5t3DmNQWwemfSsvQ76K1kILAs85cfiMV7WWc03ddEz5ziDTDuK6tI6K/121CaVb7o2UwSeajHlfnGPzwaqG/09nZI7bapGC4H6gmuI1u6A1hRC2NsY5FNjnZry3njyEcjemeFbofw71piqUI1LW/pl5dOcsNB7WSX3I9A0zUtKhvS8MimSFjuDnkYrwzx14pl8XeKrnU3UJFxFAg/hjUnbn1JyT+NdNcTmMmRP8AWOTG5HUnOP5V55qFv9lvZoAQQjEAj0rj5FHY9KLb3K4OGwelXoYwr+auMIM4POT2qgeuacJGVSAxAPUUykelXKq6rLONzK/YkknPH4VaMcYizcLbrvXckUk21mQ5/HPGarMGl4BbaowAAOMfSlWJJOVEe9fUZ64xg9qzsVfsWop0tXE0bhvLJ2FQchuCMnHTnvWfqNz9rVruFtvnFZBg/dz1/I1dW1khjeRj8jZwQMAmuW028HltbTMACTsJ6DPUVLRUToILl2skLEnORn8avXFwttp8IGMsqDk4xktWXEdtnCnfJqHVbyIyiNyfLwOF6nHSvo42hg1fsfPtOeMdu5ZvnkjszNMw2+YEYZ6dq5nUpYEzb243jG2R3HJPXj0xW1LL/aFikBQpaqMhM4Ye+f5VkS6ckruyOys3OCBj8K8FNHttnPN6HtTav3lhPb5Zozt/vDkVRzTGdH4TRZFvFaJX+6clsY610azRPJsWRYnC4fGc+nGOnTtXO+GI/wB3OckGQhVwD2rog2Lvbv8AKR/vyHkqM84AHPTrUTTuNbXJzdlW27T13AFj87Z9fxrWsryf+y76NzkpiRQy42kcEYrHa7jKFFS5KgEMJFAViOhH5VBeX7WUEckf+pWQbsnLFW4INRJXRUXqWL7UVntmAAV0XOPqeKzNN1SWzvvKQj9+phbcezdf5U9iFkZsAjYAD14Hf9aw0Z3vAw/hOfxr06U7YW3mzgqQviNfI9FlvRBNuMjME6A9OnNYGuX7XMKWdtGTukyMD5j/ALNRicy6hJAys4yo3A8KQOc1S1pri3v7kWq4BiC5B79wPwNcSbaudbSTOY1CExXByynd6HOD6GqR4PtV+6tZUgWSTGXG7ryO3NZ5BHWhjQgGWA9TXoepaTLpMz287Nu4OSMAjr35rz1RlgO+RXtPjDxJpGu6dH9kWdblFALuMHjr04/Lis5NpqyKSTTucS+4x5hATHynIyCODUpAlRh5qIFGCwQge3HcdKic7ovL+8CMMxPJ+tSiS48mNYp3iRAQViUY55OfWrsZuxPa7obxJC3zo2/gcALzwT/Kp57pTP5kTbo3fehHoelUF3sGV9+0fMCSRiq9rIPsNsegwT9OTXoZav3rfkcOP1ppeZNcXapcMvJBAqRbuL7ErgAneeprPvdn2fzlYiXzAOvG3b/iKhO82kKoMsWLnPTHvWGLk/bOx0YaP7pFq9vGZCFBJPyAjuPSq1t4N1TVor25t7djHbwtK3TlgC20c8nAJwPQ1FfOEjhj/wCWp+fjsP61s+FfEMmi37IF22s7xmXBBJZc4c56Hk59jjpWDZsjgTyBW94YUPJcZRXOFADNjGc81n6vFBDq95HasWtxM3lkrj5c8celXvDhVfPyGOSv3Rn1/KkM6HzYkdI8rHIpOGGTx1H+fapGuBENmTtYbWcsxzxx/KopGeJ4whHmDgknpx2xU5uIoyYozdSAHHmFQFkH8+ucVNhmlpN5MZpY3BVJYiNhH3T1HPU9KrRag8bxOTyOTWbPcvDYySQfKQofJPKkentVd7vzGeU4Xd2HavSyz3ak5+R52ZR9pTjF9y1Ldl9RV92DsPOfpV0zeWIv3hxtBAHTNcsZ907c9EA4PSr8lwytBGdzfuhwOoPaufFVeardHThaShSSLeo6iv2dxEvzSH73dT3xXKX8DxykvgEnBUnkH3rodRt5rM206qFDISpZuvvV3S00+88J6lZXEcMeoPCZftErElih3A99uOnHUE56Vg9NzZWexwlFBopDPVkYK3KknnIboR9KQSymZJVC+VgBSM8+p/CnsZdiZYunYYxknv65pUUI4UMRg/MM9x3z/Ss2MJX/AHXLF9iEDJ6cdPavP42BJH0zXeyrEtrK24IWUnactk4746fX3rzq3mEdykhAKhgSD0NFrlxukdZKTZ6XZb/ldlyQT0rDndr2+CByq9WI9B1P86varfLK0Ub/APLNCcn+InmquniOO2mlmGHmG2P2GRk/0r1cfXUYezjsrI8zB0nzOpLd6mk1wiLsjHyY4J61CsgDVW3Hd8uMU9QcnPWvLppncy2JeuOlZ+pQWIRSYf3znChOM/WrAbFUtCtE8Q+LWs59QltRslaAxpvJdULKvoOhOfb3rqm1GNmRHVmrokDx2IZY2VMkAMOcitOOAhQUUdeNv+NYHhG6mureeKSQuFCkK56ZGePyrpneWJiG4OQCFIFYVJczuaRVlYWO3WbaHGwk4YF8AN/Ss7xFFHFpZSNsqsigEDg1oRqLdGzJ5iAbuTkk5/z+VZniOQ/2UCCcF1PasyluZNpqJiiSKUblAwG9B6Go4pI4CGd/mDZ4Gc1RifdH7imvTjNqPKNwTlzG7aak8l/GqOxCtuZQODzn5j3qfUpPPlLk7ixJY+prNtUltYVcgr5ybvqueP5ZpfM3d+KIye3Qzkru5YRVMZUgFT1B6GqtzpFvOCYmMT/mtSq3FV9TuntrBnjYq+QARXTGK5bsm7voUbfT5ItRjjkKEK2SVbIrpVBGd3zEd8YqhqOl6dZ6JZavpmpXs+b37PvuYRGtwwQM0kXOdqnCnd3I75A15UaEkSKVcfeBH61nzJxshta3GIqBs5BGe3J+uacGijuFUK+0j5ic4PpS7jtTcij/AGh1+lLHHtVVIUqTk5zwakRLLL+4wVVSASzdSTWOhH2eNRxtjAH5VpOjm3ncHeAhb5RnaMfyrnY52m0vzD99XC5HtjH867cFUjByvvY5sTBySt3HXsxiEYAyhGfqf8mq0Vw1xsgWJd7MAG3cAemO/wD9arOroYbHTYmBBeFrjn0dsL+iA/jVW1iAt2lZvmLABe+OpNclaV5ts6aelNWLcyRgnpvHHtTY2A61DvJY9/f1pVyamGu4E7xw3C7ZUDjtnqPxqxpdilqZTDKzb8EoRyMe/frUfhu3sdU8Tppup31xawTNtSaOaKNYz1JYycYxngck4HepdPhlttc1azm89Daz+UEugA6gFh8wXjOPTitJyi1y21BJ7mgkJbLADPU4/rUqxBt3mKQV+9huo7e1K/mRDO4ZC8bTj8PakRArFxJkPlmDH+n+etZsoi1OCOHTrlEcNhCSV5GfTNYSyH+y13H/AJaGtnU5C2lTsMgFMYwOOe9c1FPutXhIGQ24H+dXSm4yJnHmj8yVHQBmZtuTx9KtwXBu7xIkkYBvmZlXkKP/AK1ZTjrV2y8yCLzlOC+VB9QOv86iUk5XLatGyNnWLn7dKHP8I2qB0AHas6MhRUZl3d6QGrTc3dmSXKrIWWwt7jnHlt/eT/Cs2SxaG6WIyI6kjLKeg9xVy+neG0Z0Yq2RyKt694V1Lw7oGkajfmYT6g8jzQvGR9n2hCgY/wB5g+cdunXNVUcU0rFRu0du0e9uXYZOcg4xxninRMX2jgfIWyB0IoornLGygtvhLNsCSfpnFeXdvwoooKiXbmRpHZmPIQN+gq5cjaYEHQRqB+VFFa4j4zOn8BZX/WIvbA4qRzls0UVVPcl7Fa5dkikK9lrAsdUuNF1dNQtNnnxMwXeuR8ylTx9GNFFKtuVA6HwXEjPOhHDBcnvwGxXUoo3lRwOG6d6KKxLJCfKO1MAMVzx61meKo1Gixtj5vMjyfXcGPP5UUUionG2/XHtVhEElxEh+6zAH86KKTLLkkzvMVJ4BwMdhT0Qc8dBRRTp7GLFY9Kydbci3jHUZziiiuufwER3Jdb8VyeILWCOXSdMtWt1SKKS1SRSka5wgBcqBnk4HJ5rqGupLiTzJcO8jYZj1/wA80UVzRLYye4YW8rgKNp4UDjpmrcCiSFJzne0e84OOf8KKKfUh7EUqhrQ5yMKxGCR7VyWl/vIJI2GV3Lx9Riiit6P8SJM/4bLXiK4km1q5VyNsBW3jA6KiAKo/IVTdj5gXPAAH6UUVlW/iS9WFH+FD0X5FhVHmAY4px4Y4ooq6e45FSHXn0ae6jOnadfxTOrmO+g8wKyZwQQQR1ORnB7g1e0PULnVtR1LUL2Tzbm5cSysRjcxyTwOg9hRRWcviL+ydCyhZtoGAetPYmNXdeG29fWiigkg1pFGh3DYy2zdu7/fAx9Oa4qH/AFlFFSzaJM3erHmMCIwcKABRRUomRMijdilPSiiumluZyM7VXItlAP8AFReeJdW1PSYtMvb2ae2tXeVBJIzEs+0HJJ5xt49Mn1oorOr8ZUNj/9k=", 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", 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", "info": {"video_id": "188743", "label": "putting fish into plastic", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "188743", "label": "putting fish into plastic", "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": "3626b8ea6f7f2e1a2874973dd2be30f55d00c5f0dcd42dde6f7ec897bf00d493"} +{"episode": 66084, "episode_seed": 3042733272, "split": "train", "timestamp": "2025-10-13T03:34:40.833455", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3042733272, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 piece of baby toy'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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sLmWUwpCzO+AqIMsfwFd7beBTaaX9o1iZbOBZULKpG7aTg89Bwfeugt5bTTbNzodlb2Vmo/eapfHah9xnlv5UhrUx/C3g64sJPt+q3C2asuAmRvP9B+prtLe2kWRhptsltG337uYbpH+gPP58e1ecX3xI8PaVeb7RrjX9U6C6mOyFP9wen0H41yOveO9d1uUCW+eOLORDbkoo/Lk/iaLhY90uf7L0NTd3khkuTwJJjukY+ijt+Aqray6tq1z5synTtPI4j/5ayf4CvFNI8farpGofaLlYtRPT/SiS4/3X6j9a9Ct/jNoUloWNrPb3p4EchGwn13jt+FA7G54jFlpOkPhBDHzy5+8f5k18x+NtUF9dOqDbGG4Hc1v/ABA8e6lq+qTQ+eBFGduYzwfp7fzrzaeVpWyxJNFhXPpbwz4W1DUJ0uFhKQZ/1knAx7etdmNE0PRp1kud13d/eWELn/x3+pridY+Lvytb6ZBiMfKpzt/Xr+WK4XXfEup6jJia6ZYnHMUXyqfr6/jmgLHs2rePdM0+Ao9xhx0trMh2Hsz/AHV/CvL/ABL8R9VlYJpSrpsXOWhOZWz1y55/LFcqJ8xYqneNuA5pNlJFaSWa7nLyu8kjnlmJLMfcmtQmK1t44sjpke59azbPH2pWbhUBdj7AVmXWoy3d+jJ0LgKKSNEtDQnvGM5Iak82QktnOKypCwv2gGWKjccdq1rZSdMLtwzMTz6UxMgeVJAQflb9Kyb+BSpbAz6g0t9cCN+DWbJctIMEmgzZ2Hw9iaV79UGWJjA/8er3DR/Bd9qFhGZV+zxg53SjnHsK8v8AgvremaCNbu79UaQCEQ7sf7ef6dK7fWfipLfQzRWcR2AYAJKJ+Q5P5imI7nStO0PR5VSFPt14mWduCE9yfurWf4h+IGmWqSJNeNdsODaWDYU+zyn+ma8cuPEepaiPLubpjD2hT5Yx/wABHH51QllLBuaLjsbepfErW57MWGntHploBjZZja7e7P1J+mK4/wAx2l8x3LMTkknJJ9zTX+8elOhgadic7Y16t/Sp6lGh5haLJaq7yilMsSkQqrP2zmmz23ldXXJ7E0wsyvI5Heqd87XZBmkdyF2hmbJAHap5g68spx69qozNwSTQJmTKuyXGc819CeF/D99qMuYYWMZHLnhQPrXz1I2ZhnpmvpLUPirBBGLXTIcAYUFOOPr2/AUyToovC+kaJOranOLibHywIDyfZRyfxq1qnjPT9JtFge5WzVRgW9uBJOR9B8qfia8X1fxZql7dSg3DQo/3liJBb6t1P51lNOWTrRcDq9d+JN9HdudEhFhvTY1wx82dxnOSx6H6VwV1d3F9cPcXU8k0z8tJI5Zj+Jp9225857VHbRCabDHEajc59qT1KRPavgFQcUskgDHnNWysYwVCxoewFVZjAHPycfWgLFZ3zVaVsgj161YcRv8AcfHs3+NV3glIOAD9CKBGXdxJgsODXT/Dawn1C7voreN5GzHwgz/erm7yMqh3MB+tdp8J/F0PhSLWnePfJP5IQYz035/mKYj2WDwSiWS3WrXK26IoyoIz9Cf8K0odc0bQLc/ZFgtIQuDcT5G//dX7z15NrXj/AFXVoWkV/KG7g/eYfTsPwFcuL6WeRpJpXkkbq7sST+JoA9I8TfEiKSKYWFu11MVKi5vei57pEOB9Sa8y1nxFq3iC483VL6a5YfdDt8q/7qjgfgKSaTdGwzWaeOlJ6lIfGdsgOefWtCS7jtUjLt80nT2FZcSl5VHbPJ9qS9gS9uXQyMNo4I7YoGl1JTerJcEdhyaW5LQ4J7jJFUorFbaQMbkvk5bI7VPfXSyKxWmBVnEciEkZB/SsSZQshA6VYN2ysQOlVpG3uTihEHY+fzxVmSUuiMT2rLEnvVuES3OI4xk9fQAepNIoseaNuKcLWe7U+UhKjqx4UfU1NBFawgsxFzIoz3EY/qatLO0yqZ5PkPCxqMKv0FCTlsDajuZ0umTG2eK1cTTSYUlQQAO+D3qncaW+k/8AHwqkxJuRx0bJrfiLwyMCXV1IyF559QaZ4ib+0NEZ7fDMDyB2NQm+prpbRnGpqSLI7so3seT61Fc6xI6eWnC1mPHIshVkYN6YplaWM3IlmkaTBJzxUVFFMg2dCk2C45xnb/Wt+3uDh1HQiua0g4878P61sQy7Xqeo0W0cKac0mc81HBbyz5cYWMdXY4Aq9GsEDBY0E8p53y/dH0Xv+NLyKM+OzubjLIhCf3m4FFzPlorK25C8k+vqTV/U7hobOS5dyzBdo9mPoO3HNYELix04XEpzNPyM9l7Ua9Sla10Xp54rIAJhpO7mqJvWnk3bs4rLubp5jxkZqW0hnS5VJY2VeSc0WYmzRS/khJw2B3Haorm9gkXLRR7vYVWvG2g1ls5Y9aaJY6Zw8uQAB6CuuWchgQa43vXUB8Y6U2SaEz7pNx70nmcdaijWS5YLGuSBknsB6mrkUVtCpZiLhx2Bwg/HvSuUlcri3mum/dIWHc9h9TVqK3S1t2810YSHnaeDjt+dWPMeaMCR1AI+RAMKv4Vzmq6i00y29vzg7VA9admtxxaeqLl3fjzTzimrJ5sbP6ErWClx5+4sD5gPy4PB9q19PdWsWOGX5uQ3rQDY2V9p61Wa6xkZovZduSKyJJiWpE3J7q435FWdEfZ5/PXb/WsokmtHSjjzfw/rT6COijmLQsvbrTVkA6VVilIyB3q9FaohzcuVPXyk5b8fSkMaA8p2RqWY9ABmnrpjZxNIEY/wKNzfj2FXFlILRRAQRDrs6n6t1p+1crKDhC2Pl6g9/wA+KGpWuhpxvZlW90eWyhaaOQSptIYgYIB71kgNGS+CSy4NdlaTLIjQHrj5Qw6+1ctfGax1Axtl7SQ4BPOz2NENXZhN2V1qZtzOAVX061WubgLGQverEhiuF3bQVNZtzF5f3SSv8qfUm5WY5NJRRTA6BXAPJrprezjTR0eQZL4kfPp2FclEC2ckKoGWY9q7i3ZJ9Kh2HcrQgA/hWb2LT1KkJIcEDCBieepHp/Op/kiYrjc35nHas4TSq5XbhSTgZwfXrVsyEWyv8qjoc+mMj9P5V0RnGKRzuEpNkl0We1D7yrIMFFPGM8E/y/Kq8MjxP5hA8raQ6E8Y/wAahWcqnmLhIzzvcfe9eO9ZGq62GUxxdOnFYzk3ojeEEtTO1S5+0Xa7TgBj+Wc0xpI2HKj8qz2cs249c04SGi2gm9Scxw9Qv61WfG446UpkPatrwjolp4h1wafd3j2waGV4yke8u6oWC+w46+1NAUdNODJ+FbenQfartY8nH3mI9BXP2hKlvwrp/DuRdSMcDdFwCeTyOaljRdnRUmwzEhWwqf3R7CpUTcitjYwODjqB2/rTL9vKnWTBJbHA79v8KZbziVtpDDcMEY6fj9cVdOyV2RUTcrIlmW2eF4pU3xkZYZ4GOc1yNw8mo3bN/wAskOAO1dBqcpFjIg+QkYA7/Sueis3hiJmdkU8hehNE5Ju6HTTSsy9c3kaW0a7VLsNrjHB96rafLLJGXmP7tScE/wBKrusMeJJMkH7qk/qajuL0yLsjAVBxgVEb2Lla9xt5c+dK2Pu9qq0UVZDDvXQKwHWreueHtGtPDNvq2l395MGufsubmARrckJud4hnO1ThTuH8Q9wM+PkFmIVV6saTA6b7IkNlCH7kM/uSP6UlvyRkYQjBJ6nP+RVuch7Ukc/KGH86ykmZfkZCAB2PP406dru4ql7KxJf3UVnauC6icjAHU1y8UhiXzkQtcF+H/uitLWYXkvlZVOXjBY9gQSDzTrG2khRhIq+U+M7/AOIewpylfUIxt7pm2lhIzHdkq3XHrWhKRaWyQb9z9z606a/jQnbjaOBisS5unkl3A+9Qi2PvpgW2g9Ko07azkk9TS4VOuGPpVEjKvaccGTn0rS8HaZpOteIYdO1i4mtobg7VmSWONYz1JYycYxnjqTgd6q3li2m65f2AhnjMFw0QjnAEgwxADAEjP0JHpQwNzQ4VmmeUjIjxj6mrAURvsjX5hnOemc9fc1H4fdBHcRhwzgqWA6DrUl6XjuWZF46knp2/+vUrSSuD1g7Fk7FVXcjCjac+v/6qI7oPN5IUqr9Gx0Pb8O341XjZpYZFCjLLxk556/hxmq65ZzgZYY3EHAA9z/hWkp9ERGC3ZejSSRzgkFWwDnmsvxRch8AECQL8xHc1Nea4LeHy1dWk/iYDGa5W8u2uZCzHNZtuUrmqSjGyCOcxxBaX7Rkf41Vop2JJJCpbKjFR0AZOK6nxH4JvfDXh3R9RvBKs98ZPNhMZAtwAhQMf7zK2cdunXOGBjXTFLSFVPDDcfcmu18Pk/wBg2nP8J/maKKU9ghuwCK8uxgCu8j9am1ALHb4CKcHPzDPNFFYo3lscXqd9cSOQz8VkkknmiitImcxKKKKsgKvaRqtzompxahabPPiDBd67h8ylTx9CaKKAI7D5rgKeh5I9cCtTQZpH8QJubO5WB/Kiih7C6nUXfITIzyRUVtAhkPX1oorF7nQtitqAFuWlTmRifmbnHPb0rkry4lkkO5s0UVfUj7I2/wD+PnHYKoH5VWooq0Q9wpQcEHGaKKBHQ+IPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tZ18xREjU/KFH6iiimhM7S2JOnW+ecwrn8qgiRZJI9wzRRWLNoDr9UjQMEUlemea52e6mklfc2cKx/SiiqJMMsdu3PGabRRVkC7j60lFFAGvo2vNoyzxnTdNv4pWVjHfW/mBWXOCCCCOpyM4PcGmzajdapeX+p3kpku7iTfI+MZLE5wB0/DoKKKa3FLYv8AhRibi7yf4B/Oty5P74e60UVlM0gTCNIrbKqOVrm9Su5UXy0IVB0VRgUUUIp7mA7s7ZYk0yiitEZvcKKKKBC9ACOta2oeJ9Y1TR7bS72+mntreV5UEkjMSzBRySecbePTJ9aKKAP/2Q==", "info": {"video_id": "51021", "label": "moving piece of baby toy", "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": "51021", "label": "moving piece of baby toy", "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": "3ac627e8009581dc2f2263e6fdd47c052ffab9cece8d8f28c428621062d075eb"} +{"episode": 66085, "episode_seed": 3161575090, "split": "train", "timestamp": "2025-10-13T03:34:43.487074", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3161575090, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing letter 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "80676", "label": "tearing letter into two pieces", "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": "94792362a763ef6911e21a70fb642e96e714c78c372b7a039ede711208da6cef"} +{"episode": 66086, "episode_seed": 2794295768, "split": "train", "timestamp": "2025-10-13T03:34:47.417753", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2794295768, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing a packet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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h42DXNVeuxzl94+1eLWLq2tYoJY45WRAVOSB759qRfiPrMY/e6YCBwdrMK5GwiuLu6luIkVymXcM+37x/xq1NeXkduPMtp1jADDaAQN3I+b9fr9ac6FOPu8qLp1Zy95yZ1sfxLudsby6VKUkO1SJeCc4xyKmvfF9vf2M1tc6dEPOUowYhtoPcEDr3Fc8RaXVksRZ1UMDlTyfWpobPTnhZGt1ZWPUudw+hryataH/LtW+89ihhXq6upD/ZGmXUIhhLQOOUcPnB9T61l+Ze6RqH2S5BWQfMjD7rj1BrRl0S6sszafK91b942x5ifT1/nViNYtYtVtLzcrxnMb9GQ+n/ANasHJt+9qdkVGC9zbsZepgbFuo8bJj85H8Lf/XroXcJC+4ncVOFHXOKy7jSriKGWFsOjDKsp4yOnFXJfkgeQ9QpP6VLd7XMpRSbaOa0W3haIi52coAAZdhz3xxyaeu3zMWl4yYORG52HP16ZqebTIY2SFBK8jRozFWUYJ6jB69qik0WaS6tRG24TzLBgja4Y+q19HRqRnDnT0PlpxcZWsdjpPgvRrnQItR1l7hZZlMruJtgVe2ePTnPvTT4L8FzcRavOP8Adu0P9K2PG8qWPhOaCPAUhLdcemR/QGvMLOyhuoXaTeCGxuXGAMZ5/WuWkpVouo5W1O2fLSkqcY30O1/4Vt4ekyYdavB9Hjah/hfYuo2a9dn03xK39a4+fSrVM+TdMQBncANo47ntUOqQpaGOW0uZGjcZKhz8nHf071SpybSU/wABudou8PxOlXw9D4X1WSOO9N1I8QO8x7NuT0xk+1X5HttRtTa3eQCcpIPvRt6iuJfVnt5Io3mMhVQpYnNWk1MyAEHmvGrubquV7nv4anGNGMbWNZZ59PuDb3QB4xkfdlU9xWjpiSWImBy0T4MbZ7c1RsL9LmMQzqkg7bxnH0rTEkRUKgCqvVV6VEUr6FVW2tSv4gkaXw/eKRnKY59cijT/ABJqljpNusUKS20QKGPGcAY9Dkd6j1Nmm0+WMj5SPkUD+LPH61gTyXsEIiaLCjPKAblOeTkc9a9jA8vJZ9/8jwcbKUZ+6+h1Vn4x0eG681kvQ0qGJ0kYOiBu4PXA61rNdxGASbgVxndg15/oEX9s69aW0kat+8Du4GDtXk5/LH41sa94n1a21y7hiS2WFJCse5MkgHGc/UGliafPJQitR0a7s51Hfobp1K2P/LaP86lt9Qs3lUNNFjv81c7b3niu6to7iKytGjkGVJbBI+mal+0+LIjl9Jtm+kn/ANeuJ0mnbT70dSrJ6/odlPrdusey2lU7f7r5xXlfjnVXvNUgWKUMtspzg5G5uo/ICtK/8R6zYztBdabbJJtDY354PTmqWuWa3n2HUkQQi6g5I6Bxz+eD+lbUqfI7yWjJnV5laD1RyP2mK4yrfK/vXXaNeSSWcbN1AwWJ64rnLqxSAM7EZ4yxGATU2kTiFWGwYzuA9PwqK9JON0dVDES5kpHo7nbkA+1cnevfXV15aK7JGWKhOOp/+tXRXEu0E56Vys1vdzzMVVmGR0OOD0/nU5dy87bOPMk+SNia2v7+313Tn3SebHOgTzM/3gCPcV71a6lBMGj3KWGQyE8/l6V85faZ7W/iMjPmCVX2k5wQc11Pj+W7Sez1KyldIgpzJExBG7BBOOxrtxV51InHhLRhI9OufCGhXMpliiktZD1a3kK/p0qtJ4K3tui1u8X2ZVavJ9D+Ies2TlLu/MsYA2+au78CetdPH8XJUGD9jI/3GFL22Jg7Xv8AiaKhQnrZL8Dp38CFomifW5jG3UeStc9rfge0soX+y3Mz3BGd7kAfTAqnf/F5haloLW2afoArNg/WsG28fa3ruqJbNFCkZDF/LTkAD1NRWqYirCzen3GlGnRo1FKO5zuow3VvK0e4ZHUHrWfbXdxFMRI5O48e1WdXu2TXbtcllON2T3wM1BLEJFyOuODXNKPJa56kKnPs9Udh4cu2lS4yem3+tR6vdPFcttUHo2SM84xWPoupvp1jeM0RllJREA6E4brT7PWHmDG5kYSrJnMaDgEdOfxrTC0ZKp7RLQ4cdVjKPJJ6llb3zUdZYImYrgMF2lT68V614bmjuvDdiP4HtlU/lg/1rya4nhnhU+dI0ijaAyAcfUV0vgTX1ijbSZ5ArqS9uSfvA9V+uefxrsx0W6MZJbHn4KSVVxfUwp7e60jV5rJpntyr7WYHGV7H3GKsqb8IkL6hEYCuOMZC4wMV6He2+m6sgW+to5SBgMeGX6Ec1zN94P06KTz7KadXQEqjkMp9umcVlUx0J03fSXodFLBzhUXWN+5xc095p8oiZJJYv4ZFXP4HFPtdYfzSrlkIP3WGDV5rpRHs5Vl4Yd80gjgmTMsauP8AaFeU5Lqj3kmtjSsNZIcBm+X1rci1UHa3O1hwT3rlLWxsFlUlHKjnZuO0/WteRY7lf3bEe3pUp9hNLdmpLOkykqfl9PSszUJNtjPjk7DxT7cOhMjdehPY1T1J/wDR5E7sMU7+9EyqL3XYwXtLuedmI8xgcZLDJxW34WS4HibT45g6ruMgD9wEbBH51giwu5ZiVUMSSPvjJI61d0LUDZ69p0srnYsvlncfuhgR/Wvor/uZKPb9D5fltVjzLqd18RS/9hWuPu/aBu/75OK4m3XSWtrUSzMkxYecQzDAyfw6Y/SvT9W09Nb0aaxZgjnDRsf4WHT/AA/GvMZdNu9HkePUtNkMbEZfBK8dww4rDA1Izpcl9UzqxcJRq81tGSCwimlhMOqyygEByvzFc5Of0HWqmq2QS2l26p5ny7lhIyzdf8P88U+y1S2jmmitYxFvGWDNncB6fTNW5tQLL1Gcde9YV8XKlUcbbeh24fBRrU1O+5x1vYag85aa3kwrDGV+8K1bWxvvPlQw7U8w7GY9q1Y5wR14qUTqhBNeZOs5dD1YUuW2ty/Z6S8duAG+Y9SOtaEMTIreYmG4z6GsuS8dYVljfA6Yq7Z3rXUTbhgr+tQmVUTsGoXgtIo5tpIVwcCuVfUWbc7QxEsSSQMNk98itnV7nbEMjcM9PwIrCN4dmwxQMoI4Kda9nAQXs+a2p89j5fvbX6HZfDS2N7qV/eSbd8USRqcY+8Sfz+UCuW1qUvrF8xP/AC8y49vnNdf8MbiIy6pCQEy0UoUHooyMVw19uN9clwQxmkJB6j5jWtNXxE/kYzdqEfmd7pd9Lb2VmodAq28eQyqTyo9WH8q2Li7ubizSSxt0dmk2nzpMBV7t8uc844FUNHjtJdKs5GlODAgO2YqOBjpmtOW5TaQrr+BFeXVXvs9Gm/dRxPjC0MtpDqUhaOfKwSRDlOhPytxnvThbLqHw9RSfmgXcpHYq3+GapeN7hZNRtLdJ9wih3OitkKxP88VoeHpFPgy9DnCoJQfptrr1VCL8znjZ15LyOF8RSD7JBtPy7jmo7ZiqKc8lQauSxtLbqQMggHO0Hn6GqCnZceSSc7N2T1zmtZR91o3jUu7o6TxNd3ThYonKQ7dzlerH0z+tZ9rfh7ODdbRyYQDc5JPHHr7VoXii4hKljuzkccH2qhp5ZNNjjV4x8xQ5+9ncePepwbj7KyWqObGqXtLt6MhnkWa4DrCkeByFzg10Ok+JYY7RdP1EgJGNscjDKlP7rfTsawr+YkK+FUAfdzzyfSqUkcpyDH+orepCNSNpHPSlOnK6OtPh7R72MuhVyckSQHb+gyKqP4Msj926uAPcA/0rkxFPE+USVWzjKnFTpqGpqMC6uwP98muV0qq+GZ2KrTfxQOlXwfpyffknk+rYH6Cmz3enaBYtHF5BnI5WIcu3vySB9TXLzT3kw/ezXEg77nJFVxCSOUP5UKjJ/HK4/bRj8EbFdpXlneV8s8hJbHcmr1hKHyhI+WkFpvQ7QVP05pnhzTP7T8TtptzfzWmUlaNo49xd1QsF9AOCcn0961r0+aIsNW5JG7YInk3SEAlgNuRwDzzVfT7ZUvrpXh8zlSADjrVTw3dzXEMzSSk5VT83bg1ZvXaNw8ZKsy7SR1Irnw1Tkk4Se5ti6ftPfiaGLcwNiF/OzwB0Hf8AlVCWISYaPcpzlSPX2oXVLQWjpcQO04jKRvG+35uzN64/WsxdTuYV2xysqj9K9TntGz1R5Psm5XWjOgtfEuuWJCfaEuEHacc/n1roE+IGniAC50+7jlxzsYOD9ORXBPrlyyYZlJ7naM1Va/nkbcZCepJIFcVXD0ZbI7KVatHRs0tb8RwXF48lnaOqk5zIcH8hVvT9XSdAQee4PaubmvXlGGVPrtFQJcSRncgAbsRXPUw0bWidtLFTT97Y9AhvAJMk4BqcTvDNuTgE5Fcxpd89zCRIo3D0q3qdzPbaWWidlfcACDXBKm4y5T01UjKHMjrjMZADnaeOM1xWt6hdT3LySkrFG22OMH0PU1pamUttBg1LTta1CZWufsubiJY1nITczxDrtU4U7vUe4FbWLczW5cZyEzj+tduFSp1Pf67HmYuTqU7w6bj473czM1rA2Tkkqcn8ajunWfLRxCNf7qngVZWcpbwuGjZAofAzkgDv/LNMubnfKNojUHCAKfavXpuOqeh4lRS3Wp2nhzxnBcWsVrfTLFexgLuc4Eo7EH19RXVx6mGXrkH8jXi8mnSXAP7rJHYEUtnPqukSLLaXNxCQMhG+ZMe4PFebWwNm3Bno0ccmkpo9P1WwtNQjkLW8SyHkSCMAg/WvPb60ubZnVG3D3qabx14jKmMwWjt0LeUQfyziuV1PUdXvXMk8sgD9VjXao9sCuWOGqX947li4RVomqNQMEgildQ+M4zVlbsyYO7I6VxXlSxPueN8n+8KsWc8kd5HgkITgg1csKrXTNIYx83LJHd215szHKAVIrVsJokjmIbK4GP1rk/D32fUvFA07UL+5tYJn2JLHLFGsfcljJxjGeByTgVd083Nvqmq2U32j/R5jEEuMB1AJHzY4zwM449K5/YtK5tOunePURtZN1qBVlEdsysFLDLNxwastPbywvGbkANj7tvjp71m3lsI9UtvkxH5mBt7girohtQ33ZAoGSWBBzXu0o04xThsfO1pVJSaluWPD2qtoupx3hUvCcxzIP4kPX8R1/Cu11XQtN1xE1G0BmEpGZrd8cepBBBPscGvM2uUA2jgD1FLb6pNZS+baXM1u/wDeicrn6+tFajzS54OzJpVeWPJNXR1tx4HnQ/uroEeksJB/TNVP+EMvt2PtMGPZXP8ASq0PxA1yFcNdxzD/AKbQAn8xinP8RNZYcfZAfUQn/Gud/WttDdfVnrZl+HwUI3QzPNLvbBEShAPfJyT+VP8AE95a6Po/9jWhUTSYEiIc+WnU59z/AI1zd14r1m9UrJfzKh6rCBGP05/WskSKT97JJycn+dEKVSUk6j26DlVpxTVNbl2C6XyghPIzWZdOov0lUkKvyMT70mqPJDp7NGQPmHI61Y8QeGdT0Hw/pV9eSXCzX5k82BkOLfAQoGP94hs47dOoNbu0ZaoISfJob0zsrBQeM1jXw8q6yp7bgPeiiuDA/GdWNXuFnxHIsV0bdIowCfN8zBL8j7uSfujsK555GB4Joor0Znn0thhlk/vt+dNM0n98/nRRWRqKJ5cffb86es0o6SN+dFFUlqJ7FhJZGAy7fnVGPVLnRtaOoWrKZ4S23zBuHzKVOR9GNFFaVV7qIp/EzV8HAZnQgEExrz6c1p6koWQAdMGiivIn/FZ6kfgRiyKMk1XJIBwTRRWgkQhiRgnilRihBU4JBB9xRRRF6g0XNKtYb66lE65Ece4Acc0ahEsN5hScMA3PrRRUTb5zeMV7O9iTS5HkumZ2LHgc+laGsnGmsO29aKKxqfxEaw/hP5kGseJn1yG3il0rTrYwIscT2yOpRFzhAC5UDnJwOTzWyyBgc5PAGKKKupuc8NjCSeS3ufOjbDofl/w+lP1KffJGgijj2A/MgwWyc8/yoor2fsnjW94zfOlXlXYEdMGkNxLLy7s31NFFZM1shnmOCSGOfXNamgu0l+d7FgqEgE8A0UVhX/hyOnDfxY+ptSwxyxyLIoYDI5rA1Sxhs/Kkh3Ak9zmiiuHDN89j1cYlyX6iprR0m9u0OnafexTSKxjvIN4VlGQQQQR1ORnB7g1paNe3Gp39/e3chkuLiRZJHxjLHPYdPpRRTl8JzfbZbvhggjgpICpHUc1RF5NIjOzAsGGOOnXgUUV6mD1pHmYv+KVZriVJmIbnpkjtULX8+MEqRx1UUUVrJGURpvZeuE9fuCmfbJR2TPTO0UUVmWJ9rlznCf8AfNKt0+fup/3zRRTjuBHqFzIbEr8uNy9BUN14k1bU9Ot9MvLyae2tpHlQSSMxLPjOSTzjbx6ZPrRRTqbip7H/2Q==", 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", 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", "info": {"video_id": "177787", "label": "closing a packet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "177787", "label": "closing a packet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "177787", "label": "closing a packet", "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": "27baad1d233aea8fcf07d6ac4988b8e3c6aa02de68e725a65288b068dd2cd389"} +{"episode": 66087, "episode_seed": 1073796460, "split": "train", "timestamp": "2025-10-13T03:34:48.366867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1073796460, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting food keeper up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "188865", "label": "lifting food keeper up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "188865", "label": "lifting food keeper up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "188865", "label": "lifting food keeper up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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0+yt7S2WGCMLGB0FR3lstq/mW8UavL989M46fzq1G20Uy+YFE/GuQ9Iw717kQSMXQDHQKa5iVWA6V02oyAQ49TWPJtOeKymawRksSDVyx1Ke0k3QyMjDuD/nNNlVSTxUQXAyBgU4TcdUKpTU1aR09v4lb/ltY2krf3tpQ/oavJ4juHGLezt4Sf4gpY/rXHwnmte1kGAK6frc0rHGstpN3Z0EUssr+bPI0kh7t2+lW0IxWbbv8tXo2wMVzyk5O7PQhCNNcsdi3Htq0mBVOM5qdJOopCZxckmSaay/JxUbnc3BqRn4GOlVUMqSMm7gDHkdaypbLrg49K6aSIFScZzVOSzyeBUJ2LlG5m6dqdzppVJk82EHKkEgr9CORXa2Hi6BowGv5lHpNCH/UGuWNjnqtMayjUZ28120sU4qx5uIwCqO60OyuPGtjbxMRLLcP2VI/LB/E81554i8SXutTgzNshQ/JCn3V9/c+9S3EPynFYs8Zya0qYpzVjOhl8KT5t2Qh93WrltGC4OKoqMNitjwvp0es+If7Pn1CW0Vo5GjMce4s6oWC+gHB5Pp71zayZ3tqKOk0YLFFKRwTtz+tXwdzE1znha6lnhuPNkZuEIz2zmugjOM+/SpnoghrK5Xu48g1h3NuGycc10LfOcGqU9uGJwKyTNmjntk9rOssDkMpyCDXR6T4tFsdsxmt37tCRg/VDx+VZ0lmfQ1VltBk5FdNKu4HFiMNGrudu3jW0CZe/dvYW2D/ADrm9Y8cNcgw2KupPBlkOW/AdBXNXUAUcCqKJiSup4uTVkcVPLoRld6m3p5LSb2OSeSTXX6ecKK4+wOCK2by6lt9LMkEjJIGUbhXHJ3Z6cfdR1atxk02aXrWHqm220GDUtP1nUJla5+zZuIljWchNzPEBztU4U7vUe4GrKS3NFrCb5miOZMoaxLqIMSDW7I/HHSqc8Ksp45Nc9zotoc1LbEEkHpWjpfiC60x1Dlio43KeQP606a05OBVGW1ODwa3p1XHY5q1GNRWkdvB43t2j+e6X/gQIqhfeMIZAVhcyMfTgVxE8O3tUUOQ9df1uTRwLLqalc6eG5e5l8yQ8muisZPlArkbJsEV02nue5rklK+p6UIqKsjcRuMVDfyDan41hadci98Xvpl5qd1aW8kmyOSKWNFj7ksX4xjPHUnAptvNdrqWp2d3Jct9mmMarcY3rgkc44zwM44pcr3BSTdgv23lR+NZz8Gr83MpzzxxVNgGPPasJPU6YrQqMO9RydcDpU8h5IAqq+aQD4yARzz3rQt5MEYNZSn5qtQtgimCZ0ls/A5rQifnjqKxLaTGK1YTnBBplXNKNsDJ6mpd/GTWD4guZ7TRjNbytHIHUbl64Jqjrdr4g0LRNMvbq+u1mvDJ5kRTAhAClATj7xDZx2/OqjByVzGVRRdmUwTu/A1Y6oue4oop1Nx09hRy2KWQDOKKKyZoQyDHTvVVxRRTiSyjcCse6UZNFFaGRn4+enWOp3GjawuoWuzz4i23euR8ylTx9GNFFaQIqbG34W+VLlR0AQfzrpI2J/KiilU2CluL2JpmPlJ70UVgbldwCDxVGbnNFFUiWZl2owaySPmoorVGTNOyPIrS1Fj/AGSf99aKKa3B7C6v4lfXIbeKXS9OtjAixxvbI6lEXOEALkAc5OByea6UsePcUUVU9iKe4rHKjNRPycUUVys6iCXrVC4GKKKaBmXcgc1THDjFFFaIyZp2h5FdJp7HIoopgjHudZbS9Yv4zYWF7FLKGMd3DvAZRwQQQR1ORnB7g1Ppd7cajeX97dSeZcXDiSRsYyxz27UUVo/hMo/EWixaRs1BJ0Joorje52rYrsPlz3qs3OaKKBEGeasRHmiimiTTtWbA5ratWJFFFUUiv4nJ/sFvaVP51y93rupX+nQafdXc00EDtIvmSMxJbGc5PONvHpk+tFFa09jnq/Ef/9k=", 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"info": {"video_id": "188865", "label": "lifting food keeper up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ec3eaddf454e3887d165fa80c2df6072b3269c030738a6fa7a617a531cf4b15d"} +{"episode": 66088, "episode_seed": 2291829477, "split": "train", "timestamp": "2025-10-13T03:34:49.788978", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2291829477, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking mouse so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "57934", "label": "poking mouse so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "57934", "label": "poking mouse so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "57934", "label": "poking mouse so lightly that it doesn't or almost doesn't move", "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": "84bb7cbfef440aa9743a27fc07b4877447ef3adaf544926d5ace6128c46774c1"} +{"episode": 66089, "episode_seed": 3911704221, "split": "train", "timestamp": "2025-10-13T03:34:50.818809", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3911704221, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming photo'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "15198", "label": "turning the camera right while filming photo", "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": "15198", "label": "turning the camera right while filming photo", "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": "c2ca4e56dab9629d88002499a85020689a4021b63b5a20bcef68925c5820f6bb"} +{"episode": 66090, "episode_seed": 3418080720, "split": "train", "timestamp": "2025-10-13T03:34:53.940595", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3418080720, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour beans out of can, but can is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "89411", "label": "pretending to pour beans out of can, but can is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "89411", "label": "pretending to pour beans out of can, but can is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "89411", "label": "pretending to pour beans out of can, but can is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7e20176ab4391c3ab5f58d902f19474421c68689ca4693ef1cb4c28caa56718f"} +{"episode": 66091, "episode_seed": 3795008600, "split": "train", "timestamp": "2025-10-13T03:34:57.201429", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3795008600, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 piece of paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220036", "label": "tearing piece of paper into two pieces", "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": "220036", "label": "tearing piece of paper into two pieces", "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": "ccb636210aae4aa5a33aedd1fea075b5ebb0af22266db161a394fd0b015d810b"} +{"episode": 66092, "episode_seed": 2505850526, "split": "train", "timestamp": "2025-10-13T03:34:59.647129", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2505850526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water in front of rose bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219253", "label": "dropping water in front of rose bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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WLZXnnTkehzW1qWmjXNPt8TmIjDg7c54rKvNNg8PaLdXHmtLcOvlqxGAN3HA/Glrcvn9zlOD1OV5L7gnawZgM+1cbqMpWNQWLPDIVAPYE/wD1q6m+b/SImyf7vt3rmtQ+e7nic7VkTcD7/wCQamQii9yAhV3ZY85JxnnHH61XjvXJ2uOeqn0omETpgcDgc1VWMyEhR9OaSJZ3NnO4U5zjv9K0RcbstnAHUd6561uCcfMCCc8VbSQxt0bGK0uQh9zDNc61bzbWWGEZz2r0jwpfkacYs/dJGK87WYgDn5q6Dw3f7bp4s8sgI/Cpjoy3qjrL+52LId3FeTxaiL4PcDoznHPuRXbeI9QNtpl1IW+7GzZ+gNeSeHrzdp8aHrgfzqpybCJrSLhJUPALY9Otc87GKPYwHmox5z0rbuJP9aM84B/Ksi+US3bKoVN2D9c96yZdyjIdwPHQVEAhUjd8wHTFSZZWIPUcEVBIJGkOB14GKSIOl8IFo57org52kjp613VrMnl4UnrgYrznw47ReeQcNlRz2612dtcbVDEZ+laxehD3OhjuSwIIx3qOOKBLlrkA+YwxuJqpHIJcldwJxUhdvuhdx7Ck2XE7zwxegJLDu4Ugj8RVrWtRW3sbicsMIjE/gK4vQNSEWqeXuOyRCBkY5H1p/j7UGt/C2oMpwxhZR9Tx/WrT0A5izvDPZxysdxYZb6kVUmCvF5R5VmZD+Oax9Cvh5Cxk5Ax/hWhJKf3ns278iKyZZh3W+JhHIMFCRjPSq7LvBwec5FXrkJHeSpIAVOSPxrNVwcgE8dxWZLI2uNqsjbeDwRWxoyqbLLXCmZfl2nPPuDWMkMcm4gkAc/WrdkSIFYHgNz+NaRepDOwsBIsQbHB75rVt5mdAXAx0yRXO6TeyqDGWyG5GT3962vtUaou4bG6HHIPuK0uJF0tg4BB6UtvcTR6labEJYSgYBzuHfH+e1ZzTHIbJCtx+NXdPuDFfCROWSN9ufXaam5odTquprFpctwGBCRlvyGa8V0LUWZcucs/zN9c5rqdd8aW11or6fDbuly/yzMcbQvfH1rzmwuPLl+Ugrk4I7027gtDtJ3LNMB3HH5f/AFqyr3b9t3SDKON/PXpVtJt6MVOThSKztSkB8sngqMGoYMohgshVWPB4OKfatsuSA2SxqruUOWUjcQKrsXN1EYztbJ5zjFJEtXPRdPmj2RENtIHOOldDbXBZAMY6kVx9oENpG8cwdm5ZehHtW/F5sUanGOnT0rW+hCNlZiFwTnHAqaKYK6jAx7CqKyfL+8PPXikLkj5WXd1AboaRqj0jw9frLpEe5slMr+RrlviLraW1vZW27/XTcj2Az/Mil8MXMsFnJ5n+rklbYfcAZrz74naizeIrCPJ2xxOce7Ef0FVfQXUuXEuQrDnD5rF1IKYw2471cgADrnn/ABp1td/aLNQTz8p5/CmXo32s2eoCt+I4rNjMN9ythwR3ANQTsqMCmdx5OKlup2cR8fd+UEf59qieX5gCAR3qUSze8mSOIHnoCMdCDV+B2VRvYkEdKx7K5k8pRvQFe7Hg+1XHvV3/ACx7eM8HgGrZKNAyI3U4BJyKt6WZhqivFJu8tWZsjHy+n8hWGZ1juFDMCX5Az1qcXyWtvcvLKIvMiKKx6ZyDjPbpU3NEje8ZzsPDtwzDaHQp19eK8q0m5MQVc8AYq/rniXUb+BIr2cNDD9xVUDcfU+prn7WXBB6Zqm7i2Oy8wSEvntj+dUL5trRODzjGRTreXfFknqmfyqrdyblOO3aoKuVGY+aWPIxmkSYLNknimMTySxwOOvWpPD2mxa74jOnT38tqrxyNGY495d1QsF9AODyfT3oSJZraPP5bTkAsp2nB/Guxt7q3uIELAJnAbnuK8x0G/YeY0z53bcAn612dhflFO0gE+tUtCHudVuEeBuUgDgqe1MWcl9vTBPJrFW63nIx07dBUJ1WV9ajthH8vGT6jHJpSZcTrrC9itlvLqVN4WIAewLDP8qyPHHiLTb/SEsrGfzmcbpCAQFA7HPfNV9Rmlj0+T7NKUZlw4IyrexH9e1ecX16ZUKKhjJPzj+n0oTY9DQ0m58srz2HOa6gSlo2xyQcfpXC2shUgj0rqYboNas2eoFJoLkepS5lD9CFwRWaXUMxQnJPpVi6lyeucHgmsnUJ3isy0TEHd1B60khMtRTSI/wAvFQtfGC3JBJB6D1q3q9jZW3h6DVNM1a+mV7k2ubmFY1uCE3O8Q67VOFO71HuBkTQtNEFQFnyMAVVrEs6HSdQMsSuWwRwee9b9vctIQFzj1zxXK6bD9mttrctnmte2nZQoHHPOKq4kaOoJeP5AhfbGGw3+NalzIr2bKw6jOc4J/HtVBZBJgA9u3fFFxK3lR/MCGODzUml9DhNWuZ1klt3bcM/f7sPeqdqxBWr+vIBclsYzWSj4xVCuddZXWbTJPITFVrqTcDzke9Zlrct5ZTdxg5FTmYOp568VLEIz4VmGCc5zTBMDKg2g7u56rUvhy1sdV8Tppmp3txa28zbEljlijWM9SWMnGMZ4HJOB3qu8MlhrWoWconX7NM0YS4AEi4J+9jgHgZwcelO3UTOltnZYkOeCuBj1FdNp17IYVDOmU/vngj0rzqbUWhVFU5P9K6CwvgYQ+eGGaaZKOzN4hfCqVH14FMjuF8x4gwZ164OcVj2ztIASQDkY5pthbNbajNM0u/eMj270nuao6C48TSaLbW32cxyyx7y8D5GQTkH/AOuK838Sa3Lq2qGe4I89juYKMBRjgCt3xQxuLXeCRIh3Bx1zXAMxafcxJJ6k0Bc6zSLsmJlB5Cgj8DWleShQ4Dfe7eoNcrptwElHOOCDWrcXQkY45HFDFcqyM+7aAOvTHpULjcQQwqtqU7xQsUYqdw+YdTVvX/Deq+HdA0m/vJZ1mvjIZYTGQIAAhQMf7zK2cdunUHCSESW0jFetXEYk8miimSimrM/iBQztjrjPoK27uQvZSBsELwB9aKKlGh5/c5DumSVViFBPSiDqKKKsRuWcjfZ+v8NMnYkH6UUUmNFRiSrZ7VSs9UudG1ldQtNnnwlgu9cj5lKnj6MaKKEIr2vyggHpgCuxt5XEKHPJUZooqXuTLc27PiPIA7frmrXDTKSBnOM496KKBoL1y0LZ9K871EAXcmPWiiqQEcZIxWxDM/2cLnjAoooYx0jEqVPQ1laiSLU+m4cUUUkIm1zxU+vwW0Uuk6Zam3RI4pLVJFKRqDhAC5ULzk4HJ5qKOV1uYkU4DdaKKpks14nYysO1XlY7VOeg4oopAjStWO00t252j/fNFFIo5jWFDgk9RzXPKeKKKoCzC7Kcg84q2jE4ooqQIoNdbSbq6jbTtOvoZnDmO9g8wKyZ2kEEEdTkZwe4NR/2hc6rqN3f3kpkubmTzZXxjLH2HT6UUVT2E9iS7UDYe/SuigHlwxovQAUUUiWatlIzSZJ5xWjGMuvbLdR9KKKGWjN1I/uJQem6uDl4mP1oopoB8DEOMGtEOcqOxUfyoopMGVdRJNmTnncKhvfEWq6lpdtpl5ezz21tK8qCSVmJZsdSTzjbx6ZPrRRTQH//2Q==", "info": {"video_id": "219253", "label": "dropping water in front of rose bottle", "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": "ae7291413dc812342ee8834d26509bec5d03018542e8d81a20f96e73138e699b"} +{"episode": 66093, "episode_seed": 435534784, "split": "train", "timestamp": "2025-10-13T03:35:02.486120", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 435534784, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a keyboard next to a monitor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "214330", "label": "showing a keyboard next to a monitor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "214330", "label": "showing a keyboard next to a monitor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "214330", "label": "showing a keyboard next to a monitor", "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": "e86bb7d15b82bbfd2c6a59b6557b9a4e486c169a1614444b93fcbcadaf64f916"} +{"episode": 66094, "episode_seed": 2600999949, "split": "train", "timestamp": "2025-10-13T03:35:04.795375", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2600999949, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting toy helicopter up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "94048", "label": "lifting toy helicopter up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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yziguYfMZQGZcj0GcE1zVfgZ0QVmfT+jw293pQhZFkgkXkHkGs46C2jXckkYLwuNqvjlR6GotN87w5q9to6s01jchfs0rHleORXWf2nbLdLZNIonY7VQ9TXxVDFV8PUTTvHp6HdNJ7FPSpU06xnuLg7ImYBM9WwKtWOsW9+kjA7GQ8qx7etcn4v1mOW7itoZAxgyHUdmz/wDWrlL/AFq5iglkWQhnQxsR3Brt+rPF3qPRs7aeA5sM63q/uNPxV4+uGmkt9OcRwqdocD5m9/avMdWll1BmkuGaRic7m5Oaszzu7lmXjtUcjJIMDIAHpX0eFwNOhFWR4U6rehzU1pwTgisya3zxXVTxHbnGRWNOgw5xgniu5oyufW9hA+0QwoIowM4TgEf4+xrZgt1j5Ygt3AqK3IaMCH7q9VHGR7VYiVuCRtA6A9awik1ctzexNRRRVAFFFFABRRRQAUHpRRQB5L8YkKXOisqjOJVVjztPyVxllp8kzDzmK9+Tk5/z3r0P4qgGfRgNokPnBC3TPyVxFtFcTz/Z4YHeXAD+YMBD6gjpWUleQ/acqsjZsE8mTai5J4LH+X/1q9N0GV47KGOYEcYQnuK4y2UaZHCLjbLcspw5GBge+K7eygN1pVv5iNHLGuB2/wAiuPE05OUZQ3Wq/wAjSMrx9416huJxCmT1PSiQS7xsHy8Z5rH1+4kgePAO3B5rStXnyNJNPYdGlzzUe5bivmE/lMQd+Sp96qyXEM9wYTJtmJ+6e/0NYH27zJlJDlV5O3r+FS2zP5jzgBk6BWGSfrU4dPrqdGJo+yaRqzaZvBZhkD0rAvdJ3bmAIJ4robHUrRlKNNIkn9yRshfYHv8AjWhPBEbZpJVBKru9/WvSVrHA2ePa5pjQ20rAHav7vp6jn+grxe2Ur8kSEAdeOfp7V9Ka9bkR/Y1RWfaGfdyCW5PFfPkAWLJUhFOf3hGefSpluSnYt2liwG+UjDDpXfeB777BqyOFIhddj8cgdj+Fcjo0E15Ovlxfuc4dnOQT6ivR/Az6eus/Ztm5J4Wj8w8/Men5gHk1yY6C+ryurmlGbc7nqsEweJWRsqRkEHrVeayCz/aoBiT+JR/F/wDXrL0u0utJsruNy8pRgY++R7VNLqV2mjXFzJGY5EbABU8DHWvnKEqkJrld9dDrcddCvqXiLcsZh2O0TZOTWfrOui7s4wuUt3ALnHGfQ+1ckb4sM5681Qnu/MRo1kctnAjxxz3zXuRpqtVVSa1R6GNwUKGHUovU3JLX7Qu6JlkVuhBrJvtK2JtIO5v0qezuVtAkUj/ZmPWRRlAe+V7/AIV0MflXbKI5EmRhnPXj1r14JJaHz0jzO/0t1VjgnbwBjvXn/iS2Ed7HG+fk3DAH3jxXu2r2EETDA+VFaZ/ovT9T+leReMIRJewuybQ27ju3SiewQfvHN26s+FiQD6VsWkSxOPMGSRjb1qkkgRVbO0EcbeTn3rdsrVHhWe6VoweNvdvoOtY8l1qac+uh6x4N8VWl3pttaaqP3loQYZjzjHTJ9RXWJqnht78XIkja437g4BPzV4dZ/ab3CWqlIc4Ix0wP4j/T9K21v00oFIgZJj989h7V4lTJaTm5RbVzp+sO2pveNZrNdeF1YE4kQCUdicnJ+tYk0D3cAbGY+2O9UdX1LesfIWcjdl+g79KqNrl2kUSPOYySGxtztX3r0qGFjTS8jeOOrKi6SejLkenrOW8t1JBwVz09qR9EYnGCoxk5rNhuXe+89maQJ/y0ViPy9eK6vTrwXURxcQuOiqRh/csP8K9CLueYzkbvTZASyk4HAFc9f2skSMST8v8AM9K9WfT47iDzCNgPPHQ+9cdrcEa2xBUs8wMm32JwOfpikxXPqKKJLYbUBZj61MuTyaXAJzjmlrBKxqFFFFMAooooAKKKKACjNB6V5Rfaxq0/jrUNMXXLu0gV3EKxqG5CbgvTgcHk0AanxNggkl0me4kKJEZTx3zt/wAK5eK/mlfyLaF0AO1tp/edODgdskdKgsLy/wDEqMupXs05hKtEXwdhOc9u9dhpFhBZFSoLShQmWJJA9B6CsJP3gLGg6Ncx3ImvHZkA4WR/M3HAx+XPPvXZhSVBU4I7Csy0BOCfyrXjGFFHKpaDuV5JZEcAttGM8jrWRq374h2lAZVICEZBFdAyK4wwzVGTTkNysmDgdAOme1Q6Ek97o0hUUXc5ttKKkeUrRknDhjnAPp61Nd+XbwKEwinC7yOg9a3Li3XKuxYeXlt2eQO5+tUbjTlvWhMZDEAuwH3evA+tbQQ6tRz1ZWsdPSaa3EiktzO5Y5Kxn7q/U9a3LgbljibAMjbm+g5P9BSWkDwKzygedM26THQdgBXNeP8AUbux8NXN7YTvDOkscSPGcHGfm/z7VsYMqalItzrrOCWCZJ3LjbgdPftXgtjBDZRN9qcNvP8Aqxznmu41S+uotIXU7HXtSlJmNsWnjVFnwuWaPvtBwCD6j6Dm7XRmmumcsuyTrlcntxg9uM1EnqSyexnvJ38uzVothw0YjBK8jH5jvXovhjTVsYEkmiQXLffKjtnI9vTp3rG0m3gs4I4oF+6ANx6/ia6uxGCM9e9J6rUSdjfa/u7eHc4jcAfewef/AK/tWdea9dS6dLGYolMyFQy84B4OeeDWra/6vGQwxgqRwaz9U8NedbvLZqwyMFB1x3x615/9nU+bmSN1W7nnTWhZzHJKVIGfMj5B/wB4f1p9pYFZHadQBGMIp/i9+O3NdDZ6YLSFlJVpHPznbjOOi89h1NNh07zZPKV925mfc3UKPvN9O2K9GCsy6teU4JN6IwBEbu+S3QhVDhTuGflHLMc9gK3tBsUgtWmRW2XDnZuPPlg8E/Xis2y0u4MjhUZluvlM/wDsZ5/OupNzHBaSAKBtUJEB+Q/WuhHG2YWtSoLG8m3oN58pCwyCF6/rmvJPFdvJKmm+WD9+Ukk9vlrsLiUXfjWXQb7Vby3smk8tHjliRE6Eli/GOD75xXGazb3Y1C606WS4zaytGi3GA6gN0bbxnA5xUVJXVhxVtSlGbS3mV2CPPkKSR8qn1NbGnw3Gr3UMVxCvlA5YoCpUY9T+Ax3qvpejLvR7gLtC7WT+96buxxXZWagKFRcRjAwKyUii0NO22BhshsIGCV+9jHUev8652ayngnVEUSy/eHPAA7+9dvZR7iPmH+9V650K21RQsihZx92VR1Pv607XC55ZNazm4lnQmWMnkSDBP+fyposnbEyEzEgDaVwy59f8a6zUPCs9vfxx3LFYumSc7l/2T3Pb2qSfTyVj8vajBgAqjg+i/QVV7blLXY582sdpbKANz4AwDwWNPs9Ka5eEhv3ss5WPaMZUD5mPsDwK0tS0iZ7aHyj8sznYo/jA/iHtnP6VpaTCYc3LxGPCCCGNv4FHU/jya0T6kFi4TFmYlJXeREnPbpn8smuP1wq+tJGjKUXC4Q8gD1/Wug8YXbxae09pK8RtynKdctxj8h+tcj4h0LWdF0nTNUvbm5FzeeZ5sTJjyMBSgY/3irZx26etTJgl1Pq2iiiszQKKKKACiiigAooooAD0rwjxLey6f471K6g2+ZHcNt3DI5Taf0JoooAk8GgCW5HYBB/Ou9gUIwIHNFFc0/jYjfsxlgK1U6UUVpTGOooorUCOaJZomVs4I7GobCNY7Ube5JP50UUAWJDtRmHUAkV5x8S5S3hCeAgbUeFwe+Tyf5miimthPc8u1XxA+rWEKPp9jbmJRHG1urqVRc4UAsQB36dea0bMAoO2R2oorORMjfsFART710+nKGaMetFFCJOit/lgJxyWP6VfV2PcgA8AdKKK1QCXUEU9oZHjUkkE8dTiuD1i1RPEcFuGcx5VRk9ATyB+ZooqluDOrntIYoG2IF2rgAdu1c/qACvCuBjc7fio4ooq0Q9jyDXtZfS/F2qQmxsb2GW4VzHeQ+YFZRwQcgjr0zg9way2vZ9S1W4vLp/MnnbzJGxjJNFFYT2NVsasA+dR29K6GyUHH0oorIZ0mnqGCk9yK6KEBHYqMHcoB9M0UVtEktwIt0hjnUOrEHB7Hg8VgeJLSK2trm4hGyQEjIx34P8AOiiqYGP4Rto7iK4aXLGLCJk/dB5OPyrVu4EWRVA44/z+gooqhHBeLiR4ZnlBIc3AYkH0Yj+lcTc+INUv9Hj067vJp4LeR5U82RmJZwM5JPOMcemT60UVEio7H//Z", "info": {"video_id": "94048", "label": "lifting toy helicopter up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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yziguYfMZQGZcj0GcE1zVfgZ0QVmfT+jw293pQhZFkgkXkHkGs46C2jXckkYLwuNqvjlR6GotN87w5q9to6s01jchfs0rHleORXWf2nbLdLZNIonY7VQ9TXxVDFV8PUTTvHp6HdNJ7FPSpU06xnuLg7ImYBM9WwKtWOsW9+kjA7GQ8qx7etcn4v1mOW7itoZAxgyHUdmz/wDWrlL/AFq5iglkWQhnQxsR3Brt+rPF3qPRs7aeA5sM63q/uNPxV4+uGmkt9OcRwqdocD5m9/avMdWll1BmkuGaRic7m5Oaszzu7lmXjtUcjJIMDIAHpX0eFwNOhFWR4U6rehzU1pwTgisya3zxXVTxHbnGRWNOgw5xgniu5oyufW9hA+0QwoIowM4TgEf4+xrZgt1j5Ygt3AqK3IaMCH7q9VHGR7VYiVuCRtA6A9awik1ctzexNRRRVAFFFFABRRRQAUHpRRQB5L8YkKXOisqjOJVVjztPyVxllp8kzDzmK9+Tk5/z3r0P4qgGfRgNokPnBC3TPyVxFtFcTz/Z4YHeXAD+YMBD6gjpWUleQ/acqsjZsE8mTai5J4LH+X/1q9N0GV47KGOYEcYQnuK4y2UaZHCLjbLcspw5GBge+K7eygN1pVv5iNHLGuB2/wAiuPE05OUZQ3Wq/wAjSMrx9416huJxCmT1PSiQS7xsHy8Z5rH1+4kgePAO3B5rStXnyNJNPYdGlzzUe5bivmE/lMQd+Sp96qyXEM9wYTJtmJ+6e/0NYH27zJlJDlV5O3r+FS2zP5jzgBk6BWGSfrU4dPrqdGJo+yaRqzaZvBZhkD0rAvdJ3bmAIJ4robHUrRlKNNIkn9yRshfYHv8AjWhPBEbZpJVBKru9/WvSVrHA2ePa5pjQ20rAHav7vp6jn+grxe2Ur8kSEAdeOfp7V9Ka9bkR/Y1RWfaGfdyCW5PFfPkAWLJUhFOf3hGefSpluSnYt2liwG+UjDDpXfeB777BqyOFIhddj8cgdj+Fcjo0E15Ovlxfuc4dnOQT6ivR/Az6eus/Ztm5J4Wj8w8/Men5gHk1yY6C+ryurmlGbc7nqsEweJWRsqRkEHrVeayCz/aoBiT+JR/F/wDXrL0u0utJsruNy8pRgY++R7VNLqV2mjXFzJGY5EbABU8DHWvnKEqkJrld9dDrcddCvqXiLcsZh2O0TZOTWfrOui7s4wuUt3ALnHGfQ+1ckb4sM5681Qnu/MRo1kctnAjxxz3zXuRpqtVVSa1R6GNwUKGHUovU3JLX7Qu6JlkVuhBrJvtK2JtIO5v0qezuVtAkUj/ZmPWRRlAe+V7/AIV0MflXbKI5EmRhnPXj1r14JJaHz0jzO/0t1VjgnbwBjvXn/iS2Ed7HG+fk3DAH3jxXu2r2EETDA+VFaZ/ovT9T+leReMIRJewuybQ27ju3SiewQfvHN26s+FiQD6VsWkSxOPMGSRjb1qkkgRVbO0EcbeTn3rdsrVHhWe6VoweNvdvoOtY8l1qac+uh6x4N8VWl3pttaaqP3loQYZjzjHTJ9RXWJqnht78XIkja437g4BPzV4dZ/ab3CWqlIc4Ix0wP4j/T9K21v00oFIgZJj989h7V4lTJaTm5RbVzp+sO2pveNZrNdeF1YE4kQCUdicnJ+tYk0D3cAbGY+2O9UdX1LesfIWcjdl+g79KqNrl2kUSPOYySGxtztX3r0qGFjTS8jeOOrKi6SejLkenrOW8t1JBwVz09qR9EYnGCoxk5rNhuXe+89maQJ/y0ViPy9eK6vTrwXURxcQuOiqRh/csP8K9CLueYzkbvTZASyk4HAFc9f2skSMST8v8AM9K9WfT47iDzCNgPPHQ+9cdrcEa2xBUs8wMm32JwOfpikxXPqKKJLYbUBZj61MuTyaXAJzjmlrBKxqFFFFMAooooAKKKKACjNB6V5Rfaxq0/jrUNMXXLu0gV3EKxqG5CbgvTgcHk0AanxNggkl0me4kKJEZTx3zt/wAK5eK/mlfyLaF0AO1tp/edODgdskdKgsLy/wDEqMupXs05hKtEXwdhOc9u9dhpFhBZFSoLShQmWJJA9B6CsJP3gLGg6Ncx3ImvHZkA4WR/M3HAx+XPPvXZhSVBU4I7Csy0BOCfyrXjGFFHKpaDuV5JZEcAttGM8jrWRq374h2lAZVICEZBFdAyK4wwzVGTTkNysmDgdAOme1Q6Ek97o0hUUXc5ttKKkeUrRknDhjnAPp61Nd+XbwKEwinC7yOg9a3Li3XKuxYeXlt2eQO5+tUbjTlvWhMZDEAuwH3evA+tbQQ6tRz1ZWsdPSaa3EiktzO5Y5Kxn7q/U9a3LgbljibAMjbm+g5P9BSWkDwKzygedM26THQdgBXNeP8AUbux8NXN7YTvDOkscSPGcHGfm/z7VsYMqalItzrrOCWCZJ3LjbgdPftXgtjBDZRN9qcNvP8Aqxznmu41S+uotIXU7HXtSlJmNsWnjVFnwuWaPvtBwCD6j6Dm7XRmmumcsuyTrlcntxg9uM1EnqSyexnvJ38uzVothw0YjBK8jH5jvXovhjTVsYEkmiQXLffKjtnI9vTp3rG0m3gs4I4oF+6ANx6/ia6uxGCM9e9J6rUSdjfa/u7eHc4jcAfewef/AK/tWdea9dS6dLGYolMyFQy84B4OeeDWra/6vGQwxgqRwaz9U8NedbvLZqwyMFB1x3x615/9nU+bmSN1W7nnTWhZzHJKVIGfMj5B/wB4f1p9pYFZHadQBGMIp/i9+O3NdDZ6YLSFlJVpHPznbjOOi89h1NNh07zZPKV925mfc3UKPvN9O2K9GCsy6teU4JN6IwBEbu+S3QhVDhTuGflHLMc9gK3tBsUgtWmRW2XDnZuPPlg8E/Xis2y0u4MjhUZluvlM/wDsZ5/OupNzHBaSAKBtUJEB+Q/WuhHG2YWtSoLG8m3oN58pCwyCF6/rmvJPFdvJKmm+WD9+Ukk9vlrsLiUXfjWXQb7Vby3smk8tHjliRE6Eli/GOD75xXGazb3Y1C606WS4zaytGi3GA6gN0bbxnA5xUVJXVhxVtSlGbS3mV2CPPkKSR8qn1NbGnw3Gr3UMVxCvlA5YoCpUY9T+Ax3qvpejLvR7gLtC7WT+96buxxXZWagKFRcRjAwKyUii0NO22BhshsIGCV+9jHUev8652ayngnVEUSy/eHPAA7+9dvZR7iPmH+9V650K21RQsihZx92VR1Pv607XC55ZNazm4lnQmWMnkSDBP+fyposnbEyEzEgDaVwy59f8a6zUPCs9vfxx3LFYumSc7l/2T3Pb2qSfTyVj8vajBgAqjg+i/QVV7blLXY582sdpbKANz4AwDwWNPs9Ka5eEhv3ss5WPaMZUD5mPsDwK0tS0iZ7aHyj8sznYo/jA/iHtnP6VpaTCYc3LxGPCCCGNv4FHU/jya0T6kFi4TFmYlJXeREnPbpn8smuP1wq+tJGjKUXC4Q8gD1/Wug8YXbxae09pK8RtynKdctxj8h+tcj4h0LWdF0nTNUvbm5FzeeZ5sTJjyMBSgY/3irZx26etTJgl1Pq2iiiszQKKKKACiiigAooooAD0rwjxLey6f471K6g2+ZHcNt3DI5Taf0JoooAk8GgCW5HYBB/Ou9gUIwIHNFFc0/jYjfsxlgK1U6UUVpTGOooorUCOaJZomVs4I7GobCNY7Ube5JP50UUAWJDtRmHUAkV5x8S5S3hCeAgbUeFwe+Tyf5miimthPc8u1XxA+rWEKPp9jbmJRHG1urqVRc4UAsQB36dea0bMAoO2R2oorORMjfsFART710+nKGaMetFFCJOit/lgJxyWP6VfV2PcgA8AdKKK1QCXUEU9oZHjUkkE8dTiuD1i1RPEcFuGcx5VRk9ATyB+ZooqluDOrntIYoG2IF2rgAdu1c/qACvCuBjc7fio4ooq0Q9jyDXtZfS/F2qQmxsb2GW4VzHeQ+YFZRwQcgjr0zg9way2vZ9S1W4vLp/MnnbzJGxjJNFFYT2NVsasA+dR29K6GyUHH0oorIZ0mnqGCk9yK6KEBHYqMHcoB9M0UVtEktwIt0hjnUOrEHB7Hg8VgeJLSK2trm4hGyQEjIx34P8AOiiqYGP4Rto7iK4aXLGLCJk/dB5OPyrVu4EWRVA44/z+gooqhHBeLiR4ZnlBIc3AYkH0Yj+lcTc+INUv9Hj067vJp4LeR5U82RmJZwM5JPOMcemT60UVEio7H//Z", 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", "info": {"video_id": "94048", "label": "lifting toy helicopter up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "71c9156461e9b272b8e81533f7c8ecfce2823d6d00478ed3c8cfd66203ead5f0"} +{"episode": 66095, "episode_seed": 719191455, "split": "train", "timestamp": "2025-10-13T03:35:07.018495", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 719191455, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wine into goblet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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dW6jj9Kq3loLme0/eiPBy7A85zxgVf0q1FpegbWUFMKSe+TjNUtzCro3Yta6LPXfEU0Qh+z3McaRRysAA42gYY9xnOD1HTkdOL1jQ7yxtIQ9u2/zXyyfMuMDuK9BsbKCeeQzhn3AqBjGTzj8Ko3eiMtqJYp5UZN5CgnkcYH866FPucTh2PPrSCSaVYxE7Mw4G3vXp3h3ww5tFuL+BkVYt6wryZQDg7iOFX361zS6bqCne8jdwNh6nj9K7vwxdy2nhu/juJ5Jpp08oK7E+UoIAX278VE3d2NIpqN0U/EJF3oBLKrqJk2qo2KBg4A9AMVycQ6iJFBLZOR0x6etdZfwyP4duF3FQZUKZ6gDNc+lhLaRec+JEbBG3+E++O9ciWh0p6jTbXElv5hGGbLcfxD2NZOmMunalbTDKiIjJUZyK6y3tPNtJGtJA7NmTD5yhHUY96wdsUcqjC/P8o3dyf6U4yaNErSUkenXnjPTx4bnitrgTTum3gEBdwIzz1NeMpaNayJCxcZc5O7lcdM1uQQ3FvbBSVKglcjBGf8iqkunrPqU7CQlNvyIrZLjjr+NaczluVWS3SN7wyg0+4+0tbosgbeyL/H8vf61i3FrFrltcSS+XZ3rOWkaXhZCD3x/F79+9amnRbIbiE7lfJIPXI6cetarWFtcaBdRMhaY5fceMdf1rWMuVWOGUeaVzyu60S8jl3rB5igAFoyCDV3RtBvL3UoIli2kuAPMbGT/WunvfDxW0ikgZhLIilgRx9wZH51UTRJoZBuJZyc53cAEDFVOfuijG8zvrfRotE05J1U75XMRnGCOOCI/Qc4J79q57xVGhvrd3jDn7OOScY5I/GuhuLl20az06L57e3BERAOScAZ/OsbxFZPNLYr5pB8nYckDJyeua5Zpc2hrBu2phJ5gAEKqABtGRyc+tZPiWxc3+nIwPBbK46dM10S2xsikdyMqwI3oDyPb1o1WxjSSxckSxRq6K3QvnGM0RlyyuaSjzRsL4L1mDRb5zctKkL91XcM/StX4g63F4mtra3gVhDDibLnBz0yfp6VzDBJQ0JkRDG4YlhjJ9BVqWJ/LdJHDBoyyHt8wyDVc7eh0aOCT6GLZw+ZLIq+WDzjechlx6fWuovZ7u30PydPZVzLE7gcZC8DHp1rDttMjW1/d/PIAd244wc9APT3rpbSFbqKFmQhFbYx7L9fwFaQdm2jimrpJnIahpulX26WQy2d42WYKgKN749fpWI2jmNHIuotpJxlWHfrXq2oaVYXex3ijVVjPCnAKkYHNcnJoK3TTOjbIgzIOMjjgVqp3VzN0+W6J/BGk6UbkrcXSzXMhVIodh2uSe/sO/SvQruNbfxDJadTCwQEfKMegHYe1cnoOl/Yb43EkRTYv7rr8rNwM/ritu1ilfUllmd32Sn94zZLc8fWuabTizVJqRxTApcldihtzYKjnP49antoZJZBukBUgnbkDJ9v8ACpzpkU97ORPsbeSASfm5z3qezWN5mWZGDRv8siYIVugB+tZtGsXfc5RJHiuGjEjK0jZAzg5/wrUVTdQmbcgBlEYJz6Cs4o01wZZGAA2qMnsPStVDDZxyLbgoW2GNZGycZ6/StuUIz6EVqjzSSRwArEjbt5PA/wBnnoa6L7HbraWk0twEuJYSQMctgkEZ/Ws2Qu1ykZHklMMYeuSD1GP6102oaek+g6Zc2rIzSSPHz/Bknr+Oa2hHRnJVn7yRTjtGmiM8TxAtt4bqcd8DrWWYtsDMYCWQ4crwAc9/Yiug8QXNtpnhvT7h5EhljJg2EYOVbJB/Bv0FcDJ4otPthlSRlP3RkcY9/Whq4o3Z1dvCYYRJAJIi2eHPy5xjKd+561LMt0theOmB5YO0Y6tn9adpV3bEWV8r7lUEpGGyGYk5b3HHSrl3dJaaZevcpufhgm7buO4d/pXNNtJGyWpzNlFsgW5kWZUbKkxsNxbHGPemR3draSNFACwiIZZD94nHIP48U2dL2cq7RGKL5WeI4H3umMVo/aIxFJayW6NLHwwCAFQDzz+NNlIo6qBeIrBw7upLIeowB37/AP1qyba4CozZKs/7tScAsD1Oa0r2zJeK2tg8skikYC7j24GPrS6fbbGMSwq5cGMGVeAygng5604xRanqT3VucTGFJJt21VIUYIPORU1tYPuRpJM3C4MkaZ2gDpz0B9qSC933Y2S+XiADZMpw4HWrWns1on2iON2TJ3hz1xzwB2+tXGDRFap2NrUvsyay8VtHIJTIFO4cDP3cfUH9KdqGnpDDtjmm82FmR13BRkHkY/OtDWBZya1FfQzARSQK0af3tvB/EcYrj/G3jqyi1qRbENKGQeYwGBvwCSPocitZLVo5oXaTLgEjywNGYWV3K7lwR/utnp16VoLZSLJHHbqBthVmES/IpGCT78GvOLDxolveKZIlWAtuIPIJ9TXqNhdxSzyQWB3faEEjyKcgLtwBn0FZS0ZsloZ+q280eiNI7Ft7oQDxx/k1nyW9rbx+TeQuUbEuYpeEXB6jvk4ra1W7uIbeCwggElzNIMqxxxjnHp2rn4LS6W9E0jb8qzqGIJULweemfwrCOq1NbajrTVTujxGImYBGK5UY9fqK5ud1mtvNTlYcA4OCD0/WuxmuotShQMgCk7TJgKd2M9K461sZrqOZYYZHhiYvIyoSAB3J7VSSeonK2hZ0yVGnhgdxF5jbnXGNuOBkfjVt7W4YRC3hbeWLF5cYXnHPtTrQeVbEiEbUKzZKjeVJxx/hUqXHmw3aGQ4Mp3wMh3r349DWihroXKp7upq+HrCNNZt3VmmjyynOcFiD0z1GasWscV217HbpKsS2ry/P947V3Ee56/lTtBujpeqWkske618wBsnLAt6++cUatfJ4fN01oweeVpF2svCqynBx3BDfnWtrRRxpuU2kV5YIre2t54nZFkhUkyPkAlV5/PvRbR3D3xCNEfuuBwUYZByvHX0rz/Vrq7ZF/wBIm+SMKFZunA6CoPD/AIvuNLvylzmaBkKMhPIGOx7GpknY25LS3PUbe2kZi0LMIvMKBhjnJyPyGaratZSDUrO3YB8w4y7YGc+ta1j5VzpkJsyBbqFYAHg5HQfgaytUvLvULmaKCJVgtol3OG2sp6D6j/GsJfEOK0KFxLbWyhxbM11DhEfcWViCcnb24x+VZer36lreQoVVGLbO2Wx0H61r2KTaV5kkjhij+WzKMlsjPTuMVQ8SE3xhkWJd5XKKvLHOB0Hv2oW9im7amFNmOZGQqS67mbPIXpyK1rMLc28+UckSKAGYrhOmSaSbw/qOnxwXN/ZvCtwdiecQuCBk59BVm4mmNqxIMxkhywBAKBW9O+eOlWoprQqFTqJ9iJuZWvSBEx+WFcFn9D7fjXQ2UBs9Buv3HmqJlYknGDscA/ngVjrsmlh3FmQJlXn+Ux8eg6/j6V0mlTyrZX2lXqGQTxrMhHBOMnH48fnW0IWOarNtqwsL2MOjRTX6L5kzSx7T6AAjgdep/lXC/wDCUafbJNCZ5YwZJSgWM7SC2R7jtVnURdSXcs+GC7Sq8/dGD8vTsMVwmowPcQmRP9YHbI9RRa5fJZHq2jhL3SUmtJ0mRwEWMEkgqS2PXt+tbcWnL9vbdgEESKu72yQK8X8G+I7jQNWhlU5jLFZEPcf417Nd3Zgie+SVHkdAxCnOOM8fhisKqaQ42buc9FCbVZp5/LDRTbljdPv8/qPWozLc4H2WwCWzIQ/lL8jnqSPzpstjcXdtDdXVyrSOhkVoxgkg/dPbNX0luLHEOG8tsK0pyEUkdMeo6VJpaxn+KorOxls1srA2YjQjDD/WZ/iB5yRz+dYJlhlCCfDQFVQYXOFHOAe3NTXPiW6ntU0eZhdBpt5mY/Og5BXPvnrVSC3SMIstwVTeN4HQgrxx7dM+9PDRlGHLPdHPFtRsWZLiS3P7iNyxUBccYz710+nyr9le2mUGKY7/AGVsZP8AWuHkuo08to3SRQ5UpIp7HhgfQ88V0OnXLtYFGbLoRn8+K69bambtzaGN4otWuzL5szPLGBjJrz+6EltKyMOB0r0e5uFumYysN5+Tp25/rXHeIIFjdAOW3ENikmtjeUWlc3PAeqMtybV1Djh4t2eGA5A/Cu21ENf2iB5QFYkq7dCAea848OQLC9vdK5MokI2e2K9BumaWe0tXLhlhZcAAKQCGOPfNc899BobHNcQ3Nv8AaLfz40UvuY4ygIG0/wC6TkVZu5YJUjRIIo54i23PBc46Y71SuLt3ggCsBH95tzZKk4Kr7ZFc/o/neIPE0tlPqc9gjCRokiXd8yLuCjPT7uSfb3pRjzaDlLl1PQvA93d2/wBvjRoY5UdEVrj+8Q3A781zOqifTtWniu4mgkdmyODgnkkf7OTXO6XrTT2sk19cySyL5RjAPIwDyPccVpLeXesmS41KUvM7rszgE4XCr+lZwpShWc+jM18TZfhnCkwsmDjhy+eMdFPpz+tS6Tczf2gVd41TyyjIDktu7ZPtVOZUt90MNlK08sw2KRgHgZB7ccn8qrRTyxai0G6eNFffHHKPmAB6Zx7mu6N+hE7Pc7lnV9O+yzRh2XDQvnBGOo/HivOdfso5gu2PaVkILY5PFdfdTSzaYJ0QqMbiAfQ4Irmp7qGVSsvQgAkDg9xj9anmszaEbxPOJ0kguNjZ25/rXp3w/wBUkOnzW7OFEXO4jOEJPH5/zrgtVQvqRCrxt+Uew612nhS2QTQraqQ0sSrISCec5OPyqaj0FFNaHaalBJLdxM0rJMiAqB94ZA5/Ac0Wk9xDcXK3dnESzbCQOpUA7gPRufxBqGW5a6vrmVxJvSZYtkjYK5AGcDoOlYfirVLqCzmuYJwCWXycckpwM5+ufyrnindI06Nm9qUn22SaS2SNJ3Vd8cfXAHX27V2F/E9tZjRNOktoi1vsFueDKMYY/U5PPrXkmof6Do1pq+m67qMuLv7ODcxhFnIUFniHXapAUhvUe4G54116NvERm05ma9jUKHj/AIHHf+dYYmjKU4xT7v7rHPN89rdDK8ww3D2k67HVhkOwAByeGIqwLky2xTCJIOAGbluep9ap2SGYwG5LT3JzuXIywLEt16k5p2x3KWqWLEJCxf59pYHOGXPfPJ+nSvQje3mVKXc29Imea1nWSZTvkDqg+XbjocHnNWtanjntpTc4MkMeQdvUAZX8c1zelXc8cjl2kkkiBQo56d/8au+JUljtlk6hmIz+H/66uT7k0lroclevLLIJGRhvjBCEcD0x+VZDWCyXIJBXGVLYxW5cXqWtmT5SYjxtHU5/qazoNUje4iKRB8uDJu7Z9BUtm7S6s7vwRcTT6clkJM+VKUTA/hxkn8K1Et5vtEk9o+6bBYowypwOEPrkZ/SsbwusiRXVxDG5j+d1jQ4IBGDz9BWvZTpHFBMGGHiD7yxJB4UL+ozXNLdtAl3L+m38trbQrJaxb0Axxk/OAcHvkcirHhm1W48RQ3UKI9rbJJKSF4RzkAc/p9K4TT7g3/i86Rqmp3NtFLL5fmxSRRrEwwTuL8Y4PTknA710vgzU28Pt4oW/nuCttIkYS5I8wY3qFIHG7gdOOKyxSlGg5R3/AM9DOc9HFGj4mdNa0ye4tdSE6WkoEyScbSTjcv8AL3riYL0hRIdiTIVADgnJHv2PtVW5uJ9QvSY0MFureaRnBYZyMj0zV+IKwcwCPckisfMOCDk4bngg/wBK1wtL2UeXdEr3VYkmnadtsUjiRhtYKnzZJ5PP9K6GGVGghdJSGWMqGPUY45rjJ1eey84m23eYXWNTteMYxtHqO/fmtnTZSYCmdsQRpSuPmHf/AD9K7NVHUzdpSuiS71I6jaS26sEYuflA7ng8/gP8muNfT547YxSuGCEndjuSOPzrT1RJLDUWVG+SQbl9CDyCKoapqQisuABtzhSc7mJ4P6Z/Gs79jrVkrs522hZ9Sm2qxVWJJH8PPevXNP2TaKgk3ABFjIJycbSSR+FeZaIHkMkKAubkqpyuTnOeK9HCx2Vlp/nGL7O8pBc8spxycenQVlU10IS6lwWs0ccc1rOscJk3SBudpCko317GrlzqzywNDcMGRyGZUwTknnHp0Oa5zxHfyw6CzQTmN0myzRY5UErtz9Cp/Gs3XdK1zSNH0q/1G9uzLd+YGiKY+zqNpRScfeIckj8OuaUYuSuOUlFoy4USJ7jYoBQqVbv+dWPtksFg4UKRksNy525GCB7c0UVrT2MZ7sJyx0mJWdmTYuFbBAz6flWt4dbf4hjsGAMD4QjvjHrRRWkvhM4/EZutxrHqTIuQHOW57nP+FcxqoBtyxHKtx+dFFQjsqG14RRZbh3cZKRtIB2yK0NUvbma/iR5WPlFwh7jBooqPtEy2HLJI1hIXkZijLgn6k/1rGfUJtH8RT31qE86FpCu9cj5gVPH0Y0UUo7smfQqaafKlkRQNpCJ9B7V1k0CmCRySdqAYz1470UU4/GxS+FFRrmWfUNszmREbaFboR0/lU1sPtPiI2z5CbSAQcsOOoJzzRRXQjB7nYeFYFu472xnLSQiGQjPUFenNcJfwrDqM8a52qzYz9aKK518TO2n8BzOoLm4gbJDYPIrudGH2Hw3JdwEiZmKbj2AGeKKKc9iEVRLLcyz3DyuJZJMMVbHvTPELGTSYZHJZmJzk+5NFFS/iQl8LKWr+I2122to5dK063MAWKJ7ZHUoijhAC5AGTnp15psUjLrAtMlogyn5iSScdSaKKKm4qfws2byJYIo50LCQynnPQ4JyPeqFtOwiWZwsrSbgQ4yBt6Y9KKK3jsc7LujxC702/nlLb4mVl2nGCfpXQQKL+zvbG5+eIRGUMfvBgvUH8vyooqau5pR6Hkd5lQ6BmxnPXv61Y0S3jnvYUcHDNgkdaKKOg18R3F/eS2EIhtsRps2YGeQQQR/Wo0Q26xlJJPuZPzdc4B6fWiisV8Jp1Mm81ltJ1zU4zp9hfRTTK5jvYfMAZehBBBHU5GcHuDWfe6td3d9LeXLiWa5zNKWHDPg84HpniiiqfwIlfG/Uv6RcyG3ndiHIXPzD2rR1OJV1BoU+WPK8D/cyaKKukZTHzxZdLIO6wHd8oPIwM4B9Ku2O2Y2zFFDhY1LAcncOSfWiitJ7ChuUL2V31G7sXO6GIb489U9gfT2rjNRJkumViSFY4oorOJtL4TpNBgRJbZVypnlWJ2B5Ck4OD2rTtV+2z2wnJZW8w7BwBt4GKKKh7srsRavbRpamJQQrncceu7H8gKxLnxFqt7p1tp11eSzW9s0kyCWRmJZsD5iTyBjj0yfWiinHZkS+JH//Z", "info": {"video_id": "40713", "label": "pouring wine into goblet", "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": "40713", "label": "pouring wine into goblet", "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": "4e82843c9be4fae2fb79630fe9a355a4111411a1c7c9b797286955bdb0c7af71"} +{"episode": 66096, "episode_seed": 327628224, "split": "train", "timestamp": "2025-10-13T03:35:08.088656", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 327628224, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding tweezers behind a teddy bear'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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7sjPop5z9RS638P7DVLS+ijkIvBK0sFwwAK7iT5Zx1Uf56UUcy91e0XqxToWeh4YScU08cVc1PTbrSb97O8j8uZMEjOeD0IPpVNxxXrRkpK6Oe1jvPF08UejQWiIq+XKwXHYAYx/L8q4XrXR+LnaO88lmyRyc+9c2Dwv0rgyuHJhIX66/ezpxTvWZ2vgGzR7s3J4Z3Ean+6AMk16Pe3cZukUOFAYogIPTjivOvh9OEiuiWA8piV57sP8A61dRGxnvE52lpCSrclcdz+deNjeZ4iTZvC3s0kdxpiCRC7LwnA9/etBo1Q/Kxz0x61nWU7KkexAsYGMDkjHrVjzsyB1P5/zrgaswWmxk6hdQjVArRv5cezzGVeCSTx+n5n610wmNxbqpPDDt6VzepWcssc1zasqYBJBTJJ4/oK0rW6ja0j2sfmAGB1ArRy0VjSpKLikip5EWl6e1rEXMZkZh5jliAecc84r5812AWPiC+teixzNt+h5H86941bUfLlSOMAyZ4THPXrn071458RIoYPGU6Rqq+ZFG7Y7tjkn68V6eWTtVce6OSsna5S0+dY9B1KMgZkkiwfTAasrqadA5W1mU92X+tMU/KD7170Y2bff/AIb9DBu50fhKwW61Bp3VXEeFVWGRuJ4r1i6eOGKOMPH+7IO4tjJxz9ea818ANm8uEIJCMJD+RH8662edrmRgrb1LquOnzckYr5zMJSliZX2X+R200lTVjrtNj86TYQeBuNbXlKo3BiOM1j6c/kQJ5aEkHDufUj+XpWjJMGbIbpwR0FedJWY1oZuuTpEYotr+YQ7FkHICjP071taddLJp8axDEe0BOOazL21e8kDwlUmUDczDOBnPrSaNceXY7ZWAlQsGAXGWyegq+b3Vbc1lKLgl1JZLSHTrq+uodwe4C+ZuY4LDI4Hb8PSvEfiPCIPFAmXGLiIOR7gkZ/lXsurX6W8PXBJ6EZLH+leXfE/abTRrqRFE8m9XOOSMDjOOcY9e9d2Xz5ay8zlqJuJwKkEA1NcOXuXb1bNVFO05B4qYnMrV9KjlLFjbfbL6C2zjzHGT6Dv+le2aLHFZ6MgjCIH+VVHGF/8Arnv7V4xo8vl61ZsBnL7cfUY/rXrE0xjjt7aJsOoUAe+OTn868LNnJ1Ix6WOvD2UH3Newk3AbSrgHaNp3c11MduiRbcdBn61yHhwBU8zYWLk+WvbBrp0uS0IWQEHpivHmjRWuOuXS2t5XwWVFPy+vGcVmeH7tknKGNo5ZFVsnpjGcD064x7e9XZCslu0MgDK3HPOfwrNWCXT9ViaWUukgYAbQArZz2pxa5WuprGcVFpm3qVpb38A+0wrLh1dN/Yg5yPQiuN8fJ9t8N6kG5Ece8Nt6FeR+orrJ7tAhbsBgEnH5VzQu2v2uyCXhMD4yOWOD+mK0pT5ZKRi1dHgauc4PWul0CdIdC1sOuS6xbT6HJrlo2Dpj04B9q07KUpp12ufvFOPzr6mpH2kEvNfg0zkg7P7/AMiqTk1q+H7FL/VUWUBoowWcHofQfnWSp4J966HwYd2uNCRxIoJ9gCCanGSlGhJx3sOik6iT2PW5EjttPigVYwdqscYXB9PYAVe03M7KnPz/ADZHpXMX10ZpJFDZUDDL0xkjA/Oul0d/s9qrbWMg2liT932r5VrQ65as3jAu0ENisvWZoooYlbPmSPtQgZOMZPHfgdKvSz7l+VsY6j+dU7+BrvZ5agTKOAScAcc8H9aiDtJNmkJJSVy9ot2h0yNYjlNv3j696gktFtdUnvxNKTJCFaNm+QYPBA7Hsaq6JKYo5knKLIkjbgoIH4VJqV4kVuWZ1G7+KTp+FaXbduhE2nJtHj/xPh2a3bXijieMq31X/wCsa4kEMK9H+JXlz+H9Ov3iCTfaCgyeQhB4/ka80Hynjoa+ky+fNRXkcVVWkb3im5F3rVzIpyhkIX6DgfyrEzhAas3rEz4Jz/WqbnCYrrhH2dNR7JIUnzSbLGnatPpckjwBT5gAYMPTpXo/h3ULO8ha6M48x8KEzyCTyDXlBPFRR3M1rcRzwOUkQ5BFeXiaCqa9TaE2lbofSjyFLSMKRsBycNy3r/SlkuVCBQ4DMQiKxxk+gFeTW/xBS9sEguNtvcRNn0U9M4/LpUP/AAmTya7psFkzSP50S5JyFJYAkevBry5UJXsaL1PerjbDZKhOPlxx34615/4e8Vw3EQR7hAq/umJPBYEjj0rttQcvbYXL4Q596+Vn3NcTsrMpaRslTj+I+lGEoe1ugqS5T6PuLOFr1rtZMIwBfJ+7jsBXi/jTVU1fxfdTR/ciCwghsg7e4PpzWSfEeuNaS2Zv5DBJ95Sc9h0PUdB+NJ4X0qLWvEH9nXF/Laho5WjMce4u6oWC+gHBOT6e9d2HofVpc8jOc+dWHxtmNh3yKB92qOmzPKj72LfdPParucKa9qnNTipIwasXtH1l9IvZZQGZXTaVVsd8g/59a7/RLxdWZbtZQsaruwexA6Y/CvKieTRFqF3YktbTvHk8hTw31HevLxdBVHzdTenUcVY+jbWSVNPLRBmcgEN6D0/KpFugI9wkIGCeW2/XOfxrzHSPH8F3pZs5SYLzaMAt944PQ/jVXWfGiw2O1pzI75BiU9fTn0zXlyou9jS3U9tsTt0sSPgM/wAxPt2riD4mjtvEt/ZNMoMU285PAVlB5985rp9Ivpb7wtp9zIB5s0KOVA6EqDivn/x3u/4TzUiCysrIAQcH7oqcNR55uI5uyPcLqGDUVguYpAWUZHPykHvXmHxO1WK4v7HS4WV1tVZmZWzyeMEevGfoa4608Qa1psYitL+VIwpTaTuGCc96zJ2kEbylyZWIyc9a9Ghg3Sqc76GUqnNGxoqe1Sjhyas6zpWn2vh231TTNTvZla6Nrm5hEa3BCbneIddqnCnd6j3Aq9wa9ajWjVvboYtWBZ3gniljOHjYMCPY13Wn+IxrDmCPdHJnOHPOMEdfavPpD81ME0kMokjdkdTkMpwRXJi6Uaur6GtObgfQekqIpAgbzBGBlVxyfSr/ANocTSCQsGGduM42+n8q8X8LePJdLuCupNJKhcESk5I5/i9enWuhuPF8IkeZbwCBhuVg2e3p9a8adBxdmarXVHqOmuJtSbBV1iXkZyQewNY/jvWY9HtLW7aTCpdKrDOMhgRjNc78K/Ec2sajqq4IhjCPubq7HIz+lM+MDMfCyHB2tdIAcdetYqnaqosp6RN3SfEFjqlsbaa5SQmL5gCPunjr39PyrP8AEeqWvhnQrp1mi+0PGUiiPfPb/PpXhcZeEl4WKMVKkqccHrUs91eX7I17dS3BjGFMjFiBXpLL3zJmPtdLD4OE96vQt/o8vuR/Wk8L2mn6r4lj03U7ye1gnbak0c0UaxnqSxk4xjPA5JwO9MeCSx1TU7KRZ1NvOYglwAJFwSPmA4zjrjivVpV4ufs0jFx6ir90irGmak2maol0u4hQVZVOCQR/+r8qr9N1Vieauuk48r6hHR3PT9F1L+3XjeN9qg4cMeQRk813enSutm7x5dip2HsK+dIb+6sXaS1neF+mUOM16F4a8fQvp/2O6cw3WzAJbhsHqv5dK8GthuVtx2Orn5j1CG6LKG8xtxJJ5wc49/wrT0s7rSSZurE4Oc8CvHtQ8Ym209vNuSGJ2lAeSMcgV6R4Q1N9S8EWF26BPMiG1fYEgfyriqU2lcpIzL7xAtn4puLPcuWEcqjtggg59OlX7xE1S3imilzht21Tw3v74rx34myOvjp2jd0cW8fzKSD1NY2n+K9c0hFS1vGKKW+WT5hg9uffmuuGDlUpqSI9pyyO6+KGoJFp1hpAbMnm+cxUgjgEc/n/ADrz1TxiqV/d3V3JJd3ErNM7dc5wM9BW3r/hbU/Dnh/SNQvHnWe+MnmwmMgW+AhQMf7zK2cdunUGvTw8o4aChLcxn77uQ3RJnNV5euKKK9KpszOJA3Sq570UVwy3RoiMqGd8jPzVb09jBf20keAySow+oYUUVUEtRH0D4hvJrXwZeTwNslETgMOo69K+d7YfJmiivOyzc2xG7JcDJqOy1S40bWBqFps8+Itt3rkfMpU8fRjRRXoYr4EYR3F0z5Q4HbAq9IfkNFFb0P4InuQN1qu/U/WiiueoWiJ1DScj+EUqxqOcc+poopxS5hM+jvCMrv4SspGOWFtGf/HQK8D1e5lvfEmo3E7bpHnbJ+hwP0FFFebg/wCPL1ZvW2KrAbhxUVzxAe+CKKK9mp8DOZGhrnip/EEFvDNpOm2pt0WOKS1SRSka5wgBcqBzk4HJ5pwPAoornwGzHMrnnOailPSiiqqbDRA/+qP1H86aIlz0ooqEk7XGelfCORk1S+jXhSkbY9wx/wAat/Ga5lB020DkQb2Yr6kdD+tFFefXX+1/d+Rsv4aPNFA2UgGKKK9xbHKOs9dbR5biM6dp19FM4cx3sHmBWTOCCCCOpyM4PcGpEv7nVL281C8kMtzcyebK5GMscnoOg9qKK4KP+8feW/hJnPyH6VXaiiuyruJFd/vGonALLn0P86KK5O5QoQFsnJI6ZNfQfw5dpPBunhmOBDwPozUUVy45JUFbv/ma0t36HjnjK8mvvGuoyTsCyOI1x2UdKx2UZFFFd2D/AISMZ/ERXPEH/AhU974j1bUtLt9MvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRWWKXvoI7H/9k=", 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", "info": {"video_id": "14793", "label": "holding tweezers behind a teddy bear", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14793", "label": "holding tweezers behind a teddy bear", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "14793", "label": "holding tweezers behind a teddy bear", "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": "aec189cec19f5c070d271f79960ace2a3ee8ced0bedb871352dee853693c636d"} +{"episode": 66097, "episode_seed": 2760496071, "split": "train", "timestamp": "2025-10-13T03:35:09.954030", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2760496071, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a sling bag so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136690", "label": "pushing a sling bag so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136690", "label": "pushing a sling bag so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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8aTeoJ2Za0pceGYwwK/LkA0q2/wDoqyv1OAM9hVS31E3iMkYwh5+grQ3FrAY9a55bnbDY0J0D6YCOMCqOiQWi3yxQwoVb97Kx5y3qc5yenUn2xWhCfN01k/2a5zwrc3Umt6kZwBHFhFwPWiJMleSGePNRGk3SSqm9n6fWs/QNRuP7PnnwizSEOZBGC3Ixj1xx9Ki+IknmbJTyEYDFczpE2o39xFYaaxVVUM7nomM/N7da0Shy66GNRNT90frrzSOkkhYqXYDI4znsfx9TWNGdpYA5FT3/AJSXjxRNvVGIEmc7hmq6Yy31rSNraGbvfUfnJx2Jrub/AMCQTqP7MkkgcvkiU7lC46DjrXClsEVq2Ot6u0bW8DTyMSFG3J5PanJi16HYQ2nhzwtNHKzTT30Y6K+7n1PYGo9E1671nxTetMwEIjUpGOkfPT9eawT4P8QyttkQLMxB8vzBkZz1/I07wIrrqV6XDBjGvX6mkm7iZ2Wv6iLVoYxvZ2jL7FGcqDya5a61u5nvU0+xgRpmkCB85AY9fyra11buHUINUSJmtba1kWRgR1PGCPxFeeT6hJDPHJZu0Zgb5G6MDknJ9eSamWknoPlTSbZuauwuZZPJvf8Aj0UbXPJncnjA7DFYtrqD6feSSRjMwJC+7bgenfpSPJe6pGrCNndSQvkx/dH4UiaNqq3MbraSRPuBQuQmCOc8/SiDaWpTSSsjU1kX8EEB1CVxPPGf3IblVzkbvXvWGv3vfFaWvz3lzeQy6gkYuWXDOhyHA6E9s/SswPTg5NXluJqKfu7DycU+FpmmSK3Rnkc4VVGSaibkCt3w7q9vo0d3LLCJJW2+XnoOuf6Vb2JvY0dD8K6mdVgnvrcRwxsHJZ1IOOgwK0fEniayb7ZZ2B2yxxgeanRyTzt+nr71zWoeK7u/LLJcusTf8s04FM8OwQalq9wLiPfGsJIGcYIIwaSlrZENN6yNvUXlsfLS3dnkuLdZN0jkeVhSW/HjgVpeELma403U2upjMUkgMbN1Xk/41xMk+o3NqJZpv9HkbmRsH5hx+HcV1fgKOZdP1qByCT5T4Bzg5zms1J8rTZtyRc+ZI9ClRzbzJnJSePn8Kx9Tslm8faJcuuQI5PzVcit8uGLr/fYGqt8oN5Z3K9YXP/jwI/wpLQ13PNPGeoLKhiSUGQFt6qCCBkgA5/zz71yaMRHjfuHGQR0rZ8bSqNbkh8kKwJZiO+awoh+7Ld2biri7mMlZtFi3YqPl4qSY5XPrVeNvlBp8jnAB71qnoRbU7ebwW1yYkt90sUUuLi4lbb5gB5C/410rTaLo+jX6aelrb3Ui4/cuGYduvXA5ridb8TxaiVgtZbwwJ/FJMSD+FYaSLI7eVgkDg56e9Y3sOzZ6pcwabq3heO61VVIInaLkgkkBQffgZpbRI1tVgZQ8ewLhuQy4x+PFVJLlPsOnxxCJ18tEWI/wxgfMcepbA/A1HBqST67LbxOjIsCOQv8ACxJBX9P1q1uS7nOeKdCmudbVdOtkSJYVPykKqEcc54qrY+ErdPmu75FcjBWNt3/oKn+dani29ltZY5YigywQ7lzjvXMyXl7eCcSXr7oxlAvAIxntWTvd2N42tdnTQ+ENGePDSTSMf4lhOR/304H6VS8WWWn6bpxS1tzG7YAJCL+ijP5mqFvMILewlGoXDGZgsgDkAZU+ncHFUPEt5aXd9i0D7U+Ul3LZPrzSjzMJci6GWCQAD2FOBwCKg3kkZ7DFSBga0My5DYSXVtPcKv7u3ALtngZ6V0ug+C9V1a3tpnnSG0lBkyWywUe3qaj8IyWcFtqFxe20tyqBCsa425+bkg9/TrWl/wAJrPbsFsrCCCI8Ac5/Oh2vqJt9DVsrYWe6JSSOVBPtW5Zxb7ZgewrEhuQ4ibPzHlvxrdtJNkRHciudndHY0dOj/dMp9KwtHtfs/iPVM/dfaR+FbNtPsHFU7keRe+YowXGCfWjoVHc5Tx5aNNZYhjaR9/CqMmuO0X+2NMkmltoMI2YpVlIVT7HJHrXf61N9mkjml2eWrbm3oGGPcGql1r9rHpzyQSqBj70Fqq/TkL/WmmrWauZVIvm5k7HnMwC3kwChAMALnOPbNAbkUySXz55pSTlmycnJpAa3WxzPcl6sK9J0zVtH8K2wtYr5rgCQyHy4w3ze57+leaKeana9U/KdoJPOBwKG7EuNz1DRdaTV/Fr3ULFYAhlYkYACpgZ9OSaklmt5tReS2tTEkUKIGKbd45P9c4965Twre29mL03cuyGWNd7A4yoP3R9en41qXOquPD9/eF3mRt+HiQkRueVBPYDgVV9Lkta2RuX6fadGuoD0ljK/pXJW+naJYqrzfvZFHLzuqj8hn+ddKJvM0sEnkqMj615pclTcXaeWMM52kDpj/wDVU1Lt6M1p26o64eKdNgIhVIcZ+XEbP/6ESP0rWsPEUM7slqk/m91it1QjjI5AHpXnyakiTWNwsaiSF8NleDxirVzrs0N/PcQtgzRCMMByuP8A6xrNxd9y+dW0SKviTUXv9ad5BKCmVxK25hWWCD0qOWRpZDI5LMxySaaGIq0rGbd3csg81u6B4ej1xLuae5MMFoqs+FyWzn/CueSQZ5re0nVxYadqNqM5u0VQQM9M/wCNWvMiV7aGovhGzutNnltJpWeO1M6q2MklsKPyzUfh7SbrSNVukvYmjYwBsHrg84+tb3hiYQ6Nd3s0RdZ5EhhjU4L7TnA9s/1p/wBpubu6ubu5i2FmG0jo2OOP8apJbmTm1oyO11LSI1ESpZxheCDIwx9Rmug0a9spDOLYwEGPaxjct1PvXn8kRsr+9huUR1uD5kTMoIYYx37+3tW14OljTT4+Iw+QrbMZIBxzj8/xrFxa6nVFrojs7O5JdGPILgGrfkiSwm2/f3Fx9c5rHs2IVR1xJitJbvyFz64zUotnnXiqxWfx1EWVWiePeQRwcD/64rmdQt47NLeGNywCktn1rtdUuEvPEDsBkxx4B+uP8K4zXEMd/JnpvOPpgV1qCVBS8zmlJuo0UVPJpHJLAelMB5zTyctWaehR0TeFrOO2LSanJ8vUhBtH4ZrGnt4LOb/Q7mSXIwMoASfpXS3nn3LfYtOgaaQKXZU7D1J6AU6O3k8J6cNRltY7i9mX93IyhkiOM4Bz1HX39azSuUjU8PaFaWc0Op6xeSvPbx+ebcj5G2qSFz3xjn34q1CkF4f7ftxtkuURbmMIFAfk5AH5fhWT4P0Ia+ZNT1mW4kRmwiIOZPX6KK7vXRCNBBRFiEbIEjUYCAEjH8q0SKcbxbPN/F0pZ4ATkF8/oK5fBLx4OGJ2j3rf8TSeY0J9GI/SsS2RnuIWAJVWGT/KsuofZC5ie1j8gvvQdOOlUWz1JJPvWrq4/e/gP61lt0AFVYlkZGDR9KfMhjmZD/CcVs+EtEtfEGujT7q8ktg0MrxlI95d1QsF9AOOvtQIzIZpArKN5HUhR1py3bGRSynYDWz4UuTbRXz5AXCE5/GlmuL7WbxbOLY7k5VRgBR6k9qTGjotElWW1BDZxxXSiYBAc1ydpFHo6tp5uUmuk5lKHIUn+H8K1YbveqDNZSVmdUHdG7DchWC55q3qeBHC/oRXPwyE3qk9BW9d/vrT6YqUU3ZmT4hQG1LAA/Lxn6V5tPrk6aOmmpgAZWTOeew/lXqerRh7aPPda8e1WDyNTnQ9mq4GVZaJlDNPV8dab2pO1anOWYiGNbOpWmj22+OGCbzP7xkOB9PWrGtaDpFl4bttW0rULyYNdfZc3MAjW5ITc7xDOdqnCncP4h7gadl4UvJtRDah5YdFWSO2L5JJPG84wPpzT1YGTomjpKkl9qKOlii/u1d9glP1PYD8zgV2tvfWV29noWj2LXOliCUzRIScM5xuJ+n864+9Gra94jh0+8WSFIuAjDAjUHBb3Pv34Feq6ZY2mk2otrW08iJ/kkYtueQ4yN341SXYuKuczdxi2862V8pGcA+3avNnYmaQnrvNek+JpRHq10Mbd+049MgV5pICsrlgR8zH9aipuENLlrToEnjuGdQccDI+prPm4lYdv/rV11j4Z1G1sLiUwlkVEkZl5wGUH+orkpx++NOxFyuVJDEDheTTRVuJM2l23oFH61UFDVkgCrFrkllDYyMVreD9M0nWfEUOnavcTW0M52rMk0caxnuWMnGMZ46k4HeqGpWf9l61f2hS4iNtO8QScASDBIw2CRn1wSKTA7Kx1CGDQbZWmCSxo0UCk9HJI3Y9hnn1NV7/AFBLTQJIpJSxeLEDAdWBxn+dZ+j+HoLyCOTUrqWLzQzRqgztUY6+hOeB/jXS6sbHVZJ/DETeVFZpHFaYAw0nUsffoPxNaWdjPlVzF8QS79IsZP4ge/utQ+DJcalPBnCumQPfNJr6sumQhuDG+0j0OMf0rO8N3Bt9ahb+8dtRU3Lp7Hptg2E3Z/5aZ/Q/4VLfyFLdT6Cq9oSVmxwA3H4//rqv4huvIsZD6L1rFG5zVjNG13eTSt0Ix+vesXxLcQzzRPF6ckZ5qWzl231wpwT5IPPY/wCTVHX+LqNf9mvQv/syX9bnJb962ZqsDUi1W57V1XiHwdf+GvD2j6jeecs98ZPNhMZAt8BCisf7zK2cdunXOOVM1OsvsaJ4etorJVU3kameRhl33Yzz+NberRqvhQ8ZDRsWGOD8pFFFV0G9i74at44dKtRGu1Sg4Ht0rJ8XXc1v4ZvERhyS2SOciQYooquhr0Zwl6olkYOAQMkfka2fA1jb3dlcLPErhr2BOfTZIaKKxj8ZlL4DJ8d2UNh4gngtwVjHIBPSuXUZlj/3h/Oiir6i6C33/IQn/wB81JpWq3OianHqFps8+IMF3ruHzKVPH0Y0UUS+Jh0JtIZirxg4EkkaEjqASRXdT6NbaPoV7JZtIsy5YysQWbpwTjp9MUUUkM5HQhvuLtmJJA3de+a6OFiCtFFYT3OinsasRPmKa6JWP2VvpRRUxKkVtRJ8qH/dryvxKANXkI7gUUVpHci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", "info": {"video_id": "136690", "label": "pushing a sling bag so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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4lEZl2bSRnpn/ABrqrxtBv4Y7q9eCRYmLxkDq307/AI0m9QTsy1pS48MxhgV+XIBpVt/9FWV+pwBnsKqW+om8RkjGEPP0FaG4tYDHrXPLc7YbGhOgfTARxgVR0SC0W+WKGFCrfvZWPOW9TnOT06k+2K0IT5umsn+zXOeFbm6k1vUjOAI4sIuB60RJkryQzx5qI0m6SVU3s/T61n6BqNx/Z88+EWaQhzIIwW5GMeuOPpUXxEk8zZKeQjAYrmdIm1G/uIrDTWKqqhnc9Exn5vbrWiUOXXQxqJqfuj9deaR0kkLFS7AZHGc9j+PqaxoztLAHIqe/8pLx4om3qjECTOdwzVdMZb61pG1tDN3vqPJzn0q9YaZqurQl7W2eSIcZyq5+metUNwBFdZqHjMRIbfTkW3jHG4D5v/rU2yW2tjasRbeEfDLvqUaPO5LiJT8zN0wD7cc1lRXP9sX2oMtxIscVsrxEHC5H+Nclf6pJeq7SyvLI3BZz2rZvIXtLPS49PBjluot0ig8OwAIPP1NKUm4uwopKScguNTvpJ4milNvHJjZGGzkbtvPvkHivVBgXl40WFXzYyVA4y2K8TlW7e582WRfMWQGUcDa2R+te4QE/arl3GPMWJvqQOtQ3dJGlKCjrYfcwNNFqkJHEu4D8RXJWLRaX4F03zCsauZWkLqSM5Ix9eBXbBwQ7/wB7pn1rkPEQFn4YkjaISR28jnB7ZOR/OleyNGuY8vu52m1CWQysM8hj35yKY7ZkGeuaqqfNkCgYyRU5P732JNaIwLqOWXaTx2rb8M6JZ6yLwXay7ojGVaNsEA5yPxxXOqxxgU631C4spTJBI65PIXv6VcnoJLsdraeB7S0mnudWu/8ARAT5ShtpA7ZPc/Sk1jxPa6foEmnaCJIkAwZnPzdece59ayBbeIfESvKscggg++8p2qvHTnvWXrmhalpMaG7UlJCwUhsj5cZ/nWd30K9T1bTZi2lRyyEbjDubHb5c1y1xr6xwm52GRMK0Zf5d+emO5781v2oc6T5cYy7W+1R6nbgVwerzS6faWVhdwul1bwlcNggb88HHsePQ0VOjsEVdPUvR6ncSadPf3AEcRYxwQA/fbuxPoCRXO38TWp2G5FwilSWAxhyOR+FRW+q3qAWqyBoyxIUqGxng4+tH9lahcbvKsrhkJyvyEAfnUptS1Gkkro2tJudR1GNra1fyrKCP99MeijaAefw4rCnlMshYs7YG3LHJ4/pWrpker2OnXVuYY2s7gESxO4yccZAHIPFYaN8oPqT/ADppycnfYLRS03JR0B9qTNIrZ4pMZzWiEd5N4La5MSW+6WKKXFxcStt8wA8hf8a6VptF0fRr9NPS1t7qRcfuXDMO3Xrgc1xOt+J4tRKwWst4YE/ikmJB/CsNJFkdvKwSBwc9Pes72FZs9UuYNN1bwvHdaqqkETtFyQSSAoPvwM0toka2qwMoePYFw3IZcY/Hiqklyn2HT44hE6+WiLEf4YwPmOPUtgfgajg1JJ9dlt4nRkWBHIX+FiSCv6frVrcl3Oc8U6FNc62q6dbIkSwqflIVUI45zxVWx8JW6fNd3yK5GCsbbv8A0FT/ADrU8W3strLHLEUGWCHcucd65mS8vbwTiS9fdGMoF4BGM9qyd7uxvG1rs6aHwhozx4aSaRj/ABLCcj/vpwP0ql4sstP03TilrbmN2wASEX9FGfzNULeYQW9hKNQuGMzBZAHIAyp9O4OKoeJby0u77FoH2p8pLuWyfXmlHmYS5F0MsEgAHsKcDgEVBvJIz2GKkDA1oZlyGwkurae4Vf3duAXbPAz0rpdB8F6rq1vbTPOkNpKDJktlgo9vU1H4Rks4LbULi9tpblUCFY1xtz83JB7+nWtL/hNZ7dgtlYQQRHgDnP50O19RNvoatlbCz3RKSRyoJ9q3LOLfbMD2FYkNyHETZ+Y8t+NbtpJsiI7kVzs7o7Gjp0f7plPpWFo9r9n8R6pn7r7SPwrZtp9g4qncjyL3zFGC4wT60dCo7nKePLRprLEMbSPv4VRk1x2i/wBsaZJNLbQYRsxSrKQqn2OSPWu/1qb7NJHNLs8tW3NvQMMe4NVLrX7WPTnkglUDH3oLVV+nIX+tNNWs1cyqRfNzJ2POZgFvJgFCAYAXOce2aA3IpkkvnzzSknLNk5OTSA1utjme5IRlgBXXy+DdP0+4jgubyR5vKaV9qgKAB09etcep5zXVz6pJ4g12MQqd04SIAjBAB5//AF1WnUzlfoU9c8G3dmzNaRvNCltHNI/YMRyP/rV0azWNpBZm7jhZliCq0pI29OmO/Famt6jI5mtLK3MiNIqSP67QOB9AOvqawtftZrnTyIRueFlkKdyAcnjuRTcdGkRGd5K5rxanpLDJazz6ec2f510c9wCbcL/cVTj2x/jXmCzW8+sWUvlwbJFZWyq4/vf0xXeJLu8kg9Gx+BxWLTXU64tdEbkcnnLFu/hkOay/Flpv0XU4x/HGGX69P8KtQSEK2ezE/wAqpeItUC6TMpxnGBQthvc8ys9NhXTLW5c7JAjvkDliemaxs/zrrL6DGjRhBjbs/KuQzyQa668VBpLsctNuV2Tbvlzmt3wpb2BuXvb28FubV0eMEZ3E57d8Vz4YhSKlhnEIOQuD61lJ6F2voelaj40sLrTJrGJpGaQgksm3PIJx+Fakl1EvhaD7VAbi4nt5GCbMlRI3X27D3zXk8MouWbBwD1HfFehS6xBPNaRQ3QFwxRnXrwBtVPzJOPpUqTe4nGysjVtT5e1AMYAIzWF4g0yzvNaFzePIEEQXYu35sHuSeP1qxb6g0niW5gZJYzFCgkWRCuHycnB9sVj+NWykZwGbzBjP50Sd4lQWupKl9o2kqBBHbgjtvLN+O3FWIPFunOC+xQgPLLaK2PxINcZDdRQXRkaIeXIu0jGeanttSxolzp42jLMoOMEgnPNZOLtuaqSvsdb4n12b+xDtS8EcmUBbCKe3QV5sjDaB3FaGpavcagkUbuRGihdnb61l9KqKsRKXMWAakB4qsHI61OjqR1q0SdG3hazjti0mpyfL1IQbR+Gaxp7eCzm/0O5klyMDKAEn6V0t559y32LToGmkCl2VOw9SegFOjt5PCenDUZbWO4vZl/dyMoZIjjOAc9R19/WpSuNGp4e0K0s5odT1i8lee3j8825HyNtUkLnvjHPvxVqFILw/2/bjbJcoi3MYQKA/JyAPy/CsnwfoQ18yanrMtxIjNhEQcyev0UV3euiEaCCiLEI2QJGowEAJGP5VokU43i2eb+LpSzwAnIL5/QVy+CXjwcMTtHvW/wCJpPMaE+jEfpWJbIz3ELAEqrDJ/lWXUPshcxPax+QX3oOnHSqLZ6kkn3rV1cfvfwH9ay26ACqsSyMjBo+lPmQxzMh/hOK2fCWiWviDXRp91eSWwaGV4yke8u6oWC+gHHX2oEZkM0gVlG8jqQo605btjIpZTsBrZ8KXJtor58gLhCc/jSzXF9rN4tnFsdycqowAo9Se1JjR0WiSrLaghs44rpRMAgOa5O0ij0dW083KTXScylDkKT/D+FasN3vVBmspKzOqDujdhuQrBc81b1PAjhf0Irn4ZCb1Segreu/31p9MVKKbszJ8QoDalgAfl4z9K82n1ydNHTTUwAMrJnPPYfyr1PVow9tHnuteParB5GpzoezVcDKstEyhmnq+OtN7UnatTnLMZzW74bm+z6vFMWJOxlUjjHFSa3oOkWXhq31bStQvJg1ybXNzAI1uSE3O8Qznapwp3D+Ie4GPptnLqF7HaQylF6u5PCjv/wDq7mn1Qmro7Q3kct8otLkNHChQbed7fedvz/lUOn6nFd+IrloWJi8pM+m7virOmwaZ4X0q71q0kkmvPKWOISqP3Zc4z9fp/WomsoItQfVLOQvBdgAk9Q46/nnNaWdzPlSRx16dt1KFONkjFSPXNej2MvnWNlKD99VJ+oFeaXwKXsyk5IkP867nw7cmXRYF6tG+2sJHRA6+Nsbh7sf1rkPFFwRGsWcZbmuqDFBIfbpXn/ia5MlxMM42Jn8TUotl+8ubWG2khJ3Ep+P5f41wbMPNb0ya6qRw9gzADHkA8e/NcgTk59a78W7tM46KsmWAa1NMtbGe3uJL2OR/L27PLbB5zn+VSeDdO0rWPEMOnavczW0M52rMk0caxnuWMnGMZ46k4HerMehah/aWs2NtFJEllKyyG8IVogCwG4LkbuOgyK5ehsZbWi3V75Ol20pd+FjDFjXbaKNB8NXCzz7ZdTtojJHI0mT5m0/w9ucAfnVO7tL/AMLaGz6cpfzgRNdKMsDgE8Y+UDtzVvwH4ehktzqOoWv2mVyDFHI2AAf4m9Se3/16aVhrU1IopbjS4NWurWSC8ZFR3fP74ZJzz7n9a5Xxa5Jg56tk/lXpmtyebod07rl127j2Xa2P5V5V4jZpjFtGdr8/lRNWRTVpGE5yFX1OKu6nAkIBRQCR1Hfml0vSbjVZJPs67jAqyMPXLBR+pq/4m0+506VYbmIo+M4PccGpitBSepzLdPxpjqVbBGD1p7fdqXUE2Xrr6BR+gp20uSVqOlBzjium8R+C73w14d0fUbwSrPfGTzYWjIFvgIUVj/eZWzjt06g4QHX32NE8PW0VkqqbyNTPIwy77sZ5/GtvVo1XwoeMho2LDHB+Uiiir6Dexd8NW8cOlWojXapQcD26Vk+Lrua38M3iIw5JbJHORIMUUVXQ16M4S9USyMHAIGSPyNbPgaxt7uyuFniVw17AnPpskNFFYx+Myl8Bk+O7KGw8QTwW4KxjkAnpXLqMyx/7w/nRRV9RdBb7/kIT/wC+ak0rVbnRNTj1C02efEGC713D5lKnj6MaKKJfEw6E2kMxV4wcCSSNCR1AJIrup9GttH0K9ks2kWZcsZWILN04Jx0+mKKKSGcjoQ33F2zEkgbuvfNdHCxBWiisJ7nRT2NWInzFNdErH7K30ooqYlSK2ok+VD/u15X4lAGryEdwKKK0juRU+Ex9o+zlu+/H6VHnHOM0UVqznN/X/FsniO3toJ9I0y1NuqRxSWqSKUjXOEALlQOSTgZJ59a3vEmzw/pNtFpsSQmRhukxl+h5z+NFFVHZkvoZ3hW0TV9WhgvXlliLBmVnOGPvXaeI1SKBEhjSJEm2BI1wMAGiirp7BLZnl+qf8hS4/wB811nhDmyOf+ex/kKKK55blx6HW3LkIxB7V5nrsrtc3RJ6yYP0AooqY7mj2LY40t/+vdT+lcvRRXdifsnLT6mro+vNoyzRnTdNv4pmVzHe2/mBWXOCCCCOpyM4PcGtTR9Z1DVNYvJLq5dpNSuY3uXXALEt29Bz0FFFcy3NUd74qmNt4dkVFUgK33hnOQQc/hWzo8SQ6baFFAJjDH64FFFaL4io7MyPFEjx+GLoqzDekxYZ4yCMVws/zyDdznr+VFFTV2Ll8Zq+AOGvMfxT2aH6GUn+grp/ibbxzPpHmLnLMpHqMA0UVUfgMZfGeP7R5oXtvA/WpdXGNTlx7fyooqfssOpRbgVqah4n1fVNIttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1ooqBn//2Q==", 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", 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", "info": {"video_id": "136690", "label": "pushing a sling bag so that it slightly moves", "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": "41687fe215c3e2337e463f39c19fde7801199b20b821c31bad6bd816c921181c"} +{"episode": 66098, "episode_seed": 629175860, "split": "train", "timestamp": "2025-10-13T03:35:12.271521", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 629175860, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a wallet across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "82693", "label": "moving a wallet across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "82693", "label": "moving a wallet across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e812d27025a94456bdf2fa8aa40be729a4d6dff57de5dfc3ae6532e9eb43ba78"} +{"episode": 66099, "episode_seed": 4196112189, "split": "train", "timestamp": "2025-10-13T03:35:14.432565", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 702, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4196112189, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting toy rabit on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8425", "label": "putting toy rabit on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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27MhyeTgevpXpP4jnRBKBnIqD5S3Iz7VMUZ2VEBLHgD1NQ8ZyOua6I7CY8nEmQNo7DPT8aRsbOOTntSAjv17U5lkwZF3bVxubsOf/AK1BI3zCkci8fMucemKrFgVz2z2NSn/Vs3sarICYyB29a4sWveNYbHE+OiMWbZwUEmOM56VzFupRFyOcdhXR+O2RZLJmA/5aHr0+72rmYZWdhgnacEivKq/GdMfhN3SmYzoD25ru9LVGO8OAoXAz2P8AhXCaScToT0x2rvNO3qu1EJwDgAdMc5/z6V6uEVqTOer8ReeK6gZp4evkOhUDlt3THr/9am2thfSadNpuriG5hCh45pGXO7PXb2OOOOCKxtX13+z72K3fSrq9lT50MeSOfWqsni/WHKrBoZjyc75ACR+Zrz6lbFurJQp7bO3/AAUcrqSTaaZ26eGpjaqWdFiCjhQT8tV9X8ZWuhfYY7yOSS3nIKbIssqBgCfoOPesn/hItatdW0xLh3e3mji84EgbGftgDtxTPF88cWoQrcgbGjyjH68/0qPrNadeCrppa9v08/MKUnOoox6l+6kVpJJIm/ds+5cjBxnioA+IpFxwy5H4Vjxa7E5VRHvyuflOcD1xWikiXEfnRkFGBxXvxqU6lNqLubOEoP3kVZmBRjzj615jCqmVwqkYOOa9KOTGyj3615vC6x5z82Wya8LEdDqgaduVLc8+1dnpaHy4yoOeBx1FcVbYyPwruNJwrq+T0HCnpXXgFuzOt2OliykgJB+UA5H+fStCydFm+aM7hyXAzgelZ8VzGmVbBB4VuvPf8KRb3+ztStJH3tDL+7kUDPB7/hXXLWLRkdNdXwt9Na8OCsJ3H2A9a5zV9TtdSEVzZg7dp5Ixk1l6Z4qlm1e70q9txcWUrtFujUn5emTVu30hobcwNMBCGO3Jzx9PWsIzo4aXNWkl213JlNWsSeG/7Qmup3hi8y1UYJL7drfz/IV0WrSE6ewcNtRgGBOaxooBaW0kFtI/nRK0hdCFPtn1qomtXF3pxjbDeYMscc59aijXWMrOVNaJ+goz0sypPtWVguMAniuF8bKrXFkzEYAf+ldpM2Lg85yK4bxy+2ewHQHzM579KxxHU6ae6MaEZcc5x6V1ejZEUYUA565rkLXGFGcnPbrXX6M42BM8g9PfNXgPjHV2O1tFjaOONsKvAU5zVK60aS4kihzMkQd7mGWJtvlscAqcdQeuD6Vbisme1YrJuYKQAOg54ArHka8s7h5TorNJK2Cz3ygdOcYBwKrF1K8ZRVKPMupxzck0lsbUEN5cLGL1Va5iHlmYEDzh2OOxHSrSW4tsy+TBcyEhUilbCk5+nXHI96ytO1DUZLsINJsoIlRizmdpCmFJyBgdSP1q5pepXd7ayz3dvCl1ancghBweMgjPfqK4cTi8bTpu6svJbX/7eMpz5dbv7v8AgkK+ItM1SS4gtTJDKh3/AGeRSCTuO8jPXBOKqXBJBbgKR2NRwoFuN7KFc5J+p7VNc20iQCVcMjDOV5weeD78V9JQgqcUma3vqc7e3JJRSTjkYNcN4stnKFoYs46AV1OpSAT4HrmosxTLtkUH3NeZi4/vZI66UrK5z9kclBnjNddpQCTb2XOSPyrjtMbMiAjpXX2Dd+68/hWeAiuZsKrO80yUKpCkAbRwx6nOfx4NaBOIjnbye3Q1iabK7H5du0Lgkjpn/PWtFpSqbM5/DFd7hqYXGyNySKiz83/1qY8vzcHn0pqyAHOc1uo6AycnKAEADPAzUlvctbOGwJFPBQ9D/nNV9w4+6fWm7/3gxwScj60uW6syQlOFkYDAx0FVSwK46mppnDRuc84zj8f0rhIby81DxfdaZ/bFzaQ5k8pY1DZZULBfYcHk+lcOMdpI1hsUPiHJm40wE/e83P8A47XPWrkNyT1qnqupXeoSW7XVy82wEru7Zxmp7Z+MDOa8qprJs6Y/Cjo7J2V4tmPmY5PtXoehysQilupG7J/T8hXn2mcBG6YHFdtpc7/u884YcZAz6DP516+Fi/Y+pzVH7x0Mx3s42KMjdn19OPpWS0QRFU8kdzWhvQFhwGxjOc5/xqlMw3c1004mbMm6u3tIJL65VpikvnFepwpGFH4AVV8X6naa/pMP2tPImDHylRvnUnrz9MVb1JfN02dBnLIQMeteVa1eSJc6ddRyF4502Nz0kHBFefmOGjeE7bXRph4R5nLqi1bXd7pGvRr5rXNu6+UJADleeN3+NdlbasbKdiGJt3Pzgjg+496xbFRLGG74qn4luJbbS2MTFG3KARXDTm4u8TtmrrU9AldTEcHPFeW2smWy3O49a6DUbpofDsGo6frmoTI0/wBnzcRqizkJuZ4x12qflO71HuBzFk2UXNOs72ZjDqdJat3xwFzXaaHMsqISuVx/PtXD2B3bgO4xiuz0Zo4lUFSNvPWu7L0+VszrbnbLDbvHE7DaCdwA49hVS/8APQ77aFHlRgF3nAXPU/hU9vMXiQeauQADjnkevasHxbYyX8KRpK8fzYO1iMjFViKE61KVOEuVvqc1SLlGyLbatp2nJiS8iQqMlIFHJ98Uq64WsftdrAiRLJtDSksc+uB0rixoyRRBNxPbmtNp1TQhYKjAozO5zjPHFcUMjjHlcpuTbV7aaddtfxM2prZ/dodnc3rv4clvrcbpGi3Knv6V5z/wksYm2NlHUHPO1ga1E8U2tho1orTI2Lb7qnkNnpiuW1C7s9W0/bcwbZi3EsR2kZ9xXFhqEKHMod3+Dsd2Dgow5n1N6y1d57RLxZTKrE5jbk49j61geN7lLn+z3jfcpEmDn/d4rG8NQiLxU/h7UNWuobbzPLinjmjjVB13MX4xjPA5Jx61nak1zDrV3ZztcD7PM8YS4wHXBx8wHGeBnHFdLlJxaZs7X0NSxb94gPPNdVoUZV924ZLZAY8VyOnHdKvOPWuu01wGTsM125fG7bMazO/sXH2cqAxOeSBknjP4U+eNTGhIwQO55rP06YmJkQOT1HPH1q7NNkYOOOMivQUfeOcpyCRVPluU3/K+O69xSQ6xaaSHinEuZSDlYmYY6dqa8oyVz161BKFkxz7ZqcTg44ik6b0vbbfQyqQUlYmlKlyy5OckADtTTI4ieJWIibBIJpQxz8p/pUBbCtwTjpXbGOlhrQ4/XPkuAwzyTVGGYk8nJ61L43kkgst8T+W6yAZX0rD1zRta8O6HpV/d3Nyk96ZPNhKYEAAQoGOPvMGzjt9Qa8jFySrM6YbDtLUeYprqLP8A1inuOKKKjL95DqnT6U7Y6+lakkjFm+tFFeqtzEqOzF2yalQYGcnOM0UVqIlUkNkVNdqIhAy9XiDHPrzRRWb+JAUrlyF2jAG2vLtS1CfS/F11e2+3zo5WxvGRypU8fQmiivOx3xL0NaexyV6dk0CjpjH8qv2rHdiiivLl8TOmPwnVaaT+79+K6vTBvdIz93NFFe3hf4SOWp8Ruu5VWAAAB9OtU5nYMBmiiummZso3LnyNvYrXjF6THqVzbgkxpdKyA/wktziiissev3JpQ+M7TTOSB2qp4w40s8fxrRRXzkdzvlsUtR8SvrlhaJJpenWxhjWONrZHUoijhAC5AHOeByeaz7I/Iv1oorWfQxh1Om0zq3r611ulsVY47DIoor1MD/DfqYVdzqrGRpFiVjwM4qK/YsDu5x60UV1LcyexkPg5+UVWnA2znaPu0UV0xJZ5f4hjCaGbpCVkjuygI7g9c0/RLiS4iQSHI20UV83iP4svVnoQ+FEbaydK1K9jbT7C9illDFLyHzAGUcEHII6nIzg9waoz3txqWpT313J5lxcSeZI+MZJyenb6UUVm9hdTY0z/AFi/SuosXIcqOnBoor0MB1Max2GlSvtVc/KTkjFW3c4PPfFFFen1OcpOT5nXvT+h4oordEsWRikvHbB5qJ5Wk3yMfnPOQPeiiqtqI4jxx/yCyeh8xelcNf8AiHVNQ02DTbu8mmt7aR5UEkjMSz4zkk8428emT60UV4WM/jM6obH/2Q==", 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", 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", "info": {"video_id": "8425", "label": "putting toy rabit on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "8425", "label": "putting toy rabit on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c22cf4ea8f3d3be7a28bae87d049e431dc7546d7b5eb4b0902528d16781d4ad1"}