diff --git "a/video_unshuffle/swap/train/batch_000404.jsonl" "b/video_unshuffle/swap/train/batch_000404.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000404.jsonl" @@ -0,0 +1,100 @@ +{"episode": 40400, "episode_seed": 3291705887, "split": "train", "timestamp": "2025-10-13T03:14:57.079066", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3291705887, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'money falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "4382", "label": "money falling like a feather or 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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", "info": {"video_id": "4382", "label": "money falling like a feather or 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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", 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veYjKPwINEmNI39K06O0e7Mq/JNN5o4z2ANa76TDqVtIkaxNtGcEgGrdgkLxbW5bPNW/7OiZhhinPJFCIZ53rmlXcVrDBp6IpjkZnRmxnjFctdz3tvG0V3avGXBUN2JxXq+sRxG9k8lxIo4D7Nu73xXC+MLVmsI5l6QuSfxBFNDOCPQUgHNXI7bzNMuJx1hdAfoc1VArQZ1vhpmmsnDfwNtH5VvrDVDw9afZtLiDDDyfO349P0raVM1i9x2Oe13S/OtvPQfOtYXh9N3iPT0Pe4QfrXoJhDqFI4Nc/b6PJaeM9OkjTMTTq2R2oTBbnpxjWRNpFZcoe0m4PynpWoh5qDUYPNtmx94Digk5q61si+kUnKg4pJ9RWe0lEZAkKkD2J4zXOTOfPkDHncagW4AlMWScg5x9DVLcDe0TTNPtEj8lBLPISfMPUkcf1rzLBLFR1JwPrXsXhZIftKlwNqZC/hyf1ryvSIPtGsQqRkK5c/hWrBHd6bbi2tIoR0RQtakYqlDHjG049u1XY2K/fGB6jkVzsstIMLVyBMsPaqqDIGOQa0IVwvuaLEssL0qUHC1EuRTnbC0AYviMb9GuvULn8jXjmopun3g9hXr/iGTZo90fVCK8ku+WNVHcZcld38rJOMjG30wMVLe23l6A5cDek6YPthhim20eESQ5yU+X8v8aqajPK2YyT5e7p7j/9dWgKEaM7qijLMcAV6PpVmtlYwwjqBlj6nvXHeHbX7RqiuRlYhu/HtXfRDgVMxE6DNTBOg96ZGvFT7ljQu5wqjJrOwFa+0KHV/JVztaNwwYdcZ5rrE5fNZdpJGZF28kjqK0kNNO42rEsmPLORxivMNVZF1KfyjlQ3Fej3km23fHXaf5V4/qd95Idzy7HAqkJEjyGeZY4m2t3546iug0q9ht7s75PmB+VvbJJNcrppX7GJmP7xm4+mas6ezTarDGFJDHafp3rSOgM7jxT5kvhu9SDmVoDu9wDz/KvMNCkCaiAWCiRSoz69q9fhjEqyeaAQwxg9/avIrqxNn4iks4c/u7namfTOR+lI1qLqdcinHI/Kqup2QvLRggBkTla00jGak8pW6qDWZkecsMHBrpNDvDo1zazNxE7ASj/ZP+c1U1vTxZ6gJVH7mU5Hse4rRewe6NpCqkhiASB2qZvYuB6CztbziRTlTypHcVqjUI2tnbODjvVCC1D6TFETlkQAH6Vg6ldPbWkqZwx4q0ZtamtI27JzmuR8bSiLRxHnmSQD8BTrfWZIeGbI9DVa0soPF3isaff6hNbwbZDAiJuLuELBf9kcdfamgOf0woPDOsbyMsY1Ue4OaoaXa/bNQjiP3c5b6Cp7+5Z7K3ijIEHJCKgXB49OT9TmtPwva4WS5I+8dq/QdatlLU6qEAAADgDFW0FVoulW4xWQMmRcsPatC0hQyiQqMp0NUCWEMjp97BI+tXtOuEmi4IDdxmkI1ENQ6jP5NlK46qhNPRqoauS9hOg7xn+VMDzW8ugoklc9yfqajsZCE+0sOWBC/lWPq8jFlUE7eTirEty0emQhGIIAxj3q13A6XR9RlM7Qo+BjHXt3rG8KwbruebH3RtH4nP8AStmXTNPsNIt9X0nVb6UPcG13XECxrcEJud4h12qcKd3qOeoFfwvDs05pccvITn6cVTd0EVqdHFV2HtVSMcVbiH6VkWyzFGDINvy9zir6MR95ePUVUtxgsfwq2rcUiSwrAjIIIpkjdqbgHkcH1FQyOy5yNw9R1/KgLGF4tl8vRnH95gK8vuupr0LxlKG0+MBv4687uDyauIMus4eJVjyCigY/T/Gqt9IXZNww3PHt2ra8JWGm6p4mi0/U7ye1imbYk0csUYjPUljJxjGeOpOBWVrNrLaa5eWDLOrQTvCEuABIMHADY4z0zg49KpMRveF7fy7IzEfNK2fwHArqIu1Zdjbi3too16KoFacbYwDUSKLsXSo9Qge5sXijJBY9qkjIxmrtuoxk1Iin4WZklmiuFO6NeGPvXQK1UoYUidmUYLHmrQPBpJWG3cjum3Ar2IrxjXEJndM8pIwr2Cd+Ca8h1dt95O3rIx/WrW4iCB2GmogwMDr75NbWiIFvUkfqDlT/AJ/CsCPcLMMCQA+K6nWfDmq+GdI0TUbuSdJr5pPNhMZAtwAhQMf7zK2cdunUGrvYR30Yyzqelee3qK/j6fI+4gI+oQCiim9japsbqVMtFFYmTKGtQRy6RclxygLqfQiug0SGNrC1lKDftHP4UUVEuhUepvKoKj+dcf4t/d3UajowyaKK1IOZf7ue9VINQn0fxA2oWuzz4GYJvGR8ylTx9GNFFNAyjqkCQW9sEz/EMk+mK6TREVNNgCjqmfxNFFU9hxNqLoKuR9PwoorMGPticqvYirdtBGl0jKMEZ/lRRSBGmKqXfKuD/dNFFNCPG9RGZH+p/nUcvFjEevSiirWwHRX3il9f+yRS6TptqbdEjiktUkUpGoOEALlQuTk4HJ5rU0dFj0m1CjAKAn6nmiil0HHc1o+lXIv60UVBZeh+5n3NTiiimyRwPBqJzRRSA5Hxr/x7W/8AvHmvPZjyRRRVxEzUtNdbRZriP+zdOvoZnV2jvoPMAZRkEEEEdTkZwe4NRRXtxrHiEX99J5tzczmWV8Yyx56dh7UUU1uI7WHoKux9aKKgosgYXitOD7ooooAsr0pWPFFFAFK6JELkddpryK+JMrk92P8AOiimtxEI40wkcHzP8KvT+JNW1XT7PS729mntreVpUEkjMSz4zkk8428emT60UVTJP//Z", 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", "info": {"video_id": "4382", "label": "money falling like a feather or 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": "4382", "label": "money falling like a feather or 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": "a2631cc0e4cb29e3a6df6ea418f0a51bfca25f0a44b51313e0ba7aa3bcd3eda2"} +{"episode": 40401, "episode_seed": 3330979650, "split": "train", "timestamp": "2025-10-13T03:14:58.531756", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3330979650, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 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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", "info": {"video_id": "169677", "label": "pushing paper from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "169677", "label": "pushing paper from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "169677", "label": "pushing paper from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "169677", "label": "pushing paper from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2929bad783bbe063fd77477bfc6be50df7cf5ee4b390f3d62624a7527600dcba"} +{"episode": 40402, "episode_seed": 1778425603, "split": "train", "timestamp": "2025-10-13T03:15:01.481717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1778425603, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing glove behind schoolbag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "51474", "label": "showing glove behind schoolbag", "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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X8NNP/tL4haRERlIpTO30QE/zxXKq/Nel/A2yefxdeXoX91bWpUn/AGnYAD9DWUnoy1ufRIfbH715yGKnDDvXfNJ61xThdhYgEV59fodVLqUruUJbvKH27P1q7BcRmzW4Jwmzfk+mM1x+qXdwEliYDZKQIgDk5zg5/E4/CtrV0uIvBt4tpG0swtiiqgy2DwePpms5Rs1E0T05jD8N+M/7WnuIr0xxON0kZUbRs64PuBznvWBrfiptSuZEWV4rFOAFbaZPdj1/AVw8kpVvlJA6cU0SxGNjcs+MfKqnqa9GNGKlzI45VZOPKW73VLcsPs4KMDksrH/Gu++HGrm4t5knIMyvuGfvMjdCfXkGvKdscsmANq+5rpPAl1Jb+KokLEiWNkwT7ZH8qdePNAVJ8sjoPiVdNf8AiOytt2Ire1LjcONzsf6KK4bqAPUZro/FOoi+8SXTEHyrceSNvXC5z+pNc0WIVD7VdBWgiarvNlZGLTuh9K9O+E8/2SHWzuy7GFUHqTvry4EC9XPQjFej/DeMRSancsxIjWPaPc7sf1/Oiv8Aw2VR+NHca1eS+TFZRsWmmITPqfX+tdFotgljZxxKOFGM1zWiWz3+pPfycovyR5/U12qHCAAV5cndnfaysZvieTy/DOoOgUusDkZ+hH54NfPF7Attew+bGAQwba68Yz3x1Fe9eMHdfDGoMhwRFn9RmvJr3Tn1Gx81EDvHwPXHXFdmFejOTEbo5GaR552aRgzE8kDAqSaLZGy5yQuVPqDVr7AyuF2nJOAD61au9PggtED/ACz5GW3ZHuK7DnOYtuNv1qWQfPio4wQobHB5HvzU0nJz7UkNkujak2ja1bX6x+Z5b8puxkEYNdf4vuYdV8K6Fqwb/STvjmGOn+Sv61wiLuuFHoc1alu52s1tTKxgRyypngE0mtbjVj6GXiY02ePzAeOtOb/WZqRuMeleGkelc8d+Idh9k123uCMJcRDJPqpwf0IrjJmJUjPSvVvijZedoFvdKMtbXGCcdFYY/mFryUnKsK9bDSvSRw1laZJnG0dgKGb5lPvTSen0pGPT61uZDepxXvXwWBg8NXLkffuz+ICLXgpBIz71718Jv3fgyDJ5eaVv1x/Ss5uxcVc9ZRgQMHg8g1Nvym01n203G01NJJgcdqXNoKxS1At5iZ6LnmoQQy0+4fzTz071DGcEqa8vEa1GztpfAiKaHeMYrOk0mOZtzKK2nGAPWo3HG4d6ysaJnlPxQ02OCwtBAoz87H9K8strkQvudd+AQB9RXt/xB06W8s4riNyRbBmMW3gr/Ec+3FeHXUIgvHQfdzx9K9XCfw0cVd++RM6/JgYPenk/OtQPw4+tTqMgV1GINwa9o+BiGDSdUnYYWa4RQfov/wBevGmXIz2r3f4aWbab4Ptg4w87NOc+h6foBXPWdol01dnphkDLXGyyBSiZALHkE1uxXW0FWPHauNurwtdz/KpigG0N339T9OCPzrjlaT1OmOiZh/ZprrxjMZX3QxhfLUH7oA6fmSa7eLKKMHBFc34chM5mvGGTK+QT6DgV0bMUBPWueTbd2bpWVjyL4hwxx+JGeNY1dlzIETHU8H6kcmuKyRBIwjy2/Bc8BRg8D3/wr0Tx/FFd67AsshAFv/D1HzHFeeS2rwSvGxywPOK9WhK9NHn1VabIoo97ZB+btW34Udf+EnspQQAm5j+CkmsuGAu4VQSSe3atXSbSIX906BkMFpJINp/iAxn8c1dT4XcUPiRRaZrhLm4Y8yMzE+5P/wBeqbH5VHtUsiNHp0LocLKWUr7KQM/nUbLiMH2q4vTQmS11KcpxNGfeu+8DtLKl5awn95O0a/QfNk15/NwwPvXq3wjgSW61CQjJRYwD9d3+FZYj+GzSh/ER6lpVmlpZpEFwFAA9qvkY60qKMcDpSnge1eWd9zN1a2S8024tX+7LGyH8RXjlrc3Nolxp0h2ur7JAevFe3TpujJHIrzrxZ4Ye5uft9lgTfxr0DY/rXRh6ii7PYwrU3NXW5zbMnnZCKHKctjv61i39vNdWN7fICIbNOvqxOPy5rbttD1fUJ/Klj8mM/KzDqQPT/Gu1m8IW83hO40pMQ+amA+M7WHIP5iumpXirJGVKhJpuR4aihtPtiRjAdSfbcSP50zBMGT2rRNssFn5FwdpiRgeM/N6fn3qgvCOGPvn1HrXRGzMZJorW4/0hj6A04gkAgHGRn8attplza2UN9MqpFdhjDzyQDycelQxviMRk4Gc0xH0NI3zAZ609zmM1BMcBfUHtSNJ+7z7V4jPRMLxfCL7w7ew4JPlF1x6jn+leG8BxjuMmvXPGWohdNXTIHzeXzeUgXqqZ+Zvp2/GvM9V07+zdWntWJKgZVvYjINd2FdotM5q61uUjSMMAfWhvlp0zOuIGIIQkjHIya7Gc4KyCIqU+Y/xf5/zzXu/gRW0/w9p8L8ExAt7Ekn+teQeG9GfU71Ny/ulOScda9osv3USp0AGMe1claor2R0U4aXZ2sMvy1M1wSpyeaw7O73RAE/MOK5QahqF94zu9MOs3VpCDJ5KxqGyVTcF9hweT/WlG8tEKSsehRsG3c/hTG+Vq5D4fare6ml+b26kn2CMrvP3c7s12EoyK5KytNnRTfukqtuTn8ahkO0kHv/OkjkB5zwaZO2VrFlmHrgSS2KyqzRrlnVDgkdxmvny+dZZt6fdB+X6dq+gdZkCaZdysQNkLk59ga8d/4RrzfClvfwqTcbCzL/eH+NdmFqcqtIwrQ5ndHKS/MFKjp1p8Z+SljyuT6UM6nAUAZ7AV6RyGro9nPqV/DYxqRHcsA7EfwqecV9B2Uaw2kcSAKsahQPQAV5v8P9Ca2h+1XIPnuMKG/hX0/rXW+KLy5sPD7TWsrxSiRAGXg4Jrza1Tnnyo6oQ5Y3ZvvPtHJ6CuFmeZdKijY/6TcnLk9QWP9P6VHqt7cQ6NDqFjruoyhrj7PmeNUWchcs8eOdqn5Tu9R9BdgBvddBUZSEZwfU//AFv51nOLgtTWm1J3N/TIPstpHGAAAAKtud2fWnKq7QF4OOlIwxwRWBoec/ECAx31hdY+RleIkeucj+tc/qGnQPbW0of946/pjv8A54r0bxPpY1fS5bXo/Dxt/dcdP8PxryyJnSQwXCmOVG2srdjXoYWd427HFiI2lfuNS3SHdIpy2doxV3ToHg03UtRZtkckEkS7hkEDHP5nFQRRSXV0bO3w0kj4P+yvc10ni7Tzpvgby7aIkR7UYj+Fcgk/mBWlaeqh3FRjo59jgL5o/sekpHnAtiTn1LHP61A+cD0xVfzZZEhWT7sabUHt1/rVgnKKa3grKxnN3dync8GvXfgyBLHquDyBDz/33XnfhjTtK1rxNHpur3U1tDO2xJkmjjWM9SWMnGMZ46k4HevVPhXbNYX3iKwCTxx206xiO4AEisC4O4DIzgDoSPSssQ/3bLo/Gj0eN8Eg5BqfhhUDx8ZHWlik9a8w7hXUqDx9RVCe13c4yDWrjI68fyqMod3Uf0NMEzNtrBFbIQLil1IiOzkYDBCmtEICMr+INZuqp59pJFnBZSufqKY7nz1qpZxNK2MSMSD261ixtkhWAx2BrvfEWgJYJLcW4ZrQnbJGx3NH05zjpnvXATx+VMwB4B4PtXqwtbQ86V29Szd3XnC3hWVmWOMDDdjkkgfnVZWBfBA4PWoJs7dw9a6PXvB2oeHNA0fULvzluL8yebAYyPs+AhRWP95g2cdunXOKJPZpzhCfpUEjEgL2IJNFFeK9z0Dz6zP274gajJP8xtwY4h2UDgVn+OreNbm3uAMSMChPqBzRRXZD+KvT9DGX8N/11ONboan06BJ7pEfO32oorsnsc8PiR6p4etoYIkEaBeldMOGBHeiivJW7O6RctnKyLg9eK4bVNQn0zxjeXtvt82OZtu4ZHK7Tx9CaKK6qJhUOl+GXyjUwOgEX/s1d5Ieg9aKK563xs1p/CVj8sjAdM0rnI570UVganEePriSHwrflGxvVIz9C3NVdMiQaHaIBx5K/yoorV/wl6kL42ef+LdPt7K6jlt1KGbO5QeM1B4WsYLrUPMmBYxcqO2aKK7k37C/kczS9sewacojhTbxgZpnjU/8AFMsf+msZ/WiiuCnujonszjNW8QNrMUEUmm2FuYVWON7dXUqg6KAWIA5zwOvNdl4YRWgaVhlpHYt+eKKK3xPQmhszogoyQecd6Q8q2TyDjNFFcpsVLlRtH0rldb0OwvmE00REvTehwSKKKqDad0KSTWovh/RLGxXMMR3PjczHJNaetqPsE0RGUKlSD3GKKKc2222OKS0R4dLEoEA56AfpTR9wj0NFFexHY82W4un68+jSXEZ03Tr+KZlcx31v5gVlzggggjqcjOD3Br1b4Oaneavd+Ir2+mMtxPJFK7EAZZi5PA6D27UUVjiP4bNKPxo9WPSoXGMHvmiivNO1ksTEnBqdADke2aKKYiuWIUOOuKp6iMA0UUDR5b8RZJLfSInhleMyzrHIFOA64zgjvyBXmN4NszL2FFFd+GfuHLX+Iqux8s+2K6W217UtV0e3sr68muIbWZ5I/NkZjubb1yecbePTJ9aKK2qbGUNz/9k=", "info": {"video_id": "51474", "label": "showing glove behind schoolbag", "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": "51474", "label": "showing glove behind schoolbag", "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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QzDk9BXV/DTT/AO0viFpERGUilM7fRAT/ADxXKq/Nel/A2yefxdeXoX91bWpUn/adgAP0NZSejLW59Eh9ie9efXV7meRg+YogVwOjN/8AW6V3Lye+OK8m1JpI44tOtyTK52k+56n+tcc3Y6qSvcn0aFtU1WTUJMlYzsjz3Pc/0rtY9qIB6etZejWa2NpHEq4CritGQ8Gue99TZ9jyX4nRtPr+AgMUNurblGcZJJz+NebiXZZmKMoAzktxljxxz6da9O8WvIfFs8ZO4NFHgHpgjBFcRqWiva3LDYQh+6QOo9/evTov3EefV+NmPBHlXkB+6Mke1U75dtxHj7uK6Gy00SMXkXMS5B5xk+lY+qwxpdKsGSu5iF6lQPetWSiBeYT7VBIMrU8f3WX8ail4FMDvvh94ijkltdDu0K2wEyl853ZGQPbvWl8M4TbXuuQLyIpETPsC4Fea2c0loYp4XKSh9ysOor0r4RuZptbdyWdjEST3Pz5rmxCtTZrRtzo9GEg28/hUVtOo1GS23liF3D2qDWHljjUWyqJc5BJwPx/DJ/Cs/wAPyG71e5uCeAoQHse/X8q861o37nYtXYb4y8Ty6DLp8VukbmVmeUOOSgwMD0JJ6+1Qa14tgtdIgmtHEk1yuYg38I7lh7dMetct8S2uF8SDzYnSEQqsLEfK46tg/U1xHnyZA3H6ntXZSoRlGLZzTqyUmkdBf6vC533kjzzNyS8h4+gBAFZum629vqcDqx8gSh5FYkqF6E49gazbp7Y8RB3bHJZuM49qrFPLj3IxBPBwffiutpONjnW9z6CvdXFj4ZvLqIndFau6FeckLxivCxD5MUQJBJXJA9a7s6y0XwzgPWSaP7KD+JB/QGuHmYZjAzu2nPpWOGja5rXlexTumKxb8deabt3xq+e1Fwd0JHoDRbASWo55Awa6uph0PodeJjTZ4/MB4605v9ZmpG4x6V4CR6tzx34h2H2TXbe4IwlxEMk+qnB/QiuMmYlSM9K9W+KNl52gW90oy1tcYJx0Vhj+YWvJScqwr1sNK9JHDWVpkmcbR2AoZvmU+9NJ6fSkY9PrW5kN6nFe9fBYGDw1cuR9+7P4gIteCkEjPvXvXwm/d+DIMnl5pW/XH9Kzm7FxVz1lGBAweDyDU2/KbTWfbTcbTU0kmBx2pc2grFLUC3mJnoueahBDLT7h/NPPTvUMZwSpry8RrUbO2l8CIpod4xis6TSY5m3MoracYA9ajccbh3rKxomeU/FDTY4LC0ECjPzsf0ryy2uRC+5134BAH1Fe3/EHTpbyziuI3JFsGYxbeCv8Rz7cV4ddQiC8dB93PH0r1cJ/DRxV375Ezr8mBg96eT861A/Dj61OoyBXUYg3Br2j4GIYNJ1SdhhZrhFB+i//AF68aZcjPavd/hpZtpvg+2DjDzs05z6Hp+gFc9Z2iXTV2emGQMp+lebaDbSXt/JqEgyuSkefTufxrtI7oqpVjx2qjptvHb2iIqgADGK4pu52UtLltVGPl49qRsVKRj1+tMI3HHesizzL4g2zW2pWmqxg7f8AVSH0IOVP86wZLprzzJZwrgr07DHSvUNc02LUbOW1nXKSDH0968tutA1bTpXhhjE0bHAYHt/Su3D1Y25ZHLXpSb5olS7lKwIsS5d8KiAdWrnNRs307xHBZzAkrHl/+Boc/wA69M8N+FJGukvL8Bpf4R2T6e9YnxD0D7F4jh1aN/kuIyjLj7rqAB+BH8q09spTsthexcYXe556BtdAeuNpqC6GDir14kaTKY2ycBnUDGOv+fxpINOuNWvo7OzUPKwLcnAAA5JPpXStjB7lXGIox3xmvS/hCCp1rcCMGL/2avN2/dyoc52DHFehfDe7MFnrUqYaRvJVAx6sdwFY4hXptGlJ2mjtPE8k0mgXBt5Qkj/LuBxhc8/oDU/hq0+zaepI+ZvmP41makTPPa2IA+dgXCjA45Jx/nrXU28ZihUDA4ry5v7K2O2Csr9zN8WRxzeGrtZwjRqu7LDO3HQj0OcD8a8GmDDajA43YJVe3tXv2uS7dGvgTgfZ3z/3ya8MvtPUQJNG5OP9YD+n4V2YN6NHNiVqmZ1xkzspQRDJAQdvanYWNAD91lOKBEc81Y+yqbV3kQ/7JPGO+a7DmNW7nKeFdEtQ2Q8kspH0OB/Wsi4OLjr0WtS8s1EujWilh5lsHyTnaWJJOPoKxVZpZWZyCSB09Kmk10LqJ9SJ+V+tJYN8hHvSzDBx6VFZn5nBrXqR0PoyRvmAz1p7nMZqCY4C+oPakaT93n2rw2ekYXi+EX3h29hwSfKLrj1HP9K8N4DjHcZNeueMtRC6aumQPm8vm8pAvVUz8zfTt+NeZ6rp39m6tPasSVAyrexGQa7sK7RaZzV1rcpGkYYA+tDfLTpmdcQMQQhJGORk12M5wVkERUp8x/i/z/nmvd/Aitp/h7T4X4JiBb2JJP8AWvIPDejPqd6m5f3SnJOOte0WX7qJU6ADGPauStUV7I6KcNLs7WGX5ama4JU5PNYdnd7ogCfmHFcoNQ1C+8Z3emHWbq0hBk8lY1DZKpuC+w4PJ/rSjeWiFJWPQo2DbufwpjfK1ch8PtVvdTS/N7dST7BGV3n7ud2a7CUZFclZWmzopv3SVW3Jz+NQyHaSD3/nSRyA854NMnbK1iyzD1wJJbFZVZo1yzqhwSO4zXz5fOss29Pug/L9O1fQOsyBNMu5WIGyFyc+wNeO/wDCNeb4Ut7+FSbjYWZf7w/xrswtTlVpGFaHM7o5SX5gpUdOtPjPyUseVyfShnU4CgDPYCvSOQ1dHs59Sv4bGNSI7lgHYj+FTzivoOyjWG0jiQBVjUKB6ACvN/h/oTW0P2q5B89xhQ38K+n9a63xReXNh4faa1leKUSIAy8HBNebWqc8+VHVCHLG7OgabGATVwL5YB/h/lXmmq3txDo0OoWOu6jKGuPs+Z41RZyFyzx452qflO71H0HqAG5R9KznBx3NYST2JEbd3odM8j/9VQcxt7VYRtw681BRVmjMnBHPY+tUGsVd/mjBOe9bLpkf0pmwDG45z/F/jQO5Xit1hjxtyDXmvxKdnltYE55ZsZ68V6jICgOa4LxdokGqSK8jskmAscmeEOecjHP/ANataVudXJqX5XY8SvWK3RI61Ja3IthJKHKMY2ClOMkjGKua5ZPbzvHMm24iO1/cdj/9esQZwVr012OB66jy+QXJDZNdt8O9z3dyuMQoFlkHYkZAH6k/hXOeEdN0vV/EcWm6tdTW0M52rMkscaxnqSxk4xjPHUnA711fhSJtIuvElo0dwht51iVJwBIMFxhgMjd06Ej0rKu7U2XSV5o7LSY2u9VlumAwn7tR+p/pXUhyEway9Btvs9giyD5iMlvc9a1Sp6jke1eSzvKd/CLi1liPIdGX8xivItItlnkktZyFZFKOG9QcHNexy/cOK8t8XaY+nas1/Ep+zXJzJj+F+/5/4104WaUnF9TDERur9jAksIg52P8AIWwuTz1pTatdSw2MIOZHCLjsO5/KpGdDCJN4ADDOa6XwhpTXN02pTJgAFYeP4fX8a7as+SNzlpQ55WMHU5I49dt0d9zW+muFwMEHacZ/CuVtvue+K1PE73Nv4uvlVChGY1BH8BUDP5VlW57eoooqyv5FVXfQJM7T6iobNgLg571JcsRESDzmui1DwffeGNK0bUrozJeX5kzC0ZAt2Gxowzf3iGLY7fUHGzZkevznCE/SoJGJAXsQSaKK8R7nonn1mft3xA1GSf5jbgxxDsoHArP8dW8a3NvcAYkYFCfUDmiiuyH8Ven6GMv4b/rqca3Q1Pp0CT3SI+dvtRRXZPY54fEj1Tw9bQwRII0C9K6YcMCO9FFeSt2d0i5bOVkXB68Vw2qahPpnjG8vbfb5sczbdwyOV2nj6E0UV1UTCodL8MvlGpgdAIv/AGau8kPQetFFc9b42a0/hKx+WRgOmaVzkc96KKwNTiPH1xJD4VvyjY3qkZ+hbmqumRINDtEA48lf5UUVq/4S9SF8bPP/ABbp9vZXUctupQzZ3KDxmoPC1jBdah5kwLGLlR2zRRXcm/YX8jmaXtj2DTlEcKbeMDNM8an/AIplj/01jP60UVwU90dE9mcZqviBtYjt4pNNsLcwqscb26OpVB0UAsQBzngdea9rX7o+lFFdGI3RFHqI4BI96iQlTwf84oornNXuWhyoPfGaWXgr/tA5oopgQHlGB6DGK53UlDkqwyD1FFFDKR4TrMss2q6kZppJTFO0Slzk7RkAfgAKxCcHIoor1YbI8+W5oaPrZ0u5eB9N06/huHRmjvYPMCsucFSCCOpyM4PcGu40C6m1PV57i7ffLdXAmlbGNzYJ7fy9qKKwxXwmuH+I9ShULbqRx2+tSH5cEdzyKKK81HWyORfmI54rIvbeK5jeKaNXjYYKkcUUUIDkP+EW0s3y5jcqCfkLnFdla28cFtmNduOABRRWs5N2uyYpLY838dxq+q27kfMY3Un1GQa4hBtCkdd2KKK78L/DRy1/iIr3iI445qxceKtav7C00+6v55oLWWSaPzJGYlmABySTnG3j0yfWiiuhmCP/2Q==", 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", "info": {"video_id": "51474", "label": "showing glove behind schoolbag", "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": "916558fa1ac14fb90107cb42f7d70ee6a9aca57b5318d00720388333e16b47d1"} +{"episode": 40403, "episode_seed": 3310480599, "split": "train", "timestamp": "2025-10-13T03:15:02.589330", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3310480599, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick purple plastic triangular object 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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hPuSTW5oxWKEk9TzXM6W2be4kJ+/Jj8K3rF/3RapTOpIdbRD7TI46s5JrI8V6laCKbTGnUXZiEyRHqyhwCRWxZsdxOO5rz/xfNv8AEsxwC0aIgOOnGf61pGVndkz0RTUPIwVRu9AKm5iJDoQR1rpPB+lCeE3Mi9uM1k6+wj1m5VR8oIGKzsYuLSMi6dRFJjPAyKZ8RpVubbQ5wOHjdvzCGpJZFYhMDkYrN8ZT7tB8PEckRyoPwKj+lOO5nI5hWXhQo46mpQ4OAoqvECyD1qwgCnBx1zVslDwRggDmpowRjK4X3NVCfmO3r1qZJiyHcOTxUlImRNj9fcVvaZNHFpzyTSKkcbHczHAA6/1rn0lO4Z54psyiYBZAzIDkLk4z649a6MJWVCfM+wzo9J8c6bNd3GlTRyx2sylUu2GELEYwR2HvVDlRtxntWdCqKcqoGKvRSBhknrTxWI9u07bAWI2A7kVI78EBuG/nUSYTPcUpaPYCfWuVgctFgDd2p8kgWLPQdzUJ4Qeg5pERrxhAv8XBPoO9aEJXdkWvA9lLqGvyTbDsRck/U17HYxGOI4HPauK8OrDpkTJHwzdcV3unSrcqoHas57nbGnyKzNW1TbEOOgqGcBnHHerirtXFYOuapHp0DSs3IGFFJCZx3ju883UobVDlYULN9W/+sK5iMA5z0xTry7e9u5rmRstI2aYg3YCnOO9Uc7d2TovIGfpTwzAEmlRiEHyEn1qlpML6v4pl02bUp7SNlkMQjTdudULBfQDg5J9PehK4rjbxuIlA6ZJz+FUt55qvaXlxcpummZ+BjPbNTFsbRVpWRL3DHBzUsmnveolqjFfNGGbH3V7mo+uMd66PT7cwx72HzsP0oRtRp88rdDf0S9i0qzgtGh3RRbQHB+bgY+leh6TdW95am4gcOh49wfQjtXmG4E8nA9K0NH1g6TfoxLC2kO2bA4x2P4UpQW6O6dNW0O5vZEDF5G2gAkn0ryzU759S1GW6BOwnan+6OlXfFniWa/1eSwtX22cB2SOp/wBa/cA+g/U1ixNggY4zUJHDOV9CwrsBk0O+YgM4BNO+RVIDZJOfpWbrM8kWntJCxRwy8rRuQdX4ZIXVmCN8slswI91IP+NcK2ADg8k1rXGNMsLPVdK1nUGL3LWgaeJY1n/d7neIddqnCnd6j3AxEkyoHerUbGcnqVdRuRBHtB+YnFdv4HgaDw4bhvvzvXm+qEyXKKOp4FevaJALbS7G2A4jTc31xSnojSjqzYt5vKsSo4yxrotMffaisMWp2xxnsNx+prX0/wDdRY96hHUa8EYAwO9cDq2lS3Piy4cjMbyZH4AD+ldzHPt79qieGMz+aRzTYWT3GWLJp1kIxgAda861aV5NXunByGkY/rXS+INR8kGOPls9BXHyzNI7OQQSc0GNRobv2zBypOOKzfFDK+kaYAflSe4A/HYf60zSZI9Q8Wvpl9qV1awSSbEkiljjWPuSxfjGM8DknArF1NruPU7zT7mS4ItrlwqXGA69vmxxnCjOOKqMWtTCTuRJgKKkOD07VWLkSAnpUwbK5HrimSSYxyKlYhbZQOp5qHt7UruDsHoKkpEsDkDJHPSp8nPtUMbAKAe9SK2TQUSjjjgVMqgqCOD6VADkjnGKnjzuB5wTSAkG4DIOecUOcqoOfoKqaxcPBp5aDdEwcfMOtO1zRta0HRNKv7y5uVnvTJ5kJjwIAAhQMcfeIbOO31Bp8rYrmI3+qP0rR0GNTHLKRlgdo+lFFaF4f+IjbyVIwcV13hqeQsCWooqZ7HfPY7RiTDnvivJfGl3NJqwgZv3arkD3oorNHLM5vJqSAnNFFUc5q2pLRMTyR0rm5tRn0fxFLf2uzzopG271yPmQqePoxooqobiZQsvkiIHYY/Krx6j6UUVRLNPS4I5H3sMlSMVu9Dj3oopo9PDfAhxPy596QkkH8qKKZ0MxZiUnfbxzVy3AZRkUUVkzyZfEy2Yk2swGCKx/EQCadkf89FoopLcRU1bxK+uGyil0vTrZrcxxxSWyOpRB0QAuVA5ycDk81Ti7fjRRWrM2Gm28dxrkfmDOzDAe+a9T04ZmjXt8ooorOodND4TpFGXJ9TU4+UcUUVmjZieYwbGaSeeRQMNRRVAcNqNzLJqbK5yN2KYVBfGOMUUUdDllucZNrLaVrWoRGwsL2KWUOY7yDeAyDggggjqcjOD3BrPlvbjUtQub67k8y4uH8yR8YySfTtRRWq2IY2bjbj1qWLlcH1NFFIkmXoPemygKciiipKRJGMipl4oopDFJOKtwOwxzRRQMPEAxpGR1MimsG+1/U9QsbbTbu8mmt7eV5EEkjMSXxnJJ5xt49Mn1ooq47Es//9k=", 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", "info": {"video_id": "205170", "label": "pretending to pick purple plastic triangular object up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "205170", "label": "pretending to pick purple plastic triangular object up", "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": "de63723f7d572f30daab663ef5b972bf3dc3ce4a7ef4dd888b3288fd30fbf96d"} +{"episode": 40404, "episode_seed": 3542683469, "split": "train", "timestamp": "2025-10-13T03:15:03.509711", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3542683469, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'pouring water into a glass 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "79107", "label": "pouring water into a glass until it overflows", "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": "309dbebe1e57ed424a8457b783591bd08c395870143404bcdf3506fc7c5c5e66"} +{"episode": 40405, "episode_seed": 681721568, "split": "train", "timestamp": "2025-10-13T03:15:05.125444", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 681721568, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a cup is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "67931", "label": "showing that a cup is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "67931", "label": "showing that a cup is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "67931", "label": "showing that a cup is empty", "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": "67931", "label": "showing that a cup is empty", "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": "bed4adfb77c33d82e3385f17c6e8df9ef137493105c03238a86dc362d78991f0"} +{"episode": 40406, "episode_seed": 209809851, "split": "train", "timestamp": "2025-10-13T03:15:06.564124", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 209809851, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing cello tape in the air and catching 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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VrR1aOKrpJk0zfu2qNjSy/dA9SKjeusxGlq4TWALXWZoiABKfMX8ev613DVyXjCBYoItSbgW2d/upH+NZVo3idGGqck0ZtrcWdu/n3GNu08VS1/WbG4t0MHZBkKQea5j7XJcw7mbr0HtVCRBzzXB7O+rPRlLqeo+BpreXSZjB/wA9sv8AXArsISCa80+Gc2P7QtvdZB+or0u3UcV2QXunl1fjZr26ZAIq8B8lVbRflHNXSBt60miLmQTl1/E0jNRn95+FNY9a6SSNzWD4ni87RpHxloWWVfbBwf0JrcdqpXarNBJEw+WRSp/EYpNXVhxlyyTPN7q2EsTMhKk91OKxUtWSfccnHUk5rbgcjzIJPvxMUYe44q7YaXBqErAysqYOXVRt/Mnn8BXmyfK9T3OZONzPE6iAgEfdrrfAMWzR5Ze8twx/LArlPEVha6U6IjMisM+ZKkjFvoR8ortvB6xxaBbRxvvA3Hd65Of61rRmpSscOJfunZWp4FXGfC9apW7AL1rz681fVLrxzf6WuuXdpAryeSsYDcqm4L7Dg8mt7HCdtqB/eofXNUy1cj4O1nUdWF2b+8luNgQp5hB25znH5V1Wa0hsMUmoLiYRRs7Hgc1ISAKxNfmK6dIFPLcf0pydkJHG69q99f3sccEjLbvnmPlic4qHRNYuLS6SNpXdf4/NBV1OeOD2rpLSyi0+3T5B5u3lj1HtVHXXtEsTdXPDRH5XHXnjH0qGlsUm2dbFOJYldTwwzUoY+tY2hTmXTEJ5KkjNaykmhO6JZZRjV2KQhaoRjpms3xbe3On+HHns53hmEqAOh5wTyKlgdG0nFRx8RqPavOtS1S9g0eG/svEGpShrj7PmdFRZiFyzR99oPynPqPoPRFI2D6VdNbgKTTGbFKTzTGIrQRFI3Fcz4o0GHX7AxkhLiPLQyeh9Poa6KZsAmvOtS8SXen69IPMJUY+RuhFRNpLU1pRcn7pxaXtxpNwYJVaOWNtrA9jW/rUw1jR7e6DAXkACt/tqa0PEOl2vinTBqmnkfboh88YPLgdQR6jtXH2N0322OLJ2gEsD6DtXPJW2Oym+d67o1IJzbW0cbHlanhkMkxJOADj8ay7iQtdp6ZLVq6WqyQjkA5JyfWud7HTLex2Phu62Psz0Oa7eyk3SSr7A/wA68c0Scz+Mjp17qd1aQySbEliljjWPuSxfjGM8DknAru/BNxetqet217NcubaRY1W5xvXBYc44zwM44rooRd0ebXacnY7CQ5ZR75prGldgJAPQVGz12HMRuaytXs01LTZ7OT7sqFTWk7VTmYUnqhJ63PFArW0lxbP96JzH+RqKEGQnNa/ieFYPFF6qjAcrJ+YFZ1svB964pKzPVhLmimdD4IuBaeIQmcCdCn49RXrVsc4rxCymNnqNvcDjZIDXttmwdVYdCAa0pu6scuJVpXN60PyirTPhetcj4v1C603wu9xZXDwTCaNQ6HnBJyK5PWL/AMVaRpGn3dzq98JLrfvjIwIsbSoJx94hs4/+vVWOc74MfNb6D+tDdKKK3ZKIWqpP0ooqRnnusQIniHUAuQGhWQj3PX86xtUvrkzzwCVljRV4TjdlQcHHb26UUV51T+Iz06PwIwXuJgNgldVYHIViM16h8M8jw0cszf6TJ1OcdKKK3p7mOI2PQ4D8teQ+Ib6bTfHOo3cG3zY5227hkcrtP6E0UVqcZoeABj7cB0Hlj/0Ku4oorWPwgNfpWFqwDoityC4/mKKKUtgRSuiS5rD1YhoFjZVZGcAhhnsaKKylszSl8aJfCt5MdSmtC2YfJWQD0OcV2sY4FFFOn8IqvxFmMDNYnjkAeFZDj/lvH/M0UU2QcHquvNq8cEcmnWMBhVUjeBXUqg6KAWIA5z068163GSVH0ooq4AxxNRvRRVMTKsxODXmXj2COMLcoMSA4z6g0UVnPY0pfEcrZ3U8Mcc0UjJInzKynGDXQ6naW7m11MRKlxd2+6bYMAnPXFFFc72Z3R+OJgyEicn/ZP8629IUGKiisTaW5nT6y2lavfRGwsL2KWUMUvId4DKOCCCCOpyM4PcGu/wDhxfXGo3OsXt1J5lxO8ckjYxknd27UUV1Uuh5tbdneHmRvoKa3Q0UV0mBXk6GqMxO6iigR5v41UL4iRgOWgXP5msm3HI/GiiuOruz0aHwoknA2V7DoUjSaXauxyTGufyoopUdyMVsiLx2T/wAIg/8A13i/ma81u9Zv72whsbi5llhhdpF3uzElsdcnnGOPTJ9aKK3OU//Z", 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", "info": {"video_id": "213297", "label": "throwing cello tape in the air and catching 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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eihYlP1JJ/pXpNsAQKuK905sRK9QtKv7sj2rMkO19voTWvtASsm6GJauHxGLZBM37tqjY0sv3QPUio3roIGlq4TWALXWZoiABKfMX8ev613DVyXjCBYoItSbgW2d/upH+NZVo3idGGqck0ZtrcWdu/n3GNu08VS1/WbG4t0MHZBkKQea5j7XJcw7mbr0HtVCRBzzXB7O+rPRlLqeo+BpreXSZjB/z2y/1wK7CEgmvNPhnNj+0Lb3WQfqK9Lt1HFdkF7p5dX42a9umQCKvAfJVW0X5RzV0gbetJoi5zQbimsaYGozXQIVmOOtc74h1drSLyYSDMwOAfYVuSvgVyE9suoa3JJLzHCuCPXPaplvYEcet5fbku7m5nDEnOFPl5+oGMV3PhzVnvLYRzYEoHIByM+3tSl0VPLUKqAY2gcY+lYmnT2tt4ia1teAjAOg6LnnA9qh26FK7O43k96erGq6samTOabJLcLnNW/MqnFxXGPqGoXnjW90z+2rq0hDSeSsahuVTcF9hweTUsDumYmUewNOY1xfgTVr7U/trX11JPsEezefu5zmuxY8VrBe6AE1EzHmnkjFROQAaoRWnO4EHkGvJvFvh/wDsS++32in7HM3Kj/lm3p9DXe+Kr2W00ySSJipAySK5zS/EUGpwtpuqbHjlG0M3Q+x/xrKbTdmdFJSS50YfhzX8zPBMd0DqUdT3BqkLVrHV5dkm6FG/dt6g9Kh1rR38N6jIoZnt5PmhkP8AEvoT6inQ3Bk02NmOWb5ia5p3Wh20rSfMXDd71Kr64FaenSeVIj5zg1ztk4Z4t3QsWrU1Z5rTSWmtpSjblGVrJ6uxcmtWep2Nzusgc9BmunLZdPxNeLzXUttoEN7p2u6lLG1x9mzPGsazkKCzxDrtU/Kd3qPcD2YH5h/uiu2imlqeVPcVmqFzUjHrULtWxmYfieLztGkfGWhZZV9sHB/QmuGurYSxMyEqT3U4r0i7VZoJImHyyKVP4jFecQOR5kEn34mKMPccVy4hbM9DBT0cWYiWrJPuOTjqSc1sCdRAQCPu1oWGlwahKwMrKmDl1UbfzJ5/AVR8RWFrpToiMyKwz5kqSMW+hHyiuVVEjrm1sjq/AMWzR5Ze8twx/LArvbU8CuN8HrHFoFtHG+8Dcd3rk5/rXY27AL1rsjrFHk1H77LrPhetZd2f3gPrXD3OuXs3ju80ubWr20tTOUiMUsaLHwDyXGMYzx1zVjwvf6hc6lq9tqFzcym2lCItzjenLdccZ4GcVcV7xB0khyyj3zTWNK7ASAegqNnrYkjc1lavZpqWmz2cn3ZUKmtJ2qnMwpPVCT1ueKBWtpLi2f70TmP8jUUIMhOa1/E8KweKL1VGA5WT8wKzrZeD71xSVmerCXNFM6HwRcC08QhM4E6FPx6ivWrY5xXiFlMbPUbe4HGyQGvbbNg6qw6EA1pTd1Y5cSrSub1oflFWmfC9a5HxfqF1pvhd7iyuHgmE0ah0POCTkVyesX/irSNI0+7udXvhJdb98ZGBFjaVBOPvENnH/wBeqsc5169KdRRW7ArXB4rnlABuWHVpBn8qKKzkBTmOBmuYu5nhluLiLCTAsd6jByDxRRWM9kb0ep6Hp0rXFlbzPjfJGGOOmSK0EAoorYwe5ajAry3XL6bTPGt9eW+3zY5227hkcrtP6E0UVPUDY+Hfy/2gB0Hlj/0Ku8zxRRWkdgGHpUMnQ0UU2IxdYiSa1kVxkY6V4xNmDVpIEJ2IxAzRRWNU6cP1Og0PGppdaTeAS2jQtIFbqjAdVPas+4RYoQqDAC4/SiisJ/Cjso/FIis+ZYh2CitXXAF0RmH/AD0T8eaKKzW4T+Fle88Svra20UmmafbGBUjje2R1KIOiAFyAOc8Dk8174rHew9FWiiu6n1PMnuK3SoWooq2SVJ+lee6xAieIdQC5AaFZCPc9fzoornxHwG+H+MxtUvrkzzwCVljRV4TjdlQcHHb26VgvcTAbBK6qwOQrEZoorlppWO+R6h8M8jw0cszf6TJ1OcdK9DgPy0UV1rY82fxM8k8Raq2neLNYQ2dndxyXG4pdRbwCo4IOQR16Zwe4NbHga7nvrzVru4ffPMyO7YxkndRRVx3Iex2J5kb6Cmt0NFFakleToaozE7qKKBHm/jVQviJGA5aBc/maybccj8aKK46u7PRofCiScDZXsOhSNJpdq7HJMa5/KiilR3IxWyIvHZP/AAiD/wDXeL+ZrzW71m/vbCGxuLmWWGF2kXe7MSWx1yecY49Mn1oorc5T/9k=", "info": {"video_id": "213297", "label": "throwing cello tape in the air and catching 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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IuGJib/VSdnj759x3rWuFG/DqTxww7iul13R4dZ017eQDzF+eJ/7rDp+B6GuKh1IzQ+RINskR2ZPfH+Fc01yeh2QnKaTW6LMccSszAEk92q0JAw68CstpivU8epqBNSSeQwxHco+846H2FZc/YtQlJ6sl1BgUmlI6rj6jtXfeG2abQdPdxhjAufyrzbVJ2eFYl6uQq/jxXrGnQrb28UK8CNAg/AYqoJixUtEjUgXB6Ul4NpV/Sp4VGKjvFBjNUcdzADcU1jTA1Ga6SRWY461zviHV2tIvJhIMzA4B9hW5K+BXIT2y6hrckkvMcK4I9c9qmW9gRx63l9uS7ubmcMSc4U+Xn6gYxXc+HNWe8thHNgSgcgHIz7e1KXRU8tQqoBjaBxj6ViadPa23iJrW14CMA6DouecD2qHboUrs7jeT3p6sarqxqZM5psktwuc1b8yqcXFcY+oaheeNb3TP7aurSENJ5KxqG5VNwX2HB5NSwO6ZiZR7A05jXF+BNWvtT+2tfXUk+wR7N5+7nOa7FjxWsF7oATUTMeaeSMVE5ABqhFac7gQeQa8m8W+H/wCxL77faKfsczcqP+Wben0Nd74qvZbTTJJImKkDJIrnNL8RQanC2m6pseOUbQzdD7H/ABrKbTdmdFJSS50YfhzX8zPBMd0DqUdT3BqkLVrHV5dkm6FG/dt6g9Kh1rR38N6jIoZnt5PmhkP8S+hPqKdDcGTTY2Y5ZvmJrmndaHbStJ8xcN3vUqvrgVp6dJ5UiPnODXO2Thni3dCxatTVnmtNJaa2lKNuUZWsnq7Fya1Z6nY3O6xBz0Ga6HPFeOzXUttoEN7p2valLG1x9mzPGsazkKCzxDrtU/Kd3qPcD18NiMH0FdtFO2p5U9xin5c+pJpjmnBhsH0qJmzW5myKQ15n8QNO8m9g1RBzKRC5/UV6RKwrlPGkSz+GbokcxFZB7YYf41nUV0XSk4zTPNLhyWXFOaIFBn0puNxWrZTK9K42emtT1fwvefa9CtHzkhAh+o4rq7TqK85+H11utLm1J/1bhh9D/wDqr0a0IzXRF3VzzaitNo2IzharXb5Za8+m1u+k8dXmlza1e2lqZykZiljRY+AeS4xjGffNXfCuoajc3+s2+oXV1MbWQIi3ON6ct1xxngZxVRWpJ1Cn92D6801zS5wgHtUbNWoiJ2rz/WbZY9Zu4toCuwkA/wB4ZP65rvpG4rjPFw8q4tbsDg5ib+Y/rWVZXib4WfLUOQ1CzbeTucr/AHdxxUmn4txh+K0mWOUhWP3uAAMs30FabeHbX7C1xI80kgj3eWBj8SFySPpXn8yT1PVm1Yx7cC717TYeoM6k49uf6V63akkivJPDAgfxRC3nLmIsQgR16gjo31r1q0bpXVRlzJs8zE/EjYiOFqO4bcpGa53xrqN1pvhiS4srh4JhNGodDzgnkVxOsXvirSNJ0+7udXvhLdF98ZGBFjaVBOPvENnH/wBetLGB2S9KdRRW7EVrg8VzygA3LDq0gz+VFFZyApzHAzXMXczwy3FxFhJgWO9Rg5B4oorGeyN6PU9D06Vriyt5nxvkjDHHTJFaCAUUVsYPctRgV5brl9NpnjW+vLfb5sc7bdwyOV2n9CaKKnqBsfDv5f7QA6Dyx/6FXeZ4oorSOwDD0qGToaKKbEYusRJNayK4yMdK8YmzBq0kCE7EYgZoorGqdOH6nQaHjU0utJvAJbRoWkCt1RgOqntWfcIsUIVBgBcfpRRWE/hR2UfikRWfMsQ7BRWrrgC6IzD/AJ6J+PNFFZrcJ/CyveeJX1tbaKTTNPtjAqRxvbI6lEHRAC5AHOeByea90yfJP+7RRXdT6nmTA1E/WiitCGVJu9YeuqJNBv1bkeS38qKKUtgjueWQcha0IwPLFFFcEz1Y7HR+BHK61cIPutFz+Br1O1Jooral8Jw1/wCIeYeINVbT/FerobOzuo5LjcUuYt4BUcEHII69M4PfNbPgW8nvZ9bvLh988xR3bGMk7qKK2juZPY7omonooq2IgkrmvFcSy+H7wt1jUSKfQg8UUVMvhY4/Ejj7id7OymmiI3CKM/MM9SBj6c5x+ea5+9uZ3n3STO7Y6sxJoorzYbnrdB/h+SWbxTpLvNIW+0L1cn8K95tT0oorrp7HBX+Ix/iCT/wiEn/XeL+ZrzC61m/vbGKxubmWWGF2kXe7MSWx1yecY49Mn1ooqzE//9k=", "info": {"video_id": "213297", "label": "throwing cello tape in the air and catching 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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"info": {"video_id": "213297", "label": "throwing cello tape in the air and catching 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": "c36c7d5a1cb37d6e3f8f783921f9965a23abeeb4ece08d575970cfcf33c516f0"} +{"episode": 40407, "episode_seed": 3382030699, "split": "train", "timestamp": "2025-10-13T03:15:07.450161", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3382030699, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping matches in front of shoe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "77906", "label": "dropping matches in front of shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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3Wpi3Y6HSNU0t7101PesXO1kPH1Peu6tDpUUHnWP2by/+eiEH8zXiyr5f70k7mGVAPTnrWnY38sSskbY3JgkdCaHBMFOx68ZC69ePUVh6w1xaoxtohIsnzEFsYPGfzFcnDrk9vcRTpIwK/wAAPDdsEd67y4BniI284yB71nKPKWnzHHT315Kx4WHjBA5P51nXCtLu3szEjncxNbtzbgMcis+eEIuSVUH+8cUkwse3hmJx0+lSqhHPFV5XVbiSNR91iKkDDbgH5vUUbDGaizjTLsDBYQvgD/dNeEPdCHUmujEzq/8ArFU8/UV7sxL5UnrxXjt9oUi/vImG0j7rKPlPcVUZWE0nuZd5cw67qEKQwm1hVAJZJXBO0cn2H0qbXvsEFsjWqRh7iOMINoyiDv8AU8VB9hYNtV9x7iNAf1qdNEllHzkjPr8xquYjl7GOjM42pnnq3+FegeDpvLsTbLHlgxb5enPqTxWTZ+Ho4zvcF29WOa6CxjNtKhXtxiplK5cY2Na7ilkjyXRcc7UG4n15P+Fc/dRBZCGXew6M3P4iunb5lz61j38PGQOV/lUDsW/CTMGvD/uf1rqEBfv+Fc94WGy11GUkbVMQxjnPzc5rcRwxyfuigCyFKdx+JrhviTKTBaxOmUkVhkH0P/167NnOMqeK5fxpZm+srVAcMJG2nGcHb/8AWqosVjzrT9WtLK3eO7inZ9pUeXjDcYByelJo2mw3CSS3CqDLGyW0bc4AH3j9PX1NNuNLnhb955YUdyMf1qKGynnlWONj8x2llQKMd+TVuRLiuhTu3tkvXS1AEKAIGHVyBgt+PNT2Pz3sLyIDGjBtpPYHvWlB4Xjn2GK/CueqFOh9MitKz0aO1fG0FlJG4880nO2gKJ2EFw08SvErOGGQx+Ufmazb6GRS7MyDv+7GePqf8O9W9Oc+SYz26Gn3CblzjIGePbvWdy7HMSRoHDbcnPVvmP616yjMwA6fSvL54tkpXqAeDXpSyAnC9Qec0BYtCMj09+az/EErReHb5sZKxE4H1FXd3yjbwR1qnqCmbTbmMnO6Jxj14NNMR4pBdxWd880kchhc5ITBKmkuJLbWtXaSON7ezUB5nkYZIUY/yPer93okyfPGwZCARuHIGPWs77E+7arAn0jQH9a05iXFdCXxBHZWkgW3jjWWZw/A/wBWgGAPxOTWarO4ATOM8n19hWxB4fjuFBurp4pGUMpADZ+vH0rRtvDUNsyMZRPvGQSDkfUGk5pCUbm34Tm26UtukZLJnO3pz3ya1ruKR0BZ0Qdwg3HH1P8AhVDT1+zSrjp0xWxIMr65rNs0SOZuIgshDrl1PVuTS2Ojw6tIxnLYixgZ65//AFVcvosDIHI4P07f59quaFtS0vZG7NGOn+9Qtw2LNnoVhbkGOBCR3YVqJGIlwgVR7VCjBjkjj0pzOcHB4p3A4r4iSZFtG6ZR425+h/8Ar1xtpqttaWjxXMEzyFSoKEAHjGc133jCzN9b2qhsMGfBx0O3P9K4C402WE/vDGB6sMf1rSMuhLSF0ewgmile4CB5o2WBG52KB94/pWbdSwG9k+zqFhXCrj+LHGfxq5FYyzuqIWwxwSFCjH5c1cg8Nwz7DHelXPDIU4B9MijmIsZ9iSb2KSRRtRg20njivTIZnmhV40JDDIZztH+P6Vy1lpMdsflAJBI3da6PT2PkmM9qhyuaRjYqXsMi7mZwe+Ixjj6nn/8AXWTIiqcqoB9ep/OukuE3KTjOO386w549khXqB0NTcdj0qK4+03ckiklHwwI7jFT+dufYmXcfwoNx/TpWN4ctVj0SwW43ysIV4ZyFxk4yB1roVlAj8tVVE/uoMD8hTluG2gwRTNzI6QqP+Bt+Q4H51x99YR/aLhWBk2zOBv5HXPTp3rrpXA6D8BWDdrm6vCf+eiOP+BIP6g0IDnzZKp6ceg6VKkAHar5A74phCjnNIBIIDJwpHFWY7Pa4ZsnHNPstqk/LVx2z04pDTGcbeBjFVLoAruP8P3v93v8A4/hVknrxXLW73Op+L7nTJNWuLWL955QjTdllQsF9hweT6e9NK4N2NzTLlLT7bZbv3kqh0HqFzn+YrZikKwhmbA9TwK8y8NTXmp+IrMzXEjeWrdT/AAlen+fSvTrVYIwrrEGcD78p3n9eB+AptaE+Y5GllGYUZx/ePC/mapa1bM1gGeddyyodsY6ZOPvH6+lajy7+Tz7k9KzNTcHTbnH8KBvyYH+lJDOTn0+MuTsBYfxNyf1qE2jKpMZAfsSMj8q27lAs7jtk1CUX2zTYGULl4dovbAOikHfbn0/2T/jWjbWzvbo3Td835nNPCITg/pWrDsWIBQOKiMEndDuVraHyQc5JNSPxUkhrG8SXU1rpDS20jRyB1AYdadgbC7iBBwR8mCPdT0/qK6vT7sXiGYYwWPT6159rOINCh1Kx1nUJlNwbYm4iVFnwgZ3iA52qcA7vUe4HY+GLVY9FtxcCR3IL7C2FweRwOT+dU1YSZtmbc5VMu/8AdQbj+lO8qVwBKyQqeOfmb8hx+ZqVXAjCKoRR/CgwP0qGRwvTt6UgONlsUaMK4LlSV+c5AwSOnTtVYWSqeFx9K25EIa46fLcyL+BO7+tRbV9KYjFAvrd2aOKGeL+6w2tj0yOv41a08fa5CUtmtxGuCrY5JOSRj8KulVB61csgignbyaz5Fe47kMVpscM3OKuH7vSpHYEVCzcVQ0ypdKGGT0+630P/ANeqtpOtul3aFsyPhgPUDOf51m2s/wBu8YTaVf6ndWttLJ5aPHLGix+pYvxjGeOpOBWbZxXjeM5La4mugbRpois+BIAMjDY4zgA8ZFWl1JvfQ7eKTZCGZsZHU8Cnq0sozFGzL/ePyr+ZptssMYDJEGcfxyne368D8KsvIGyxOT6ntUgZOs27GyQtMNyyrlYweM8feP19K5qWxjLkhBn+8eT+ZrqNUbOnTkfw7X/Jgay5owkzr6E07gYzWrBT5ZCv2JGf0pPtEsRX7XYLKqkHdAcfof8AGtUoKQKucHmplFS3GnYZbWrtbRk4G4Z/Or1vD5I5ByasRbVjAA6Ckc+tOwXGPxWTdxAhsEfJyPdT/kineILma20tpIJGjcOo3Dris/xBpWt6Foml395dXImvPM82EpgQAbCoY4+8Q2cdvrmmo3E2egaUx/smwPfyMfk7VoqSBiiilIqW7AE7SayrrnULtT0MMLfjlhRRSQmUtoJNQEZkxRRVAi7BxjHpVlqKKQEbc5rgL+/m0rxXc3ttt86KVtu8ZHK7Tx9GNFFOO4pbE/gkBfEEAA77fw2mu/hJ8tfoKKKbK6L+urJix4qvfjOn3Y9YJP8A0E0UVAjLuRkox6si5/IVWkAXpRRVCGwjLAmtOP7tFFAxGrB8U/8AIFb/AK6J/Oiiktwexz+teIm1uGCKXS9PtzCixxvbo6lUAPyAFyAOcnA5PNeiaBIz6JYsx5+zoPyGKKKuREdjYUnbSdVOeaKKzLRkSjNxqAPQTqR+Ma1XKjbmiiqEVyfnxV6DgDFFFDAmY1Gec0UVIzhb/Vzpet6jGbCxvIpZgxS7h3gMo4IIII6nIzg9wal8O3k+o+KZL26fzLi5LvK2MZJVu1FFa9iY7/edhCSUX6CpiTRRWbGVdS/5Bt2P+mD/AMqoXABkBPVlBP5UUUICvIAvSmxDL0UUwNGP7lIxoopDMXxP/wAghv8Aron865q917Ur/TYNOu7uaa3t5HkUSSMxJbGc5PONvHpk+tFFXHYiW5//2Q==", 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", 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", "info": {"video_id": "77906", "label": "dropping matches in front of shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "77906", "label": "dropping matches in front of shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "96e500c7ce491f450cc086d0ffcc4de743bf2d4dc1a6f50713bc777bad8ab9f3"} +{"episode": 40408, "episode_seed": 3202040550, "split": "train", "timestamp": "2025-10-13T03:15:10.137180", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3202040550, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 some black beads on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "102506", "label": "putting some black beads on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "102506", "label": "putting some black beads on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c761db6e68d052a8e28e2dbb4b44dddf6375d50e7098fda15c31005a0d0a3ced"} +{"episode": 40409, "episode_seed": 2332328230, "split": "train", "timestamp": "2025-10-13T03:15:13.132963", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2332328230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'tilting card with pen on it slightly so it doesn't fall down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "146843", "label": "tilting card with pen on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "146843", "label": "tilting card with pen on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "146843", "label": "tilting card with pen on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "edd5a5935fb7b960ab182198fb574553e36c3f064aaf2c3e682992c5752336a3"} +{"episode": 40410, "episode_seed": 4268349669, "split": "train", "timestamp": "2025-10-13T03:15:14.632167", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4268349669, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 an orange in front of an avocado'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "58428", "label": "holding an orange in front of an avocado", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "58428", "label": "holding an orange in front of an avocado", "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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"info": {"video_id": "58428", "label": "holding an orange in front of an avocado", "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": "da169153fdd51f8539237ef4816adc03ec5f08e43d8bdd4cb621de19a5dfdbfe"} +{"episode": 40411, "episode_seed": 4162445662, "split": "train", "timestamp": "2025-10-13T03:15:19.430368", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4162445662, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 maaza fruit drink, revealing plastic ball 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117270", "label": "removing maaza fruit drink, revealing plastic ball behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117270", "label": "removing maaza fruit drink, revealing plastic ball behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "117270", "label": "removing maaza fruit drink, revealing plastic ball behind", "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": "7b36267a2b24516e4853d8cbfe10d209d2620cd09b42a38d33288e14381fcba6"} +{"episode": 40412, "episode_seed": 1200246120, "split": "train", "timestamp": "2025-10-13T03:15:20.353526", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1200246120, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'touching (without moving) cabinate door of medicine cabinate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "39607", "label": "touching (without moving) cabinate door of medicine cabinate", "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": "39607", "label": "touching (without moving) cabinate door of medicine cabinate", "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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WdrWTcQsT8mw5GfQ8/pVzT0zbXEW0oFY4UnOARkVlLWVgtoZMLCKbzGXKtHt/HIxV+PzLggYKp/dB5P1NRIixD94RgHgVp2dvPdfLGvlJ3JHJ/wAKXI0vedkNyje6VxI1ETBEUvIeiL/nithdHZLVbm6I3Z+VBwq/41YsLOCyjeRuSiF27nj+db+n3Fjf34hGxgsKlVZsls9Tj16cUoyW0NCXd6yPP7VbuPXoHu0eZERU3vkq/wAuAM+mTirraW9hd3YlzFIoLMpGFyT8qrnr/wDWr1bR3sJ7lrdYVjljOFVlGcD0/wAKzb+2i1LxD/Yt6xkuN0ZgPl7QR/GR2OB+NbRUZLUhtxeh5TNM0qxs3VGKnjuen8qsRPkCun8X+DV8PWNzJEzMjssqA9gvB/8AQq46GX5RUqyVjVu5omQKuWIAHUmqMWqwXFz5SBuejHoadIPOt5Iz/EpFZOnJIwTCkqrBj8vJOMEZ9Kib0CMbuxqSaMb2ZpPMVY34b1A9aglVrq6cLkQ5wq+oHGTW5bjdbsvTKkVmQ2U8s7RhtsasRuXqR/Ss4WldydjWolBKyFjQKwjjXzJPQdB9a6HSdHC5urv946DcABwv0FQx20On2/mrEWAxnHrWoZr9nngt4QYx5ci7jt3Y5Kn1Jx0qlUV7R0Ri03rIoX3g++1cHYghb5cMe4BPGPxrQk8F3MOlQm4mgF0vyeXu3EoMYCjsxwa6Q3Fz5cc9oylouZYByce/qPpV7UEk1zRFu9KWP7bbsrlHXJbbztzWtOSWhE02tDyLUlmtLsTNA0Kv0U8gDsKrW7jbzXsErabf/Dm51aWAq9tFK0gkXDLMCcj3+YgV5/PYRSDJQZx1AqZyUHtubUo+0XoZKyCqM+qqLnyY49+DhjnGDWu+mJj5d351Wnto7YEhF571DqX2L9lbcclrb3UX79QwX5sg4NY8zNeTkoAkC/KirxxWpBeQrCwcgL0YVRggluXIiQxR549cVMI7uTCrJJLlQ+NEhwgG5+yLW3pmjPeTI9zyufliXp/9en2GnRQxEhQzDksf8avWt1dSx28logU+ayuu4fdwe/8AhR7VbQVjBpvWRYudCl1NgsMQWEMFyxxjGRnH1o0r4fvYW0ovbyIW5GUZuCH7H0xx0rW0zzYtONnPcRxSkkRyLnDDPGT2rf0m8a5STSr8eXc7SqSEA544P19K0hKKdhNNo8v1fSLq2g2rF5qx/vPOQEeZkn5gPTjFY5uDJ5QbqM5yMV7N4XtZotQvdD1WAyTRQqYZgvySRbj+uW/H8K8g8SNG3i7Vnthi1juTDGR0+Xj+hrWSvJSCDaXKSRt0qR50hiLyMAoGSTVSJ8gVFqg8zTZeOVw35Gkyia2v4bt2WPcCOcMKx5Yyty+0cpJvFS6VKn2qFQyEYdOB8x75NWLsRx3jsScnGFHeslFy2HdJkUUUs/D52k529vxq+igMEjXzZeyjoPrTbO1uLpgCDHH3x1/+tW/bW9tYNGCMb2Cg+9JuEPNheT20Qun6KBCbm9IdwPkTsD2wPWs7UPC+o38vm2ls2d43hhjjaAMeveujg1GYy+UttJ5cNyBJsXqOik5Pv0FdQb+SynhlaINaNwWXkg/4+1NT+02Tboji9Q8NXwgttRvIXA2gPuI3QICeAO//ANeudacwXzZBVX5CtwVBr1rxIxtYrTWbaA3NqpzcbXJwpGAQvT61meL9A0hPAja3B5Ujx2ymOVOjs2AP1P6VrKKlHQmEmpanC+KYfJ1iO4A4mjAP1HH8sVRjfiuk8U2nn6SZVHz27B/w6H+dclDJlaKbvEt7j7+zF9Eil9hVsg4zU1lbpZW7KrFmblmPc03fxUbzHGM0NpaiL2l6Us6CblmP41skpYmMMh+Y8KODj1o0ONJNLjWKcB8ndj19K0tS06W5tbdFkVSsmXYryVxyBXI5c0veZdrLQZDp7PeSTnYVePYV21qxwLZwqYkCFBtjIHIHf+VTWUSkqvtmplUXs0tsFkjeJVYblwDkfrSiny6D0vqRG687bK4ZbuMjbKnG76+/vXQpY2vi23gNwzW9/ZSJIs8fDDB7fXGPasMafLAw3IXB9O1UtFm1FvEl7Zrq9zZRuXCCJQ2dqlgvsODz7VpRcubUJpcty58RNSN3rr6ZHtZIbUeYD/ekJP8AICvNk0N4RgS7scZIqxoGrXOt6tq99dzvNJK0Z3ucnGCB+gFbbRg0VJtTdjalTi4Jswl03HDMSO+KSeJbaMjAA9q22AWuf1eb5gg+pqVdjlaOwyG8d3EI6t0PrXR21mpiIiKuwGdoOOa4GHUljvUz0DYr0jTLuxkKmMqHbj3NKcUjFycippiC/geO4xJtbGD0FdJb2iogOMAYP5Vn2NrDZAxQRhFyTx6k8mtmSGae2ia2mVG3KSCueh5oi1KWhNmlqZyu6Th0ZlcHII4INa+jPcxarCYj+8lkCsvZgTzVk6fBNklcOe4qrfw3Gm6XNf2dzJHLbvGqyJwRuJGKIU5KSL5o2ZJ8W9RTTvB4sYtqte3AUhRjKqdzH8Tt/OuN4wM1n/EeY3um2uoLrN/dCC5Noguo1VZjsDu8WOcKdqncOpHPUCy8m0de1bV3doeH0TFkYAGsG/l3yBO3U1oXV0qITmsCWYuzMe9TBDqSGXNxEqbeMjBrqbC2iSGFHYLIyjIx615zczEXZY8gMDivRtK1y2mt4ZZovLyowWHB+hordDGOo9A0euNas4IKbtgPAXHGRXRWdkoHyooHU4GOTVbZC1wLmNFy6jLY5I7VrWQEkbpvKsDuBHcelYpqTsO1ijdLtkAH3QAAfWpYRIwRmdiFGF56VqWFl5dnFDcMZ2QY3soBP5VatdJhl1CGFSR5jjIPQCm6TvoyoyXU3LjUH0rwnJqd0R5sNoZSSOScfL+ZxXz1ZRNe6Vqsh+aVGjmLdyQWz/M16b4uvo7/AMYT+F9R1e7tNOubjy08ueKNIlXByxk42+3UnArh/DFo1pq2v2Esc6iCYQlLgASAAsMMBkZx1xx6V1zlZKxlExbeTKirJ2vGUbkMMGqUkRsr6e1brE5Ue47H8qnD8VQBaWVvZsXjB3HjLHOKuafbR3eoSbhk4HPtVB3NaGh31rbXMiXPBlG0E9PpWNV6WQ0tTde1a3tHkjXdsHAXmprSAajBE8pO5G/hOACDVyGC1msZYo5DiVCDg888cVLp9vFZ26QxqdqcDJzx/jXNdJeZVmXIrfy4y/oCTUcE8kLMq4ZHGHRhlW/CtCaO4FxbiJI3gZvny3O3HXHfmpzpEZBaFtr5yOelU4S0cRxa6k/hqeRblbB1ElvcZUo3Qcfy9ax/izcW2leE9O0OzQRRSS7hGp6InP8A6Ew/KtC6hu9P0S61O2uWhmhkjiWSPr8x5/SvPPibp+t21rpGp6peXU0s4kjaOROLcDaygnH3mDk49vY100bqnZkTtz6HTTxrLA8bjKupVh7V5lASMjPAOKKKVLqVIsbjio2Jooqpkl3w4pk/tCXe6vFIoUqfauz0i4lubJmlbcQ+B+VFFcdT4max2Rr2rFJFZTghhit9FG8nvRRV0yZE8hKwNg+1cF4m1GbRdS1O+swglgDbAy5HKbTx9GNFFdMSHscX4E4+3jsPLH/oVdg1FFc1T42dtL+GirMTtJrkdQkZrmXJ6HFFFXEyqHMF2W5Dg8q4I/OvWIIo8rNsXzAQQ2OaKKnEbxM6ezNqL5mGa2rEYjb60UVjT+IJbGlEcRk96xfEkzx+HH2nhp49w9eaKK6o/Eieh474n8WzeI3ijudL023eHbHHLbJIrKi5wgBcqBzk4HJ5rqrgkLn2oooql0dmYF9IxbGeKz3YhTzRRVR2JnuYMpJlbPrXfeEmMmgx78MELgA8jGaKKzxHwip7nWW3MSA844rYslAkQj0NFFcy+Mvoa0H3jTkY/aGOeaKK6SUeSeN/E9xYeNdVSaw07UY5JEYpfQeYAyjIIIII6nIzg9waTwbqFzqt9rOoXshlurl0llfGMsSxPHb6UUVrU2IjuVfFUax6zC6jDSRAt74JFZwJxRRTj8KB7jWYmmWbH/hILAEAgsQQRkYIoorOezGjvrGCKGeN412lwwOCcflWtEPnoorhWxtLc2rQn7OntxWgpxCSOuKKK647GXUoa9cSR+EZ4lI2GWN8e4J5rwfU/E2r6tp8GmX17NPb28rzKHkZiWfGc5PONvHpk+tFFbx+FES3P//Z", 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", "info": {"video_id": "39607", "label": "touching (without moving) cabinate door of medicine cabinate", "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": "ed9d0fc86e205e4cf6f1103d4cadaafae9387d0285f3228416e0dab04e767260"} +{"episode": 40413, "episode_seed": 3880793042, "split": "train", "timestamp": "2025-10-13T03:15:21.993810", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3880793042, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 sponge 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": "143072", "label": "moving sponge up", "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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KSKPRonDEqeuc1bcnyyFYj6VixT5kJz0NaSOXT7w/xoGeXasm3Wbwf9NWNVQu3PvWjr8ezXrr3YH9BWbJIsfLEAepNeDXi/aSS7npU37qI5wDG4PQgiuJ8aJPJ4mkKYIEKsvoV/zmutOqWk13HbRzLJLIwRVXkZJxyegqPxF4fnuJ5bSSNf7S01gCM/fjP3WB7jB/MV24KMop3Rz4iSdrGF4RumGl6nEmSIjHPFz90g7v6H869iCKYVcfxLuFeXaZoDaJoVxPJIrS3Y8pVGeGPAHPUgZJ7dK6KG41C68VXGktrF1aQxq4jSNQ2SqZC+w4PJrvijlZD40hXdaAHO/eT+lcW0YCuR0FaD6peagUa8uZJti5Xefu5HNZt5Jssptp+ZhtH1NJ7gZ1ojPtJHLsWNeo6NMY9CVR16CuD06z33aRjsAK9QttLaGwtU2/eBaqsK5VtkkDZOTV2TkDHSr9pYbpVBHU1nTExkox5Ulfy4rzMxTUY2Z14VptktosXmkOATjgNV+KOa1kdYfngkA+qY5x7g/0rKhgFzF5qNsmU/K3b6H1Fa1k8ghDSDaehHXFKhC1NdzperJXtFuoyAoBHOMdPpWNeWX2ZvnQYPQjvXUR+WQJI89Oc1zXjqWa28OyS28jRyiVArKeeSciu2m7HPWgmrmFepCysMDOK8uREiIC9e5rrtdHkaJFqNjrOoTBrn7Nm4iVFnITczxY52qcKd3qPcDl0hJck9+a2OMZbxiW/hVugzIfw6VrqC7EAZNUrZQl3Kf7oCD+ZrrNH0kyKsjLy1JgkZtna3DyDahIA5ru/DavFp0iOMESZ/MVasdLhhgwAMnrUroLcvjowBrixqvRZ0UNJomQh5gh6GrsEDwTqqn5Dz9K5qe++zzxuTxuANdJa3ikgk8YrnwiSpnczbtZ0MgjlxzxzWhGoVWjHI7VzXnh5Mg1pW92duCeRXdTZhNX2PNviDoA0+//ALSgX9xMfnH91v8A69eYay6s0XHPOP0r1bU7ttZ8X32h6jql1BYSzGNNkkaLH0OSXGMdffOK8k1e2lstYvLKczqbeZ41W4ADgA/xY4zjGccV0o4p7lNyEQM3APT3psb+Z9xCferGnWguybm5y0a/LHH2OO59q1kZU4ACj0AxQQYLPtJDI+fYUvnrgBlk49q621mBABIqxIQew/KkNo4aV1k/jdcj+HvVcwQEj52PrkV2kqJyNiH8BVZoos4MSf8AfIppCuzlEihBPzH8qnaSLGA/bpiuk+y27LzBF/3yKrvZ2p/5d4/yp2Ec8roBy3f0NNZ4zn5v0rUv4IIrctHEqnI6Cr/iLwjd+HdA0nULxJFnvjJ5sJiwIAAhQMcfeZWzjt06g0xmpB/x6KOwavVvBcEf9heZj5uaKKSGbdoSXYVqKdsYAoooA8m+Iuo3Fjr3l27BQ8aknGTXL29v9ulQ3Mssm487n4/KiisOVczdjS7sej6F4V0uKzjuVibzAc8n6+1WPGtkkvh0a4skkOpWSYjnibBK5xtb1HtRRWsSWcf4NeTXtbWbUZXmaCPzEyeM5Hbp78UmtXsul+ONTubbb5kU5VdwyMFNp/RjRRVkHObQgYDpjFVJxultUP3WlGaKKl7j6HSeHIUfUhuHevZWto/JtxjgQjFFFNbCJbeCNXBAridZ+XUboDoJn/nRRXn5j8C9TpwvxMr6VK+JVzwDxXQoc26n1ooqaXwo7B8DMHwDwaxPHTE+FnJ5/fx/zNFFdMNzKpseceItfOsQwRyabYQNCipG9urqVQZwoBYgDnPA5PNUwoD9PSiitzh6lWzO6YE/xSHP5165psKR6bG6ryEBoopMES28zs3Jqa84C/7h/nRRXNif4Ujal8aOa1YlbdmHUEfzrZs3YAjPAPFFFceE+FnbMsxyMJOvete3kYleaKK7ImZ5vrerNp3ifVkNlZXcctxuKXUW8BlHBBBBHXpnB7g1wviq5mvbqS+uH33FxueR8YySRRRXSjjn1JYkEcMaLwoQAD8KYetFFUZF7T1BUE+taRjUnFFFIpldo1+b2qq6gNxRRTRLE2gg1A4waKKoRm6n/wAex/3hVa/8RarqelwaZeXs89tbSPKgklZiWfGcknnG3j0yfWiigZ//2Q==", "info": {"video_id": "143072", "label": "moving sponge up", "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": "143072", "label": "moving sponge up", "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": "941f89ef0d2df778879cbcc9724f62fb1212c8303fe38f6330f470cf68a33d7e"} +{"episode": 40414, "episode_seed": 3585527944, "split": "train", "timestamp": "2025-10-13T03:15:23.497868", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3585527944, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing a brochure'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "220462", "label": "squeezing a brochure", "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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UZhgmrcTfuhVWfrXKzRFKf7ue9Zty3KfjWlL0IrDvpNkkY+v9KS3KLB+ZDXUeBb3yNcgUthXbYfo3H89tclE+5TVzTLk2t/E6nBDD/wCt+oFbwfK0yJK6sex+KNEttZ0aW0uFY/xoyD5kYdxXlV42n+Eo7rS2kiuZrj5X2E7h6bh2/OvaYZhdW8dwgJSRQw+hGa8L+JWmJB4laS3VlMieYdxzubJrvru0bnJTV5WObsbKR9awCQI2LOR6f/Xrb1e4t4rCeZ1yyL0HUmltSEsxMiASSqGJ9eKxL+/FtH5bRLcrIpTLEjLeowe1cEfe1Ojqdf8ADOQy6VeSsoBafoPoK7C5Ga4v4ab10y9DjB+05x6fKK7Sc5FZVNy4me+cEdqos37zFXZGwazpzskzWZZ5TaSFwPLnRsHkGrsj3K3LfIPK7etc3boChNdjpkYur5wfmA2jbnviutrWxnfQ6PwBrKWWurDKCFuF2EkgBDx1z9K7j4gwxz+DL1iVJi2SA9f4gP5E1xmr6Db6VqukvsYWs64mG4/eBGcHtwabqOmC9lu7K0d/scY4BY5Zg3yg+uBz+NdcW4U3CSMGlKSkjEi1WOWK3+Qecse0knklR2/KtCKcajYzW/Pzx/L7HtXIqXsrwwrG0rA/KvfNbemsRcRvyrgeUyZ6f59a5GtDVrQoabqH2HUYpi7fu3Bb09D+ma7S4jaK73Q8qTvJxnHoRXMXOiGW8aWFlCyOWcE42/5Oa6yxk3pEtu6yARhQSR2wPz+tPmU2rdQhLluS3GRgkEZAODVGXlTWjdlSNoYuQeXPQ/T1+pqi4G2uecVGTSNU7q5ymvvIslsEAP3s5/Cq0FxIsUhaMggD8eah8Y58+02kg/P0/Cq+mTyqZA8hYeUSATnByK0jH3SW9TRtrwsVLKY37BvUV7p4N1CLUvDVsY23NCPLfjoR/wDWIryzQPDo1xhG7lHK53BQRmtHwz9rttNvZI9Qls5LeUK0KkgPkkH8sV10G4O9tGYVUpKx1/j25NtpkUa/edy34Af/AF68fhlebV0mc8L1J967fVYrzxDpdleSzSpdJAVB3cEbiRuHTOMc1w9rbzXOvw6Vs2iWcRFl5IGef60VvfloVTXLCzNnVdQWV/LBBCfLWPHaNLMWUfL6V6A3w7jOpGSCZmtuoSTqD7nvUNx4ca01a4hUpwqN19RWcqEopyYoyTdkcmljsOQMCtS3BwBWrJpMiqR8v51DFZmGTLkcelcsjdEM6bEFec2spY4SdCfQ16XejERPtXj9uuZCfeqpRvcJM6aV7kGMoilcDdWz4Z1j+zNbtrl42IV8MvfHT+tY2mfvTaRZ6IePUZIrsNU8Ppb+HbTUYVKy+cBLySCp6H8/51tCMviXQiTWz6np9/Bb6rpVxa745EuIWUbWBzx1H44rxmDXdQ06xIgMiyqnzD1XvXTRiK31axOlO0Q2iVyx3YOw5/NsDH1rm9b0y4soXmW9lnXO11lxyT6eldNafNZmdKNk0TaRYy+LGuGjKjywJGLn7zE4/pWrL4Gkt9Mubi4kjCxxl8JySRVj4aQk6fe3Sx7VaQR4J7ryf5iu6vkEmi3aspwYH/kadGjFxuyJzalZHLxriNfoP5VWuBxVmNt1tG3qgP6VWuO9eZJWZ1IoPzmub1tnSeAIV53cH8K6U9DXFeMwTNZAf7fP5UQV5WGy7bzyrFIWj5ABGD15p9ves2DIhjc9j61laTNIjODIxXyjgE5wRjmu68NeHE12RYpnZCy5LqB1raMG3ZEuSSuz1LwLqcWp+GIBExLQfu3yOh6j68GuM+KFqF1vTXC/61GH5MP8azvDUE1taagxvprO4tZdhijbCvyVOee2Km1S0vvElrost3czL5cL/dPzLlzgk9ztArrlLmpWZhCNql0cpfSfY5/IB+6T8oPY1b0vwlfatElylqzxkkI2OMe1ZrWL3Pii2s95ljknSIOV+bGR+de/2cccYWNE2IowqhcACoo0lJsdSbiedaJo0miXF7aSbQ+5HIU5xlela0o+Wr2qIq+IrzH8ccTH8iP6VSl6GuXERUajSNKbvFMy5fvVRuxwDV6b79U7sfuzWBqeJxfKgFekeD7MT30BKAcBn9yBXnljH5t0inoDk/QV6H4a1eLSy7SKzFuMgA4Fd8Lc6uYzvy6HR+P5hFY2Dk8K0h469AK84k8W6nDfyy2txsiLcRsoKkdOfyr0TW7SXxfp0JsZ4IlQvGrThlDOQPlHXnHf3ry/WvD+p6FP5eo2jw5+6/VG+jDiuqSvNswV1FIv6UH8T+KraGNRBNMxZtvI4BJI/KtS3VbZ5TMdrBzuB4welUvhpEX8aJcZYLbW8sjYHXjaB+tdJP4Zutb8QTzwvEbaVhK/zgBSw546+4rnqUbq6NFU6MyUkkvpmVSVhx97+9n0rp7LT1t4FEigbeQn+Nbtx4esdG8M3RijDzBFzKw5+8OB6Cs525/CsatF07XKptMq3B6+1UWbirdwcg1g6ZE+r+KZdNm1Oe1jZZDF5abtzKhYL6AcHk+nvWCjdmrdjnfFy7ri09t5/lVHTFWa68ps7XQqcelQahdzXIheaRnwCRntnFXdDQhzMcdQo/rW0VaNiT2HwTaiK0eYrjdhV+grkdZ1KPTtU1jOCGlkIj6ZO+ux0DVrCKxhgWeLeByC23J79a828YWt4biS/wDsc62s8rss7Rnaw3HHNd0l7sUjnW7Zf0/4gAw/ZtQtFReiywZ4+qn+ldB4FtYbzXrvUUCusUGFcdNznr+QNeRscCvU/hbcSWXhu8lKhlmvNq+oCqM/zojFcyYOb5bHqcAxMMVzOtHb4kn4628Z+vJrpYHDMGHRhmud8Q4GvIe7Wv8AJjWuI/hMij8ZmSngms2Y/PV+Q5BrnPEVxLb6e0kDlHDqAVrxrXZ2k122Y2+leSQrtJ9zXpGtRRW/h+HUtP1i/mVrk22bmJY1uCE3M8QHO1ThTu9R7geboC7hR1JxWsI8txXudf4Zt/PMA2/OzFQfbNem+JVWLwpKnACtEPyYV534fu49Nuo5GDMqDAAx6YzzXTa54mtr/RTbISHeRSQy4wAck5ziuqlKKpy11MppuSOft/FdrpsVsZLeSZz1AIBRRnHXuST+VWdU1Wy1W1ha2l3x5LuDwVPoRXB3UvnXDv2J4+lFnK8V3EUydzBSo/iBOMUOF4gp2Z774Y02PTPD9pCqbXeMTS+7tyf6D8K2p0LaXcqOpifH/fJrJtdSV9RltjIgUblROhXaQMfrW0vzW7jqCpH6V2RVlY5m7u5w9s26yg/3BUU57Uts3+hw/wC7Udwe9eJU+JneimzYzXH+LV3z2XsX/pW/pPkaj4uOmahqFza28smxJIpYo1j7ksZOMYzwOScCuW8RrPb6xcWk5uM200kYW4AEi4OPmxxngZxxVQi00xN9BNKUTXgibO10ZTj0xXt3gW0ENm05XG7Cr9K8Y0JCGaY+oUV7N4f17ToLGC3M8aMq87srz368V2Ye3PdmVa/LoczqF5BB4q1SGaQJHJNIzj0UNkn8garWPxD0+aFre5tZbUlSEkzuX2zjkVg+LrxJb67ni/5eZnw3+zuNck1UldMlyaPYPBttFd+KIp1CusFvJMGHPJOAf1r1OEfvRivF/hNeyWsGqvsV13RxqWPQfMSB+lezW0gfa46MAa2pRtEyqS5mc1rp2+JZcj71sh/U1nSnitPxJga/Ce7Wp/RjWTIflNefi1+8Z1UvhRQnI31Rum+RqreJrma20xpYJGjcOo3L1xWZ4g03XNC0LS768u7oTXhk8yEpgQYClAxx94hs47fXNc8YN6lt2PP9IUbpG78CtmKRskcYzRRXQ9yT2HwZbQ3ngaKGaMFGeTP1z1+tJqMrT+EoGmCyeayrIHUEOOnIoorvj8K9DBnB/D+1jtdR8ViLcDDCYkbPIXc3+Arr/D8UceoOioAv2VB/3ycD+dFFaw2Rm9zd1uFG0C7GCP3YPBPqK5aQYbAoormxuyNqGxRuO9cXJqVxpHiKS/tdnnRO23euR8ylTx9GNFFcENzaRzV58vlqOg4/lW3pyhbOPHpmiitHsJGxD88qRknazKp+hIFez3sEdrrFvaxqDbXMDCSFgCny4AwPpRRXTQ2M5nlfxP8AC2laLFbXunwtA1w+HjVvk6Z4Har/AIVgT/hD9DQAgStdO+ONxyF/kaKK6I7sxkeg6ADJo9izO+4wrk568Vm+IkxrMLbmP+jHrj+8aKKqt/DYqXxmO54rmfE5/wCJW3/XRf50UV46+I7XsYmu+Jn123t4pdK062MCLHE9sjqURQcIAXKgc5OByea5HT0BvFzzjJFFFbko31kKvgY6V1Pg1FfU7y4ZQ0ltZl49wBAYsBnB9qKKVP4kD2JfGuh6fP4b/txbdIb3eFcwgKsme5Xpn3GK4Lw7Gs3ijSY3GVa7iBH/AAIUUV2GDPXLPC63asFG57qbJ7/MHJrsYoo2XlBzwaKK6ImBw0ahLWIKMDFQTn5aKK8ar8bPQWxx82ttpOp30Z0/T76KaUOY72DzAGUcEEEEdTkZwe4NYGs39zqV/LfXcnmXNw7SSPjGWPsOn0oorSOyJ6mzpgC2MWP7ua1ZHZYXwei5FFFJblHrdpp1n/Z2j6VLbRTWVxYo8kUqBhuK5LD0OT1ryT4jeHbDw7rgg09ZFhkQPsdtwX2HfFFFd0djmlubXw+t438PQZH+svZy/viNFH6Mfzr1Tw6mdGsss+REBu3cnHH9KKK2hsYy3KHiSLGsWz72J+zMME/7VYsnSiivOxnxnXR+FHK+LDjR3/66p/OuTvtf1PUNNg067vJpre3keVBJIzEs2M5yecbePTJ9aKKxp7Fz3P/Z", 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", 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", "info": {"video_id": "220462", "label": "squeezing a brochure", "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": "220462", "label": "squeezing a brochure", "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": "61689975449e40b2b30f00c6f6a3636bca499eaec686666df0f418057052c2d9"} +{"episode": 40415, "episode_seed": 3073041119, "split": "train", "timestamp": "2025-10-13T03:15:24.681881", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3073041119, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tv remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "1683", "label": "holding tv remote", "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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f0nTZNUvkt0HU8n0Fev6Z4RFnDZLFGMTyqGH0HNZHgfQVjtoZ9g3sckn3r22w0wSJayoOYIt68dXI4/rWMnd2Bbm9otiLWxFvt4I6g9Rivl74g+GLjwd4ou1WEvp07HaOzxk9PqPX6GvqfTJt1oGx98ZHt7Vx/wATvEvhXQtFRtctItQuJkZYLI4LSZGCf9kDPX8uatFtKx896HY6q2lQ6zFdrDp+l3e6z+1EKpYsC/8AJcj61U+IPikeL/Fk2pqiqgjSFSvRto5b8SSfpisG81Ce8WKJmK20AKwQg5WNSScD8TyepqpVW1uTfSwUUUUxBRRW94S0S08Q64NPu7x7YNDI8ZSPeXdULBfYcdfagDBrY0PQp9WlOwEIB1x+lZ9patd3ccCdXIFe4eANAjhKQsoO3JJx6VE5W0A0/h1pDLeXDlCqRsEbA6dK7P4q+Gp/EvgiSG1b99bSCdE/v4BBH5GpvDVp/Z0W8pte5leQf7ucY/ID867JdjqIzgqw71MVoX0PiCENY3CIHax1G2fdHMGKhiD39D6H8DXR6Z4qutNu/wDhJJ3t1uGs2tYLePnzTgqWYZ+UZyx9T9a6743J4SsriS1tI9+utIGYxNhYV77/AHPp17/XxetN0StHdBRRRTEFAopRQAlFdXrvh7R7Twzb6tpd/eTBrk2ubmARrckJud4hnO1ThTuH8Q9wMPSbB7+8RApK7huPpRsBq+F9PeS8SVlIIddmR1r638JwtBpIJGOmB6cV5BovhiJItM2p96dBx6Dn+le36eFWMKoAKgbiOhqFvcFqfLHxV8P3mi+MryW5hkFtcXBnWVB1UnPB9a5yHWb7TbeRbS/S5spcoYpxyhZGUHb2IDNgjivr/wAR6LpWsaXM2qJGYFQszSYAUAcnJ6V8deLP7EHiK6Tw8JP7OQ7Ud2zvPdl9F9BVRugkrjdc1OG4htNNsmY2Fkp2Fv8Alo7Y3vjtnAwPQVjUUUwbuFFFFAC4pK6Hwdpmk6z4gg07V7ia2hnIVZ0mjjWM9SWMnGMZ46k4Heq8uhyJ4nutKWOeLyLh49lwAJFCsR8wBIz64JHpQAuh6HcalMsiofLRgT7jNfQHw203ZCr7dsZkwPqO1Y/gjQoYbE5Qfu4iTx1r0fw3arp1vBaMoWRxvcHtnn+v6VnuwR5Z8fNKvJtSsNZjZvIij+zjH8DAkg/jnFcD8MpbKDx3Zz6kqLpyMDcecoManoC2e2T+tfVmp6DY65a/ZLyNZIRyQR1rwj4j6l4X8EXF9pnhq3gn1G9l8y5JYOlqRj5ceueQp6ZOewqtStEzB+Nek6Dpuu6bLoS26pdWpkk8jAVjvIDYHHI/lXmFTXN1PeTGW4laR8Yyx6D0HoPaoapEsKKKKAAdaKUcmuo8R+Cb3w14d0fUbwSrPfGTzYWjIFvgIUDH+8ytnHbp1zgA9l8OwIlrCij5civU9NQCzJHv+lFFYREjzv4n+KtT8J6G02lPHHI9wUyy7toz1A9ea+bdS1O+1e+kvdQupLm5k+9JI2T/APWHtRRWsSmVKKKKoQUUUUAFXtI1W50TU4tQtNnnxBgu9dw+ZSp4+hNFFAGx4It47jXB5gztXivfvDcCJcvtGMLj8xzRRWM/iEd3cxrGsDIMFHUL9CCDXGfErxbqvh3wxcXWnPHHPwquy5K7scj3ooqkX0Ple4nmuriSe4leWaRizu5yWJ6kmo6KK0JCiiigApQcHOM0UUAdB4g8WyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61v+CLWJrTcV+YtkmiiplsJ7HvXheCNksyyg+XHIV+ucfyrptOJS3lwfuSMoz6A0UUkETx749+JdTtbGx0S3n8uzvA7zhRhn2kYUn+7znFeAUUVaGwooooAKKKKANfRtefR0mjOm6bfxSsrGO9t/MCsucEEEEdTkZwe4NdJ4OuJtd8T3+o6hIZrqZvMd8AZZiSeO30FFFJ7Cex7r4Xhj81l28Hgj2yDXTXf7rV7d16kOp+gwR/OiipjsJHLfFDxVqnh3wZdXWmyrFcO6wiTbkoGOCR7+hr5Ud3kkZ3Ys7ElmY5JPqaKKtFMbRRRQAUUUUAKDg8Vrah4n1jVNIttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oooA//Z", 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"info": {"video_id": "1683", "label": "holding tv remote", "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": "7cf9e06f88048b89b0a086d22d8aa910c59ae54462a5e1bf8c0efba2e62a26b7"} +{"episode": 40416, "episode_seed": 2257941719, "split": "train", "timestamp": "2025-10-13T03:15:26.476685", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2257941719, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'covering a cup with a plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "43774", "label": "covering a cup with a plate", "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": "43774", "label": "covering a cup with a plate", "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": "43774", "label": "covering a cup with a plate", "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": "43774", "label": "covering a cup with a plate", "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": "3731e2f8a32d5e149302a2dfc3dfa535f0dbd97be4c6eaa3dedd0c5ef12dd3db"} +{"episode": 40417, "episode_seed": 1705119887, "split": "train", "timestamp": "2025-10-13T03:15:27.064513", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1705119887, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pen 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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t0I/PiuVbLRSjPODj6103hW9W5tZ7WTuPOQdcdA4/PB/E1vSafusvFN+7Ndi9Yau0TgSAg9K37DVCb1C5LRntmuLu1kDtncT7nkVa0i/Yuiv95aqUWjOE1JHrWm6isjgA7gD3rrtNnSBvlwEfqPSvLdLvCkoOetdvYXW6NcHI4zWkTnqxO0cCRSpGQRXiPx1i8qTRM5wfP/8AZK9js7nzIcE8ivIPj44YeHyP+nj/ANp1M7qLRjSs6ifU8aWMKDjrS7/n9mFNDZqMkgEehrmO4m3YJFeg/D3UmmtbjS5JTsh/eRoDgspPIz2wc/pXnJbJBrQ8O6p/ZuvxSM21FYBv9xuv5EA/hWtGXLIyrQ5oHsV3gxMiIAeuDwvXvj8a4PxHapFOZ+cbvzrt5ZfM6gjPrnFYXiG1861OF4wRnd39K7KkbxOfCVOSor7M86vJmkfcGIHaren3bAgMaolCrsh6g4NPhXbJkZHfmuW99TvqQ5ZNHa2F3hlOa7nSr7cgw1eY2cxCjmun0m+KEDNbQZwVY3Z5Fv6GpCcrUHY1Ij9B6iuM6gDYwfwpVkMbgqcEEEH0NMbjI/GmMQeaEUe96BqZ1bQbW6Q/vGQByegIPP8AUe3FXZTvAGD/AHhnp1/nXnXw21aTFzpQkRXbEsXmAkZ4DDj8D+deiSEuGXocdCM4/wD1V6MJc0Uzy6keWTRlXG1ZPLRN7LyvP8yarsdpGCpwMAmrtyj+YWYnOAuw4Kj3/X9OlUXJUlgAfpx361oZsrSgkBfnUsGxwcLj1PvWBqlssm872G3I5romwNqlGOQeMen+f0qjcQkoyKCBy3A465/OhiTscEkTQSyjPBIOPepg439etW9Sh8pwf73r1/Gs7PGfQ15dZWqM9Wg7wTLMnIyKjBGSPXmnBgwK9xUJOMexxWRuhs53KM9q7bwDqaxXTWchHlzLuXPZlGDj6jB/4DXDSHmrOk3slneRyRn95E4dR6kdvxGR+Na0pcsiKseaLR7pv2q24bVHc+gHJPpzWJrtuHs5GYnbg5z6etaNlefarRLhNvkyIpR88kEZwR27frTdQjM9tKgCkup2sw3KD9K9Rao8iTszzuB1MexuR901p6e/lAKWzjvWZexG1vmUjCMSB7GpIJsEVySjZnoQnzRO/wBJ1AJwT2614qz8n2NeiWd4VP3ucV5y3MhHvWFXoaQLAIZeKgLY/A0sThQM+uKSThiPUVkaCFtsnsRU2lXX9n36zKCfLbdtH8Q6MPxBNVd3IpkjmOYOPamnZ3OiaUqKZ32pWqygTRENG4yCP4s45/L+dYMQNvdZPHPrWz4emF/pf2cu2+1OFUH7yNyuR7cj8BVDULcwvuKkDOM+tdslzRuedTlyysdBZXP3SDXZaRqDcDd2xivNbK6xgZrpdOvtrrk8VkmaT1PU9Pvw8SyKeQcMK8x+OsmToRHQ+fj/AMcrqNMvwrAZ+Vq4r40zebFoWDnHnf8AslXUd4M5qcbVEzy1GBODQ/XnvxUKnDg1IxDx5rlO0AePcVEXCzq+M9j9KUnkn1qF+DxSuM9b8NagdR0SJS/72H907d+MYP4jH61rXEXnxFXUAEZ/Ek8YrzbwZqIjvxauzCO5Hlna2CGH3cHt3H4ivTFXcD1K4yT3Ir0acuaJ5tVckzzrVdOeHUiETCt7VTuITDIOv49q9EuLG3kkeQpl+hbGCfT+f865fV7HavcdBzz+FQ6SR0PFc9r9DLgm24xWtaXW1gc1zu4xSbG4q5BMQahaMJe8cmOTSAHJH5UgNKp+6TXKbiucgNUZPYU9wNp96jP3QaYXNLQtSbS9YtbxScRuNwHdehH5E17zDKtwhMQBUoOe31/z6185ocNXsvgjV/7Q0BImbM1vhCCecDofy/lXVhpbxOXFR0UjcnXepKHyi/fAJ9/rwAKz5hlcDATqBnGf8McVpybTIUC5bncRx6cZ/wA/nWfOFKZX584Odud34enX8q6jiuVWO5nQ5XDbRnjd059xzUcqkkqH7cjrz71JIoDgEhT1KjHJ9aw7COXUvFlxpj6pPaIVk8vyk3bmVCwX0A4PJ/rSlJRVyox5nZGX4jQxSQHKnIOcetYQGQallvLq8hDXMrSEAFcnpVfd8pI9v515tZ3qNnpUFamkSISFDHqOv0pJOGPPBpQRkg9xUc2ABjtWRsRO9NDNHMki8EGiTr7EZpv3lxnmhBc9W8E6ismmyWrMcwndGM/wNyPybcPxFdXJ8yAFWGQCNvTIryHwxrC6fdRPI5VAfLkx2jYjn/gLAGvXRIHUM2AvBznI564/GvVoy5oo8nExtM5TxDpvmGRwFP8Ad2nkD1+ua5iN2ViknDrwa9HuYVnhXPAI4B4P+fWvOPFFo9nBJNAWjdHAVlJ6dgadWGlwo1LOxdt5sNXHMct+Nb2qwW1roEGqabq9/MGuja5uYVjW4ITc7xDrtU4U7vUe4HPE4cj0rgq9D0aY4ZDkY4NKxygPdTimZ4J9GpzYOSO9ZGhExAOaikYuPenH/Vk9xUecNmkzaNS1NxOi8JX/ANl1KFnfbGx8qQ+iseD+DbTXX6vZF4GZsq2SSMZxzz/IivNbSZLe4zIcRNkP/umvT9HvV1fSVaTJmizFP3ywwM49xtP4mu7Du8bHm4j3ZXOR+a3lKsSMdMjHFa9ld5XGaZq1gyueVJznPYVlwTNFIVbgiolCzLhUUkd1ZX+3blq5z4mXX2mHSfmzt83/ANlqpoE8Oo+Khpt9qVzaQSvsSSKWKNY+5LGTjGM8DknArC8Ty3SalLZ3Ulyfss0kapc4Drg4+bHGeBnHFRJ+7YqK965jHpkdRTlPQdmqPJ4FOGCuDWJsNY4yPSoiecGpG++P1qFxgkehosFyezkaK7Xa20k8H0PY/nXs+lXgv7CG6JwskYyB/Cc/MPwYEflXiGeh9K9B8F6usjNYsc+YDInOMNxvH6Bvzrpw8t0c2JjdXO2I3L867ue4yMjp+tZ97bCRQ23JJ4II/HFX3bndzjn5P8/55pkq7wAxB/3Rwa67XOG9jz7UbMxsQwO8ZPoevGRWdFMVOGGD6V1XiyOSCyeWMlcOq7h1P6Vg+JPDGpaBoelaheyTrPfGQywmMgQABCgY/wB4hs47fUGuedkzqpNtHJD7xo/5ZZoorkR2Mc3amDkMPaiigRA7Fckeldf8M7yb/hInhLZjkjJYEenT/PvRRW1H4jGt8DPWZF3SiEklCueevUf41Xm+dEY9W/TNFFd55hVuYlAYjIIBwfT6Vwl3qNxo/ime9tSvnQysF3jI5Qqc/gxoorKrsb0dzFxtTaOm0VHkhD9aKK8+r8TPRpfCh5+9H7imy/eI/GiiszQifmND3yRUI4x9aKKYinaXEj6oqEjadyEe1e4+ErmW58MWc8rbpPLwSe+Mjn8qKK78OefijZU5AYgZcc/rXJeOYUGiO2M4kQcn3oorrn8LOSn8aOF8ReJ31yGCKTSdNtWtkSOGS2SRSkag4QAuVC85OByeaoN/rKKK8uoexTAHKvmnZ/dqe9FFZF9SMcsR2Iqs33h9KKKQGddzyM5jzhR2Heu/+H9zL9rKFsrJbbmB7lWAB/IkUUV1Udzlr7HZ6jEjwuSOQ3X1ri9QiCXe1Scbc0UV0SOamZVtrr6Vd3Ubafp99FM4cx3sHmAMoOCCCCOpyM4PcGqeq31xqd3LfXknmXFxIZJHxjLHrx2+lFFckjuRRycLTh/rCKKKzNBjdD7UyXsfUUUUAVJZGRAFOM1e8P3UttqMMkbYZJUYZ9zg/mDRRWlPcyqbHtityFPI2nnvx/8AqolU+WpDMCD2PXiiiu9HmGD4s+XSHxnPmIck89a4rU9f1PUNLg027vJpre2keVBJKzEs+M5yecbePTJ9aKKwq7nXR+E//9k=", 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t0I/PiuVbLRSjPODj6103hW9W5tZ7WTuPOQdcdA4/PB/E1vSafusvFN+7Ndi9Yau0TgSAg9K37DVCb1C5LRntmuLu1kDtncT7nkVa0i/Yuiv95aqUWjOE1JHrWm6isjgA7gD3rrtNnSBvlwEfqPSvLdLvCkoOetdvYXW6NcHI4zWkTnqxO0cCRSpGQRXiPx1i8qTRM5wfP/8AZK9js7nzIcE8ivIPj44YeHyP+nj/ANp1M7qLRjSs6ifU8aWMKDjrS7/n9mFNDZqMkgEehrmO4m3YJFeg/D3UmmtbjS5JTsh/eRoDgspPIz2wc/pXnJbJBrQ8O6p/ZuvxSM21FYBv9xuv5EA/hWtGXLIyrQ5oHsV3gxMiIAeuDwvXvj8a4PxHapFOZ+cbvzrt5ZfM6gjPrnFYXiG1861OF4wRnd39K7KkbxOfCVOSor7M86vJmkfcGIHaren3bAgMaolCrsh6g4NPhXbJkZHfmuW99TvqQ5ZNHa2F3hlOa7nSr7cgw1eY2cxCjmun0m+KEDNbQZwVY3Z5Fv6GpCcrUHY1Ij9B6iuM6gDYwfwpVkMbgqcEEEH0NMbjI/GmMQeaEUe96BqZ1bQbW6Q/vGQByegIPP8AUe3FXZTvAGD/AHhnp1/nXnXw21aTFzpQkRXbEsXmAkZ4DDj8D+deiSEuGXocdCM4/wD1V6MJc0Uzy6keWTRlXG1ZPLRN7LyvP8yarsdpGCpwMAmrtyj+YWYnOAuw4Kj3/X9OlUXJUlgAfpx361oZsrSgkBfnUsGxwcLj1PvWBqlssm872G3I5romwNqlGOQeMen+f0qjcQkoyKCBy3A465/OhiTscEkTQSyjPBIOPepg439etW9Sh8pwf73r1/Gs7PGfQ15dZWqM9Wg7wTLMnIyKjBGSPXmnBgwK9xUJOMexxWRuhs53KM9q7bwDqaxXTWchHlzLuXPZlGDj6jB/4DXDSHmrOk3slneRyRn95E4dR6kdvxGR+Na0pcsiKseaLR7pv2q24bVHc+gHJPpzWJrtuHs5GYnbg5z6etaNlefarRLhNvkyIpR88kEZwR27frTdQjM9tKgCkup2sw3KD9K9Rao8iTszzuB1MexuR901p6e/lAKWzjvWZexG1vmUjCMSB7GpIJsEVySjZnoQnzRO/wBJ1AJwT2614qz8n2NeiWd4VP3ucV5y3MhHvWFXoaQLAIZeKgLY/A0sThQM+uKSThiPUVkaCFtsnsRU2lXX9n36zKCfLbdtH8Q6MPxBNVd3IpkjmOYOPamnZ3OiaUqKZ32pWqygTRENG4yCP4s45/L+dYMQNvdZPHPrWz4emF/pf2cu2+1OFUH7yNyuR7cj8BVDULcwvuKkDOM+tdslzRuedTlyysdBZXP3SDXZaRqDcDd2xivNbK6xgZrpdOvtrrk8VkmaT1PU9Pvw8SyKeQcMK8x+OsmToRHQ+fj/AMcrqNMvwrAZ+Vq4r40zebFoWDnHnf8AslXUd4M5qcbVEzy1GBODQ/XnvxUKnDg1IxDx5rlO0AePcVEXCzq+M9j9KUnkn1qF+DxSuM9b8NagdR0SJS/72H907d+MYP4jH61rXEXnxFXUAEZ/Ek8YrzbwZqIjvxauzCO5Hlna2CGH3cHt3H4ivTFXcD1K4yT3Ir0acuaJ5tVckzzrVdOeHUiETCt7VTuITDIOv49q9EuLG3kkeQpl+hbGCfT+f865fV7HavcdBzz+FQ6SR0PFc9r9DLgm24xWtaXW1gc1zu4xSbG4q5BMQahaMJe8cmOTSAHJH5UgNKp+6TXKbiucgNUZPYU9wNp96jP3QaYXNLQtSbS9YtbxScRuNwHdehH5E17zDKtwhMQBUoOe31/z6185ocNXsvgjV/7Q0BImbM1vhCCecDofy/lXVhpbxOXFR0UjcnXepKHyi/fAJ9/rwAKz5hlcDATqBnGf8McVpybTIUC5bncRx6cZ/wA/nWfOFKZX584Odud34enX8q6jiuVWO5nQ5XDbRnjd059xzUcqkkqH7cjrz71JIoDgEhT1KjHJ9aw7COXUvFlxpj6pPaIVk8vyk3bmVCwX0A4PJ/rSlJRVyox5nZGX4jQxSQHKnIOcetYQGQallvLq8hDXMrSEAFcnpVfd8pI9v515tZ3qNnpUFamkSISFDHqOv0pJOGPPBpQRkg9xUc2ABjtWRsRO9NDNHMki8EGiTr7EZpv3lxnmhBc9W8E6ismmyWrMcwndGM/wNyPybcPxFdXJ8yAFWGQCNvTIryHwxrC6fdRPI5VAfLkx2jYjn/gLAGvXRIHUM2AvBznI564/GvVoy5oo8nExtM5TxDpvmGRwFP8Ad2nkD1+ua5iN2ViknDrwa9HuYVnhXPAI4B4P+fWvOPFFo9nBJNAWjdHAVlJ6dgadWGlwo1LOxdt5sNXHMct+Nb2qwW1roEGqabq9/MGuja5uYVjW4ITc7xDrtU4U7vUe4HPE4cj0rgq9D0aY4ZDkY4NKxygPdTimZ4J9GpzYOSO9ZGhExAOaikYuPenH/Vk9xUecNmkzaNS1NxOi8JX/ANl1KFnfbGx8qQ+iseD+DbTXX6vZF4GZsq2SSMZxzz/IivNbSZLe4zIcRNkP/umvT9HvV1fSVaTJmizFP3ywwM49xtP4mu7Du8bHm4j3ZXOR+a3lKsSMdMjHFa9ld5XGaZq1gyueVJznPYVlwTNFIVbgiolCzLhUUkd1ZX+3blq5z4mXX2mHSfmzt83/ANlqpoE8Oo+Khpt9qVzaQSvsSSKWKNY+5LGTjGM8DknArC8Ty3SalLZ3Ulyfss0kapc4Drg4+bHGeBnHFRJ+7YqK965jHpkdRTlPQdmqPJ4FOGCuDWJsNY4yPSoiecGpG++P1qFxgkehosFyezkaK7Xa20k8H0PY/nXs+lXgv7CG6JwskYyB/Cc/MPwYEflXiGeh9K9B8F6usjNYsc+YDInOMNxvH6Bvzrpw8t0c2JjdXO2I3L867ue4yMjp+tZ97bCRQ23JJ4II/HFX3bndzjn5P8/55pkq7wAxB/3Rwa67XOG9jz7UbMxsQwO8ZPoevGRWdFMVOGGD6V1XiyOSCyeWMlcOq7h1P6Vg+JPDGpaBoelaheyTrPfGQywmMgQABCgY/wB4hs47fUGuedkzqpNtHJD7xo/5ZZoorkR2Mc3amDkMPaiigRA7Fckeldf8M7yb/hInhLZjkjJYEenT/PvRRW1H4jGt8DPWZF3SiEklCueevUf41Xm+dEY9W/TNFFd55hVuYlAYjIIBwfT6Vwl3qNxo/ime9tSvnQysF3jI5Qqc/gxoorKrsb0dzFxtTaOm0VHkhD9aKK8+r8TPRpfCh5+9H7imy/eI/GiiszQifmND3yRUI4x9aKKYinaXEj6oqEjadyEe1e4+ErmW58MWc8rbpPLwSe+Mjn8qKK78OefijZU5AYgZcc/rXJeOYUGiO2M4kQcn3oorrn8LOSn8aOF8ReJ31yGCKTSdNtWtkSOGS2SRSkag4QAuVC85OByeaoN/rKKK8uoexTAHKvmnZ/dqe9FFZF9SMcsR2Iqs33h9KKKQGddzyM5jzhR2Heu/+H9zL9rKFsrJbbmB7lWAB/IkUUV1Udzlr7HZ6jEjwuSOQ3X1ri9QiCXe1Scbc0UV0SOamZVtrr6Vd3Ubafp99FM4cx3sHmAMoOCCCCOpyM4PcGqeq31xqd3LfXknmXFxIZJHxjLHrx2+lFFckjuRRycLTh/rCKKKzNBjdD7UyXsfUUUUAVJZGRAFOM1e8P3UttqMMkbYZJUYZ9zg/mDRRWlPcyqbHtityFPI2nnvx/8AqolU+WpDMCD2PXiiiu9HmGD4s+XSHxnPmIck89a4rU9f1PUNLg027vJpre2keVBJKzEs+M5yecbePTJ9aKKwq7nXR+E//9k=", 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", "info": {"video_id": "138376", "label": "pushing pen onto floor", "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": "138376", "label": "pushing pen onto floor", "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": "14fb8a6b06a0bcbc3a802f5dad606cefe2173e3f50273e15d0010ed783a152a5"} +{"episode": 40418, "episode_seed": 2184900087, "split": "train", "timestamp": "2025-10-13T03:15:28.669604", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2184900087, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a pack of cookies'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "114820", "label": "taking a pack of cookies", "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": "114820", "label": "taking a pack of cookies", "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": "ae06c19960aedc11d55ed85812939322e0a8d3be375679bd14913ef851cb2c80"} +{"episode": 40419, "episode_seed": 4077416605, "split": "train", "timestamp": "2025-10-13T03:15:29.898829", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4077416605, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 powder box 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', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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SDUPFX9mahqFza28r7ElilijWPuSxk4xjPA5JwK6fwFbXI1/xBpTC48zz44ds4AdQrODuxxnHXHFaUVaVyWesSW/+g26kdIlH6Vymp2h3vxjNd3OgEe0Z46ZrnL+DcSa2YzzrULZxn5a5y5gcAjFeg39mWzXN3licnisWUpdDjJPMVugqLzpR6flW3c2eGqo1p7VNyjKaeXB6flURmkI/+tWm9p/s1EbU/wB2i5FtSCJ2KjkflWjLcuNOdQcADP5VnX6vBZsyMVbcBkVd8Q+HtW8P+HdLvbya4Wa+8zzYDGQIAAhQMcfeZWzjt06g0rX1A+j5mK5ANUJiSKKK6xGPdsSTWDcscNRRUMRi3JIzWXJI2e1FFQy0RB2PepU60UVLBly3AJrnp7+bSfE897bbfOikbbvGRypU8fRjRRUog774L2cMs2qyyLuaDyfLyeAfn5+vFetTnGaKK3h8IIybnlW4rEue9FFDAwr1jk/SsK4JJ5ooqGUUmqFutFFQxkTMQaztbkY6W2cY3rRRWfUkzfEHiV9dt7aKXS9OtjAqRxyWyOpRB0QAuVA5ycDk819UrGkUCJGoVVUAAdBxRRXRTEULpiOaxbtjkmiitGBi3bHHXrWDdkknJzxRRWTGjHm4c1TlNFFRItFN5GBwMUgJI5NFFQyTKGtNpWoXsZ0+wvYpZA5jvId4DKOCCCCOpyM4PcGvT/gxdTanqXiTUbtvMup2hd5CACSS5P0Ht7CiitKe6JZ6pMeCO1Yd2Ttaiit2Bz10xO6sG85LUUViwRhXSLnpVJgMkY4ooqDRFVzg8VXI75NFFJk9Slq3Gnk9961nX/iDVNR0u30y7vJ5re3keVBJKzEs+M5JPONvHpk+tFFCA//Z", "info": {"video_id": "63038", "label": "letting powder box roll down a slanted surface", "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": "63038", "label": "letting powder box roll down a slanted surface", "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": "78f404f987efc2961f9b3eb4f1e815f6f3e1de748953d8f42e102d45875e39d9"} +{"episode": 40420, "episode_seed": 708065156, "split": "train", "timestamp": "2025-10-13T03:15:32.434402", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 708065156, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 stapler and feeding bottle on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115596", "label": "putting stapler and feeding bottle on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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zXoNeHeEbqR9PsrqF9knlo6t6HaK7B/iTc26iOXw3dyTDqYpU2N7gk5xUUpWumVWpNtSiaXiu3XVvBd9ZqQZjFJIi99yPkfyNeR6hZadB4SmjEQGoRbH8wnlsnmupTxTPdXBVoWtpAkiyRMc7CwJwSPZhXE+KQYrDcrZzgECtVK5caainc5QyMrbmGCPWpTOOoxVOaa5gCiWEgMMjevUe1RPOJIxsIVvStFIwaNSS4KIGAHPes66uskjJBI7HrUf2mQwlHA9iKpMZHU98GqUiTOvP3twgHU1S3VYvAyupz1zVWs5bi2AHmnK7AjmmZ4pQcUhJnReELo23izTZM4xKB+lfS+q6tqMXk6no9qt8I02XFiX2vNGecqf7ynkfUivlXSJTFrNlJ6Tp/OvdLPXZIp9jFiAvQHHb1rKejR2UVzJm5eeM4rm1a1l0LU9MnnJjje4AMbSY4XIPBPOPWuM+KdosUmj35bBurJYnOP44/l/liqnjTW528OTTI7B1mikTnoQ2Qf0qTxdqY8S+AEvI+XgYXC56gMAGH61UJO45x6LoSWLRx2kKvgxlQre/GK5LUrNtI1CQoxKHmJh0Yen1FbFldfadHikU53Rhl+uOn51Xmu454dkuCPRu1bzipIdGo6butjGl1y6S2YHGMYyKww/ymrOtXsTt5FsirGPvEdzWaZKytYivV9pIk3gk5qSORScDtVQnC7vXinxOB1ouYdT0j4RXy2vjuAluGjYH8CK+lLLVraa7ktd4WQ/Oiscbh3x9D/OvkjwNcmDxhZEE/MJFH/fJP9K90+32+oWr213BHIiZZS/GDnsajmszf2aqI7PWdQS1XeXUlIZSMHPOVxXjPim2Wy8YagQuUeTzk/3XAcfzqTxBf2+ijTpLcPElxd/Z5QXJBVlJHX0YCpvFoW4i0jVOB59r5Mn+/Gdv8itVGQOFjm5rlnkOAQBULyBumTnpU6tFI+04NJNEsYIUdafMU4GfcOqjeQ3NcZr0pkuE+XAGcV1906tEUxg+9cZrZJnQkc81fNdWOecWkZlKpxTc0tSZJnqvwUv0tNcuhISEKjp9DXrOp2mpNfNfeHvFL6S83+vhkhE0chA+8FPRsYHHXFeB/D66a11W5wcHygfyP/169Pg124+xNtY7DIob8QcfyNYTdpHfSipU9TdsdV1FfEL6Vq2rRajePALqC4itxDkA7WUr7cHI9favOvHcQsfihcqqgRTzrcJ9HG7+ear614mfSviRoeoE/JDGqyDplGYg/pzU/wATpt9xp2sId3lSmIn1UHK/ocVrTuZztrboXJGhlikt51zFKv5ehHvXM3mkTiQBJI5YwMK33Tj3Fak0olhjeNsjG9SOjAisvUdQltbNpGUL2U571rKMXuaU5zgrx2MnUttvhI3DFfvEetYlxIWJIHFPaQsC+cluTzVV0yDng1K02OWpJyd2CnijOGFMBpSeaiwke7/DuT7R4atBnOIwp/Akf0ruIrVCS+3n1rzT4U3O7RfL/uSOv6g/1r1i2xLaEpt3xcsPUHvWSXvM6FL3UeX3Lzp4x8QhT+5LxAD/AGggyf5Vha1qLxiISHP73v3wK6iUrLq+o3C9HnYk+vb+lcb4hga51vSbdeImnJYD16/yq+haulc6U6fHeaCDdx7wy5Geq8dRXml/C9peyQnOUOAfUV7GzIlksY6BcV594g0W6bztSiAkg6vjqv8A9aiGxNaPU5xZi0eMcjr6UgkjweQpxVRpAjHB/wDrVoeGNKg8Q69/Z91eyWweKR42jj3F3VCwX0A4zk+nvWtzkbMK/fdKPbIqqKV2LEZOaQUMjqJS5pKBQJFi3k8ueF/7rg/rXvNjahzBcbQ2cEg9x3FeAZ719DaEv2rw9bHP3kwSD6j/AOvWU0dmHerOT+Jlmlh4eURn5ZZ12+4wTWT4Iukv/Dd7pkrcqTGAf7rg4/8AHh+tWvinqEK2lnpIlL3EbiRwQfu4IBzXEeGLxrTWI1D7UmxGx7Ak/KfzxVRWhMpfvTQ0bWl07zNNvCUSOQ7Hx931B9qm1rWbNIClpIJZn/iXoKx/EsSx63M64xLh8DsT1H5iskGtL9DP2koNxJTIxUg9SakByK6HXfD+j2nhq31fS9QvJg1ybXNzAI1uSE3O8Qznapwp3D+Ie4HOowKmoZMXcU+lOBxUZPelU80ije8NusHibS3z1mAPtnI/rX0HaaUlwoU8B0yD74yK+ctMjuE1KxnEUhRZ423bTj7wr6bs3dNKhdF3P5Y4HtUSR003ZHlPxij+yadpUC8O9w7jHbCgf1q1DeHVvA0QbmSF1m+m4bX/AFANV/jNMLnW9HhIxtgkkIHqWA/pWb4euhFp8kDn5SpGPr1/pRsVGN22QQRObo4zgVfuc+UMjkVFaMFbJ655q+5SVdpxQ2aJaHOXDgqfUGuT1rG+Ig5POf0rsdJtLLUvFx0rU724tbeV9iSxyxRrGe5YycYxngck4HeuP8RW8llrN1ZSLOht55IglwAJFw2PmA4z6449KuJx1pppoyqKSirOc6bwQ/8AxUG09HjI/wDHlr12xgtbVhHOw/fApt9cc5HuOteMeEpPL8R2/PUMP0J/pXussQEMjlchQXzn0BrGa1uduHd4NHjXxFZf+EuljXpHFGn6Z/rW4sp174eT7/mmjww/3kwD+hBrh9a1STWtWn1CVFjaUg7VPAwMf0rb8JagIUmtHYiOT5se44b8wf0rRaWMYS5ptdzN0vxFcadGIWQTRD7qscFfoag1PWLjVZVMgCRr91FPAqlcqqXUqocqHIB9s1GDVGXM9iZW429hSGUjjqveo8kniun8R+Cr3w14c0fUbwSrPfmTzoDGQLfAQoGP95g2cdunXOATZzINLRRUstHqPwodhHcrngTfzX/61eoS3EkNyQhxiPOfzoorF/GdEfhOJtnY27Nnkkk1Q2LNqNq7jLRzEqfT5DRRRL4TpW6NmRz5YHanKA3hmQMAQSwOe4oooXQmfU8XnAWWRR0ViB+dGmatc6LqceoWmzz4twXeu4fMpU8fRjRRW6POkZppKKKZAUDrRRQA7tX0H4IJbwvZ5OfkX/0EUUVnPY6sPuzzH4pf8ji3/Xun9a4uNijEqcHH/wBeiiqjsZ1P4hb1Z2kvTI3LMoJ+pFUgcEHGaKKcdiavxs6DxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rDXvRRQyYigmnx/fH1ooqTU9bt7eJ/B6SFAHi2lSO3NeoaU7f2fB9CP1NFFSzsPFvHlxLdeONUWZywt3EcQP8K7QcfmTWfp8jJkKfQ/0ooqXuVDYvqxWXANXIZGDjmiipNDButdbSdTvkbTtOvoppQ5jvYPMAZRwQQQR1ORnB7g1y+s39zqmozX95IZbm5dpZXxjLHk8Dp9KKK2iebU3Zn0UUVZganh0ka/Zkf3z/I177Mx/suU9/Ib/ANBNFFZVN0dmG2Z831f0Zit8hHZgf1x/I0UVb2Oen8aI9VjWLVblEGFEhwKp0UU1sTP4mLnHIrW1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRTJP//Z", 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", "info": {"video_id": "115596", "label": "putting stapler and feeding bottle on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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WZMr9Rz/LNeg14d4RupH0+yuoX2SeWjq3odorsH+JNzbqI5fDd3JMOpilTY3uCTnFRSla6ZVak21KJpeK7ddW8F31mpBmMUkiL33I+R/I15HqFlp0HhKaMRAahFsfzCeWyea6lPFM91cFWha2kCSLJExzsLAnBI9mFcT4pBisNytnOAQK1UrlxpqKdzlDIytuYYI9alM46jFU5prmAKJYSAwyN69R7VE84kjGwhW9K0UjBo1JLgogYAc96zrq6ySMkEjsetR/aZDCUcD2IqkxkdT3wapSJKzvmZj69abK+MVHJlHJPeo929gvrWUnqVHYmEiqc1OjjA54NZ+/5qsBxt46ik9ioOzPqb4e61Enw/0123MY0ViB1wAM/wBa7o3kE0EU8M8bRPyGDDBGK8L+HmsNbeE7Blydu5efUM1b99Dpk1zHL9kVWkIZvLcrnPXIHSs+e2hs6KlaSLnjRk1HwrKiHL2a285x6ElG/wDQhXmfn+Tb7FTHvXSeD9T/ALbfVtJlcu0guLEFj3Ukxn9FH4Vy4dEUhiM+lWpaCUddBnnE8EnJ5FRMwYYw2DzmroijkTeoHFU5mCNkgkU1IJQZjalcBISFUlveuKYEIG7MTXX6ochyBkMOa4wntmrlK5hJWYMc0oY+tN6GjvUmd9SZHO3+te/fBrU4x4RntZecuy8njn/9dfPoJ6V6V8PNRe00W52nG2b+gqJ7HRQ1lY9dbxRq2lN9i1fw5eaksXyxahZSKVmT+EkEjDdj64qC3uofFn9rQxLLHFc2UluY5l2vHMDu2sPUFR+dYk2vyPaxKC4Yg5OeMA+lc74a8VSWXjzWbVnOJZkmTJ/iChW/MEflUxl1N5QS07mF4cKtqU7buQuMEdDmtXXrIajp/mR83EBOVHVh6D3rMZRp3jvUrZcLHN++iHsTn+p/KrtzdGG4zkhXHX3rqtdWZnBuMro5xNRmtcJEdyqMc1ieINQkvZ4xL1QHj64rpdSu7SFHmaNGkP3fUmuIu5WmmLvjcT0rLk5S8TiOeNrENKpxTc0tBwpnqvwUv0tNcuhISEKjp9DXrOp2mpNfNfeHvFL6S83+vhkhE0chA+8FPRsYHHXFeB/D66a11W5wcHygfyP/ANevT4NduPsTbWOwyKG/EHH8jWE3aR30oqVPU3bHVdRXxC+latq0Wo3jwC6guIrcQ5AO1lK+3ByPX2rzrx3ELH4oXKqoEU863CfRxu/nmq+teJn0r4kaHqBPyQxqsg6ZRmIP6c1P8Tpt9xp2sId3lSmIn1UHK/ocVrTuZztrboXJGhlikt51zFKv5ehHvXM3mkTiQBJI5YwMK33Tj3Fak0olhjeNsjG9SOjAisvUdQltbNpGUL2U571rKMXuaU5zgrx2MnUttvhI3DFfvEetYlxIWJIHFPaQsC+cluTzVV0yDng1K02OWpJyd2CnijOGFMBpSeaiwke7/DuT7R4atBnOIwp/Akf0ruIrVCS+3n1rzT4U3O7RfL/uSOv6g/1r1i2xLaEpt3xcsPUHvWSXvM6FL3UeX3Lzp4x8QhT+5LxAD/aCDJ/lWFrWovGIhIc/ve/fArqJSsur6jcL0ediT69v6VxviGBrnW9Jt14iaclgPXr/ACq+haulc6U6fHeaCDdx7wy5Geq8dRXml/C9peyQnOUOAfUV7GzIlksY6BcV594g0W6bztSiAkg6vjqv/wBaiGxNaPU5xZi0eMcjr6UgkjweQpxVRpAjHB/+tWh4Y0qDxDr39n3V7JbB4pHjaOPcXdULBfQDjOT6e9a3ORsx7mTdLj04qI+tRBzuyTmpGNTLca2BepNTRAMTk4GKrg9qngWSRsRKzN2CjJpFLc9f+F6Ld+HDFjJimf8AmD/7NXoJ0lESOYdwN3sQa88+DolSO9glRk/eE4YY/hX/AAr02+u3t9Ov2ZMRxwNIp+ik/wBKi2p1RlaJ4L4H1iW08YXcyMQsk7TL/vBiR+YzW34jthFq135Q/dtIXT6N8w/nXG6DmC5imU4bOfxrtNRuEuHgcH+HHPp2p31CMGoojs0eOHnkGql0wVz1xmtSCVRGAcVleIcx6eZoSVbcBxST1NJaK5i3xBBBOBzXHd67zxBplhb+HYNV07VL2cNcm1zcwrGtwQm53iA52qSFO71HuBwVao8+rLm2FNIKU0lMzHqcHNd/8NwJ1vbc88q36H/CvPhXefC58a7NGTwyrx+OP61ElobUX7yPT4tKSa02FRvQkqfVT1H4GvFr3UDYePLi7B+WO7YN/u5wf0r2+8eLToptQuJWSGJDv6kBeucetfO+pXAutUurhTlZZmcH2JNTBGuIk1Y7rxyzWmo2Gr2xDGMmMnscHjP1BqCPXtMubbzJJwncxt1H+NUpJ/7T8GESOPMh45PO5AP5rj8q4+tk9DOc3GV11NLUtR+2XReNcRLwq+1UJG3Nmt7wbpuk6z4gh07V7ia2huCFWZJY41jPcsZOMYzx1JwKzNYsjputXtiY54vs87xBLgASKAxGGwSM+uCRSMpTctWUqKSigk6bwQ//ABUG09HjI/8AHlr12xgtbVhHOw/fApt9cc5HuOteMeEpPL8R2/PUMP0J/pXussQEMjlchQXzn0BrGa1uduHd4NHjXxFZf+EuljXpHFGn6Z/rW4sp174eT7/mmjww/wB5MA/oQa4fWtUk1rVp9QlRY2lIO1TwMDH9K2/CWoCFJrR2Ijk+bHuOG/MH9K0WljGEuabXczdL8RXGnRiFkE0Q+6rHBX6GoNT1i41WVTIAka/dRTwKpXKql1KqHKhyAfbNRg1RlzPYmVuNvYUhlI46r3qPJJ4rp/Efgq98NeHNH1G8Eqz35k86AxkC3wEKBj/eYNnHbp1zgE2cyDS0UVLLR6j8KHYR3K54E381/wDrV6hLcSQ3JCHGI85/OiisX8Z0R+E4m2djbs2eSSTVDYs2o2ruMtHMSp9PkNFFEvhOlbo2ZHPlgdqcoDeGZAwBBLA57iiihdCZ9TxecBZZFHRWIH50aZq1zoupx6habPPi3Bd67h8ylTx9GNFFbo86RnDrUhJoopMcRc113gJVbWDkA8Y5oopG1P4j1Pw1Elr4nvY4htQlTj6qavfEW7ntfA128LlGaSOIkf3WbBH5UUVPU6GeKxKEbC8YFbgkZ48k9OlFFQarYnikbaOah1uRjorZ5+daKKI7iqfCzG8R+KX163t4ZdJ022NuixxSWqSKUjUHCAFyoXnJwOTzXH0UVujzJBRRRTIFrsvhqSPFKgHqn/swooqZbGtP4kereM/+RN1X/rg1fO560UVMDTEbo0LWVzYXUZPyFFbHuDj+VZ1FFUt2Zz+FGto2vNoyTRnTdNv4pWVjHe2/mBWXOCCCCOpyM4PcGqepahdatqVzqF7KZbm4kMkj4xlicngdB7UUVRkVaKKKANTw6SNfsyP75/ka99mY/wBlynv5Df8AoJoorKpujsw2zPm+r+jMVvkI7MD+uP5Giirexz0/jRHqsaxarcogwokOBVOiimtiZ/Exc45Fa2oeJ9Y1TR7bS72+mntreV5UEkjMSzBRySecbePTJ9aKKZJ//9k=", 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", 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", "info": {"video_id": "115596", "label": "putting stapler and feeding bottle on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a20a134c9b87f3e096447efd86b6a1b64846194b351f51e906373e64f223f78d"} +{"episode": 40421, "episode_seed": 973776699, "split": "train", "timestamp": "2025-10-13T03:15:34.774855", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 973776699, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brick from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "97488", "label": "pulling brick from left to right", "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": "97488", "label": "pulling brick from left to right", "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": "750db4236bc0e1de1b1a07b164db12c58a3b8e610d593d1c3e4683beffce7625"} +{"episode": 40422, "episode_seed": 2436487943, "split": "train", "timestamp": "2025-10-13T03:15:35.785270", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2436487943, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "99089", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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3fWqsXOOanU8YrnZrexaB+Wmp/rpfov8AWhTlaRT+9k/4D/Ki+li4k4wODUcgG0imiSRjtb7o6dKVzxzXPUVmXHVGftHOfauR16+k07xGXiwSbVcg9wHautLfe+grzvxFcb/HlxAT8sdjF+ruf6itKc5LUylGOzRi+LtSvLyKREkePy0Eh2cCvOpJp2YnzZM/7xr0O/CrFcggY8oj26GvOZm8mYBuh6+1dFOpKW7MZwjHZH1ApVsBlVsdMirCMAMAAD0FZkcspPyRbh67wKtwyMeHQofTcD/Kp3N2T7fnPoTT7i2huoDDMgdD2NRozsQWiZV9SwP8jUzzKgBxnJA/M4r2sPWj7JOb2PIq05KraJyk3hFvMJa7d488Kq4P4mrMfg+02AtPPGcdFYH+ddBJJiq5mbNedWxbelPRHoU6HWo7s43WtBm0pfPhlae3/iJGGX6+3vWA1yT0r0id/MR1bkEEVx2u6Lb6fo13eRs8l3EjyhQMB+c7cDp6VVDFu1qhnWoJ6xMYTNjmq8l182MjFYNv4hS8SSJUkjuFRm2t0GMfrzXNXeuap57oZ9gB6KoFbOtBuyMFTmlc9u8F3Cub3aQSNn9a7CPYCCEQEe1eSfCXULi5XVhKfMZfJxyBnO6vUo3mGC0HHciRTXFVd5ux20r8iuaIIZccEGuDvd/m7lHzCXHPHU12okcEBEL/AEIGPzrl9aga3nkZ0KKziZckdM89K0w71aZXU1PDsuy5kQ8CaMHB9R/+utq6tIbmMqyjJrm2dbHV8jIRWypJz8pHr+NbMmoRK2N+c88c0VITlO9PqW5QUU5EWmWSWU8xjlVlIwVU5wadcX9rayBLi4SJm+7vOM96z7O5itJpt0oKk5AGS1Xnv7aNgzvGD14AJH41lOElLXc2tGSunoebeIItTuvHt3eafZPdwSWcSLIinyz3+9+dZdx4W1mQXF1JpsolkOETgBFFerya1bjG1uB1Jqvd65FIgEZHPWk4TetjLlgtLnz7rNhfWN0n2m3liyRgleK+lI2VkUMqnA4yK43VzHfRFJEVsHjIrqIpJSfki3AY53gUuZtak8ii3Y1IyAAAAB7U7zIdx3BcjqaqxSN/GhQg9Mg/yrJsrhpbu7hlIByTj8a0hDmuVCylqbqahFJO0KnLIOfavKfitdfaJo4WcCNEJx75rrvDt/8AabnUQR81uxjdm6kgkD9AK848TeFPFHiXxRLJFp8qWpIVJJGCpjrnr71UYxjO5eIb9nZdTiI0ku/KjhjaSZztVFGSx7ACvSfDnwolglt7/XpY/LX52slGSfQMen1ArqvB/gqz8LxLK+241Aj5piOE9l9PrXUTSBkdScZFRUqt6Iwp0FvI5jxrqdjJ4I1aC1u7Yk25VY1YZwCAQB7V5nLfzT6NaK8KBWiUI4PLADB+nIr0PxLo0MPhLUYA7yzNFIydQAS2eFHAry63Lx2SQiMsyJwGPblj+tSrNCd0yrqa/ZZo0dcAJliD1713Xwdm3S60/qYTz/wOvL9QmeaYu7lmY5J7fQe1ejfB5yv9sYG4/ucDOP79ayjaJlCV5nscewHIRAR3xVhSGGCAR71mxvKMEwHHciRTVoSMCAiF/oQP51z6m0ldDbrUTZSFY7aN22bvmm2Z9hwc1LYXbXKySSRmJzsLRnqpKA4/WlZmcbZYCFIxkkH+RqG3RYRME6bx1OT90DrVSacfMINrQ0TJio3lGDzVR5iOlQvM2K53E25iK51C2tpAk9xHEW4XecZ6mvKPEmou/wARrprPyrrzbKMKFf5WA56/nXpN7Ype3MEzSMnkEv8ALwT8pHB6jrXknjV10fx9bX0aOLZYo8sAT6g9epraEV07GE5Fu5lmewfdbbHJwYg2eB7/AEFcXq6q4E/ClnIKjnGea6HVLw31tAY2KwTgS+5Hof0rJns3uNPeQx7QLhDuI/hIOfyx+tVTVndkz1Vj3WCfJ/L+VaMcvP5Vx8F3qe44trXOe87f/E1bsNU1acO32CH5XKYNxjJHBI46U1DzNHPXY6yOTgUskmVQZ/5aL/OsKPUr9QN+lSkf9M5kb+opz65Enl/aLe9twHBy9uxH5rmnySJ5om6Xz1ppIrKTWtOmbbFqFuzem/afyODVkTgjIOR6g1i4NbmiknsF04AOO4NQz7ZIZY3G5HXaynoRUd1Lx+BqN5Mg/Sl0JkeY+I/D8Gk6l9stkdIvLKM3Uc+vvzXIrpkmtXDLYqHlAJ2E4zg9P6165r0dpeWUtnc3HkeYNwbGcYrgvCWkxy+MGshqUtqzJKI5Ik3GRlQkD0AOCcn0963g3v1MZLoanwujlsZ9ZhnjaOUeSGRhgj71epQy5U15d4Xub2S8vrsBJ5J1hDtK+3kbsdBzXXHUtUhMSizgfzXCDbMeD1ycjpQ05O5pGSjGx1yyZxzWf4hxJpTNjkEj8CDVRL/Ulxu06Nh/sXA/qBUralKybbjSrzb32qsg/Q04RcZJj50ncZdLJJosFywxKijf6/dWtS1VJrKB5I1DNGpPHtWautaY0ciT3HkZc/JPE8f4cjH61cjvbeZQYZ4pB6o4P8qcpTSsug7xasZOrWNxFcyT265h25OD0xXO/wBqFs7VZznFd07hkIPII5ridWtfsUgaEZR+cela0Kzbs9zKrGy02IxJdSkFgI09M81bt0aRgMnA71mCS4252jH1qnqupXttprvbsY33KNymuyd2jki1zXNe8uCkhQHmurguMn8v5V5trMUVvoUOqWGs38++6NsWuYljW4ITc7xAc7VOFO71HuB1lvdaju4trbOe8x/+JrgqQ2sddOb1udfHLz19K5rUrr7HqaysdqSMyE9uadYanqs4dvsEPyuU5nxkjqRx0rQ0rRpte1FkvbfyrUjfKN4b8AR61dGNpWZbmrXLFvHbR2Mlwm1ZrmNTKc43Mo25/ICtQEbB9K5vVdG1DR3EEYa7tlkBQqP3i/h3Hr/Kt97kS6et3KqwNhfMBO0ZPTGeh9qdWg07o09tGUUOLCq1yQBkehphmDLwQfcGq1xKNv0Brkki000SXIWaCSKTlGGGHqK8p1Wxj0zWJ5FRvskeUbAyQCv/ANevUDJ8p9cVzGv28E8csbTpE0oyQw4bHf8ApSV72Mpni0+0j5egr0P4TyeX/a3v5P8ANqxfD3h/R9Q8S/2XqdzcQQSttWdJoo1THJZi/GMZ6ck4Hetbwhb3Wka1r9jDbOPIuFiKXbBJF2s4AYLkZ9cHHpXVN80TmppxkrnrUM2VPNW1k6c1yB1LVITCos7d/NcINsx4PXJyOnFaiX+prjdp0bD/AGLkf1ArDk8zo50+h0SydOe9NWT/AFn/AF0P8hWMurToP3ul3q+6Ksn/AKCaSPXtOAfzbkwMZCds8Tx/hkjH60nTlYSlG5tEimOVxzVKO+t5xmGeKUeqOD/KntLxWbi1uaXTGeZyw9h/Wud8V6LbazbSNNGXmWMqhB59q2BJknnt/jUNzIMEk8Dmi7T0M5K541fgWFlHasW8yFCmG4PJJFa15pq3Hg24uIsp5cCOoB68Atn9aXxrY2k0v2+C63mQjdGOCvv71e1TQtX8P+EtLa6nuU+3JIktsyYEK4UorHH3ir5x26dQa1s7Joi92dRAxEh5/jP86n0JmFq43E/v5eT/ALxFFFaWXKy/tI2YHO1fwp5JPknOMSA8fQ0UUJCZHdRRXC4mijlB7Ogb+dZp0WzyWgEtq3rbyFP06fpRRUp2loEkrHMS69qFprn9nmYTxdN0qjd+YxXWJK0kQY4yQOlFFaVIqxlTbZy/jO3jn0hZWyHSZVVgcHDcGuduLt9B8Svc2SoHtnKR71yACmz+RNFFZx2Q3uy/4UG1bkDs0Y/Rq6aVmNzYfMR+/PA7/KT/AEooqopXNPsm7E5+T6GrSscj8aKKSGwQkRuM5BkY4P1rOuNNsbhi0lpCW/vKu1vzGDRRRLR6CWq1MjWUm0Wxa5s725GBkRyPvX9QT+tQ6NqUur2RN1HESV/hX/69FFaW925jd8zRlXOYbh0RjtB4rN1q4f8Asd84PzrRRXavhOf7RleJfE769psSS6Xp1q1usccUlqkilYx/AAXKhecnA5PNejW7EPjP8VFFcNQ66XUn0NmFs3zE/v5OT/vEf0ru/C8mbRl2qMkEkdTRRVQ/iFP4Ebu1TOrFQWz1xzWZ4pgim0R1liR18xSVZQQaKK6av8NnPD4jgDotmWLQCW1b1t5Cn6dP0rm5Ncv7XXBp5mE8X96VRu/MYoorCOsdTWbtLQ6lZGeLcepArlvGcCS6SsjZDpMiqynBw3BoorB/Ei57GBNqi6Ne3tuNO0+9gdx+7vIPMAKD5SDkHvyM4PcGjwVqN1quoazqN5KZbm4mjklfGMsd56Dp9KKKpfCSviR2crMbnT+SP9IPTv8AKT/St2NjlOexoopNaI0XUtKxyPxoQkRuM5BkY4P1oootoK+pnXGmWNw5MlpDu/vKu1vzGDWRrMc2i2LXNle3Q2jIjkfev/jwJ/WiiinroyKmiuhugaxc6lbeZOsYYj+EEf1rWmY80UVNVJBFto87vbCC3bWWjB/dXEcaZOdqkk4H6VXu9e1O/wBNg066u5pre3keRBJIzElsZySecbePTJ9aKKb3Ej//2Q==", 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", "info": {"video_id": "99089", "label": "tearing paper into two pieces", "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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8NfCDR9PXz9YP9oXGSViJxGozxkD7x/Sr0K3WlSEuDt9a6TRrw3rSSE8BMYrDEwkouUWEFGW6G2Gk6fpMUkOn2UFrGxDFYkCgn1PrXJ+KwBrZHc2qn8A7125blvpXnviK43ePLiAn5UsIuD7u5/rXItg2ZxXia18mR9vKkB/pmuPkGMY6YrtPEcirJ9nwM7QTjsOwrkZF2AqevUfStabMqiPptSrYDKrY6ZFWEYAYAAHoKzI5ZSfki3D13gVbhkY8OhQ+m4H+VZ7mzJ9vzn0Jp9xbQ3UBhmQOh7Go0Z2ILRMq+pYH+RqZ5lQA4zkgfmcV7WHrR9knN7HkVaclVtE5Sbwi3mEtdu8eeFVcH8TVmPwfabAWnnjOOisD/OugkkxVczNmvOrYtvSnoj0KdDrUd2cbrWgzaUvnwytPb/xEjDL9fb3rAa5J6V6RO/mI6tyCCK47XdFt9P0a7vI2eS7iR5QoGA/OduB09Kqhi3a1QzrUE9YmMJmxzVeS6+bGRisG38QpeJJEqSR3CozbW6DGP15rmrvXNU890M+wA9FUCtnWg3ZGCpzSue3eC7hXa82kHbsz+tdjHsByEQEd8V5H8JdQuLldWEp8xl8nHIGc7q9SjeUYJgOO5EimuKq7zdjtpX5Fc0lIYYIBHvVW61E2UhWO2jdtm75ptmfYcHNOEjAgIhf6ED+dSMzONssBCkYySD/I1EXbfYGrO6EsLtrlZJJIzE52Foz1UlAcfrVwyYrOt0WETBOm8dTk/dA6055iOlZzSb0Noy0LbyjB5rJudQtraQJPcRxFuF3nGepqV5mxWZe2KXtzBM0jJ5BL/LwT8pHB6jrUxiuoSkebeJNRd/iNdNZ+VdebZRhQr/KwHPX86guZZnsH3W2xycGINnge/wBBVTxq66P4+tr6NHFssUeWAJ9QevU1X1S8N9bQGNisE4EvuR6H9K1lHYxjLcwNVVXKT8KWkIKjnGea+lY2VkUMqnAGMivnSazeexaQx7QLlCGI/hIOfyx+tfQMMkhxsi3DA53gdqp7Kw4btmpGQAAAAPaneZDuO4LkdTVWKRv40KEHpkH+VZNlcNLd3cMpAOScfjVwhzXNYWUtTdTUIpJ2hU5ZBz7V5T8Vrr7RNHCzgRohOPfNdd4dv/tNzqII+a3YxuzdSQSB+gFeceJvCnijxL4olki0+VLUkKkkjBUx1z196qMYxncvEN+zsupxEaSXflRwxtJM52qijJY9gBXpPhz4USwS29/r0sflr87WSjJPoGPT6gV1Xg/wVZ+F4llfbcagR80xHCey+n1rqJpAyOpOMioqVW9EYU6C3kcx411Oxk8EatBa3dsSbcqsasM4BAIA9q8zlv5p9GtFeFArRKEcHlgBg/TkV6H4l0aGHwlqMAd5ZmikZOoAJbPCjgV5dbl47JIRGWZE4DHtyx/WpVmhO6ZV1Nfss0aOuAEyxB6967v4OzZl1t/UwkZ/4HXl2oTPNMXdyzMck9voPavRvg85X+2MDcf3OBnH9+tZRtEyhK8z2KPYCCEQEe1WAQy44INZ0bzDBaDjuRIpq0JHBARC/wBCBj86w1N33OKvd/m7lHzCXHPHU10Ph2XZcyIeBNGDg+o//XWXrUDW88jOhRWcTLkjpnnpVpnWx1fIyEVsqSc/KR6/jXdK04WXVfkOGm50l1aQ3MZVlGTWfplkllPMY5VZSMFVOcGpZNQiVsb85545rMs7mK0mm3SgqTkAZLVzezq8l3sXCdNtxT1NC4v7W1kCXFwkTN93ecZ715p4gi1O68e3d5p9k93BJZxIsiKfLPf73516S9/bRsGd4wevABI/GoZNatxja3A6k1moy2SHOEd2zyi48LazILi6k02USyHCJwAiiuL1uwvrG4H2m3liz0JXivoO71yKRAIyOetc/q5jv4WSSNWx0yKLSg9URKEZLRm3BPk/l/KtGOXn8q4+C71PccW1rnPedv8A4mrdhqmrTh2+wQ/K5TBuMZI4JHHSmoeZLnrsdZHJwKWSTKoM/wDLRf51hR6lfqBv0qUj/pnMjf1FOfXIk8v7Rb3tuA4OXt2I/Nc0+SRPNE3S+etNJFZSa1p0zbYtQt2b037T+RwasicEZByPUGsXBrc0Uk9gunABx3BqGfbJDLG43I67WU9CKjupePwNRvJkH6UuhMjzHxH4fg0nUvtlsjpF5ZRm6jn19+a5FdMk1q4ZbFQ8oBOwnGcHp/WvXNejtLyyls7m48jzBuDYzjFcF4S0mOXxg1kNSltWZJRHJEm4yMqEgegBwTk+nvW8G9+pjJdDU+F0ctjPrMM8bRyjyQyMMEfer1KGbKnmvLvC9zfSXl9dgJPJOkIdpX28jdjoK606lqkJhUWdu/muEG2Y8Hrk5HTihpydzSMlGNjr1k6c1OsnTnvXOpf6muN2nRsP9i5H9QKnXVp0H73S71fdFWT/ANBNL2bByXU2Vk/1n/XQ/wAhQSKxY9e04B/NuTAxkJ2zxPH+GSMfrVqO+t5xmGeKUeqOD/KolTkuhUZK25dcrjmqXmcsPYf1p7S8VSEmSee3+NQkNmP4r0W21m2kaaMvMsZVCDz7V5ZfgWFlHasW8yFCmG4PJJFey3MgwSTwOa8x8bWNpNJ9vt7nzGkI3RjjFaQu9GZPTYS705bjwdPcxZTy4Y3UA9fuls/rXqtvcZwPYfyrzm+tLe08IwT6Zq1/NbPKbPFxEsaXACZZoh12qTtO71HuB1FvdaiD8ttbZHHMx9P92qUHtcqMkjsI5eevpXNaldfY9TWVjtSRmQntzTrDU9VnDt9gh+VynM+MkdSOOlaGlaNNr2osl7b+Vakb5RvDfgCPWuijG0rMHNWuWLeO2jsZLhNqzXMamU5xuZRtz+QFagI2D6Vzeq6NqGjuIIw13bLIChUfvF/DuPX+Vb73Il09buVVgbC+YCdoyemM9D7U6tBp3Rp7aMoocWFVrkgDI9DTDMGXgg+4NVriUbfoDXJJFppokuQs0EkUnKMMMPUV5TqtjHpmsTyKjfZI8o2BkgFf/r16gZPlPriuY1+3gnjljadImlGSGHDY7/0pK97GUzxafaR8vQV6H8J5PL/tb38n+bVi+HvD+j6h4l/svU7m4gglbas6TRRqmOSzF+MYz05JwO9a3g+3udI1rX7GG2ceRcLEUu2CSLtZwAwXIz64OPSuqb5onNTTjJXPWoZcqatrJnHNcidS1SExKLOB/NcINsx4PXJyOlaaX+pLjdp0bD/YuB/UCsOR9zo50+hb8Q4k0pmxyCR+BBqtdLJJosFywxKijf6/dWntqUrJtuNKvNvfaqyD9DSLrWmNHIk9x5GXPyTxPH+HIx+taxcopW6Apx2NK1VJrKB5I1DNGpPHtWHq1jcRXMk9uuYduTg9MVrR3tvMoMM8Ug9UcH+VOdwyEHkEc1mqk4vUdk9UcL/ahbO1Wc5xQJLqUgsBGnpnmpNWtfsUgaEZR+celUxJcbc7Rj616NOfNG6OGro7M07dGkYDJwO9Vry4KOUB5/lWTqupXltpzPAzRPvUb161B4g0jWtB0PS9Qvbq5FxfGTzYmTAgACFAxx94hs47fUGsqkbvUqErR0OrgYiQ8/xn+dT6EzC1cbif38vJ/wB4iiiuay5WdX2kbMDnav4U8knyTnGJAePoaKKEhMjuoorhcTRRyg9nQN/Os06LZ5LQCW1b1t5Cn6dP0ooqU7S0CSVjmJde1C01z+zzMJ4um6VRu/MYrrElaSIMcZIHSiitKkVYypts5fxnbxz6QsrZDpMqqwODhuDXO3F2+g+JXubJUD2zlI965ABTZ/Imiis47Ib3Zf8ACg2rcgdmjH6NXTSsxudP5I/0g9O/yk/0ooqopXNPsm7GxynPY1aVjkfjRRSRUgQkRuM5BkY4P1rOuNMsbhyZLSHd/eVdrfmMGiilLR6ErVamRrMc2i2LXNle3Q2jIjkfev8A48Cf1pugaxc6lbeZOsYYj+EEf1oorWycbsxTalY1pmPNed31hb27a0yKf3VxHGgJyApJJFFFYR6ly3Qur+I21uG3hk0vTrYwKscT2yOpRF6IAXKgc54HJ5rs7diH6/xmiirZUCfQ2YWzfMT+/k5P+8R/Su78LyZtGXaoyQSR1NFFaw/iA/gRu7VM6sVBbPXHNZnimCKbRHWWJHXzFJVlBBoorpq/w2c8PiOAOi2ZYtAJbVvW3kKfp0/Subk1y/tdcGnmYTxf3pVG78xiiisI6x1NZu0tDqVkZ4tx6kCuW8ZwJLpKyNkOkyKrKcHDcGiisH8SLnsYE2qLo17e2407T72B3H7u8g8wAoPlIOQe/Izg9waPBWo3Wq6hrOo3kplubiaOSV8Yyx3noOn0ooql8JK+JHZysxubD5iP354Hf5Sf6VuxOfk+hoopSWiNF1LSscj8aEJEbjOQZGOD9aKKElYV9TOuNNsbhi0lpCW/vKu1vzGDWRrKTaLYtc2d7cjAyI5H3r+oJ/Wiiilq7Miporoh0bUpdXsibqOIkr/Cv/16yrnMNw6Ix2g8UUV00tJNGNTWN2ZutXEn9jtz/Gtc/q/iDVNR0CPT7u9nmgtpGlTfKzEs+M5JPONvHpk+tFFXW3Jgf//Z", 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", "info": {"video_id": "99089", "label": "tearing paper into two pieces", "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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2ymHTNwO08PIR03e3tXH3sk0d1PFOxaaJ2SQ5zkg4zmsiaVmYr2reFKMdTkqVZNWKsmPMOOmavaPaz3d2yQxltqFmx2ApdJ0a+17U47CwhMs788nAUDqSewrv9K8Onwtrt1pc06zzG0jllZRhQSW4GecAYoqTsiKcbtHGXEflxZ2gnpVcDDhu9bOuxLHfSIigKHPA6VkOfLDk/wAI4/GojK6LmrM+nFKtgMqtjpkVYRgBgAAegrMjllJ+SLcPXeBVuGRjw6FD6bgf5VjudLJ9vzn0Jp9xbQ3UBhmQOh7Go0Z2ILRMq+pYH+RqZ5lQA4zkgfmcV7WHrR9knN7HkVaclVtE5Sbwi3mEtdu8eeFVcH8TVmPwfabAWnnjOOisD/OugkkxVczNmvOrYtvSnoj0KdDrUd2cbrWgzaUvnwytPb/xEjDL9fb3rAa5J6V6RO/mI6tyCCK47XdFt9P0a7vI2eS7iR5QoGA/OduB09Kqhi3a1QzrUE9YmMJmxzVeS6+bGRisG38QpeJJEqSR3CozbW6DGP15rmrvXNU890M+wA9FUCtnWg3ZGCpzSue3eC7hXa82kHbsz+tdjHsByEQEd8V5H8JdQuLldWEp8xl8nHIGc7q9SjeUYJgOO5EimuKq7zdjtpX5Fc0lIYYIBHvVW61E2UhWO2jdtm75ptmfYcHNOEjAgIhf6ED+dSMzONssBCkYySD/ACNRF232BqzuhLC7a5WSSSMxOdhaM9VJQHH61cMmKzrdFhEwTpvHU5P3QOtOeYjpWc0m9DaMtC28oweaybnULa2kCT3EcRbhd5xnqaleZsVmXtil7cwTNIyeQS/y8E/KRweo61MYrqEpHm3iTUXf4jXTWflXXm2UYUK/ysBz1/OoLmWZ7B91tscnBiDZ4Hv9BVTxq66P4+tr6NHFssUeWAJ9QevU1X1S8N9bQGNisE4EvuR6H9K1lHYxjLcwNVVXKT8KWkIKjnGea+lY2VkUMqnAHUV86TWbz2LSGPaBcoQxH8JBz+WP1r6BhkkONkW4YHO8DtVPZWHDds1IyAAAAB7Vk+Iv9VbsB1c5P4VeikbHzoUI7bgf5VX1OKa7sSBA+UO8Hcvbr3p03aabGzlrQOxmjI4DHafTvXfQSpdWkUhAO5Qa4y0RWhvnXJdXRwM9jkHj8K2dKvo1smjLgbDkZPY10V4tr3d0y01Z8xJqOk28jrIHWNs8EnGTV6RvKt13HO1ACaydRuY7mNGEgBRs/NwMVbj1CB0I3qQo5Yjj8KxnTqJLnNIShOPuswfGN7BqHg/VraxnS4nkgZVijO525AIAFcH/AGLr+oaXb2p0qWNdiK0pHzbQBng9ORXq51a0iGFcH2UACohrsC7gSM1HJNq1iXGEXqzxjWPDeq26SbdOlWIL8vGa3/g2Wjk1sMGBBh4YdPv121xqglDngj0qtocaQ3V7JFGoMmzIGFz1pXktGS4K6kmdZHsBBCID9KnLqE+bBX0NZ8bzDG6AgdyJFNVtauHhtomTpv8AmP4VUI8zSF5mtLeW9rGXJAHfFU9Yv/L0aaVDtPlsQT9KwPEV+tpa2k5O5ZmEbDtyCRn8QKh8cx6pdeG2s9LtpJ7iRApWLqoPGat00mjq5rRbR4pqLqNTclsl+W+taPhzwXqniqdvsqrDaxnD3MgO0H0Hqa3vDHws1C4uVuteBtrcHJh3Zkf246CvYLWG3sbOO2toUhgjGFRBgAVVSrbSJ59Oi5ayOe8M6DpXgmx+zPcxG8n/ANZcONpk74HoB6VxPiXUmb4jXT2hiuRLZRhdrfKQOTz+dek39jHfXUEzTMggO/5eCflI4PUda8p8ZWq2njP7RAriL7MoByeuCDyee9YJ33NJrltYyp83L3E+wbUU4UHHtxXOzzgxhP4jyfp2rT1SaQRbB+7icZ46sAcAZrnsksSetbwjpcwqS1sfS0E+T+X8q0Y5efyrj4LvU9xxbWuc952/+Jq3Yapq04dvsEPyuUwbjGSOCRx0rFQ8zoc9djrI5OBSySZVBn/lov8AOsKPUr9QN+lSkf8ATOZG/qKc+uRJ5f2i3vbcBwcvbsR+a5p8kieaJul89aaSKyk1rTpm2xahbs3pv2n8jg1ZE4IyDkeoNYuDW5opJ7BdOADjuDUM+2SGWNxuR12sp6EVHdS8fgajeTIP0pdCZHmPiPw/BpOpfbLZHSLyyjN1HPr781yK6ZJrVwy2Kh5QCdhOM4PT+teua9HaXllLZ3Nx5HmDcGxnGK4LwlpMcvjBrIalLasySiOSJNxkZUJA9ADgnJ9Pet4N79TGS6Gp8Lo5bGfWYZ42jlHkhkYYI+9XqUM2VPNeXeF7m+kvL67ASeSdIQ7Svt5G7HQV1p1LVITCos7d/NcINsx4PXJyOnFDTk7mkZKMbHXrJ05qdZOnPeudS/1NcbtOjYf7FyP6gVOurToP3ul3q+6Ksn/oJpezYOS6mysn+s/66H+QoJFYsevacA/m3JgYyE7Z4nj/AAyRj9atR31vOMwzxSj1Rwf5VEqcl0KjJW3Lrlcc1S8zlh7D+tPaXiqQkyTz2/xqEhsx/Fei22s20jTRl5ljKoQefavLL8Cwso7Vi3mQoUw3B5JIr2W5kGCSeBzXmPjaxtJpPt9vc+Y0hG6McYrSF3ozJ6bCXenLceDp7mLKeXDG6gHr90tn9a9Vt584+g/lXnN9aW9p4Rgn0zVr+a2eU2eLiJY0uAEyzRDrtUnad3qPcDqba61EdLa29OZj/wDE0+V7FRkl0Ovjl5/Kpo5OnvXLWOp6rOHb7BD8rlOZ8ZI6kcdKvR6lfLjfpUp/65yo39RVcjuHOmhlmCniO5iC/uiuD6ffGP5mpNPVodXmtmQFBGW6cDnj+dI2r28bq09pd25ZwS72zEHHbK5qeLVdMllbyb63Z24I3bT+Rwa0k562RSnFljULJbizkWJQshHykVx9/PPp8ix3IZS3IAOa7ETBhkEEfWsnWbVLyMMcCRASpqadaSkuYmUdPdOa+2zynEUX4txT4/NHMj5b2qkJJxIyhehxyaf508Z5QE/WvSu2jhbVzUkUw229jgn1qXQ7ol7kk8fLjP1rmdNnGreK/wCy9U1K6tLaWTYjxzRRrF3JYycYxngck4FS6NJqFpq2r2eyRzbziLZduEkTDMBnbkZ45xx6VxVY3udNOeqPR4JsqaZqZMllt65b+hrnjqOqQmFRZwP5rhBtmPB65OR0q/NPqU8HltZIuTkPHcA4x7ECsoR5ZJ3NudPoQ6NJb6qps7r50UFWU9mUhl/UfrXTRSK93IykEFF6H61Uk8HSx6XDqMEvkaifnkX+HB6A+49feq2gS3MF3dQXdkUSQ5ZgDtDD+6emPauqrRclzIqFaPK4s2WIzUZZSDUM8qR3MkJkQuhwwDDI/DtUTSgEmuKUWtGXGSewm/5m56D/ABrlfGmnQ3dk1xgmdSEVvYmt8SfM3oB/jVe/Ec0Lo/3T19qz1QpniuuMscdrBIrLPErK4I7E5Fc6RhyPeu68YWEErrdi5WVif4OOvrWf4q8FXnhnQtH1G6EqzX/mebC0ZAt8BCgY/wB5gxOO31zXXTeljimne56bAxEh5/jP86n0JmFq43E/v5eT/vEUUVFlys6PtI2YHO1fwp5JPknOMSA8fQ0UUJCZHdRRXC4mijlB7Ogb+dZp0WzyWgEtq3rbyFP06fpRRUp2loEkrHMS69qFprn9nmYTxdN0qjd+YxXWJK0kQY4yQOlFFaVIqxlTbZy/jO3jn0hZWyHSZVVgcHDcGuduLt9B8Svc2SoHtnKR71yACmz+RNFFZx2Q3uy/4UG1bkDs0Y/Rq6aVmNzp/JH+kHp3+Un+lFFVFK5p9k3Y2OU57GrSscj8aKKSKkCEiNxnIMjHB+tZ1xpljcOTJaQ7v7yrtb8xg0UUpaPQlarUyNZjm0Wxa5sr26G0ZEcj71/8eBP603QNYudStvMnWMMR/CCP60UVrZON2YptSsa0zHmvO76wt7dtaZFP7q4jjQE5AUkkiiisI9S5boXV/Eba3DbwyaXp1sYFWOJ7ZHUoi9EALlQOc8Dk812duxDn/eNFFWyoE+iMwtm+Yn9/Jyf941swMdq/hRRTl8TKj8KHkk+Sc4xIDx9DUd1FFOuJoo5R6Ogb+dFFKWwkZp0W0yWg821brm3kK/p0/Sual13ULTWhYGYTxY+9Ko3fmMUUVpDVamU9JaF/WEVoEnChHI528ZrFWZ1brn60UV00PhMKvxGFPr8mmapexvp+n30M0gcx3kG8BkHBBBBHU5GcHuDWj4WvrnUda1u+u5TLcTzRSSMeMkhj0HQe1FFZVt2a0t0dZKzG50/5iP35yB3+Un+ldFYvi5hyoYZJwehoorG2x0LqegBt8eWAO48jt0p0KqIcBQBnOMUUV3x2OSW5594g0yxuNavDLaxs5kJ34w35jmub1mOXRbBrmzvLkbRny5H3r/48Cf1oorkp6tpm89EmhNA1a41K08ycRhj12gj+tak5PPeiisqiWpcW+VHnF7Zw282sbA2I7hEQE52g5NYnibxBql/p1lpl1eTTW0DySqJJGYlm29STzjHHpk+tFFVHcyex/9k=", 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2ymHTNwO08PIR03e3tXH3sk0d1PFOxaaJ2SQ5zkg4zmsiaVmYr2reFKMdTkqVZNWKsmPMOOmavaPaz3d2yQxltqFmx2ApdJ0a+17U47CwhMs788nAUDqSewrv9K8Onwtrt1pc06zzG0jllZRhQSW4GecAYoqTsiKcbtHGXEflxZ2gnpVcDDhu9bOuxLHfSIigKHPA6VkOfLDk/wAI4/GojK6LmrM+nFKtgMqtjpkVYRgBgAAegrMjllJ+SLcPXeBVuGRjw6FD6bgf5VjudLJ9vzn0Jp9xbQ3UBhmQOh7Go0Z2ILRMq+pYH+RqZ5lQA4zkgfmcV7WHrR9knN7HkVaclVtE5Sbwi3mEtdu8eeFVcH8TVmPwfabAWnnjOOisD/OugkkxVczNmvOrYtvSnoj0KdDrUd2cbrWgzaUvnwytPb/xEjDL9fb3rAa5J6V6RO/mI6tyCCK47XdFt9P0a7vI2eS7iR5QoGA/OduB09Kqhi3a1QzrUE9YmMJmxzVeS6+bGRisG38QpeJJEqSR3CozbW6DGP15rmrvXNU890M+wA9FUCtnWg3ZGCpzSue3eC7hXa82kHbsz+tdjHsByEQEd8V5H8JdQuLldWEp8xl8nHIGc7q9SjeUYJgOO5EimuKq7zdjtpX5Fc0lIYYIBHvVW61E2UhWO2jdtm75ptmfYcHNOEjAgIhf6ED+dSMzONssBCkYySD/ACNRF232BqzuhLC7a5WSSSMxOdhaM9VJQHH61cMmKzrdFhEwTpvHU5P3QOtOeYjpWc0m9DaMtC28oweaybnULa2kCT3EcRbhd5xnqaleZsVmXtil7cwTNIyeQS/y8E/KRweo61MYrqEpHm3iTUXf4jXTWflXXm2UYUK/ysBz1/OoLmWZ7B91tscnBiDZ4Hv9BVTxq66P4+tr6NHFssUeWAJ9QevU1X1S8N9bQGNisE4EvuR6H9K1lHYxjLcwNVVXKT8KWkIKjnGea+lY2VkUMqnAHUV86TWbz2LSGPaBcoQxH8JBz+WP1r6BhkkONkW4YHO8DtVPZWHDds1IyAAAAB7Vk+Iv9VbsB1c5P4VeikbHzoUI7bgf5VX1OKa7sSBA+UO8Hcvbr3p03aabGzlrQOxmjI4DHafTvXfQSpdWkUhAO5Qa4y0RWhvnXJdXRwM9jkHj8K2dKvo1smjLgbDkZPY10V4tr3d0y01Z8xJqOk28jrIHWNs8EnGTV6RvKt13HO1ACaydRuY7mNGEgBRs/NwMVbj1CB0I3qQo5Yjj8KxnTqJLnNIShOPuswfGN7BqHg/VraxnS4nkgZVijO525AIAFcH/AGLr+oaXb2p0qWNdiK0pHzbQBng9ORXq51a0iGFcH2UACohrsC7gSM1HJNq1iXGEXqzxjWPDeq26SbdOlWIL8vGa3/g2Wjk1sMGBBh4YdPv121xqglDngj0qtocaQ3V7JFGoMmzIGFz1pXktGS4K6kmdZHsBBCID9KnLqE+bBX0NZ8bzDG6AgdyJFNVtauHhtomTpv8AmP4VUI8zSF5mtLeW9rGXJAHfFU9Yv/L0aaVDtPlsQT9KwPEV+tpa2k5O5ZmEbDtyCRn8QKh8cx6pdeG2s9LtpJ7iRApWLqoPGat00mjq5rRbR4pqLqNTclsl+W+taPhzwXqniqdvsqrDaxnD3MgO0H0Hqa3vDHws1C4uVuteBtrcHJh3Zkf246CvYLWG3sbOO2toUhgjGFRBgAVVSrbSJ59Oi5ayOe8M6DpXgmx+zPcxG8n/ANZcONpk74HoB6VxPiXUmb4jXT2hiuRLZRhdrfKQOTz+dek39jHfXUEzTMggO/5eCflI4PUda8p8ZWq2njP7RAriL7MoByeuCDyee9YJ33NJrltYyp83L3E+wbUU4UHHtxXOzzgxhP4jyfp2rT1SaQRbB+7icZ46sAcAZrnsksSetbwjpcwqS1sfS0E+T+X8q0Y5efyrj4LvU9xxbWuc952/+Jq3Yapq04dvsEPyuUwbjGSOCRx0rFQ8zoc9djrI5OBSySZVBn/lov8AOsKPUr9QN+lSkf8ATOZG/qKc+uRJ5f2i3vbcBwcvbsR+a5p8kieaJul89aaSKyk1rTpm2xahbs3pv2n8jg1ZE4IyDkeoNYuDW5opJ7BdOADjuDUM+2SGWNxuR12sp6EVHdS8fgajeTIP0pdCZHmPiPw/BpOpfbLZHSLyyjN1HPr781yK6ZJrVwy2Kh5QCdhOM4PT+teua9HaXllLZ3Nx5HmDcGxnGK4LwlpMcvjBrIalLasySiOSJNxkZUJA9ADgnJ9Pet4N79TGS6Gp8Lo5bGfWYZ42jlHkhkYYI+9XqUM2VPNeXeF7m+kvL67ASeSdIQ7Svt5G7HQV1p1LVITCos7d/NcINsx4PXJyOnFDTk7mkZKMbHXrJ05qdZOnPeudS/1NcbtOjYf7FyP6gVOurToP3ul3q+6Ksn/oJpezYOS6mysn+s/66H+QoJFYsevacA/m3JgYyE7Z4nj/AAyRj9atR31vOMwzxSj1Rwf5VEqcl0KjJW3Lrlcc1S8zlh7D+tPaXiqQkyTz2/xqEhsx/Fei22s20jTRl5ljKoQefavLL8Cwso7Vi3mQoUw3B5JIr2W5kGCSeBzXmPjaxtJpPt9vc+Y0hG6McYrSF3ozJ6bCXenLceDp7mLKeXDG6gHr90tn9a9Vt584+g/lXnN9aW9p4Rgn0zVr+a2eU2eLiJY0uAEyzRDrtUnad3qPcDqba61EdLa29OZj/wDE0+V7FRkl0Ovjl5/Kpo5OnvXLWOp6rOHb7BD8rlOZ8ZI6kcdKvR6lfLjfpUp/65yo39RVcjuHOmhlmCniO5iC/uiuD6ffGP5mpNPVodXmtmQFBGW6cDnj+dI2r28bq09pd25ZwS72zEHHbK5qeLVdMllbyb63Z24I3bT+Rwa0k562RSnFljULJbizkWJQshHykVx9/PPp8ix3IZS3IAOa7ETBhkEEfWsnWbVLyMMcCRASpqadaSkuYmUdPdOa+2zynEUX4txT4/NHMj5b2qkJJxIyhehxyaf508Z5QE/WvSu2jhbVzUkUw229jgn1qXQ7ol7kk8fLjP1rmdNnGreK/wCy9U1K6tLaWTYjxzRRrF3JYycYxngck4FS6NJqFpq2r2eyRzbziLZduEkTDMBnbkZ45xx6VxVY3udNOeqPR4JsqaZqZMllt65b+hrnjqOqQmFRZwP5rhBtmPB65OR0q/NPqU8HltZIuTkPHcA4x7ECsoR5ZJ3NudPoQ6NJb6qps7r50UFWU9mUhl/UfrXTRSK93IykEFF6H61Uk8HSx6XDqMEvkaifnkX+HB6A+49feq2gS3MF3dQXdkUSQ5ZgDtDD+6emPauqrRclzIqFaPK4s2WIzUZZSDUM8qR3MkJkQuhwwDDI/DtUTSgEmuKUWtGXGSewm/5m56D/ABrlfGmnQ3dk1xgmdSEVvYmt8SfM3oB/jVe/Ec0Lo/3T19qz1QpniuuMscdrBIrLPErK4I7E5Fc6RhyPeu68YWEErrdi5WVif4OOvrWf4q8FXnhnQtH1G6EqzX/mebC0ZAt8BCgY/wB5gxOO31zXXTeljimne56bAxEh5/jP86n0JmFq43E/v5eT/vEUUVFlys6PtI2YHO1fwp5JPknOMSA8fQ0UUJCZHdRRXC4mijlB7Ogb+dZp0WzyWgEtq3rbyFP06fpRRUp2loEkrHMS69qFprn9nmYTxdN0qjd+YxXWJK0kQY4yQOlFFaVIqxlTbZy/jO3jn0hZWyHSZVVgcHDcGuduLt9B8Svc2SoHtnKR71yACmz+RNFFZx2Q3uy/4UG1bkDs0Y/Rq6aVmNzp/JH+kHp3+Un+lFFVFK5p9k3Y2OU57GrSscj8aKKSKkCEiNxnIMjHB+tZ1xpljcOTJaQ7v7yrtb8xg0UUpaPQlarUyNZjm0Wxa5sr26G0ZEcj71/8eBP603QNYudStvMnWMMR/CCP60UVrZON2YptSsa0zHmvO76wt7dtaZFP7q4jjQE5AUkkiiisI9S5boXV/Eba3DbwyaXp1sYFWOJ7ZHUoi9EALlQOc8Dk812duxDn/eNFFWyoE+iMwtm+Yn9/Jyf941swMdq/hRRTl8TKj8KHkk+Sc4xIDx9DUd1FFOuJoo5R6Ogb+dFFKWwkZp0W0yWg821brm3kK/p0/Sual13ULTWhYGYTxY+9Ko3fmMUUVpDVamU9JaF/WEVoEnChHI528ZrFWZ1brn60UV00PhMKvxGFPr8mmapexvp+n30M0gcx3kG8BkHBBBBHU5GcHuDWj4WvrnUda1u+u5TLcTzRSSMeMkhj0HQe1FFZVt2a0t0dZKzG50/5iP35yB3+Un+ldFYvi5hyoYZJwehoorG2x0LqegBt8eWAO48jt0p0KqIcBQBnOMUUV3x2OSW5594g0yxuNavDLaxs5kJ34w35jmub1mOXRbBrmzvLkbRny5H3r/48Cf1oorkp6tpm89EmhNA1a41K08ycRhj12gj+tak5PPeiisqiWpcW+VHnF7Zw282sbA2I7hEQE52g5NYnibxBql/p1lpl1eTTW0DySqJJGYlm29STzjHHpk+tFFVHcyex/9k=", "info": {"video_id": "99089", "label": "tearing paper into two pieces", "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": "eec53edb75c94a126841b25a2da553947ae44fc8b139e08030c6596d85b439fe"} +{"episode": 40423, "episode_seed": 1463783551, "split": "train", "timestamp": "2025-10-13T03:15:38.315940", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1463783551, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 bottle in front of a plant'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "171509", "label": "holding a bottle in front of a plant", "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": "171509", "label": "holding a bottle in front of a plant", "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": "171509", "label": "holding a bottle in front of a plant", "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": "171509", "label": "holding a bottle in front of a plant", "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": "40774c2251cb926518b758c4b8cb23b2dd096a243662134eedb772753f985f6c"} +{"episode": 40424, "episode_seed": 2599074631, "split": "train", "timestamp": "2025-10-13T03:15:40.946218", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2599074631, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 guava on top of coffe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "162251", "label": "showing guava on top of coffe", "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": "162251", "label": "showing guava on top of coffe", "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": "162251", "label": "showing guava on top of coffe", "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": "5438dc1d66b5c7d2d8b817735946558b5d2bf3ef51897633958b066cb133d350"} +{"episode": 40425, "episode_seed": 634556938, "split": "train", "timestamp": "2025-10-13T03:15:42.794116", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 634556938, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 toy onto paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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fs3qpHDRqv4G9DkdRu4xZxRqoVIwTgduwFU1SC5tVEqKwIGQRVbxBFPp1s7HLozbcjsapWl4VtxzgV9G23ue1Bpo1U02xhtpIViHlO+9kJyCa1dJtIpLe+WBFVigPA69awkud0Z57VueB7tZtRuEY5Xcqn8c1VP4kRX0ps841ZfI1m6U9DIWUex5/rTY7hU+QDjrWr42sRa64eMbiyZ91PH6EflXM78bcnJ5P9KicdbFU3eNzRaUO+F6nqa3fANuk/jO0z8xj3yc9sKf6muSE+dwBGemK734UW5k128uWH+qt9o+rMP8AA1zYl8lGT8jOvK1OTPWXPOKaFLZFIx5qSKvlDwjh9c8Ly6RLrXiRnWUXmyNYV4wjcNuP1VcAV4jdadFdahPM8bQ4b5I0OCoHb619GeOo57nQ7WCBhuaQ/JkAsR9fQZrwi/lMrxtIoEp3Kx9SG4/SvscLf2EWuyPVoPmirnV/D4QjVJriQBjDEAufc4J/IV1mqzxfaJniAVeBgfrXlelas+lXjSouVkXay57da6m51yGawLlwS3IAPtWjeljshodlquLvwkHxvFvLux/sn/62a8Wvofst3cQc4jbA9x2/Svb3hNumq6WTnYXUD12tkfpivIfENuY7tXwO8TfUfd/Qj8q1qq6TOai7XRkN1+bv3rr/AIYW5ufGkLEkrbxSS49ONo/Vq4wMy/KVzmug8JeKn8L6jNdpYLciaPymBk2FRnPBwfSuSvGUqUox3aNKt3Bpbn0C4DcEZFZd1pEMxZgoBNYGl/E7w/fnbcPNZSdxMmV/76XI/lXV2t9aX8Qks7qG4QjOYnDfyr5aVKrSfvJo8dxnTeqsef8AxEu30jwXLbLkPcusAI/u9T+grxUZGK92+KtusnhaFiPu3afqGrxea12sMDrX0eXVXOgrno4Z80LiRPvUc+1SDt6ioY4ymRUmefrXadJ6Z8OlLaHrMo/5Y3Frn6N5i/zIrZ8d2v22GGXBJuIAAf8AbXkfqMfjVL4SWzXvh7xbCnLmKFlH+0N7D9RWrrJN54djKH5oXJX2yMj+VbR+CxhL+Jc8c3fdI7k9aRuCc8EVa1KIR3cuxcK/7xAOwPb8DkVT8zHDJ0rCx03uep/CKBjbapdMScvHED9ASf5ivQbiFJ0KuoIrx/wX47tvDVhJY3GnSyRyTGUzROMjgDG09enrXommeNfD2rKPI1KOOQ/8s7j922fx4P4GvncfRqus58rseTiYTdRytoJNoiKweIYIOa84+LGqEzafpSEgKpnkHueF/rXsRw6hlIKnoRyDXj/xWtFPiGzfH3rX+TmtcsrSVXkezHhpuU1FnnEb7WzV1HLD3qq8BUkYqWLIHNfQM9FFuBtsykf3gf1r6Gkh/f61pzdCXwPp8w/Q186RN86/Ufzr6U1wGx8WCY8JcRI/442H+Qq6ejMq2qPD/EMHk6isnP70ZP8AvLwf5A/jWNn5M44Fdh4vtCks64yY3Mi/To36YP4VxhJRjxke1ZSVmbxeg8My8I3UelfR1jB9l0mztv8AnlAifkor5xjljSaN2jLBWDFemQDnFeyWPxN0DUCq3DTWDt0E65X/AL6XP64ryc0p1JxjyK5yYyMpJcqOqckGn+b5ltLCWwWU4OarRXVvexiS1uIp0/vROGH6VHOu+J09VI/SvEjeElLqjzNUzyDxt40SZ5NJ01ldFOJpuoJ/ur/jWDp+tltscx5/nWLLaqhOBgg4NReWQ2a+zumj24XjseiQ3aNASDnI7VseCHMc11cpkBZUX8cMR/I15tZalLbDYTkHj6V6Z8Pv9K8O+IJQPmt5bWX8MuD+hNEVqVUd4Mk+I1mHuZ5lzyq3CH8MH9D+leaA5Kgd1r17xV/pGm2lwRu8tCjj1A6j8ia8iuYWt5ni6mNtoPqOx/EU6q965FF2jYjJ7g4YV6x8I4W/s7U7tjnfKkQP0BJ/9CryUyLj5kPvxXe+CPHen+HdLbTruyuMNM0rTxYI5AHK8HtXBjoTnQcYK7JxKlKm1E9eY0scm081i6b4p0PV1Bs9SgZz0jc7H/JsVrHPXtXzEoSi7SVjx5Ra0ZznjS9VbqzhWYBxGzbd3PJ9Pwrx/wAToLe7Vg2CW4T1B7iuj+KcCt4ntnYcm0XBHUYZq4SSJpW3SPI7L8oLsTgegr6vBTX1aCfY9bDxfs0xm85HPIqWGVk4U/LnODVd0K/lSI3auk6Ln0f4qj+xeJY7zb+5uAC3oeNp/kPzrzPxXZxyzzxxLgs3yH1Yfd/Pp+Nez+N7E3ehNIg+eE5H0P8A9cCvGtVlF5Ajr124Jz0I6VpU00Oeg+ZXOECybSCOnUY6Uxg2DvbC1dvlczmTcR5v3gP73f8Ax/GqJXnO7OO5rE6R8QDSKuDgHJH+NXopZIZRJE7RuOjIxB6eoqrCp8tnx8o9alRvmxnp/jUyBI2bzXtUv9P+w3V9LPbhgwSXDEMOnPXuayflYI56dDmhCeueT0PuKaxGQ/8AA3b0NRGKjpFWBRUdhrxhpFIIxVWRNp/CrYKqTg9qNC09Nc8SNptxqEtqpjkaLy49xZ1QsF9AODyfT3rSKbYpSSR6x8BX418Y5Pkfl89aV1arZale6dLkRYOz6g/L+mPzrA/Z3leVfELOxPFsee2fMrs/iFbGBoNQQdMbvw4/kR+VdKVo3ORyvVt3PHPEFoCC8S4MWWx/snr+R5/OufYNtBwPyrsdXf8AfGaMZH3gPXPUVyc8bRu0ayfJ95fpXOzsRVbdj94eOw9adEAznPKqOB2BppH8RbPvUgXEQJG0E8H8KGCL9hq2oabIDZXs8HsjkD8ulP1rXb/Wnglv5VmaFdiuECkqTnnHXmswPnLA9P8A9dGdqknGO/0rLkjzc1tROEb81tQKpubOOeRUXl/M1KeGKMenQ+oqC8kaO2JjYhtw6VqtQeg4ZWQf7wr6h8bWzS6fb3qDmElePQjP81/WvnDWdL0+20C21XTdUvZw939lzcwrGtwQoZ3iHXapwp3eo75A+sL62F3pksGMlo/l+o5H64rohHdM5K1SzTPGfE0cM8cNyBuZ03MPfGCK81nga3uXhIBA+6T3HY16LqJ2LcWrctE+VHselcVqKsRleGi5BPdD2/A/zNYzd2dUFZGSd4bgCo8hcncN3r2FSSFz1fg+lMVfnCgZI/T/AOvUlE8M01ptkt5ZIZCM70Yq2fwrobLx5r1kAGukuVHO24Tdkf7wwa5h22vj35B7c/8A16aSeB2FYzpwqfErilTjL4kEn7x5cjDFicfU5pkiKU+XHNLIcZIxlRz7imDb1BrRBaxC6bRXsfwOQX1h4mtJMHzUhj/AiQV5Z4ctdP1fxOmm6peT2sE7bEmjlijWM9yxk4xjPA5JwO9es/Au2ex1nxhZSLOht54oglwAJFAMgw2MjPAzg4rogtUc9WfustyIHsb20uc7ovmA9TjBH+fSvMNetfKlE0YyB+7b/wBlP9K9e8bQf2frYuAMRTdfx/8Ar7q801cASyAgmNgUb/dPf8DSqdjSlrHmOUbd6D8qYcnG8/QCp5BKjNGzgFODioMY+YnOffk1kasntwGLMeccL6CtjT9f1XTT/omoXEajnZvyvT0PFZIGyNSfl4JFKGIXIPtWc4qWjVwcU1Zmjrmu3ut3EE9+0bvEpiDom3Kk55/Os0FVZhxnOQaRuFIJGOh/oagzklX+8DShFRXKlZAoqKshZF3BicdapEFTUl5K0dtlGIO4citDxF4W1Lw9oGkahevOs9+ZPNhMZAt8BCgY/wB5lbOO3TqDW8E2RKSR9Zaiiy6fcI4ypibP5V863Q8vVbyFeI/MYgeneiita+yOfBbyMTUI1cS5HVN/4g//AF6xs7pGHZegoorBHWy3Cf8ARPqxpw4cj68/lRRUMpDiMbwO2SKZExMmw8q6biPeiil0ER7B5m3tWbBqtzo+tnUbXZ58TPt3rkfMpU8fRjRRW0NzOex6/wDs6jA8RD0+zD/0ZXqPjGCO48O3CyDIBGPx4P6GiiumPwnnz/ingsLs8GGOcdKyL6JSrEj7jgDnsRk/rRRXGj1pGYDksT2OAKsP/qYh/sj+tFFEiURKM4HqBn8qRjtQH8OaKKkGNA3xMG52nAPtVK8/49i3XBFFFVHciWxa1vxXJ4gitIptJ0y1MCxxxSWqSKUjXogBcqF5ycDJPNfYwP7tfoKKK7Ibnn4jZHiHj5BaeKm8n5d27I/HP9a5K9A+VsDIbH1BPP8AOiiuafxs9Gl/CXoc9coITIFJJDFQTzxnFLb8SgjqEJz74ooqCiN+ZWUgYwT/ACo6yD3JooqRkRO2RQOzBfwNMmQJIwXOKKKa3IexDa662jS3EZ07Tr+KZw5jvoPMCsmdpBBBHU5GcHuDXsvwD1C51XUPFeoXkplubmSCWVyMZY+YTwOg9qKK6odDjrfCztPiZEj+HjKR86bsH8M/0rx9mMsAL88Y5ooqK3xG+E/hmBdxKfLc5z8y9euDxVBSWDMeo6e1FFZmxdnJA47LgflTSB8wxjqaKKzGRydFH97ANRY8y3DNyynANFFAFC94tWYdQRikv/Emralpdtpd5ezz21tI8qCSRmJZ8ZySecbePTJ9aKK3hsYT3P/Z", 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", 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", "info": {"video_id": "4141", "label": "pushing toy onto paper", "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": "4141", "label": "pushing toy onto paper", "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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p/CjpLXUxKRG55Hauw0OL7Rpl+wyfLCMQPTJrypXIYMCQfWvUPhdObttStpuQ8QX68NRTXvWHVk+Rnnsyi3vJYW5KOyn8DU6XOAU4GOlTeJLf7PrMuRjeu/I9Rw36isgPg9ckACspR1NYvQ0DIJC2PlXHWu8+F3k2yazqMnCQRKrMfTlj/IV5oJi6EA856V658N9NWbwVeLMOL2Z1P+6FC/zzXFjmo0Hfy/MxxMkqep5x8Rdf/t+8ilkhkSe1dohHn5TF97PThs8H1AFe8aJq8GoaZ9rWMRny+ImPqtedW2kx6FFc209iZZZV8uSV/nDDPUA9OtbmjTGGaOOLmPg46YxSo1MLNwjb4Xoc1WNOUvcWnQofF5JV0TSJZdissvlwoPvFfLBYn8cV5Opzg4wR1FehfGPWkubjR7RQVliSSRhnIw2AP5V5xFOJFGeor1Ju7ujej8GpalfKZHU1SaPcMAVKzDkCpYQHOPWs2bJHujo8/h7ULQk+ZCdw+qnB/UV41rMIt9UlC5CSAyKD23cn9cj8K9zvUNp4n1K2PCTliv0dc/zzXj/ii2KS7tvMTEE/7Lf4Nn862qK8Uc9F2kznCflBI4PFT6fE9xqNtao3+ulSMcerAVU3GMkFSRnirmk6hFpus2d89uZltplkMYON2DnrWDvbQ6G9ND6ScBRtHQcCo9x3VyGn/EvQNQZUnklsZW/huE+X/vpcj88V1FvdW95H5lrcRTof4onDD9K+QqUalN++rHhThKPxItvcrDaTSMwUJGzEk4xwa8f1VvtdgW37wnIYHJA74P616N4iTzfDWqJ62kv/AKCa+ethjT908iK3DBHIyD2r28nlywkvM7MErpkRkAd1VtyqxAYdxmlD4xgkEHikNvsGAMDFREkEV6+jO/Y9P+HRaTSNXm7xXNtz7MJB/PFbfj21+2xxyjJM8AIx/fXkfyI/Gs34SQNd+HPFsacuscDr9V3sP5Vt62TdaBEyH5oXO38eR/KtY/C0YS/iJnju7O0jnJNNPU54IqzqMIiu5Qi7UJ8xB6A8/pyPwqp5g6Mp49qwsdV7no/wlieTVNRuWORHAqDjuzZ/9lr0+Q8mvGvAvjCx8Mrdw3VpcOLllbzYsHaAD1B+tel6d4r0PWB/ompQlz/yzkOx/wAmxXz2Y0qjrOfLoeVi4TdRytoascpRuK57xtr1nodqt/cybt67YogeXYdhW4wI5ry74tW4kfSnYZGJV/8AQTUZbLlxC87mWH/iJHDTeJru81SW9n2/vD91RgKO1bunanHPg7hk+9cY0GCQM1JA8kDhlbBFfTuz1PXi2tDt9QmVpIuDwRXr00WL/WtPI4cvgf8Ajw/Q14JFqbT7Nw6ECvoPxApsfFcVxnCXEKN+Iyp/TbV09GZ19Ujw3xFB5OoJJz+8Hzf7y8H9MH8axgTsz2BrsvGFmUnuFAyUcyL+HDfpz+FcUxKMSBkVlJWZrF6E1tG015DBGx/eyKgA9yBX0oUEaCMdFAUfhxXzbp98thqlreG383yJVl8snG7BzjNes6f8U9EvCq3sc9g7H+MeYn5rz+YryM0o1aijyK6VzjxkJztyq50l9pcFydxQZrMmC6HY3d1J/q4Y2lz9B0ratNSsdSTfZXkFwP8AplIGI/DqKp6/AJ9A1GMjObaXj/gJry6FWdKomcUJyi7M+a5bmS6uJbiUkySuXYn1JzU0Mhxj0oe2AjDAdqjVGV+lfW3TPXSsXM8Yz7ivRPhbciHULgk45jJ+nzA15vnAFegfDyEmy1K8X/ljNAjH2dZMfqopx0dxVNYtB8QbHyL24baQYpjz/st/9cfrXEZJZgK9T8bwi6ZZjjbcRBWPuRgH8GArypwwbkfMMhh6H0pVF7wUneKDdjkNg19BeCLb7J4K0tD954fNbPqxLf1FfPZkJGCnXivUdF+K1rb2dvaahpckKQxrEJLd9/AGPunB/WvMzKlUqUlGCvqY4qMpwSiekXNpHcph1BrMOlLbTiWMcdCKXTvF2g6ptW11ODzGGRHKfLb8mxWuQGGe3rXgJ1KMtVZo85OcHZnzf411JtT8Y6hLk7In8hM+i8fzzWLA5VsetdH4nslXxRq6heRdyfzrnzAwwQK+upzUoJnrwXuplgep+hqWA7TUI6U5DVGh9KeOImivLbUoxxt8skd9pyP5n8q878W2ltJMzL92VOT6A/4GvZfENmL3RZ48coN4/Dr+ma8W1GTzLQxPzJExRvpW9TRHLh3zHnjJJFI8UigMhwc1H84PGB71paiHDiQHDJ8jE9x/Cf6flWa4YnDPnPauc6howPuk5PGe5+laEM0lo4a3keFhzujYqe3cVUgUtJwMken8qkyMhQc5H5f5xUy10BI6SPxnrsdo9tJefaIpEKOs6hzggg4PWuZGPLx3Q9KezbjyeB/I1DKxBLHscOB/Os4U4wb5Va4lCMfhQ+UhhhSMZqnOmGyPWpvlByDxUmgafHr3iNtOuNQltVeOVoyke4u6oWC+gHByT6e9bQWugSkkj1j4BH5fEKEZ3fZwR7fvM1qzWotby90ybhFB2fVTx+n86wP2dZXlHiJnYk4tuv8A20rs/H9ubW4h1BBgHG7+R/8AZa6LWjc5Oa9W3c8d1+0AHmRA5iPT/ZJ/of51gkHGcCuw1ggTtIi7l64/vA9RXKTI8btEr/L1U9yO1c7OxFZiSPnOF9u9LGAz46qoyB6H3ppyTuLZ9/SpAuIs4wCetJgjSsPEGraawFpqE8aj+DfuX8jxT9e8TX+vW1sl8IGNuxZZI02khgByOnascPkFhjIpOgYnGO/0rH2UObmtqS6cb81tRNibjnoelQvH8zGnH7xRjyOh9agvJGjtmKMQ2RW6B6Do3MUoxjBYZH419TeNbVrjSoLuMZaA4GB2Yf4gV816zpWnW2gW2q6bqd7OHu/submARrcEKGd4h12qcKd3qO+QPrO7txd6dJbnHzx4HsccfriuiEd0zlrVLNNHjHiQQ3EMFyq7nZMt9cYI/EV5pcW7W108Q5TqhI6qeleiamTE1zZsPmjfcgPoa4rUVYjg4MWWUnup6j8Dz+dYzd2dUFZGQwkB44qPIGcH5umakkDE8uSD2pI1JkCjkj07VJTJUYwhWjLI4GdynDA/Wty28X67bWzwDUHliZSpjmAkBB4OCeeh9awGYK2M98EenNJk8c8D/JrKcIz+JXFKEZboMAqyd16e9MkRGX5cUshPJByVxnHcUg29Qa0TAjkXAyK9S+ENt9t0PxVbAZYrbso91Lt/SvOfDltYav4nTTdUvbi1gnbYk0csUaxnuWMnGMZ4HJOB3r1n4G28llrHjCykWdTbzxRBLgASKAZBhgOM+uOK2px1RhVn7rEvzFcaG0Uq5licrz/d7V5hq1u0V75yD5JDz7MOo/r+Nep+J4Rpeu3Nu3EUwO3+n6YrzzVImffGeN/IPo46fn0/GpnvY0p7XOfZZB0/lTMgMSxyw6n0p7gkZZznpimquGAH5elQaFmAYiyR8xOefTitbTda1LTR/ol/cQDphXOPxB4rKb5GweGHb8KfnOBng1nKKlo0DimrMs3V1LeX0lzctulnJeRgAMt36VW2oE28BhTidwC5wW5HsRUWVI54YdaErKyBK2xE0WIwM+tQcqakv5Wjtd0bFSCORVzxD4X1Pw9oGkahevOs96ZDLC0ZAt8bCgY/3mVs47fUGtYptEykkz63cAjBGQeDXz/4kH2bxPcRREhCBkfiR/Siiuit8Jx4P42c7exq8iKRw+UP0wf8K5+QbAoBPzHk96KK50dzLFtx5mPQD9aAfmPA4wR+tFFQxgRz9VqHcfOX/aJU+4oopAQzKFcgdKo2+qXGia2L+02edDu2b1yPmUqePoxoorSmZT2PYf2c+B4iHp9mH/oyvUPG0Ec/hyfeM7Tx+IIoorqj8JwS/jI8LikaW2Xec4rGvYlKE8jZJtGPQjOPzoorjR6sjNzmVlPRegqeQ4tov93P45NFFDEiBcFVOPvAE0h4iDd+lFFSMYFDwNn+FsD6VSu/9QSeeRxRRVQ3M57FvW/FcniGK0hm0jTLUwKkcUlqkilI16IAXKhecnA5PNfYwP7tfoKKK64bnn4jZHiXxFjW28UbovlLbs/of5sa4++wFDY5BH69f50UVz1PjZ6FL+EvQ565QQysiZxvK5J5xTrfiQ47IaKKl7FdRr/ePp6fjR3B9c0UVBREzFZBjs236imzKFfjjNFFNbksgttdbRp7iI6bp1/DK4cx30HmBWTOCCCCOpyM4PcGvZPgHqFzqt/4r1C8lMtzcyQSyuRjLHzD0HQe1FFdUOhx1vhZtfFmFAlrOBiTjkfUj/P0rzK5Hm24LdWXJNFFZVfjN8N/BRzt9hH3qAGdVYn3PWmwDFxEP9rPNFFR0NSw33icngj8aUDMYPfiiioKGykgkDj5S30INEnzxJIR8xHOKKKBFDUflslx/E4zUN/4j1bUtLt9LvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRW0NjGe5//9k=", 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", 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", "info": {"video_id": "4141", "label": "pushing toy onto paper", "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": "b21273a02455770b6da034453eac1f9517c89bc901bea2d44ba24dff3ae5288c"} +{"episode": 40426, "episode_seed": 2053978662, "split": "train", "timestamp": "2025-10-13T03:15:45.088536", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2053978662, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 black pen up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199864", "label": "lifting black pen up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199864", "label": "lifting black pen up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199864", "label": "lifting black pen up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "199864", "label": "lifting black pen up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e71d3d197b8c93d88860c6f92942fe741d0195da680aad53342542b45368bee7"} +{"episode": 40427, "episode_seed": 1926726447, "split": "train", "timestamp": "2025-10-13T03:15:46.940393", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1926726447, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a glass bottle that can't roll onto a slanted surface, so it slides 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": "65634", "label": "putting a glass bottle that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "65634", "label": "putting a glass bottle that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "65634", "label": "putting a glass bottle that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bca66250ff36c77f20faaa229b63a117d169d04a0513d7b397ec38b859c977cd"} +{"episode": 40428, "episode_seed": 3581536501, "split": "train", "timestamp": "2025-10-13T03:15:48.777845", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3581536501, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "172058", "label": "taking a spoon", "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": "172058", "label": "taking a spoon", "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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", "info": {"video_id": "172058", "label": "taking a spoon", "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": "4751b3c4263a15c6fda08e2a6864e837f0fdc36538ee815ce6f57c7a887a1f99"} +{"episode": 40429, "episode_seed": 2914112335, "split": "train", "timestamp": "2025-10-13T03:15:51.182184", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2914112335, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothbrush next to glass bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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qOztsBWIxipr63nn0+aG2fZK3yhgOmTSgk5JMJytFsdavcNbRFsMxHJAwD+FRzMFY9N5469TVqFDFGobOAO5/rVW6hVfmwTk8e1N73BbWKaqpk3MMgZJHrjtVK8GWJP3jySe5rQjXdKGyFOeh6Gll0+N2BdsIOKVrgmYERkmYoPuqTjPYdTVofvNrqOvH+FWZ4Yot0VvGVQ9T1OPSiKNQhA69R7Gob6DS6liMJDbHs7feBrGurXKnA4APJrXVBId2cjuMVJ5ayR4kYA9QR/WnHQHqc7pEBaWUSKCVAwB25NdRZ2uVBIx3zVDS7GI3dwysGDbRjp0z2rfhRIwdxAAwABVPVgtBduFO0/TjNMiRI5txUiVhjJ64BzVgzr53lEMV4ywHC+lVn5vF4JXHp1qktGyJP3kiC7hxlyxwDx/9eqqLvlyO+Qynv61pXgLocjGMHPSs91C/dOT2qb2KtcrXFhLK3ynoMZqoLRLLPz+ZMTwR0HvWmTMVCyDkjt2quyAsNy5PvSb7DS7lWKAiPkg45GTVrc5AjUFVPSgIU7Hj1pUIUMM5GM81KQ2yCW0EoLICSOo710tshUp3PrWEJtmNoOO1dNZQqI1HoKuOpUFrcy9Tv5rC5iCWzyxSPhmRc7fyqxZ3BmcOZFETnaAw27fSr14I4IzITjHOPWuNuLu71PUNkAwisAz5wF9qTdmbOMZRudHKSbyJOGCBjkdPQVHdqXIJwCD1qsseWKb+V6hWI4+v41b8sywBCMt0B9a3qdF5HnYfXml3b/DT9DNf9zmQfw+g5oN05Q8AHHI21ZMJjlIb0zUMisHGQD6H0rC7R0WRQuBJO3LcdcHpTERQMFecYq08YzkjAHakCA52EnjjPep33KvpYr7SwADZxweK09Kh3LOowANvPr1qiAQ2cY46jirumszQzEM0Y+XJXqaqO5Jee2jU4br3qWK3WJwPlVepxSOXADRYdn4LHnaPX8qdaR+VFmYOFJzuc8n8KuwEzTRRBcnO/pgZNR3TKlvKNwJ28YqwVRTkkAEYxjJNUbmVWHloN2DkjHSrppcyMcQ2qUrdgnjC220H5gvpWaUZX3c89QR1FaaP5ysHVVbGRgdqpyI24Bs4PfFZyfU1SsrEDx285yyEnvj1qjJHDbnNvCoY9WPJq+0McfyqCvv171DIn93p9OlS5MfKjPjhG4sxOSec0/50TCDoeMcHFWTESQeCT71Eww2cHPQ0htm9boAgLHGTgVOs0Z3qzcKdpPYH0pkMSON/BB6U25xHbsGBXHXn+taxXUyqPZd2PR92Btbv261XvPmU7uMEHJ4qKOSSVAyMdvQNt6/TNThWkjKNyRxu9feoNDOdTzs6+9AR1Tazg8ckH86svC0EgJycgjP9KiZFZgR+v8qkZWKNvwAAfUUvlld2MEgdBUzxnbxjGfr+FMiQvwWKj070rAR8qrHGB1GDimtIck7yPWpJMlQCT6fSuJjuby/8Y3elvq9zaRZk8pY0zllQsFx0A4Jyf61SVxN2O1t2kRJAh2ggHzAOfpW7AqhVDBgcYAbqa4T4baneXy6g97cyT+WIiu/nbndnFdZf61Y2s4Vv9YxAPODintuXGDlsajlY0bn1bA4A+prOkLvOxQlVHAPHPFMj1S2vA0VsMljtKr396sKmxFfI65rT/l3c55JqvZ9F+YqKXQo2W7bjUDwNBICehGDVm3YKxB4zn/Ip0zRs6KxKsT8ox1rM2M50BYbSfeo3RlyQPx6Vdkj3LlVAOc596qMGHChsYH0qWBGm6TO35s8EmmPwgGOvH1qYIQ2A3IrC8X3VxZaA89rK8UolQB146nkUJCNDlsjp6V2KyRwLnr7V4zqV1Pb6PBqFhruoyA3P2fM8aosxC5Z4++0H5Tu9R7gdtqWuyeQQGCgjoO9OXumlJXuXtc1SOQONw2J3Hc1n6JLCLJpdnzyyHOeo7A1y91d3Dx715Xdjnpmt7TMLaIG5HVjnrUwTbuy6ktOVG1aOskbypyzsVxjnA7VoW0mRjj6Dk1lQpHAkccbAEfMT6E1qW6kx/LwC3P8A+utpy5pNnHRp+zgoXvYdKqyOPmXA/h7iqciCMAg54wc1ddYzKGC4kxjd7emaZIgwBzk+naoZsZsiofvLgjvUSRrkeYxye44q49v3znucHpTPLySSAB2qRFOT5VAB79u1WNKTeZRkMq4yB681xi301140uNLu9Vu7S1abZG0UsaLF3JJcYxjPvnAra8EXV4dU1u0vprqQ28qxotxt3qMsOccZ6ZxxVqNtRXO2ikBkWIYz1ODU7RmVh8isoPDHqPXFVkj2ODuVSOc1agc7sE5Dcj0xVDI5bfZ/qVwx43f41SuYDE8MAc8ksT7d/wCdarNumcAYC8E1m3cW+8E2/GxCOnqf/rVUWk7syrQc42Xdfg0xIdplII4PQdcU+4jDRghckc8dqjhG5lJ9OmcZxT3TdECXKY5yOMj0rM1KUsTKDnlRziq7hSCNxUkYrRdMhifqapyQnqDhfb3qWhlLad5Gdvv1zSSjYGyQeAc/4VleLbi4sNAaa1keKUSoN68HBNc5rKeI9F0bTry51G8Et2X8yIrgQ4ClQTj7xDZx2/Omo3JbPTI5G83r96Rkz6AelGoDFvHHnhmOffmiitI/DIyqfxIfP8hE4Kd6ntx+7PfiiioRsJMoaVR0+lVJsbTwB3zRRUsZXcAHjjpTti8+xxRRUiEmUCLPsCK8s1i+m0vxneXlvt82OZtu8ZHzJtP6MaKK0iKR0/wsUbdVXHAEQ/8AQq7+eztfs8ubeJvMGHyvWiipmdNL4URaZYWdo7XFtaxwy+U/zJn0qEf8eqH2NFFaP4Ece9WXyLETERl8/Mygn86sEAjbjvjNFFSaEUo2pkdc1AVViQR37UUVLGRYAU4HSua8cnPhqYHossWPzNFFEdyWcHq3iBtZigjl02wgMKrHG9urqVQdFALEAc56dea6a6kaST5j3oopVuhth+ouoqDp9ivbk8Vs6ao8lOuNgP60UVcdiJbs2IVBnUHpzxWrbsykoDgD/wCtRRQInkjXaDz6delVTltxJPOcj1oooYg3ZKAgfMdp+mKhZR5m3sQaKKkDyvXNVOm+JtXQ2NldxS3AYx3UO8AqOCOQR16Zwe4NdB8O7yfUNR1i7upC887RySN0yTu/T2oorXoStz0NUBUseuSKuWTEjn3/AKUUUiiKSd/Mm56HpWfKS3Uk5680UUMCW2+UKw5+XPP0qWbDYBA7iiipGVbhzGuFxgMRg0ijcoJ6nJzRRSEct49UL4ckI/57x/zNed3utaheWNvYXN1LLBC7SKHkZiS2M5yecbePTJ9aKKuOxLP/2Q==", "info": {"video_id": "152875", "label": "putting toothbrush next to glass bowl", "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": "152875", "label": "putting toothbrush next to glass bowl", "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": "ec1e0a49b0c084eff5505ee477d1aedbf4eb72d0b75cfab99955230386f60035"} +{"episode": 40430, "episode_seed": 3660131413, "split": "train", "timestamp": "2025-10-13T03:15:54.399208", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3660131413, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 photo album'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "146354", "label": "throwing photo album", "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": "146354", "label": "throwing photo album", "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": "146354", "label": "throwing photo album", "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": "ce601283b45820a3bc0aae21dc226c8a0a9592953073015f93f2b1fd26dae7e1"} +{"episode": 40431, "episode_seed": 3874529301, "split": "train", "timestamp": "2025-10-13T03:15:55.630261", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3874529301, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 plastic bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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VqrkaQg3feuCfv+ij/GqnQi7COu0+4RpLoR6hEQIG4MpU9uxrovCMAe8+3O6y+SjmIB9wDgBQfrlq4C2yf7QYA8W7HqD3WvWfBGk+TZWiMPmKq78f7WT+v8q4sRBU1o9zuwVNSnzPoenHSobbTIkt4vnjQD5Rgt6/rzVe2sBHC7yIfPkPzE9TW1C+9M9qjYK98GY4WJNx+p6f1pQg5tJdRKtJJpnJfEMWuneFPMkZBIpAIPJcHg8V4TNcWwgtClzs4dfn3Jnn/wCvXovxa1fdYi3Lf8fMwGT6R8kcdOSK8inY/ZbEBs/O/RvcetenWoq0Y9v8jibu7snuMy2UJzFKA7r/AAt6Guc1S3ld4gsB4z9xAPT0q1JGG0+RsHKTDsO4P+FZ6Nhzlgv+8cVjGm4XaewFZbWfdjyJjx/cq9Z2k6PITbygeS/WP2pUbc/+uj6f89BWpp5IaY+fEMwv/wAthxx9aVSq1HYaMyKJtsQKkHfjBQj0r6ktgDaWIYHCBP0FfP8ApsU13eWNqs4kEtwqkLKG4yPevoZSFeIdFjTJH0rhxU+Zo9LBL3WzVimV5CemeBVr5cLwPlyc+9Z0CFghPUjP406+ufstjNKckIOg7msY6mk4q+hWtBLd6xc6hGGzYgqiHIDZ6njrxmqutX0clm0kfEjKROCOCM5GK6PRpspmZSk0iCTa/VlPTn2rivHc39nyT3ccZ8hwqEDAGSMcYr36cVThy9jypy5pXPAdRN1qPiBrx2WR7iZySrg9c4HPsRXNSWtwvDRSfXFdA11a+ZCS7qVk/ij9x6VmXkkAlkRZl+ViOh9a5lOXNqiD334Y3vmWCRseVA75r1+3lDRgj0r5x+HOqm2u2hJQAYPBr3rRbkzwgk9RmvPd6dS6PQqLnp37G7RTUORTq9aEuaKZwhSHHWlpCCSOmO9UAoOQDVHVbgQWTDdtL/KD/P8ASrowq4HQVlaxZ3V5bRrCFLKWJBOOxxVRtfUTPCtak81rWXKnM0oyHx/Hn+tc5NuOk3S4PyTo33/XcP8ACug1iGW1tBFcLsmgumVkePBUkA4/SufkwYtUjBQ/IHA2/wB1wf5GueT0+f6lWOT1TcZIuG7981TiZwx+/wBfarGqnLRYCHr7elVrbB52p1/vVT3KNuz3f2Zekhv+WYHA9TX0F8NoDb+DLYkYLrnmvn20QNpc64T5pox1+tfSfhtBbeHLCIDAWME15+LdtPP9EdWHjdM6q3OePQVZHSqlpkQbv4nOat9hXPT7mNT4iKQp9pgRsHdnAP0q3VC5TNxbSbgPLck59CMU9b9ZfNESM3lnb9fevWwyvT0MpHAfFi+dINLt0B2NdqSQepHavn69yqyAggpKRyn+fSvXfi5dx/bNO8sAZmd2LNj5lKqcV5Jqihbq9QdpSRh/c/41pU0kl5EIz9XCjU5yAMMQ33fUA/1qi5ZmYgvnPY1d1Ulp4nwf3kEZ+97Y/pUSaZcmUIFgyef9aP8AGslJJK7GQwligP7ytQ5GmWqnfzJIeUz/AHRVe20LUivFmeuR+8A/rWtLoWqJYWn+gzHlydjA9xVSqwulzLf9BFrQ7cXeqS22EPm4U8YONyk/oDXvXhqEeXuxgKixjj0HP6mvF/CVnOviFmlSWMIfuyDBJJwMfrXuehAQ20bdQxL/AK15uLd6isephVai33OnRxDbc9QK5rU9ei0yCW8mlVVlmEGH4Bx057d6v6rfpbWEkrNgKM15F4mmv9TsreI+UtusjzPJK4ADH/AU6FRRqJsxlBRpOT6mD8QNag1bXWjt5BJBb7lVw+ASTk49ulcjK7GzhDZ/dzn0bggf4VqXFhavcuq6vbZAGd8TAfgcVDNozNpt00V5YzMhRwEl2nqR3x616dSvB2dzgMQgfYbsYX5ZEPQjuwrFufvLjH4CuobSNQVL1fs0hRog4KMGHBB/xrnNQt54CnnQyR5zjeMZqYzi27MoqgnceM8f3av2HPnnaPlgb+D6D+tZy9en/j1aVjgQ3fH/ACxx97/aFOewHa/DOyFz4jgmYDFvycrjk/8A6q90iY3E0ikYEhC8dl6n+VeQ/Ce3K/a7puFLhFJPcDJ/mK9a09SA0ynczNtA9K8nFu9Vnr4VWpo3ITlyR0A/WkcRloRLGJItw3Ke9OgAEbY9MZ9fU1Xv2MdujA8qQfypUEvaRv3FV2djWutOklsreSA/vY4wMHqw44rzX4s6hLFotrbyNgveRgjHUg5JP5V6NHqiyaZN5McgEIC7i2Tz0rxz4v30hstJR42WV7mSVux+QBf5k17/ANl3PHZ4xdHaZMEDbIehNVdQAF7Ng8Fs9fXmruoAi5uh83EpPI9zVG/OZUb+9Eh6e2P6Vzp7MZ2vhu48jW4irLhkGcCvo3wrN5kEfPavnbTNUjW+UvaWquAAjiPv6Yz+te8+C7rzrZWIA46AYrzMQ3o2jvp6waO9jPFPqKI55qWu/CyvTRxS3CiiiugRUtpHmnfcCFQ4x71borD8T+I4PDtgJX+aaTIjjHU0pysrsaV3Y5T4p6TZvYxX0lz9mdnCMRHu34Bx0/z0ry1bCxkuZwNYyZbd1wYD/cz/AEre8Q+JL3xHBd/aVAjjjDRxjPHzDP8AOuH0OFtV8XCwl1CazBjk8ry03FmVCQvsODyfT3rjcZTcknb7uw3oc/4igtoGtRBei53bs5jKhelZFq2GYZTGfSpftsvnRGRUk74kXOKv2uoRqm5bC080t8wMOQR2IrVuUdNylsaGlKZ4YoE2s8t5EigDrnNfSllGFt7e3TooA/KvFfAiT6zqiH7HbRQ2T+eWii2kyY2qPwyT+Ve7adblFjL9QK83EScpWZ3UPcg5M2IF5z2AwBU9V45AMipwcjNRF2OSadxlxEs0LKxIGOo7VRiF5DctugVuOJEwA31Fag6VXNysZKnjHfNdlOu6SsiFHmPF/ilpNxLq0DoYba1WNiv2hsDeW5IOO+FrzvVtKc39yReWB8xA4Hm/Q19La1Z6f4j0G+s7oxtG0Zw2fuEDOc9sV8q6+xjaN0ZstAnIbrxj+lWqlSpJO4px5dB1/o8xt7NjPY8RsufOHZj/AI1z8W3zGPPA9K6TX9K0238K2mpadqd7cJ9ra2H2mARrOdgZ3iHXapwp3eo9wOZhJy5yD8vfFbRjJL3ncgvRHciKScKMA7e3XHWtUuYrWyIlZcBmzkj+L2rIhZjj7n/jtdLpVl/aGqaTalFZBH5snHYMT298VNWSVm/60KhFykoo9O8JeHF/syO+vHke6kG7c7ZIzyAPYCu5sm8q1CkYK8GsWzchEQ5CjAAq7qE5t7PIOCOT9K8fmbdz3lBKKitjM8Y6olppjLJJgyEKq+teY6w6yiLKF+MZ7n8ql8Ta62sauWSQG3hIRBwc4xk/jUWqzAQQ5k/h/wAa7KUOSUb9TycXW55cq2Rz00f+lS/uj29ajhUNaXwKkfugevowp1w8e7q2Tk5AqC1ZRJdIHbD27kZ9Rg/0r0J/CcZDZti4Me9l3wOP/HT/AIVg6hIzmPc7PjP3iTiun8KQWOqeKrew1K9nto5iUjmjljjEZ7ljJxjGeByTgd6wNZhbTdavLJ4ZAbed4glyoEi4bGG28Z9cEj0pxjZ3KM1cbu1aVkpaG6CqCxRQoHUksOKZDcw/MzWcDPxgMDgiu1+HdimseI0c2cCQ2uHOxfvP/CD9OT+VRVqcsW2i6cOeSijvfBejT6dpVtbTQ+XtTc3u7cmu/twkEMca9etPEEaQgBQDVaY+WwbPQV40pOTuz2YpRVka0EgwfQCnyR+bE7YzxkCqFnMGicZ5zitKCQGMnjFOD1JmupUtZZYApWLfayfeAOWB9x7dK8Y+LEE974ihgs1aW3ghyrSuAxZjyecf3RXq0mqRWc7q04XBPGa5nx7o1p4l8I3eoLs+12amaJ164A+Zc+hH6ivRp4upL3WcVXDRs3E8P1LSb0Xs5+zj5lD8OOeAfWs+80u9EVsxt35jI6jsxp2pE7oXVjloF7e2P6VreJfCOo+HfDWi39804mvGl8yBoyBbjCMgY/3mDZx2+oOOiCnZanCFqWEud7cMO9e9+A3b7F17CiiuHFbI9DD7s9KtzmFT7VaHSiit8F8Jx1NwoooruICvDvHGo3N34ou1lkJWFjHGo6KoNFFZ1N0VE5iHLfalLEg28nf0Ga4VdWudH8Qx6ha7PPikbbvXI+YFTx9GNFFZx+NgzDnGLggE4UkCrVqDx8xooqmCPoL4T2MEfhC1nC/vJyZJCe5zXpUYAH4UUV48/wCJI9CXwoUEg1aiJ8tfrRRSMKmxKD8teT+NfEGoQ6xcWccirCsZIAHOcetFFdWGV5q5MdIyPJDrGoojot9cBXG1wJW+Ye/NZOtyMbOyYnPyY/JzRRXZb3l/XQwk7keveLZfENhDDNpOmWptgkUT2qSKUjUHCAFyoHOTgcnmsa2jDFxkjGOlFFask0YYFJPJ4+lejfD22jkeadhmRCsKn0UD/wCuaKK5MX/DOvB/xD1G2RftHI+7jFYvxAuZbbQJTE20nCkj0NFFeZT+JHqz+F+h5LbQJuGcnI7n6Ve1uXZFCoROO5yfWiivTn/EifPs5ia4lLKcgfRR6CoILiX7WnzDlXU8DoVNFFdkl7jJIdM8RSaUZFbTdNvo5nVzHe2+8Ky5wQQQR1ORnB7g1m6pqF1qup3F/eSmS5uJWkkfGMsT6dvpRRVFEMeeDk/nXt/wvtorfw/DNGv7ybLux6k5x/SiiuLG/wAP5nVg/jfoeoxsTEuapaiSIMiiivKPSHaZ/wAexfqc55rk/EHizVLO8lhgeNUQHA2//XoopoU/hMG+8Q3V/p81vLBbBDC2SsZyTjOck9c152ms6nDYy2sd9OtvMCJIg3ysPeiivoZRVkeK5O71MrUGPkWh77MdP9o0uoeJtX1TRbfTL29mnt7aZ5U8yRmJZwM5JPONvHpk+tFFRDYlH//Z", "info": {"video_id": "37471", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "37471", "label": "squeezing plastic bag", "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": "37471", "label": "squeezing plastic bag", "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": "09aeb189514793f775752623cd9742473021ed81dc5d36cb63b280041e3a19d2"} +{"episode": 40432, "episode_seed": 254094316, "split": "train", "timestamp": "2025-10-13T03:15:58.618489", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 254094316, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'spinning a ring so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "105682", "label": "spinning a ring so it continues spinning", "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": "105682", "label": "spinning a ring so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105682", "label": "spinning a ring so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "105682", "label": "spinning a ring so it continues spinning", "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": "073f75ed8bc7ff20f15e29b30c2e831865d29c5b95fbaa73e3dca40cc9c863fa"} +{"episode": 40433, "episode_seed": 3244220077, "split": "train", "timestamp": "2025-10-13T03:16:00.442690", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3244220077, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a bottle of soy sauce 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": "69987", "label": "putting a bottle of soy sauce on a surface", "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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t9h8EgihjL4klx8xzSP5m3k8VX+25BwVo+1ngtg+wpCsOOSMAZFUrwsqEAGrZvEVflSsq91AYOUNAWMG/Zyx+Uisshh3/AFq9d3auSNtZr3AXPy1DNYm/ojC7SRJi37vGMH1rorbTU+XBbHrmuS8OzhpLjKHjb0/GurglbYGyQvbmhEyRrJAkI+VyD64psksUQBkkJJ9qzWuwGwfmP1qC5uVlhLshQoM896tvQUYs1H1W22GMS4kYfKG71muVJzjr61w9/dySXhLkow5GeOKnt9cuY2CPIsiAdWHNZ85t7Ky0JvHF6tvptugXG+Xk+wB/xrziyA+3wHeu3eCSD0rs/GEiX+gw3MMu9o5DvTbgqCMZ/lXBWSF72FQOS4rSKuYTdnY9q8HvHNoKyScFZXHPYVfmvYzMdoUr2IFc7pNvPZWH2bzFI3FvkbIOQO9WlgklnCeayg98UPR2KhFNXNsSRSxAgDIrZt3hA+6orm0tnhUJvZh65rSUSE/N8oApN3KsjbE8C9NtSfbIGUDHSsFXZmwP5VchilLgkDb3pWDlsbAH7rzAoIFSRXvlnKEY70iSokYQEjjHJ61i6jdQ2AdpnKjqpBp7CUebQ6SXVI/szFCBJjgV5148mY21iGbLNISf0qvcasZrxZY5JMD7uG4xUHiO8g1GHTvLyrB2Dqx6HiiEuaVjPFU/Z0ZMowPvvNgRSSQ+fpxXa2hjW2ZSfu4XjpwBXnkF8q6l5UPzyZ/IY5ruLJA9irlvvktiuis/dseVltObqc8trGgTEqngGpo3Z4UVJDGOfxqpbWJnUlSwx1yakulW0WMZxnPeufoe3bsXYrd2PEoJ71bigYBiHBYDPNYsV3J1DlR64qZdSkQ5ZyeMYPFIXKzWRAXBcrnqK0rC4RGKs4x6+lc3a3qzNhPmI9T0qzJK8TgDqeaEDXQ607RyGOPY14z8YNRRru2ijywSPkN0YFj/AIV1Wo+IrqxK26KjhhlsvwB7GvP/AIhqNTSxu4iuSjK4DZKgHv8Aif1pppuxEqbjHmMHwfMXl1CNI8f6PuOCTwGBr2eArLawuDw6Ag/hXjPgaeSx8Q+VFAl39phMMgGSsakjJb2wDXrUckgiRABgLgY4H/1q0nZRSM6TvNly2twbsHdt9s1pSxRrjB6e9YMMlwLpcFQc9Cea0meVjhh8xHoazizoaORSVQcZ5q0jp3INUFZQenQVPEsS/wATe9NGZYJUAntUQZM8oKSeSP8AhBAAxioftEarll+lDBFoTRIfmUj2qZWt5FwrkH61kee7DCLntSAPG3mDAb1NIbRqyRKF4kPNZF6mQcSZ/GpvtZ2gu4yPSsu8u4/veYc0mCM6eNt55/KqMuFHJp8twoYlCefeq2iWg17xM+nXGoy2qOkjReWm8s6oWC+gHB5Pp71Nrlt2Oj8IgO14CSPudPxrqjCoGFZm9s1w/wAPLp3W9MhLZEZGe33q9AjnYniMfhVIzbuyr9mUdVP49apamsaRKozknoK2Jbry0d5FIA71y2oap5kjOfwFNlRTZl6nYfarf92p81eV9/auY+0SRNg5BB5Wt6bXjG3Ug1mTxjU7rzIlw7HLr6+9ZtHTG6WpLatJNGGaPEZOCSMgg9sVPZ+GNOk8Ttbb7gQjLGIEAFduSC3XHatKNUSKCFYmHzDjpmmG7VPGl8satuQSAlR0O0jArroxXLr3PGxUpus+XsasSII1Ma4QDCgDgAela1lAEg3kEbuelU7K2uJI40XAVVG4jAqTxDd3dporSW0xjdXRQUIz9OlYNandF2ikXnBI4z+VdSlnFtBEBrzfVZnt9Eh1Kx1zUZQbn7Pm4jVFnIXczxAc7VOFO71HuB6bDJNtXII+opicripYqDkRBTUotivHl9aUzEtjcv1pHvvIjZz8wApi1GTYhQsygAVymvwHV7cqVCMvKH396NZ1qWeQ4VlUdBXPHW54X/eJx6mobR0Qg9zBdprWdkIKspwQatwEXN7AjcZUsue5GOKvahGuswfabZQZkHzAH7wrJlt5ZkiWN/LlRwUI6g1MPdkmPEr2tJwDQ9Fuhr0kexg2G+Yj1716JDbkqkca5A4XHeuc02XXzdPbT28cW5Cv2jd29hXX6dbmI5MvyoAq4NdFRp6I87DRnFtzL0Nv5MQQKc96pX0RZlB2+xNYCahNdeNbjS7rWLy2tWm2RtFNGix9CSxfjGM8dScCpdDkup9U1W0vp7pzay7EW4xvUZYc44zwM44rNo6lLUtvbsFwJQB2ApiWEr9CTW9BaW+4Fk6etXo2gTgKoApKJXOzFtNLMcgdn496takq/Y2dpSSgyo9far8txBDC0hKgKMnBridU8UxtPjgIpwBQ7IcVKTOMv9ZnlvXkbOCcbSOg9KqXF8LjySoIKHmtDWYbfUN93Zj96OZEUYB9x71g2h824CKuSccfiKzp/GjXFWdCVjuvDw8oXQCoIoUyVSMLu54zjk810UW8Rod2PlH8q4vQ7mW81G9iCSIqjEaqOdxIG4n0616JYR7grNBmNAAMgnmuqtrax5WBg4OTluxtvalnE0hHHIBq9K5JyMVl+Lr65stAaW2JgkEqAMo5wTXNa0PEmi6Ppt5dajdrLd7/ADIimBCBtKgnH3iGzj/69Y2O5yKiuxI5q0hNFFCAfIx6YFV5G9hRRTYIYJGHTAzQ2T1JoopDZXljBHOetZt1EmDxRRSAzjGuTxWRHqM+i68b+0CedCzbd65HzKVPH0Y0UURFLY6b4dN5Iv1VVI/d/eGf71du05ZiCice1FFMlGHrF3Ik3lqECYBxisqWZnABAH0ooqWdEOhQnhQrkjOataRp9uoMwU7weOaKKlbmktjS1aBba0hvIsiVJVYdwSCOo/HFNmt47fxRqtygO9YppACeM4zRRXZS2PHxXxo2bH5beJR02ZPPWs7xMA2huxznzU7n1oorBnYjC1nxG+tQ20Umm2FsYVWON7ZXUqi9EALEAc5OByea9ojkcoMuegoooIY1pHJGWPFYuqXs7XBjLDYB0xRRQ9jSJzksjOxVsGqcqLJGQyg5oorJnVEm0WFEu9oUYbqK6SLQrBrhJfKIfOcg0UVUTKrubcljDKnz7jtHFRiJI1CqOOmKKK1MInnGq6p/ZniLVIzY2N3FJOGKXUO8BlHBBBBHU5GcHuDW94Gmk1O+1e9u3MlxMySO54yTuz06UUVLF1O1MewDYzLn0NIqkttMj4xnrRRQWjm/EsjKRF/DjPua4i5ijkY7kBzRRWU9zro7GVJm2u08pmUemeKL5VtNfsZYlH74rvU9DlgDRRTp7oWJ+F+h2+n2EFhe61cQKRIsLbSWJAy4GQO3WuutpHjtIUViFMe4/Wiiuyv0PGy5twk33Oe8ayuvh1wG6zRn9a4W717Ub/TodPurqSaCF2kUSOzElsdcnnGOPTJ9aKK5zvkf/9k=", 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", "info": {"video_id": "69987", "label": "putting a bottle of soy sauce on a surface", "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": "69987", "label": "putting a bottle of soy sauce on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "69987", "label": "putting a bottle of soy sauce on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7a05722b3aa2ac6b4ed788ed7d38ee2a42f9019fe6e1bb37315482fecdbc914f"} +{"episode": 40434, "episode_seed": 2908511501, "split": "train", "timestamp": "2025-10-13T03:16:01.993563", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2908511501, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 dresser 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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f1rnUky4960dLm8rU7V+mJUP6iueWx2RPWPh/evFHYW5ZvLNkVZc8EpI4H5V1+qOscRZzmRh0J6D1rgvBpSLVbON+iyXcePcSMR/OunvHk1aUhBm2Y9e0uP8A2Qf+PH2rJ3ZeiOH1CGK5dzBEsdqoG5guPMx0J9vT8647UJkGWHrgL6132smKaB47V1aBWbdKD97HXn0rzW6bLvPglBnYO+PX8a2p7mFR6G74VUrNcMTliFyfzrtIG4FcX4SH7id+fmcdfpXYxHivRpr3TxcU/fLu75D9K8S3hWPPc17Tu+Q/SvDpvkmdfQn+dRWV7G+AesvkW0l5oD5Jqqso5z0p6t82c9a5Gj1Ey4n366/RLh4JNMljYhkgu8EHkEFTXGA/MPrXT6O//Hkc/djuv/QUrOTNonsqzedpkU0xJ/dqzE9XcjJP1JrgNcK3924VV8qNizvjqehH0GPxP0rp7i6aSwtLO23ZECF2U8qCo/8AHj29OTXN6wIooJbeIptiA84r/CcZ2/lWcU9xTZwl/MGfapwST+A9a6Tw8AumxY6Ek/rXIXe/5nC5LnGD/Ctdpo6eVYW6eka/yr0aC1PJxb903ojwK5Lx4+DYZP8Az0/9lrqoz0rj/iA2Dp3/AG0/9lrWr8LOTCv98v66HMJJQrZJFV0kHU1Iuc8VwtHuply2haa4WNCMsTjNdXocpjk0hgSCpuwPb5FNWfA3gq91DUE1K+ia2062/eySSjblQMnGe2KrxXaXmrQ3UahEkvbt1Udg0eQPyqJqyubQtserWVw11o1vPOxJMSvIzHlmI6muL1+T7dctAijYpzK30/h/x/AetbsN4w8P6da22fNeFXZuu0dNx/kB3P0NYmprDCj2cTr5wQNKMglAemffrz9axine4pPocDqc6mQpH1JIX2HrWv4aC/YdyfdLnH4cVz18WaSWWMDJOEB/u10vh9dmlQD1BP6mvQoLU8rFv3WdLCelXFbiqELcVa38V2Hls1PFXiRNJhbzDgkcc14nq+sTapePK5OP4Qe1dZ8RtTF9dRrGflQ4Yehrz4nBrzuW+p9TVqtvlLCMN2c96sIeRWerYIqxE/PWspIlM9L0OVo9WMyqzFbyGTagyTuhXgDueK7iWAwCW9vcGUDLIGyF9EB9u57n2ArhfCOpvZamsiKjNL9lXLDJUFCpI9Dx1rf8S6nqkl9PptrAqQgKPtDL8oGNzN7Y6AHrmsUr6Lc1k7aswL++nu9KFxPs+1XJf7ucRqCR39Bx9a4q6jQ/u9oKg9K7LWP3NudwCttA2/3QOi/1PuTXD3MvX5trEnH1rWnuc1XY7HQxt0y391zW3G1Y2mEJZQL6Rr/KqthJPqfiyfTX1W4tIyJDEI03ZZULBfYcHk+nvXoLRHjzi51HYr+PF321o/8AdZv1xXC7sGukSW81uzlE9y8m1QQG5xn/APVXNzRvBKUdcMKyk020dtCLjBEiOQRV22l2yKw6g5rMVulWIpMGsJI7Is9k8KJY3GqTR3jNzeXHloo4kztfaT2H8xx3rofEWs2lla3MQuI0mAUMg4IzwFAHfpx6VxXhif8A4ntvJxhryNv++4V/wrqb7RbKW9fUHiBvJpHcK3KKRwZGHsP1wKwi76M0muqOTv4jbaVFp42iOJf3u3gc8hP8a4y7YFyB2/U122uyLGhjQHHYnqc9z7muCuSyliF3HOABWkNzCpojpfDCbbOQ9cynn8BXURHgVzHhvCaWmOhdj+tXddvJrXSGltpGjkDqAynmvRhpFHi11zVbHQFvl69q8Y1RfLvpABwTmu91WdrfQodRsNb1CZWuTbZuIlRZyE3M8Q67VOFO71HuByep6TLxJFlwBjFZ1JrRM68JRlG5hA1Mjc1XwVOCMVLGeRxWMkd0WXUbJrq/DyCeWwjaSOJWNwpkkPyqCicn2q98PvBJ125NxeRkW8alsEdam1yxTS/EDwRLtjJnZR2wYl/wrGcbK50RO+ufsWj6ftimUBUJV5DguQOWP4AcdgAK8+uFVdPlKkFbiUzuw/izjAP5Z/Kur1bSIdVFrPK7gwwRxCPtJnDEH06cn0FcxrzLDF5Ef3QMA/1qVrr1IldHIXDhmIOBuOBXb2g2Kq+gArhQGe9gTGVaQZPvmu5gkGM130UeTi3okaSN0rjvH3JsP+2n/staOmXK33i99NvdTurS3kk2JJFLHGsfcli/GMZ4HJOBWHqdhqup67NpoF1LJbTvEFuAA6c4+bHAPHOOPSqnLSxnh6TU1I52GN5ZFRFLMxwAOpNer+CfAhLpPeW6yycNhhkKe2K3vBHwwjs9l1drvmIGWI4H0r1a106CzUCNQMDFYct3c9fmUFrued/Ey21Ox+HyJbMxgMyi8KDny8cZ/wBndjP4V5NoR8ySwXIB+2OuScDmIj+le2/FbxFY6P4OubKfD3OoIYYYgfzY+w/nivCNDl5t/a8H6xuKyrl0ZOV2z2OC2s9I02FRcRP8o3TbvldscYP90dB7c964O4dJ1vbqN1YXbguy9wuR19+n0Fb8umxax4e0pJZpYlgtt2Y+rFhtxjuccfjWNrSx2Vt5EKKoHGF6A+g9h0rFWeo2mjibyQB3Y/dHpXV6Uuyxt19I1rjboMSdpGCefcV2tqwVFXsABXdQR5eLfumtEcVMW4rA1y7ntdIM0EjRv5igOv15qtrlnr+haJpl7d3t2s14ZPMiKYEGApQMcfeIbOO351vzWOKNJyV0dh4y8JaUtlJOsciycnIavFJ1CuQKKK44bH0FXdEANPRjuFFFZyFE7rw67fa7U5/gtf8A0NxXpVyxO1D91nkkYf3ioBGfbJz+Aoorn+0dD2OC8QsfMPOe/wChNcXccocjJHQ0UVrSOWtudjakiJAP7o/lXOT6lPpXiWa/ttnnRSNt3jI+Zdp4+jGiiu97HlR+Nkvh35Vue+0IBn8ad4ksYPsvnYPmAFsiiiuOf8Q9Kl/COOBOKejHcKKKuQ4npvg9i+safk/8trQ/+QyP6V6HqUjGJ5P4pJXjPsqNgAe3f6miiuZdfQ6Jbo811ed33sTyGYDH1x/KuUnJDMB64oorSG5z1NjpNCJGlwY9/wCZqXXmLaPIDyN6fzNFFd6+E8mX8cxtZ8SPrcMEUmmafbmBFjje2R1KIucIAXIA5ycDk81okAoc+lFFc1foejht2crrltFEyyoMMzYPvTNGhSWf5xnBFFFJbG32j6Q8CwRweFLiSNQrCNjn8K8cvNRudR1Tzbl9zhp1HHby6KKKvwG0d2ek3beXZIVABEUS9P7ynP8A6CBXm+uSM0sgJ/iI/DP/ANaiisV0Imc7asTqduD/AHs/zrr4mO2iiu+lseTiuhgTa02l6lfRtYWF7FLIrFLyHeAyjggggjqcjOD3BrvPhLM+sa1rWoXxE1zK8cjuQOS27PHaiipex00f4kT3OBQsK4GOK5jxzrd3ouiy3Fps3qMjcCf5GiikbQ+M+ZPEGvaj4h1Nr7UZzJM2FAHCqB2A7CrPh9j5kQ/6e4//AEF6KK56p0R3PYNN+Xw3p7gYZbMOD7ggD/0I1xHiCVjM654HT8qKKyWwSONuGIuYl7NIAfzrsoiRjmiiu6jseXitivrzt/wjzcn/AFiH9TXO3mv6nqGmwaddXk01vbyPKnmSMxLNjOSTzjbx6ZPrRRTF0R//2Q==", 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", "info": {"video_id": "78370", "label": "poking dresser so lightly that it doesn't or almost doesn't move", "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": "78370", "label": "poking dresser so lightly that it doesn't or almost doesn't move", "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": "78370", "label": "poking dresser so lightly that it doesn't or almost doesn't move", "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": "32307a5c578b96734f1cb2c13411eb2d649d1a4ad9587ed009e9626599da11f7"} +{"episode": 40435, "episode_seed": 453409728, "split": "train", "timestamp": "2025-10-13T03:16:03.269820", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 453409728, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling a pencil on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "198966", "label": "rolling a pencil on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "198966", "label": "rolling a pencil on a flat surface", "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": "c9cf4aa2a870ea7c729458b8acd8adda7f16bf7fed2b74ea72557ba018fe192e"} +{"episode": 40436, "episode_seed": 3558592665, "split": "train", "timestamp": "2025-10-13T03:16:05.791525", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3558592665, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 book, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "73183", "label": "lifting up one end of book, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "73183", "label": "lifting up one end of book, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "73183", "label": "lifting up one end of book, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "73183", "label": "lifting up one end of book, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "29174b2540032a48d45039ab85972b1a49409edc1cf1a5b3d01d7380d151c96f"} +{"episode": 40437, "episode_seed": 1219614136, "split": "train", "timestamp": "2025-10-13T03:16:07.467483", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1219614136, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gel tube 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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", 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", "info": {"video_id": "57745", "label": "putting gel tube 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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", 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", "info": {"video_id": "57745", "label": "putting gel tube 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": "ed7652c2fc374fcf5a1e1dfc226a0c695766e5195e7d32b975bf84909ab34317"} +{"episode": 40438, "episode_seed": 2314722892, "split": "train", "timestamp": "2025-10-13T03:16:09.921653", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2314722892, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 battery upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "30009", "label": "putting battery upright on the table", "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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yucM9yJhjgUwinucGm9abJQssuTVOR+wqaTgVVY5NYpGkmA61dRMoDVNRk1eX7oBoZIzABpQKDQDTAfwRigAAYpCeKTNACtUZ604mtTwto9v4g1/+z7q9ktQ0UjRlI95d1QsF9AODz7UgNfwVJsW+99n9a6SSY461x3g+UqLvceSEx+tdHLOFXrXn1o3qM9GjL92h002FPNYV9NkHmprq7Azg1h3l3nIFXTpkTmireS7iQKpHrTnYk0yu2Ksjjk7jh1qRcVGKevSmSS5prUA1HKxCEjrQA4dRXRTTGRmdhyeMgdBSa1oelWvhy21bS9RvZw119lzcwCNbghNzvEM52qcKd394e4EmpQfZbt4z90/Mp9qhvWx00Opf8P6p9iv1Un93L8h+vausnuAcnOa828zadwPIOR3xXT2upfabJGPXGG+tctend8yN+Y0Lm72nANc/qV8VVuakursKCSa5y/u97YzVUqV2YzmUrqUuxJ71WUZNOZtzZpVFd6VkcrdyaPrUpPFQpwakJpkje9dF4bujBZX0Q4Mpj+b6buP1qn4SsNM1jxJFp2rXU9tDOdqzRzRxrGe5YycYxnjqTgd6sW1q2natq1g8c8fkTmIJcACRdpIw2CRn6HFS5GtFJzVztvD3iySxmW1umLWzcBj1T/61ddLdCVdyMGDcgg9a8hdySRjk9/Sup8P6lNFElrcZC/8ALMnsPSuHE07+8juukzrJpRjGaxr25x34qWW5XB+bjFc5qN8PM2qa5IQuJshvrrGTniuU1PUtxMSnNauqz7LVjnnFcixLuWPU16NCmt2ctSZYgyQWPU1NmoIuBipc9q6jnEbnNMFJOxCZHXNb/iHwfqHhvw/o+oXhmWe/MnmwGMgW+AhRWP8AeZWzjt065wmwOYmJqGiis0U9yWMZarJoopAAooopgBNHeiigBGqWw1S40LU4tQs9nnx7tvmLuHzKVPH0Y0UUhlvw45SaUA9QP61vXEjY60UVy1PjOql8BiXcr881luSckmiitoGVQhoFFFbGI6niiikA8UxsEcjPI4oopMDW13xbJ4igtoJtI0y1NuqRxSWqSKUjXOEALlQOSTgZJ5ro/EqKI4pAPm6Z9qKKyn8UToodTm5PvD361bspGj85FOFBziiiql8JU9ylezyFiN1ZkpJPNFFaU9jCZEOtSCiitDMctSEfLRRQBa07XW0bzkOm6dfxTOrGO+g8wKyZwQQQR1ORnB7g1vaBcS67H4g1LUHMt3K6TNJgD5juzj0HtRRWFTZmtH40QxndcoCP46nluJEcldoO7AIHT6UUVMzerujdM7vZK7H5iua56Z2ackmiisKe4T2MfWp3Zljz8uM1kp1oorup/Ccs9ydKl70UVaIIZ+Ez3yKu6h4l1fUtLttLvL6ee2tpHlTzJGYlnAzkk8428emT60UVEho//9k=", "info": {"video_id": "30009", "label": "putting battery upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "30009", "label": "putting battery upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7e5d5c9f456d4bb437c047f10d441e31eae9d1740a5b8016ec015ab6cf8c1e99"} +{"episode": 40439, "episode_seed": 3184206535, "split": "train", "timestamp": "2025-10-13T03:16:11.427545", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3184206535, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting swiss-knife next to music-player'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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oK11XhS7VrcxO3A4IJ7VyaHctMKupwCQCemamLszWUOaNjvNR1bTNLlKS3sWeoCnccfQViv4/tbV91nbSzevmHYD/ADNcve2vnw5jX94BwBVey0LU77AitJAp/jkG0D86uUpX0REKULe8zrLvxjearaNHCsUKOCG2jLfTJrxzxR4WltZ5L20UtCxyydwa9f0rwW9vIst9dHbnmOHv+J/wrt7PQtLt4/NtrZGLD77/ADN+vStIt7swqKK+E+PtpIOeD6GprK0lvr2G0gXdLPIsaD1JOK938a/CSLV7hr7SXW3uG5ZCPlauc8P/AAw17RdVh1ApHK8Ryo44Pr+VXzGSLWkeILzTb5dH8QILd4wFSV+M44HPQg+teu6dcxQiRZZERcbsswA/WuK1+LSLzT/s+seXvA+XnDo3+z3FcHFPJJcAyyNITxl2JrG6izVQ50e5XHiXSLXhrxZG/uxAuf04rKn8bxklbSyLccNM2P0H+NcLA7yopzjIxj1rYsdB1S/UGG0cJ03yfIv61d30BU4rczdW8Uau0zqsogjY8CIYx7ZPNcvqu7VIWS7kebd3diSD7V6sfh5HdRD7beEMOQIV7/U/4Utt4a03TCQlqDIOC8h3H9azcJN7m8atNKyR4x4euprKeawmJYQEFGxjKnt9a9BtHLqCOjDmuS8Z2z6Hrc1wkW6K45PsR71r+HtbtbixjDscKM++PT69qlrUuE00ZHjyxll0mRI0Z2WRWAUZJ5qv8L9KW01eefUbRt0kJhjSROMH7xIPqOPzr0GW8gW3W9SySUxNuATGSB1H+1/Wrt14mtruBf7NtIliZciR1GfwHb8a0jorGVf3mpWOb1jwncaLI+qeGboW5HMlo7fIw9Bnj8D+BrJhTWfE8vmeUGdFG5AQqx5+v0pNXub03LLdTvIDyuTxj6Vv+AJA39o5xhfL/wDZqi6crE2cY8xb0XwRqktsDPJbwoT/AHtx/IV0lt4Gt15ub2WQ+kahR/Wr1nrWnW0bx3F9bxkHIBcZ59qbceMdLg4j86c/7CYH5mtUkjHmk2UpvA2j27ecsEkgJ5DyEgflirlpY2tiALS2jiwc/IuD+dZd340uZo3W3tIUBGP3hLH+lcLf69qs8pSa8lAHZDtBH4VLkom0ITno2dX8SvEkthpNgbe/8h2uCk0aNhiNvHToM1yDrZ69qGma0fN/tCAYll/gmUD5WP8AtetRaebObUFS/t4riOQEYmXcP1rRh0uDTIjHZvJ9nZiyxs2Qv0qee5v7JKKi1qjQnbC7weory74h2JXUIL9QNkiCNsf3hnH6fyr0ubPkAVwfjeQvpscWCxMqkYGegNKErSQ6sb02VPhtqllpOrXct4zKJIViVgMhfmySfyFexrJHPEssTrJGwyrKcg1w/gHwvpeo+EZre/jzdTymXevDw4GFwfzJHTmpHOueBp1tZIlvtLkfEUgGNpPv/CfY8HtVzV3c5IPSx3d7rmm2JInvIlOfuryf0rFuvH1jGcW1vNMR0LYRf8a84LZNPU+1Zuo+hrGgup6NZ+PtSuIhFFHBbqCQCBub178fpUVxql5fN/pF3NIDnhm4/LpXM6DpmoX92IrS0ll3DIIGBx7nivRrHwPOwH2y5SJeuyL5m/PpWkbtCkoQZyk8SzwlGHFZEGjajcTGOG0lfB+9twv5mvaLDw7pmn4aO3Dyf89JTuP+Aq1fW3mxh1HzoOPpScE9wjX5djzHTvA0ysst7chMc7IuT9Mmu80vStLhQPb2yiVerP8AMwP1NRZPIx+NNjleCTzFbBFUrLYznNz3M3xh4D0/xVbETL5dwo+SVRyK8tX4K6pDdc3CSxq2QOgI969yOsWKW7Sz3McW37ys3P4Dqa53U/F2Y9mnRlSessgGfwH+NUzJJnmXxEtb6yttFhvcCVBL06Y+WsPSLvcQucmt7xiP7REE1w7zOC3zMx9q523e1shuyM1m0bQlbQ7WxZpFCgda149PTaHnnCjuBXJaZrMS4AI+tdAt6l2mC2RjpmpStqzojK+x6F4eTToYgLVItx6tjLfmavX9vtYzqOG+99a4Tw9exafc+UqBVY5GK9EinjuLYliu3HzEnjFWpX0OerFxkY5JK+lLDeGzJJOUPJFc3rniyy0q6kghf7TIP+eZ+X8/8K4bVfE1/qeVeXy4j/yzjOB+J6mhyS3HGlKR69deKNJgjVkuROzdEh+Yj69hXL6r4ourtmSFvs8HTCnLH6n/AArgNLvfKuPKLYSTgexrXluo0HzSA552ihSuhSpcjsVdZtgyG6QkuDh++R610mn+ArZAj3dzLIwwSkfyr/jXD6lrqrEyKBhuK9nViFGPQc0kle7CU5JWRr6fo+m2EafZLKKPjIbbub8zzWkOe+aqWUm+zjOeQMVaU1pcwJKzdTtwU84Dp97/ABpt/wCINO07KzXAaUDPlx/M3/1vxrk9U8W3l4jxW2LaI8HHLEfXt+FLQuMWzG8drp1xo8i3UiLKB8g/iz7CvGNJ1N7a7eDJVdw/nzXVasjw3kyO7Oc5DsclhXB6gGttQLr1zmpT5nY6XHkSdz2jSr6OWADIKkYxSTbLORiTiIklSOxPauU8K3/nQKM117RpdW7wyjKsMVGzLdpI5bxFq8LW6BTl1PWsfSb6SYzhZGC/LkA4B61W1+wubbUDbFWdmOUOPvLW94P8I3WoCcieNNu3fkE4znGPWhq+25mny6MlsX2T8dSP5c10sIkn4UMzHkKvJP4Vt6X4H0y2uIZLlpbghhuUnap/Ac16FaWNrYoEtbaKFRwNigfrVxi0tTOdVX0OAsvC+rXm1mt/JQ9WlO39OtaNx8O7V4xPPdSSSL1WNQoI/nXcLTj0qrIn2suh5L4psbPQ9IQ2lqoDOAz9WHvmsyyuhLCMnPAruPGOlrcadPHj5WUlfavJNGvWiumtXPzRnaRWc0dFKd9zr5mDW49qPDEGnT67cJqaxmEWxdTJ0BDD/GmJ88LLWWp8vVY3PTBBrNbm09YNHW6hqGn2KP8A2JYgOOSx+UN+HWuI1HW73UAUuZiVzyg4H5VtNPsyzEYzxXIa/eRQ37lGB3jcfrWk720OWmknZnTWXgC4fa15eInqsS5P5muo07wnpVioYW4mkH8cvzH/AArWx3POKeCeCCORVJJbIydST6li2ZYJY2HAQjA9q6IH0rlsjGa6G0m821jfPbBp7kMtg8c0FvSqV7qVpp0e+6nWPPRSfmb6DvXJ6j42kfMVjF5IPHmyYLfgO1FrDUW9jV1+5ttIUXE8qRRt0ye/pjvXAav45klDRWCbV/56uOfwH+NR6mTqaS+fI0srDqzZIPauIkYqxB4xwRUzk1sdVKnHqaA1Kc3n2qSRpZCfmLHO4eldEJxJGsisuwjOT6Vw0t0kakkipPDUz65r50yXVJ7SJo5TF5abizKhYL6AcHk+nvShdhWstTpr6NL2F0Qg7Bkke9cNqVnJBMd3Sum8BXc+pQakbhzJtWLG7tndUPih7OAsryLvI+6OTVW1Oe+py0F2YnAzXW6NqAOAzV55NcnzDs4HvWlpuoOjjnmlKOhvTlqero4ZQ6nkcipp9Uu5kEc0zGJeidvy71y+l6iXVctW7kSLkVCdjdpSRQ1tEks1nUYMZ5PfBrmXnVBya2ddnlitZAM4KkY9q4Oa9kfhj04ptXZKlyqzNWfUzG4KZyDkYqRtZmkCnccg1gKXmlCKCzscBQMk1sPpF1b2LXM42AEBUzyc+vpTSsYzlcjVLm9DiOMvtwWPYZPrX0RLcJBFuZwFA5JNeO6ta2tl4YhvtL1S9kie6+zYnhWNLghNzPEBztU4U7vUe4D9Q169v+Lm4Z17IOFH4Cm3y7majznq9v41061glii3XUysMLEeBn1b8Kyr/wAWahqCbRIIIj/BCSMj3brXn2jTM14ybgoZCenpzW4LqGPI3ZxnBJ4zTUrobgosvOzP0IAqKWSKBRvcswHr+lY1zrUaKQpYdwQOtYeo6y3Ks+4noAefxpXLQ7xJqsTXMbZGQCpx39K4i+mM8xapr6cyTFsnknrVWGJ55cKOnU9hVRXUUpXVjoPC14YJhGTwTXqNrIJIlYd68tg0/wCxWAvAWLpKoJ9iD/8AWrvdFvBNaLg9qzluaQ2sW9XsxPHvH3l5Fa3gIhTqCk84j4/76rndPmTUfFr6Xf6ldWttJJsSSOWONY+5LF+MYzx1JwK2vAcM1trXiK2mNxuhlSILcAB1AL/exxn1xxTUWtTKrJNHeKzA8ce9dFFJvjRvUA1yss6xKdzAAdeacPGOl2tlGolNxONy7IuQCD3PSrRhY60GqV9rVhp6nz7hd4/5ZodzH8K4TUPFt/fMUib7PCRykfUj3asJ3kdsr1J607mkafc3fE/ia71Gylgso0gUDIc/Mx9vavEre6e18Sq7sSJW5JPXNelTy+SrM75Az8oryvxDIkeqM8R4WTIx+dTuzaNorQ9ctfm2kdCKiu7fynMq/eHTNZ+g6iLi0gbcCSK3bxQ9uGFZ26mvNdWOE1DWCwAEhJ+YMPcVyt7LJNcBeWY9AK1NW0u4RriVWCRiXAY9Tk9hWhrfhO+8MaPpeoTvOtxfGTzYzGR5OAhQE44Zg2cdunUGtEr6nPKVnY9tUdB2pAxDsKKKDAZcMVXIrL1DxDqGnwLbW0ioHfl9uW5HY9qKKqJSMCW4mlkEssjSSN1Zzk1EV3sAScHrRRUmy2GXJ8mNigAIBx7cVw2qysLy5xxzmiipkXDcwppnYcnvUOnarc6LqqahabPPiLBd67h8ylTx9GNFFXAzqGpolxNaWcqQTPGsu3ftOM4zj+dQ3nzFi3J96KKl/EKOxg3HDmn2zEOMHvRRWnQnqddpMjYXmuts3YgDNFFYPc7Y7BqEaS27BxnivNdUhSK92oMAmiinDcmpsb2gWsUN5G6r8xQncevStPXTjSP+2i0UU3ujmkZ+v+Jn121tYpdK062MCrHE9sjqURRwgBcqBzk4HJ5qKiiiqVR6k9lI6X8e1iMnHHoRVq6vZoncKVAGAOKKKIbDnuY11NIyuSxyvSslpGY5JoopoGUZvmlwa1rGJI4flXGTzRRVvYmO50PlrJ4fvww6At+IGRUvhmRgqjPFFFYs1iTTay2l6rfRmwsL2KWUMY7yHeAyjggggjqcjOD3BrZ8N6zeONc1OVxJdTvHJIzDqx3dhj8qKK1WyMZbsz9Q1q/1PP2mclM8IvC/lU2kyt5EicY3f0oorNP3jVpKBsA/KW6nio7i4kikUKew/WiirM0c1rd7PGh2tjj+lef3cjSSMWOTmiiiO45bHY+E7mUQxru4DYr0NXLWRye1FFSzSOyOS1/ixf8A66LWDqHiDVNQsYNNu7yaa3t5XlQSSMxLPjOcnnG3j0yfWiinDYxqfEf/2Q==", 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", "info": {"video_id": "24545", "label": "putting swiss-knife next to music-player", "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": "50860b8af46736f299ea500877565400efdabee6cbd0de3a431e1d4ed7d1f59b"} +{"episode": 40440, "episode_seed": 1570368810, "split": "train", "timestamp": "2025-10-13T03:16:13.113840", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1570368810, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "96659", "label": "showing that a bottle is empty", "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": "96659", "label": "showing that a bottle is empty", "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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ke8u6oWC+gHBOfagDEn/hqMUMxYDJzSUDOz8Lxrdo27BMa7setaVretBdeYxJVvvLXK+G9U/s7UUL/wCrf5T+Nd3caPDMPOichW+YYouO4l1FY6nCWQru6HNY76VDEw3ldq9AaW+tFs3XYxywJbms6SSR+Gdj9TTEbK3sFshWIb5QvygdBVVTNLcq7ZZy2D+NULchGxnHuau2999i/eucgBtoPckdaBFHXLwpA9uGyWO38M1zoqW8uDcTls8DpVdyQmR1pMRLVOur1vQ9JtPDVvq2l6jezhrk2ubmARrcEJud4hndtU4U7v7w9wOUFA0OBIPFd7oFwmq6UbUviaPkVwNXdL1KbTL1LiI/dPK+ooGdm2jXCsRlQD3z2rLnhEdvuLZk3bMemO9dPb6xZ6naedDIoOPmQnlT6VgSN+83cKT2IyD9aAKROMockg1ctyyBZQwLnoB2NVpIy7liNxJznpSTXMNmmWbL/wAIHamkIsa3dx21vHFD94ruPP8AEf8ACuXzmnTztcSFm/AelMXikxD84qG4/hrd8JafpeseI4tO1a6mtoZztWZJo41jPcsZOMYzx1JwO9ZWs2jafrN5Ysk8f2ad4glwAJFAYjDAEjPrgkUDKQrr/B06SSPA+N+0hc+tchVmwvJLG7SeM4KmgZ2LrLb3OSMMODkU9NWu4zgNsQ+o4rfs7i21WwS4j2tuHIPY1j6uFSVUAAwp4/GmBUk1e6fIZVX0OOtV1ma4kJkYsAvc9KrvGSuN5xngelLAxiYhRuPei7EaltAlxMpV8bMuwPZRXO6xeebJ5Sn5c7sfyq9dX/2KN1UjeylWx79q51nMjlmPJoYhRS0xyQuR1rovEXg+/wDDfh7R9QvDMs98ZPNgaMgW+AhRWP8AeZWzjt065whnKUUUUDO88C3EksMtu5BjBGAa6dUW1m3RKF3cEdjRRTGJc20UsYkIKk/3TxWDef6PnZ+tFFCEzKFzLLJ8znlTwKj1O7mW1YK2AwDED1oopknOqSetT6bqtzomqJqFps8+LcF3ruHzKVPH0Y0UVIyieAKSiigY4dRXofhHULi400xysGEZwueuKKKAGa7/AMffHHyismTgA0UUwGxIHZie1Z2qXEhIXOBnHHpRRTYjMHWlk4TPXBooqQNnXvFsniK3t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc/RRQMKUUUUASRzSROGjdkb1U4q5Fqd10Lg/UUUU0A2bUrk8bgM+gqqXZ2yxJPqaKKGIM08dKKKQF/TNebRjPGdN02/imZXMd9B5gVlzggggjqcjOD3BqjqOoXWrahcaheymW5uZDLK+MZY8ngdB7UUUAVqKKKBmtomp3VhdqsMmEc4ZTyDXSXs7zy7nwTtoopoCptDjBqtcTvAjCPAooqhGDJK8rEuxJpq9aKKhiFk4Xj1q/f8AibV9U0m20u9vZp7a2leVBJIzEswXqSecbePTJ9aKKBn/2Q==", 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", "info": {"video_id": "96659", "label": "showing that a bottle is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "96659", "label": "showing that a bottle is empty", "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": "af730657b21dc705019beb1eb17ef413dc748874308972c8a9fccf6cc81c9886"} +{"episode": 40441, "episode_seed": 37847967, "split": "train", "timestamp": "2025-10-13T03:16:14.390515", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 37847967, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 empty hanger out of clothline'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "65551", "label": "taking empty hanger out of clothline", "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": "65551", "label": "taking empty hanger out of clothline", "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": "34dec2939e02e3eed285a50249c3a23fa2171bd36a7decba30de2ea8b9852df5"} +{"episode": 40442, "episode_seed": 720026597, "split": "train", "timestamp": "2025-10-13T03:16:17.775675", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 720026597, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 napkin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "7243", "label": "folding a napkin", "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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hXnYlgM8ZPNWYk06IgiO6nIPBdxGPyGT+tIEWfy5SSsckjHIGSBn0rST+z4V+W3kl95X2j8l/xoRHLdk1te7HUx2Vunuylz/48a7jSI9S1ZFhgu5LdcZGAURj6ZUCuDj1a4R828cFuB3SMZ/M5Ndn4MvL6XV7e5uftD2yKyvPLnYmQe5461aXUls2j4c1FbRzeXMEEY5LAGVz+Q/mRXLXMOjWd1uVLu7kH8UjLGn5DJ/Wu+1LxxoemX6Wc9yfNYA5VcqoJ7nt61dbRtF1cJd/ZbeXcMrIowG9zjr+NVYLnluo3V9KTHp0HkkjjyIsuP8AgXJH1zXOzWUzTGTUb+OOTuCxml/IZx+JFepeIPAuo6hAVstVXYBxBIvlr/45x+leYz6HHp80kGpX6pLESrwW3zMCOxY8D9ahqw0c/rSRJue2aR1AA3SABj+A6VZ8Oa5bacxiubdZVIOWYkHPvjqKtXhsJofs9taqinqzMWd+O5/wFcksG2aSGUkEHhhWU7m0LM6O3gUGBpFLRkAsEYAn6GtF9QaNDHaqtumMfuz8x+rdaybSQPYASMRt2gNgnaM8nFbmlG287MEJkVT/AK2Ycsf9leg/U1V1HVhGm5bEunab5sSy3FxHbLKcRs+efU4HJrudHbTdOdVjjUkDJu9Qwqg9tsfQe2cn6VjWgVjkoNw43gZ2j0FR6zp1neWR+0zXESAgiQtgZ6DNZqtrqbSwytpudvfaVp0CT3+pXSXl6ImePz5Bg4BIAXPIrivC2u3Vt4lt5bi5keKdvLkVm+X5uBx0GDiueuUkdk3zGfy0EaSHuq8CnxBgAw4ZeQferlO70PbwOXwVF82vMvuLnijRJ7XxHf8A2qYxWqy7lmkOSwPICjqx5x+FYk1yixmCzQxRHhmPLv8AU/0Fd78QNNn1az0XWLWMu08IjkI6LxuBJ7D73NcG80GnpttnEtx0M/ZfZP8A4r8q0Z8w007MRYIrMZuAHk7Qnt7t6fSqV3H/AGhLIJvmEnBxx+XpQd80uSMZNXBbfJleoGcUWHcreHtOeyurtWCybwgV+4xnP412VnZbgAen86oaNHGRjb9wDpXQxsI1PoK4qr989LDpezTJXuIbG2LSOsYGBk8AZOBXcaDqenTj7JZTLIIfkJXoTjJrza5WK4mWa6x9ltwZMMeC3qfpU2ia3Ja6/C+xRC4CMEb5lLcoT2H0962oMyxMbrVns2Qq84rzn4kaXbySQ640LzmFBE8Q4U8/KzH+6Mke/FdO2u27uIVfMpTfs746ZqcQxX9q8cqCSGVCjqe4PBFdR57PBv32qXbSyONqjLuR8sa9uPT0Apl5dKuLeBSsaNnB6sfVvf27VpeJLWTS9Sm0WKMxxW75HOS/o7HuSDx6VlRWhL7ic/WpsNESIyneRyOeasy6dbzW2JgHdhyeo/KrkUAa0uJGI2oowD3JI4H4ZNQOSQCQOlJlIy0sYLRj5cSRg9Sgxmrdtb3FzF5irtj7yyHav5mqzD7fLsjbECn5mH8XsKrNc3F1MDLK8rngAnP4AUmaQjc14jZ2l5CfNeebeOYxhFOfU8mt61u5l1qW1EcKQqxk+WMBm4zkt1PWudTSbhZFe8kFpnBVWG6Q/wDAByPxxW8jhrgzCECRhtZyTkjGMY6VE5pGtOF9u5bZpZvD/wBmO6OSRWhUyE8lzncfwrsfBNoNOMdnH0SAbz6nt/I1z1qpvp4DOXk8r5t7nJJxgE12Xhq2aK9vJJOrkbcH+EDA/mamm+aQVVyQsdOoryj4i3VpH4pJNv59zFBGg8zlEzk9O5578V6up5xXjnjJrQeKNQu7qUTMZcJBG3QKABvbt06DmuhnIcw0F5qDtNLNhRw0rthVHp/9YVS1GKAOkcBdgq4MjDG4+oHpVi+1CS6YAH92v3EUYVfoKg8t2wzjOamxSdjjLky213IzIRJG4I9DXpnge7RvDGvXSPndbjkdM4Yc+9Y9zoyanbbpFReoTHX8/wClTeH9POjeHfE4L5WVIguRyOWqbWL3dzNgCfYo0lkERDAbyCQuSecDrV6CXTY8DNxdH1wIl/qaySkl5fKlvHuaTlY06VpR6XHbrm+voIccGOE+a/5DgfnQXG3UnXU3SX/RYILYf3gm9vzbNbOntqOsyCJRc30gwQvzOBg5+grFju9PtXH2ax+0MOkl42R/3wuB+ZNblp4iu2UCedhADxBEBHH/AN8jA/nWi2MJbj/FGnWGoa1dyLdiK48pSilch5CM7c+mB1969R8HRyReGrJJfvCJSfxArkLbTrTVbMs9q8F/FAABKhXCtuCkZ65Gea9C0pEi06GNOiqB+VO4rF5R8wz0zXz9qlpC2q3l1fXi7pZ3kENvh25Ynk/dH617pq1z9i0S/ue8Vu7D644/XFeDLpUwCy3ZW2jblTL95vonU0pAQDUI7ZSLO1WFSMFz8zke7H+lZN7bqgcSxcSAHJHI9DW613a2rD7NDukH/LacAkfReg/Ws26Z7ydpJGaQv1LHJNZuN1YuLs7mVp9u10yJlhGPvf4V2enWG1AF+X3HYf41T0vTY7aMDHH863oTtUADAFcdSfM9D06VPljqTS3ltpdg8sm1UUDrSQ67p2pCOzSSOYSpuIPQ1R1Sxj1CJPtChoI2DbCeCfeuYvbyC116yNuAFilAcqOFB4wf0q6W5Fb4dT0eXRkutIuNqIj7d64HcCuMU4AIFeg6bL5kHLYwvPuKs23h/TI4lmksY5JQQc89c+mcV0Sjc1y/MI4ZOM02h82lzX/wxewfJuIYMgepU7gPy4rxw27Bs4yT3r3+xvVOova7G2um7kcEjqPy/lXmGseH3stYvYeIbWGTPnScKFPI+pwegrVbHkzd5N9zmIbdiyoqlnPQCrkkaWdtLG2155F2nHSMZyefXjFSTXaKGhsFZEIw0zcPJ/8AEj261l3d0kCbQN0h4CjtUtgjW0aQRiU56hf61oy3gC8nk1xy6hNp1k8j482QgIvpVGAalq8rK1z5cIGZZWOEjX3P9OprmlTcptnZTrKFNI69riz1+C402K7AI+8y5wD6n2HU9q6HQ4dL0cfZ5LmCe9uVaZnyG34//XXO6XdWun6c1lpqmGyfAuZ3H7269j6J6IOvfNbuneEofEtyl5JbR2VpbjBdF2lQe5I6sewrpjBRVkc86jk7s6p4ob2zgkjkEdxGA0Uq9VPp9D3FaNjqYjV1+XjkjPQ1wOuQ3Wjzxpo1zIkeNkUFyfNZwOrM3UfyHAqlBr+pIzia2VuMM8EmPxw3+NGqM7JnVfEHSxdxWWsRDBdRDNj81P8AMflXIQWKiMySt5dshwzkdT6L6mu7tdXtdQ0QQ6hmOFwIm8z5Oe20ngkYzxXF6vJvvZF8xPskDFYRH9wL6/U9zVElO7uBLGQqCKCMEquenufU1hu0l+pgiZkjGN7eo9KfczvqEvkQkrAD8zetdT4Y8PPeyxIkfyZyue47sfb+dZlIk8KeFmu5kYx7YYxuwR0Hqff0rFTZp1jJLaQLbyMvXdudR6lj0/Cvb7GxisLIQxL2JY92PrXibWZktJUlySxy3v7VM5qFrm1Om53t0JrJI7tBMnzbud5OSa1I4AmB+tY2kJJaQOvLIp5b39Pw4rQGqLnBGfYVyyTTO+DTibVsfJ3MOwzXWWzPbSWJjYHcW3/7Xy5rkbC6Tzo50CP5bBirDIOOxHpXR297DcRxMjAmGRxxxjgjp9DW9F7nLik9DsUkAHm/wqN35DNfP2ogXN5LM+cu5fA9Sc17Te6gItEunB+7AwB9yMf1ry2HT3urgR28bTP/AHVH8/Surc4jCS0BG8jFWYLXfBPK3EcaE5PQt0AHvz+la80VjYufOcXdwD/qom/dqf8Aabv9BWfe3slzFiQKqoCVVeFX6D+tJsaKglAiVBxgfnVfUbgp4dvowceZJEOO+CTUL3qkMkQEkoXIHaql0s66TL9okDO8qHaOigA8D86gsyI13Ou4kLjmtGytJ7o7baFn+g4H1PSoLKRYZlke3ScbeEkztz6n1rSmv7m5j2SybY+0UY2qPwFAJli30+zhcfb7zL/88LUb2/FjwP1rrNH1G00+RTZ2dtZ463En72b8Gbgf8BAri4UkeVEt0O4gfd5I/wAK6fSNP0uCdX1S7Mkg5FvB8zfix4H61aM5HY6ffxalrLSRmYo0Sl3l6yOCR354Bro9FuCDOjvuHnSY9sHpWFcaxp9taWqW8UNtH5yjZnLNnjljyevbAp2l3G66mZG4LM34k0X1GtUavjXUHsPC8zQybJZXWNSBk+p/QV4jObmedpndyx5LE5Y/jXpXjq6aS2srPPXdIf5CuG+xbsliQBT3EZCWzl+elWPswRdy5wOta0Gnz3QPkQkqBy54Ufj0ouYo7O0eLzEluGYEtGcqgGeM9ySR+VJjQy5m+zKAOtUBqbIxLyYHWjxNcx2r4VsngAe+K4i7ubmUlfM2oRlmrhVJ3sz0510lodVfeJnnH2GzDPPL8oC9q6Dw/p+j2um3UEvl3uozRFGYjMVvkY4/vuPXoPevMbYlcrBlQfvyE/Mw/oK6fT2f7MiITHBjkjgv9PQV0wionHUm57nYeENc8+NrWeQNPbkxSEchsfxD612ljrds0hjE6MR1XPI/CvJ2WTTdQgv7SPbGmA4HC7fSvT9Pa31K1juYJFKsOoGapGTR06vETFcL1Qg59q5j4l6cX+w32WMYzEy54B6g4+mR+FdJYBAqiYgJEpZmY4XHqa5Xxr4s0jWNEutKs2e4ZiuLhOI1YHserd+nHNWSeZXV9ucwWoDP3YdBT9O0yS4mPl/O/VnPRa1NH8OSXZBRDHb55cjJY+g9TWnp1hMniu40s6hPZxxlzEiKGyypuAP5Hk1NhmB4u0EaXZ6bNPlEl8wlj95sbeg7da5Y3pk2RDMdsvIjU9T6n1PvW34p1bUNWitTfXctwEDbBIc7c4zj8qwbK23uGbKxg8n19hSfZFo67w7BHdzrPdyCK3i5LYyFHoB3Nd+PGdrbWoihhMVrGMQW6nLufVj/AHj3PYV5yblYbREC7V/hQdzToC5fzJPvtx7KPQU0xSRu3d7Jd3LTswM7/eI6AdlHtWvp2nwva/b9QGy1BwoHDTN/dX29T2rLs44IVSe7UmLqsY4MntnsPerlzqEt8wlnIUKu1EUYWNR0VR2FN6mexfu0N/GGZUVFXbGi8JGB0A/x71w19cSalcNbQErAh+Z/X/PatX+1TeNJaQOfJXiR/wCgrT0Hw19tcSGNo7NDjjq7en1pDKvh7w2926ERN5WcIvdz/h6mvWdK0yLTLYRrjeR85A6+30o0+wSyhA2KHK4AA4Uf3RWV42vrrT/DMlxZ3DwzebGodeuCeRTsM6I4wfpXj8sYWNwR61J4h8UXmj+HE1W38RalKpn+zKJkVBcMFyWj77QeDn1H0pLtgLcknkiuXE9Dtwf2ivaT28ej3IkI80khF+gyT+OR+VeeXuuSx3+2HJjXjg9a2b+++z78H5mQqPbNcdId8pA4H86te9FXJlLkk1E6Ox8VG3nX5nA9ccV1lj4ldmEqEE9SM8GuCstMDjfcN5Se/U/QVqIsa6hbRW6tDbswV2c5bJ4z7UuTqhxq30mewQ6tb33haWe7EvllwjJFwxIOcZPTPrXN3OqT3CG1iWOysz1hh43f7zdWqzeQ/wBkeGLe3lmLmWcuWIxnA6VzV1LK8TbGEfb3/wDrV0Rempy1EuZ8uw68u7e0+XO5uyrWVJ594f3jGOPrgVf0/SZLuZUt42nuH9un+fU13GjeBzuD3IEsnU/880+v940mrko5HSPD8l2E2RtHGf4sZZz7DvVjx1oH9i6ZpyFArTs5IzluAOp/Gt6CeW28cXelvq13aQmXyklikjQRjgnJcYAxngck4Fcn4qvNRur1rS/uLmX7LLIkaXGNyc4wccZ4HTilYaZh2NpLcbEhTcxXJ7YFaL2dvbxlXmEsvdY+g+p71Sh3ISM7V6dcVYbcsZ2KFGPvN/hQMrtcOBgN5aj+FeKntpHxlfkHr3NVY1zJ8is7HvjJq5HC6jMjLGO+eT/9b8apCaL0ZZ1JGS3XJOTXZ6HeZkhCYJlGWA7Zrk7Ka3UHZEZCOhc8flXV+ECJYp3ZV8wTFeB0XqB+tJgiTxLBBNqCy3eoQ20SRhQvLyH1wo/rWM2o2EKn7BYNM4/5bXp4/BBx+ZqPWp1l1a6kJABkIBPoOP6ViTavHb5jjBdj6DA/OquTYv3d7d3f/HxOzKOiD5VH0A4rNu72KNMPKC3GBnOBWRq93qDWJl3NCpYdOD/9en654Y1TQtE0m+vJLg3F6ZPMhMZxAAEKBjj7xDZx2+oNS7jKfid2Oq26E/KsII+p5Nc7KxkZQx4HAooqHuaGlpkEc0+1xlVAOOx+tdLaxifUYoXJ2Hrj6UUVSBmnqWJNMeHAWNACFXgVl6Vq19pWRZ3DIv8AdPI/Kiip6iEGv6r4j1VrLUr6V7RcnyEOxGwO4HWun8P6bbahqsMM6nywD8qnHQdKKK0WxDPTtJtYFiMixqCjFEAHCgeleY+IL6bTfHOo3cG3zY5227hkcrtP6E0UUkDOM1VBiBewyP5VQsWLzKh+7wcUUUnuVE1gTJM7N1Q7V9hitHTY1muwJBlVUtjsTx1oooWw3uaLTPcASSHJ5AHYDPQVR1q6lhslRGwHOD9KKKroR1Luh2MLXNpbYISR13kHk5717LaW0MDmGJAkcACxqO3HX60UUAty2eCPqK5f4hn/AIpKT/r4i/maKKYHz/458Vza7epYz6Zp0AsyscMtukisqAfdALlQOcnAzmvR9QOLQ/7tFFcuI3R24T7R5/q7EsRmseE+XIWUDIGQTRRVrYwl8TN7TlErBn+Y+9b09rEbLft+YAkGiirQje1yeSfQ9FeQ5Zo2J+vFZNjAt7fQxyltruFOKKKozkesafpdnp0sdlawiONgSzD7zY9TW+AI0AUAAA4AoopgePeIdVbT/FmrIbOzuo5bncUuYt4BUcEcgjr0zg981zt/cy39493cvvmmcu7YxkmiihiW5DGq+aeB1zWjLbRjSpbtgWdOik/L+lFFSUjLuWMMcYTADjJAGAPwH9aRMugLHOOntRRVITNGz6V1Xg+Rl1C6QH5TEGx7gkUUUxLc5J3aWZ3cktvPJ+tQuAJgdo3HvjmiikhslvrGK50aaWQtuSSPGD6mq0mrX1/ZQaZc3U0ttbs0qB5WYktjqSTnGOPTJ9aKKGSf/9k=", "info": {"video_id": "7243", "label": "folding a napkin", "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": "9aa2267b62ae1e74b447daeaa42a0d9f3884a57de4333dfd86bbb054ccd85691"} +{"episode": 40443, "episode_seed": 3629412507, "split": "train", "timestamp": "2025-10-13T03:16:19.923181", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3629412507, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking match box 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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"info": {"video_id": "16370", "label": "taking match box from floor", "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": "16370", "label": "taking match box from floor", "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": "16370", "label": "taking match box from floor", "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": "a133e6dbef51b237075e80f62b3ba2124804e947db1bca14e6f09103756a3ec0"} +{"episode": 40444, "episode_seed": 3260673979, "split": "train", "timestamp": "2025-10-13T03:16:21.359691", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3260673979, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "206839", "label": "closing door", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "206839", "label": "closing door", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "206839", "label": "closing door", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "206839", "label": "closing door", "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": "b9a9ec6f412e42eb11b69f2d463770435eb173c1ef0f5a03b74d11d75d0cdc3b"} +{"episode": 40445, "episode_seed": 609521215, "split": "train", "timestamp": "2025-10-13T03:16:23.443209", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 609521215, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'plugging a charger into a socket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "93394", "label": "plugging a charger into a socket", "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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WoXAikzzlcfieKkt53eaFB7ySN6AfKormpNamdfJjABMmRgcn0FbKO6/6MjqGVR5jscdP89KHFlRkmi+Znmcww8tj9Ky7sWUNxvmaW8lAxhDsjX2z1NTNJtjMUGQh++xPzOff29qqMinJGOBzVRVjObuSQazHt2pbRp2IOSfzp0tzDMOC0efxFZM8Hz7ojgimR3HISQFT6etdMJJnLKJ1/h25+z3CMH2Z75qkzAXs3ln5d5wfXmodPlZXwMe1OkJFy7KMc4I9ayk9LGsVrcstKyoeAfQHqaozSKQAuMDt3qZ22nI5HcZ6VRdt9wODuf8AIVnY1RIpycgEr/KkngnjAkMMgUHqUIzXSeG7aD99duAxiOEyRxxnNdHaul7OtuZG+YEtG4yBkfr3pO0XYqN5K6POvNYAHHy9enNMeYYyeTjp61c1WOKG9lEP3AQRnpWdKQ249QTnpVNWJTuQ+ZwdxOD2FPVUcBsEg8egqsWAk657cVYVmGecE9j0+tUjJkljEI7gtjrXTarcrPo9om8syOQq56ZFcvE2HyuCfbpmteWQvZAEcZAGO1VfRk21THRuwQc8/oBUc0y7stgeh7VHGSUIY9O9Qzv+7KMCPXBrI2iRsctjnPtSPbtdQ7BG7EY4AzipLNBMyAjbuYKK7sfZ7GJIYwY0Vd25T/P1z60norspPmbSPPolNtmLaVb3FPM5HB+vpXXeIbWI6VDcs2+Q5w2OTgjOT6Vxj/xLnvnpmqtdXJbs+VkUs2WCj86RWR2IOdxH+cUybAJPT1pI2JGB07n0NNEyHy26yKAF9uTXW+GroW1xGwfZnvmuVZ8j5iMdvXPrWpp0rrJjjHbNaRdmZSV1YndgL2fyz8u9sH15qSSZlQjr6DuRVWVity5Ud8Y9felkbDZHI6Yz0rKW5pEgmkBACngdu9Urq6FvFuJYBiQCB0qZ2ElwPlO5+PYU3U7Fp9HlniUt5MgJx2XByaEurLcraEGig6trUFp9qEIkz+8kBIHGe30rZvLV7G7kieRGjRuHUff9xWD4SjMniK344AYk+nB/rWvqTqL2RlJIJByabV9EHNZXZHc3eYwMAKo4X/PesedsncxznsKvTkMGPUE56VnyY3HnntikgZajEckanGcjHoKnsECXLN6471Ut2bYRkA9Of51ZhOJCUwTxz2q0zLqdRqlys+jWil9zI/yrnpkVQidgg5yePoBTZpC9kAR3AGO1RI2UIY9OhqZu7HBWQ+aZd2WwOOD2qgzZbGTnPapp3+QowI9cGo7aMSlAcruYKM1KjdmvNZXOcSQW+oB3TOyXcR9DW9FM5d2MZQud4U+//wBaq3iPTJIdalSCBzH5atkDI6YPP1rpby1X+xbeaT/WBMH1yAAearR2J1SZj+eRwfqe1VZp8sFBx71I55Kk988jNVJ8ZJPHrS2dgvdEqurtg5JI/wA4pJrdZFChfbJNMiYkYH4n0Oandsjkrjtzzn1qkZssQyqBkkA9cU8yYJYcnPf+dVFnRtoXnbSOxYgZGD2oKRYeZiucD645piEZG081XMnQ4PTH0p8MhV1xgfNgZ/ve9JaMp7G7peqLZtIki7oZPvgDpWv/AMJLHAodHDOFGNikfN369BXHCXJZSdrDqDxTXfnOe1aulGTuzKNWUVZE99dtcTSSNjLHOB0HtVXzAEB3Ek9KjMgZWHZeWb+lQb9qhvvd6mpbRIqnfVsdJx6cd6kjkDIM8+9QGTI64z2rS8KaRBr2v/2fc30lqGikaMxx7y7qhYL6AcdT6VCGyOEgMRg49T6Vc8xSmA35Vk2Nxjc0hySARVzfxgYHPemJFjzWBKgDv+NQtICx3cY6DHH51Duwctzu4JFN8wkr8vPQbv61JaL8MmzkHGDkH3FdLF4hiKbpNscuzDblJye3I7da5ITYiDY+UMQT6GhnBH3gfoa15VOKuZKcoSdje1nXftkC28eTGvcjH4D8a5xnzLy2M015QoGTx0qGVvnwflJ5KjsO1DSjGyBNyldj3cP05A7Goo32SDOOe1N387cY96imc7chjWSNGXQwIyAwI7D0rRhkC4JIHfFTaxo2l2nhu21TS9RvZ1a6+zZuYBGtwQm5pIhndtU4U7v7w75AorOh27edverRFi20mCWHJz3/AJ1HJM23JA+uOagdy2BlcHtUfm8ZAOcY+lSy0WEIyMHmra3QW1ubdyRHOhDEDO0kYrPhk2uvRfmwM9m96c0gbcpIUjgqeDWkEmrMibakmiLR4xpd6bkzq52EAIDnn60+9ujOzuQAWPQdvaoG2qc5qFpA4Ydl5JquVLUlyctCfzPkBznPSq0g+n1pN4Cg9e9IXyM5xntWBsOhcKRn8x1q3byIZGUZIGMk+lT+EbDS9Y8Rw6dq11PbQznasyTRxrGe5YycYxnjqTgd6hlg/srW9Ss5I54zbztEEuFAkGGI+bBxnHXBI9KogumVSmA35U0zNkoAO9V9/GBgfWot2DluS3BIpMpFhpMsd2BjoMf1qWN9oznGDkH3FUvMJK8c9Bu/rUwmxEDj5QxBPoaqG4qmxuS6lBPl5H8uYwmNgynk5yOR2qHUtXFxbrbRcxr3Ix+VY7MGB+YEexqFpFTGfpVqnFO5m6kmrD3fMgycZqGRg/I5A7GkmYbwD8pxkr6Cod/O3GPeonrI0jpEdG2xxyOe1WAwIyAwx2HpVCViVyGNdLr/AIR1Hw14e0e/vDMJr5pDLA0ZAt8BCgY/3mDZx2+oOEhMxvukIOAKTeyMADxRRSKE3Fc470p5hfnoaKKRSLssSTQo7j5wB8w6njvVKOIPJtZmx9aKK1i9DOS1I7lykogXAjAzj1PvTAN6YPcYoorNl9BpG0Bh1NP03VrnRdVj1C02efFu2713D5lKnj6MaKKEJiWmAhbHIGBU5JOG780UUxITeWQZNKWLHPoaKKkos23FzMp5Uryp6HmobiBYmOwsOfWiiqgTMDGsMJmHzOoyN3NUldnO5jljyT60UUS3CI4qCc8+lRSHCkdQD3oopAza1vxbJ4ihtoZtI0y1NuixxSWqSKUjUHCAFyoXnJwMk8561Wztwg4AFFFMERh2VgAccUoYrnHeiikyhxH7mT2Iq1LEs8CO4+cBfmHU8d6KKa3FLYoJEHchmbH1qG4YrKsIwEAzj1NFFVImIgG5AD3FNbjpRRWZZb0rXn0cTodN06/imZXMd9b+YFZc4IIII6nIzg9waRtQudV1G81K9k826uJDJI5GMsck8Dp9B0ooqieo4kn5u/NJvLIMnoaKKTKQFix+hqzb8XEyHlSvKnoeaKKQyG4gWJzsLAZ6ZoCLDCZhy4GRu5oorRv3TKy5ikrsx3E5Y8k+tO2gnPrxRRUGhDISFI9DxWld+JtX1TTLbS729mntraV5UEkjMSzBepJ5xt49Mn1oooRLP//Z", 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Afpmp5yViBBGTVF5uVC9vSsjoRMHXyzubnr9apyMJZCgwyg5J/pUkkp8liGGcZBHamRFNnyHHFJFNEDWYM29SVY9cis97d7eYspJxW4xLEYpk0EESkzswOOY0Hzfiegq07MzkjGnvjLGqA8io7aMs+TjFTPHZyuSkMwI/6aA/0p0ZjRdobK+pHP41vGXM9TFqyOp8O3P2e4Rg+zPfNUmYC9m8s/LvOD681Dp8rK+Bj2p0hIuXZRjnBHrWcnpYuK1uWWlZUPAPoD1NUZpFIAXGB271M7bTkcjuM9Kou2+4HB3P+QrOxqiRTk5AJX+VJPBPGBIYZAoPUoRmuk8N20H767cBjEcJkjjjOa6O1dL2dbcyN8wJaNxkDI/XvSdouxUbyV0edeawAOPl69OaY8wxk8nHT1q5qscUN7KIfuAgjPSs6Uhtx6gnPSqasSnch8zg7icHsKeqo4DYJB49BVYsBJ1z24qwrMM84J7Hp9apGTJLGIR3BbHWum1W5WfR7RN5ZkchVz0yK5eJsPlcE+3TNa8sheyAI4yAMdqq+jJtqmOjdgg55/QCo5pl3ZbA9D2qOMkoQx6d6hnf92UYEeuDWRtEjY5bHOfake3a6h2CN2IxwBnFSWaCZkBG3cwUV3Y+z2MSQxgxoq7tyn+frn1pPRXZSfM2kefRKbbMW0q3uKeZyOD9fSuu8Q2sR0qG5Zt8hzhscnBGcn0rjH/iXPfPTNVa6uS3Z8rIpZssFH50isjsQc7iP84pk2ASenrSRsSMDp3PoaaJkPlt1kUAL7HJrqPDlz9muEYPsz3zzXNM+R8xGO3rn1rS0+VlfjHtVJ2Zm1dWJnIF7P5Z+XecH15qV5SEPQjsD1NVZCRcuyjHOCPWnO205HI+vSoe5rEgnkUgBTwO3esfV8mBGAJAf8uK0XPmTjg7m/IVZmsFuNBv5kUs6KNoHJ4IJoStqU30MTTrjNmYFhJ2yeYzDsMYrV844DduvTmjwfZzf2hMksbIkkYHzDrzkcU+/iWG4cRn5Rgina70J5mkrkElx8uTycfnVTzcg7icHsKkl5Vj1BOelVQQsnX2qUEi0qo4DYJB49Km06IRXJbGN3aoY2YAnIBPY9OnWpIWIkJTGeOnTNaIzOs1a6WfRbNC+5kkO1fQEVmxSMEGDk/pikmkMlioYZ5AGO1Qo2Y2DHp0NE3dhBWQ6ecb8tgcde1US2WxnnPapZ3+QowI9SDUduokCnGNzbRUKN9DXmsrmTcal8xVWYEcYx3robDS3fw5FqSXUcjOSPIwdy8kZPY9K5fWbR7LVZ4nQqN5Zc91PQ11dqgj8H2gbIJBbb/wLr+Rp2Vgu9SAT+RnoZOu7sv096zbqbedoP1PrUxfIZehznnmqdxjLE8HvStZhe5HbshmKnOSKmlhVkwoxng81VUkSDHTPP1q4xDA5Ye2OufWqRnItQyqBkkA9cU8yYJYcnPf+dVFnRtoXnbSOxYgZGD2oGiw8zFc4H1xzTEIyNp5quZOhwemPpT4ZCrrjA+bAz/e96S0ZT2N3S9UWzaRJF3QyffAHStf/hJY4FDo4ZwoxsUj5u/XoK44S5LKTtYdQeKa785z2rV0oyd2ZRqyirInvrtriaSRsZY5wOg9qq+YAgO4knpUZkDKw7Lyzf0qDftUN97vU1LaJFU76tjpOPTjvUkcgZBnn3qAyZHXGe1aXhTSINe1/wDs+5vpLUNFI0Zjj3l3VCwX0A46n0qENkcJAYjBx6n0q55ilMBvyrJsbjG5pDkkAirm/jAwOe9MSLHmsCVAHf8AGoWkBY7uMdBjj86h3YOW53cEim+YSV+XnoN39aktF+GTZyDjByD7iuli8QxFN0m2OXZhtyk5PbkdutckJsRBsfKGIJ9DQzgj7wP0Na8qnFXMlOUJOxvazrv2yBbePJjXuRj8B+Nc4z5l5bGaa8oUDJ46VDK3z4Pyk8lR2HahpRjZAm5Sux7uH6cgdjUUb7JBnHPam7+duMe9RTOduQxrJGjLoYEZAYEdl9KvwyqoySAeuKsaxo2l2nhu21TS9RvZ1a6+zZuYBGtwQm5pIhndtU4U7v7w75Az1mVgu0Z296oktNLglhzz3/nTHmYpnH496ruxfAyMHtTPM4zg5xj6Cky0WEYZG081p2N+luJY5QTDKPnAGccYrHhk2suMD5sDP973p5kBJUnaRwVPWrgk1Zmc21K6N2HVYLRhIk3mOsaqNqnORn16Vi3dyZ5HkIALenb2quxAOc0zzFZW44Xlm9ParjGMdSHOU9AMgCD5sk9Krv8Ah9aQtgBuvekLkjOcZ7Vgbk8cgKjPPuKs25AYjnHHJ9Kl8IWGmat4jh07Vbue2inO1Zo5o41jPcsZOMYzx1JwO9MuIjpms6hZypPGbed4wlwoEgwxHzbTgHGM4JHpVIhlzzQ0eN35U0ytkqB69qrCX5cDA571HvwctyW4JFDGkTNJljuwMdBUyPtGQehyCfaqXmZK8c9Bu/rU3nYhB/hDEE+hpw3FU2G62g1S6jn85Y5Am11cH1PQj61ZN8E0yGyU7ljUAseM/Sqcm1jncD9DVd5Agxn2rRQSI55NEgkzMecZpkjbunIHrUJYb+Tgnkj0pPM524x71lLc0johudrDp9KnEqLHk7hjsKqTMccMa6DxH4Ov/Dfh3R9QvfOWe+MnmwNGQLfAQoGP95lbOO3TrnCQMy/ukIOAKTeyMADxRRQMTcVzjvSnmF+ehoopFIuyxJNCjuPnAHzDqeO9Uo4g8m1mbH1oorWL0M5LUjuXKSiBcCMDOPU+9MA3pg9xiiis2X0GkbQGHU0/TdWudF1WPULTZ58W7bvXcPmUqePoxoooQmJaYCFscgYFTkk4bvzRRTEhN5ZBk0pYsc+hooqSizbcXMynlSvKnoeahuIFiY7Cw59aKKqBMwMawwmYfM6jI3c1SV2c7mOWPJPrRRRLcIjioJzz6VFIcKR1APeiikDNrW/FsniKG2hm0jTLU26LHFJapIpSNQcIAXKhecnAyTznrVTO3CDgCiimCG7yjKFPFG4rux3oopFIU8wvz0NW5YknhR3HzgD5h1PHeiihbg9inHEHk2szY+tMunKSLAuBGBnHqfeiirkRBEQ+ZQD0IxTWGACOucUUVmUXNL159H89Dpum38UzK5jvbfzArLnBBBBHU5GcHuDSyX9zqt9daleyebd3DmSRyMZZuTwOn07UUVRPURieG74NN3FlGT0oopModuLc9wasW/FzMvVSvKnoeaKKB9CC6gWJjsLDJ9ajaNYovNHLAZG7miitG9DNLUqRszYYnk8k+tPKjk0UVmaEEpOPpWhf+J9X1TSbbS72+mntraV5UEkjMSzBRySecbePTJ9aKKESz//Z", "info": {"video_id": "93394", "label": "plugging a charger into a socket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "93394", "label": "plugging a charger into a socket", "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": "5740f582f793af65489b738b8100dfdc544d3cab2d8dca362acab6132a4710cd"} +{"episode": 40446, "episode_seed": 2923972518, "split": "train", "timestamp": "2025-10-13T03:16:26.382631", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2923972518, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the coffee tab out of pasta'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "56714", "label": "digging the coffee tab out of pasta", "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": "56714", "label": "digging the coffee tab out of pasta", "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": "38e83df261df48930696f25641c0f252c9568bccd08a94bf55ed8056d89ce5b1"} +{"episode": 40447, "episode_seed": 355051219, "split": "train", "timestamp": "2025-10-13T03:16:27.224138", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 355051219, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 biscuit over book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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ljN6Eqybhx06Ves9Oub1JHhQFU6knGT6fWs+FcCug8PsT58Qk2YZJBx16r1/GmjNb6m58O7gJeXsB6yIrD/gJP+Neiq3pXlWhMdO8UsOirPsJ9mz/AI16ejYyPeknq0JouBqpXr5cjPJwBVhX561UuAryEt07H3puVo3LpuzbIrmFI7KVxy4Q4Gep6ViPdrptkFU9FCDJ9qn1O4/0hlBxt6gcDNchrOoFlaPPINcd5PRu5rGFlzPqYutSmWSUnqxqayn09LiGXMlvFFHucH5nll2kcY7An8jVe7TzWVuoI5qjdfuBtHU1005cpMu5HuCYXPzN1qWJHmlSNFLO5CqB3PpVRFLNmrsL+TKko6owYfgc1aMmyxeWM1jIqS7fmGQVPUV7Ho139r0q1mJ+YxgN9Rwf5V5lr9vi2SUSF9kxXJGODz0rsfCE5+xT2zNzDLkfQ/8A1xSbs0hyW+h2CtmlmfEDfSq6vSzNmLGatMmO6KaIksrFmGM4AzWbepGNRDrjakYUHPqcn+Qq3cyiC2kbkEgcY6n1BrmL+9MEJINcc5Scnr8joS5nzMp+I9SNypjB+VOK5G3mhjmuTJB5kjAeS5bAjb1I71eknNxLN3z0qi0AVGY9q0pvl1FLUfqk1q62qQSSSLBDtZ5Bje5YkkD05qiG3DNQM7SNk9KniXC8962vd3MmzQi0ueTTmvRt8tcnGeSB1NdZ8OpwtxfwE8sqOPwJB/nWVoaLc6cYWdvld0C8YwwB/ofypvg+drTXY8nAZvKb8cj+dD0VwtdHratxxUqtVRG96mVsmmmZ2IL12LkA88AVVuIDDaSy7m3KhOB1Jx2qW4USS8nB6g1landMsrRq2FHVQeBWNWpJP3XY6Lc1okEdwumWIXP3UCj8q8812XzpJW/vGt3WtR3Rsm7kHpXPXi+ayn1AzWcN7strSyLdn9ke8t5hd/JHGJJZrjghgpwij2Pp7HtWIrtGwbcRI3OQeRTp/wBwvqT0qqu53z3rqc+Yyky2WknkG4u7ngZySamuLWa0cJMhQkZHuKZBIbe4imHWNw/5HNbniCCTyEmZlfbKyZXpg8j+VIhWsb+j3P2PVrmMthZED4/Guoj1CI9JF/lXJm0dr6KdCvygqw7kGtFUdRypP05rNaEOR00cizrksAoPJBrG1q4K7IVlLALn6DtV60lFnprXDYBUkjcOp6CuWu7hnLO5yzHJrOq9bJm9JXafYytWuD5TAd656KXZMGNaGpybuKxpX2jjrTgtCpsuXEwKvtxub7tRwaDqc8Anhs5JYznDR4bp9KhhQs25+a7fTFFraIseU4ycHqfWtYqwRg6uzOMe0ubcYlt5o8f3kIptvdyWtwskTYYEcdjznB9uK9Q826EyrvcoVBAPIPHNY1jYRa94ql029uRChWQxFbdWLMqFgvsODyfT3qk09Uc7vezMKG8N+17eeWI3HlsQpyMjIzXoVrqiSRIzSLkqD0PNcJokSTw3IWNV8xVz6cg1vWVtNDaxxthtg2gj07VEn71xXsrHVx3SuwCspz6MKddMkEDyeaVIU5x3HpWRpyE3sYKng55FJrt7umFsjApF1x3NRUl7u5dNc2hi3ly3zMxyTya5C/lMlyxrevpuDXMztlmPvUU11OibJ1nBgCnGQetVxZ3OqXgS2QSMR8q7gCcfWqylpDjPFdBoECee0hXLIBg+h9a2UbER/ePlM1tC1W25l0+5UeojJH6VWkV4jh0ZT33DFel20k/kSmJ5MqBwD71W1y5uo9J3hzu3AZZQSRmrTT0M6kXCXKcQNWmfTGsZAJIywZXJ+ZSD+tdjpV0LLWZV3ECWINgDrg1X1vSNJTQIdTsrmecNdfZi1xbLEs5CbneLHzbVJCnd6j3AsGzaS6hmVgDHxjHUGlN3sQtLnUx6lE38ePqCKuwSrcJnIZc4wOc1zSRSAfdzz2rYjnFhpJlJKyEnaMckmpvZO4RbbM7WrgeYsUbkqg5yfyFchq9wTEVBrWupjg5OSeprmdSkLMBmueOrOtLljYowzeXKGpLmXzUaNSAzGq0rEMAKmto8uN3O44rdLqZX6F2DwpqdxbJPbpDMjjI2SjP5Gmy6FqtsP3mn3AA7hMj9K7K2Ty1RAm0ZAGB0rTCTxyynLBckghuMVd0nZhWpunbU8zt7y70y6Eke6KReodSAfqKvabM0hu7sAK6yLJhegyTXWaU8epeLf7L1TUbmC2lk2JKskKLH3JYyDGMZ4HJOBWc1kyX+r2LwujxStDtlRVkGCQN23jP04pzfu2MVo7nZ21+kqBi6ZIzjcKupPkjGT9K5CySZLWJZFO5Vwe/StXTvmu4xk8HJFQmK+ps3AMULyF1wFOdwzge1cfeXTMXdjyxzW3rt3tYWqhQUGXIPJPoa5K+m4NYSfNLc6qasnLuYOoTF7ljmkWVWgUH7wNVp2LOSfWq293JVelaqN0S5WZLPDPeXOIIZJABwEXJ96jEEkLfvY3Q/7akfzrd8PwBboTBmV4+Vwcc12cd3O0EhLCQKBw6hsc1orJailTk4855gWH1rSk1gz6RJaTxlpCwZJR7Y4P4V1OvwwNpZkNnbb94BdYgpIz2xVPX/AATJoGg6VfXkU8c96ZPMh2kCDAQoGJ/iIbOO31Bq07bGG5uQdavJ94UUViiGRaxM4jt4Qfk278e+cVz10TiiisJ/GdtP4Dnb0kv+NZsnL0UVtAiZZAwoxXdWfzWqE8/LRRWiNKexprK4iA3e1ck+p3GkeIZL+22edE7bd4yPmUqcj6MaKKaSVzOoveJPDqgGcdgFH866iLpRRUPcwnuXYpGiimlT7yRsw+tc1NIzZYnJPU0UVjV6G+H2ZiXzHaawpuhooqoFTEt1GDXReGyQ83PpRRW3UmkdXbkqx2kjjtWf4idm05ixzh1/nRRVWV7lVTM1vxM+uw28MuladbGBFjiktkkUpGucIAXKgc5OByea34B0ooqGc89i+nUVU1iV/Njiz8ioCB7nrRRWdX4B0PiMG7Y1zl2SZOaKKzpnVMo4Bk5q3BzcRD/bH86KK36GEfiO9h+4KuOzCLGTg8UUVqkby1icxJrbaVqN6jafp99FNKHMd5BvAZehBBBHU5GcHuDU2mXtxqeoX99dyGS4uHEsj4xljnsOn0ooqJHNLY34hha0LM7NzgDKozDPsKKKhbGUfiObuJXkZnY5ZuSawr5jtNFFc8dzvexgzdDTIFHJoorpic73Oj8OH97MOOcV1dsxic7QBuHPFFFVvE6I/DYo+I3J00ngYZcY+tYV94g1TUdNg027vJp7e3keVPMkZiWfGcknnG3j0yfWiihfCjlW5//Z", 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", "info": {"video_id": "41132", "label": "holding biscuit over book", "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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ljJ6E4bcM1oRaXPJpzXo2+WuTjPJA6ms+JcLz3rp9DRbnTjCzt8rugXjGGAP9D+VUkStzT+HdyEu723J++isPwJ/xr0VW9K8i8KTNaa1E54AkEbfjkV6ujYyPepUtSZLqXA1Ur18uRnk4Aqwr89aqXAV5CW6dj703K0bl03ZtkVzCkdlK45cIcDPU9KxHu102yCqeihBk+1T6ncf6Qyg429QOBmuQ1nUCytHnkGuO8no3c1jCy5n1MXWpTLJKT1Y1NZT6elxDLmS3iij3OD8zyy7SOMdgT+Rqvdp5rK3UEc1Ruv3A2jqa6acuUmXcj3BMLn5m61LEjzSpGilnchVA7n0qoilmzV2F/JlSUdUYMPwOatGTZYvLGaxkVJduWGVKmvZdKuhd6dbz55eME/XHP615hr9vi2SUSF9sxXJGODz0rs/CVxv0t4GPMMpH4Hn/ABpN2aQ5LyOrVqdI37lsHHFQK9LKcxY9apMmK1RTWMTytk5UcYz3rO1CJFvosE4SM857sen6VclZIbeR8gHHPHIPtXNXt6YY2bdXLOcm3Z6djdLnfN2K/iLUvOg8gdEHNcTC9st/I11HJInlkKqHGW7Z9q07i58+5l54IrMNvksTV0/d1HLUnvmgOn2sS3All8x5Z9q4VchcAevQ1nLJuHHTpUUshdyB90U+FcCtm7u5i2aFnp1zepI8KAqnUk4yfT6113w5mVbi/hP3mRGH4E/41g+H2J8+ISbMMkg469V6/jV/w4507xW8ecKZfLP0bOP6UPRXC10epq3HFSq1VEb3qZWyaaZnYgvXYuQDzwBVW4gMNpLLubcqE4HUnHapbhRJLycHqDWVqd0yytGrYUdVB4FY1akk/ddjotzWiQR3C6ZYhc/dQKPyrzzXZfOklb+8a3da1HdGybuQelc9eL5rKfUDNZw3uy2tLIt2f2R7y3mF38kcYklmuOCGCnCKPY+nse1Yiu0bBtxEjc5B5FOn/cL6k9Kqrud8966nPmMpMtlpJ5BuLu54Gckmpri1mtHCTIUJGR7imQSG3uIph1jcP+RzW54ggk8hJmZX2ysmV6YPI/lSIVrG7pd0LLWpl3ECWINgDrg11MepRN/Hj6giuWNm0l1DMrAGPIxjqDWikUgH3c89qzWhDkdLBKtwmchlzjA5zWDrVwPMWKNyVQc5P5CtGOcWGkmUkrISdoxySa5W6mODk5J6ms6r1sjekr6mTq9wTEVBrBhm8uUNV7UpCzAZrHlYhgBTgtC5ss3Mvmo0akBmNWoPCmp3Fsk9ukMyOMjZKM/kapW0eXG7nccV3tsnlqiBNoyAMDpWqVgjT9prexxsuharbD95p9wAO4TI/SoLe8u9MuhJHuikXqHUgH6ivTAk8cspywXJIIbjFZempNrHiqXTLnVJoI2WXytsQfcyoWC89Bwck+nvVxkt0crV9Gcrp0pmjv7jAVg6yYXoOT0r0m11RJIkZpFyVB6HmuI0jN7DcbwgZ1UHCgdQfStqytpobWONsNsG0Eenas38Vxt2Vjq47pXYBWU59GFOumSCB5PNKkKc47j0rI05Cb2MFTwc8ik1293TC2RgUi647moqS93cqmubQxby5b5mY5J5NchfymS5Y1vX03BrmZ2yzH3qKa6nRNk6zgwBTjIPWq4s7nVLwJbIJGI+VdwBOPrVZS0hxniug0CBPPaQrlkAwfQ+tbKNiI/vHyma2harbcy6fcqPURkj9KrSK8Rw6Mp77hivS7aSfyJTE8mVA4B96ra5c3Uek7w53bgMsoJIzVpp6GdSLhLlOIGrTPpjWMgDoWDK5PzKQf1rstGufseq3CFsLIgfFVtb0jSU0CHU7K5nnDXX2YtcWyxLOQm53ix821SQp3eo9wJvsjtewzoV+UFSO5BpTd7ELQ6yPUIj0kX+VW45FnXJYBQeSDXMqjqOVJ+nNbdpKLPTWuGwCpJG4dT0FTfTUIt3KOtXBXZCspYBc/Qdq4/Vrg+UwHetW7uGcs7nLMcmuZ1OTdxXPHV6nUlyxsZ8UuyYMafcTAq+3G5vu1TlfaOOtOhQs25+a35bmfN0JoNB1OeATw2cksZzho8N0+lNe0ubcYlt5o8f3kIrs9MUWtoix5TjJwep9a2/NuhMq73KFQQDyDxzV3S3FVpOCvc8vt7uS1uFkibDAjjsec4PtxW1b3rXk91fiMRyKY2IU5GRkZ/lW/p1tYax4uOm6xO0NvLJsSZDDGsfcljIMYxngck4HeqK6Yttf6xp4t5YjFK0WyYAOMEgbgOAfpxTk/dsZbPmO2tr9JUDF0yRnG4VdSfJGMn6VyFkkyWsSyKdyrg9+launfNdxjJ4OSKhMV9TZuAYoXkLrgKc7hnA9q4+8umYu7HljmtvXbvawtVCgoMuQeSfQ1yV9Nwawk+aW51U1ZOXcwdQmL3LHNIsqtAoP3garTsWck+tVt7uSq9K1UbolysyWeGe8ucQQySADgIuT71GIJIW/exuh/21I/nW74fgC3QmDMrx8rg45rs47udoJCWEgUDh1DY5rRWS1FKnJx5zzAsPrWlJrBn0iS0njLSFgySj2xwfwrqdfhgbSzIbO237wC6xBSRntiqev+CZNA0HSr68injnvTJ5kO0gQYCFAxP8RDZx2+oNWnbYw3N2Ecir6dRRRWSIZU1iV/Njiz8ioCB7nrWDdsaKK55/Gzvp/Ac5dkmTmqOAZOaKK2gY1C3BzcRD/bH8672H7goorSO5rT2Ljswixk4PFcnJqVxpHiKTULXZ58Ujbd65HzKVPH0Y0UVbWhE0rj/DqgGcdgFH866iLpRRWT3Oee5dikaKKaVPvJGzD61zU0jNlick9TRRWNXob4fZmJfMdprCm6GiiqgVMS3UYNdF4bJDzc+lFFbdSaR1duSrHaSOO1Z/iJ2bTmLHOHX+dFFVZXuVVMzW/Ez67Dbwy6Vp1sYEWOKS2SRSka5wgBcqBzk4HJ5regHIoorORzz2LyfeFRaxM4jt4Qfk278e+cUUVFT4Qo/Ec9dE4rnb0kv+NFFZ0zrmZsnL1ZAwoxRRXR0MY/Ed1Z/NaoTz8taayuIgN3tRRVNJrU2lrHU5d9bbStQvY20/T76KWRXMd7B5gDKMggggjqcjOD3BqfTL241PUL6+u5DJc3DiSR8Yyxz2HT6UUUpHK9jfiGFrQszs3OAMqjMM+wooqFsZx+I5u4leRmdjlm5JrCvmO00UVzx3O97GDN0NMgUcmiiumJzvc6Pw4f3sw45xXV2zGJztAG4c8UUVW8Toj8Nij4jcnTSeBhlxj61hX3iDVNR02DTbu8mnt7eR5U8yRmJZ8ZySecbePTJ9aKKF8KOVbn//2Q==", 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ljJ6E4bcM1oRaXPJpzXo2+WuTjPJA6ms+JcLz3rp9DRbnTjCzt8rugXjGGAP9D+VUkStzT+HdyEu723J++isPwJ/xr0VW9K8i8KTNaa1E54AkEbfjkV6ujYyPepUtSZLqXA1Ur18uRnk4Aqwr89aqXAV5CW6dj703K0bl03ZtkVzCkdlK45cIcDPU9KxHu102yCqeihBk+1T6ncf6Qyg429QOBmuQ1nUCytHnkGuO8no3c1jCy5n1MXWpTLJKT1Y1NZT6elxDLmS3iij3OD8zyy7SOMdgT+Rqvdp5rK3UEc1Ruv3A2jqa6acuUmXcj3BMLn5m61LEjzSpGilnchVA7n0qoilmzV2F/JlSUdUYMPwOatGTZYvLGaxkVJduWGVKmvZdKuhd6dbz55eME/XHP615hr9vi2SUSF9sxXJGODz0rs/CVxv0t4GPMMpH4Hn/ABpN2aQ5LyOrVqdI37lsHHFQK9LKcxY9apMmK1RTWMTytk5UcYz3rO1CJFvosE4SM857sen6VclZIbeR8gHHPHIPtXNXt6YY2bdXLOcm3Z6djdLnfN2K/iLUvOg8gdEHNcTC9st/I11HJInlkKqHGW7Z9q07i58+5l54IrMNvksTV0/d1HLUnvmgOn2sS3All8x5Z9q4VchcAevQ1nLJuHHTpUUshdyB90U+FcCtm7u5i2aFnp1zepI8KAqnUk4yfT6113w5mVbi/hP3mRGH4E/41g+H2J8+ISbMMkg469V6/jV/w4507xW8ecKZfLP0bOP6UPRXC10epq3HFSq1VEb3qZWyaaZnYgvXYuQDzwBVW4gMNpLLubcqE4HUnHapbhRJLycHqDWVqd0yytGrYUdVB4FY1akk/ddjotzWiQR3C6ZYhc/dQKPyrzzXZfOklb+8a3da1HdGybuQelc9eL5rKfUDNZw3uy2tLIt2f2R7y3mF38kcYklmuOCGCnCKPY+nse1Yiu0bBtxEjc5B5FOn/cL6k9Kqrud8966nPmMpMtlpJ5BuLu54Gckmpri1mtHCTIUJGR7imQSG3uIph1jcP+RzW54ggk8hJmZX2ysmV6YPI/lSIVrG7pd0LLWpl3ECWINgDrg11MepRN/Hj6giuWNm0l1DMrAGPIxjqDWikUgH3c89qzWhDkdLBKtwmchlzjA5zWDrVwPMWKNyVQc5P5CtGOcWGkmUkrISdoxySa5W6mODk5J6ms6r1sjekr6mTq9wTEVBrBhm8uUNV7UpCzAZrHlYhgBTgtC5ss3Mvmo0akBmNWoPCmp3Fsk9ukMyOMjZKM/kapW0eXG7nccV3tsnlqiBNoyAMDpWqVgjT9prexxsuharbD95p9wAO4TI/SoLe8u9MuhJHuikXqHUgH6ivTAk8cspywXJIIbjFZempNrHiqXTLnVJoI2WXytsQfcyoWC89Bwck+nvVxkt0crV9Gcrp0pmjv7jAVg6yYXoOT0r0m11RJIkZpFyVB6HmuI0jN7DcbwgZ1UHCgdQfStqytpobWONsNsG0Eenas38Vxt2Vjq47pXYBWU59GFOumSCB5PNKkKc47j0rI05Cb2MFTwc8ik1293TC2RgUi647moqS93cqmubQxby5b5mY5J5NchfymS5Y1vX03BrmZ2yzH3qKa6nRNk6zgwBTjIPWq4s7nVLwJbIJGI+VdwBOPrVZS0hxniug0CBPPaQrlkAwfQ+tbKNiI/vHyma2harbcy6fcqPURkj9KrSK8Rw6Mp77hivS7aSfyJTE8mVA4B96ra5c3Uek7w53bgMsoJIzVpp6GdSLhLlOIGrTPpjWMgDoWDK5PzKQf1rstGufseq3CFsLIgfFVtb0jSU0CHU7K5nnDXX2YtcWyxLOQm53ix821SQp3eo9wJvsjtewzoV+UFSO5BpTd7ELQ6yPUIj0kX+VW45FnXJYBQeSDXMqjqOVJ+nNbdpKLPTWuGwCpJG4dT0FTfTUIt3KOtXBXZCspYBc/Qdq4/Vrg+UwHetW7uGcs7nLMcmuZ1OTdxXPHV6nUlyxsZ8UuyYMafcTAq+3G5vu1TlfaOOtOhQs25+a35bmfN0JoNB1OeATw2cksZzho8N0+lNe0ubcYlt5o8f3kIrs9MUWtoix5TjJwep9a2/NuhMq73KFQQDyDxzV3S3FVpOCvc8vt7uS1uFkibDAjjsec4PtxW1b3rXk91fiMRyKY2IU5GRkZ/lW/p1tYax4uOm6xO0NvLJsSZDDGsfcljIMYxngck4HeqK6Yttf6xp4t5YjFK0WyYAOMEgbgOAfpxTk/dsZbPmO2tr9JUDF0yRnG4VdSfJGMn6VyFkkyWsSyKdyrg9+launfNdxjJ4OSKhMV9TZuAYoXkLrgKc7hnA9q4+8umYu7HljmtvXbvawtVCgoMuQeSfQ1yV9Nwawk+aW51U1ZOXcwdQmL3LHNIsqtAoP3garTsWck+tVt7uSq9K1UbolysyWeGe8ucQQySADgIuT71GIJIW/exuh/21I/nW74fgC3QmDMrx8rg45rs47udoJCWEgUDh1DY5rRWS1FKnJx5zzAsPrWlJrBn0iS0njLSFgySj2xwfwrqdfhgbSzIbO237wC6xBSRntiqev+CZNA0HSr68injnvTJ5kO0gQYCFAxP8RDZx2+oNWnbYw3N2Ecir6dRRRWSIZU1iV/Njiz8ioCB7nrWDdsaKK55/Gzvp/Ac5dkmTmqOAZOaKK2gY1C3BzcRD/bH8672H7goorSO5rT2Ljswixk4PFcnJqVxpHiKTULXZ58Ujbd65HzKVPH0Y0UVbWhE0rj/DqgGcdgFH866iLpRRWT3Oee5dikaKKaVPvJGzD61zU0jNlick9TRRWNXob4fZmJfMdprCm6GiiqgVMS3UYNdF4bJDzc+lFFbdSaR1duSrHaSOO1Z/iJ2bTmLHOHX+dFFVZXuVVMzW/Ez67Dbwy6Vp1sYEWOKS2SRSka5wgBcqBzk4HJ5regHIoorORzz2LyfeFRaxM4jt4Qfk278e+cUUVFT4Qo/Ec9dE4rnb0kv+NFFZ0zrmZsnL1ZAwoxRRXR0MY/Ed1Z/NaoTz8taayuIgN3tRRVNJrU2lrHU5d9bbStQvY20/T76KWRXMd7B5gDKMggggjqcjOD3BqfTL241PUL6+u5DJc3DiSR8Yyxz2HT6UUUpHK9jfiGFrQszs3OAMqjMM+wooqFsZx+I5u4leRmdjlm5JrCvmO00UVzx3O97GDN0NMgUcmiiumJzvc6Pw4f3sw45xXV2zGJztAG4c8UUVW8Toj8Nij4jcnTSeBhlxj61hX3iDVNR02DTbu8mnt7eR5U8yRmJZ8ZySecbePTJ9aKKF8KOVbn//2Q==", 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", "info": {"video_id": "41132", "label": "holding biscuit over book", "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": "41132", "label": "holding biscuit over book", "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": "177c5163181db6b247d14185c5ea6ca273f8d884cdb243f42858dd66c23740fa"} +{"episode": 40448, "episode_seed": 1799308778, "split": "train", "timestamp": "2025-10-13T03:16:29.558069", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1799308778, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 coffee bottle up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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SZwoZn5h9aoTgPev83Jerqn5h9arSwsL35lIy+eRWFTaxrDcbeHNycHpxUI3dcZ+lPmy8zsPWmqfkIHrxXNPWTNo7D45WWRSRjn0r1SNsoPpXlK/eAbPBr1CFvlH0rKRaNCA9K6XwRL5fi4jP37Zx+RU1y0Rrd8Jy+X4vtf8Aajdf0/8ArVKA848bn/itNb/6/Zf/AEI1y4OXx711HjtGi8b60rDBN07fnz/WuWH367VsjmejOl0KJTIGYZr6X0vbbeCoZI41RvsW/wCRQMnZ14r5p0dsEc19I6VGG8MWtp9oYFrRYyCM4yv/ANepryUIodJOUmfPmolftch6HdWhp9tdXenz3VvG8iWwzNjnavr9KyNVdoby4jYZZHK16P8ACPfJLfyLEhiMQjYOODk8g/gK4W11OzZHHlgyZ71seG5lR5wxAzt6/jT/ABjo0elavLJZ+X9kdyNkZyIX7ofT2rlLjUZbKSMxH7+cj6URWom9D1KCRTggg1fScgda8vtfEtxGAXRwPXFbNr4tQ4y/51pYi52nnnznPrg1w3ieTdrUhPTav8q14fEcDTHLDBFYGu3C3OoSSp90gAflW+H+IzrfCY1ywKDB/iFZ0rc1dm6VnTcH612HMivO3FdJopaz0i1uIz8zvIx+gIFctOeK6+1iUeDLaVjtAR8n/eY1x1zsw+6O40TVY7qFJFYH1xXVwXvyYBryTwhL5Er25bkYbrXpNqwKA5rjkrHa97HzbEflq5GeBVCJuKuRniulnn3Kutc2ef8APWsm/GbS1cdgyn+da2rc2ZrOuyo0qOJg6zK+9lZCOox/hTjuPoZQ61YgP7xR71XqzYxPPdxxIMszACtUyWe56C10ukwpH5TJBGigMjZ+6D1H1qXWNduINIvIZUby5IWRgkxxyMcg44qnolxKml/uZlBOScnGR0H6AVk+JpZptKuMvuOByD71zuMdzRTlscDK+WODXUeAfJTWvtE8kf7hNyrIeGJ45/WuKkJ3EA810fgGI3/if7GdRls/Nhl2mOMOXZULBeeAOCcn096droNj03XPH1rotnfi0hhj1Bo0jtjECVQtu3Sck8gYwPU+1eJSOZXLHP51Z1O+nu5lkmkLZGQD0FVIxucD1NEVZBc1LcE2sZx2qZuR1zj1p0ca7Av8OKV4yFDAjB6+1Ax5OQPpUElS5wtQOa9G90jitZkYOGB9617+dJrSIqyMqjGcAEVkD3pByCKynPkLjHmI9gOTSiFR144yKk2E8dPeorrelpvVwCGxgHkVybnQIIxkjjOa9Fh+6PpXI61pOnW3h231XTdTvZw90bXNzAI1uCE3O8Q67VOFO71HfIHVQN8o+lTJDRoRHir+jXSWnifT5pGwgLZP4GsuE9aivJEintp5YnljRssqdT6VA0Z3xQjaLxnPOwwbmCOYD6rj+lcMHO/pXeeJxZa7bRSQvJDdxKVUTFiGX+7ntXHJoeoyNtSANz13jFdMJq2pjOLubWhDzrmGLqzuFCjvk19Eaj9it9JLRsI5EjOFUYOQOOleI+EtPOj3yXd/D5jpyiKeAfX3r0mbxOlxZ+W9sRkYLGPdx7kVnXmpWSKpRcbs8b1W5eW+lZhli2ST616P8LbyRbO/i88RfdlGUDAgcH+lcvqfhpbu7d7K4icMc7Xfaw/Ouv8ACegS6Np1w0zK0kqY+XkAda5mrnRzKxzWsO02oXTNKXd3LEFuvPXFWPCulxandXHnoGMO3Ge2c/4ViW8sN98QJtK1HULi1t5JtkcscsUaxdyWMnGMZ4HJOB3rb8EXU1nrOvWdy1wrQTrEFuABIuC4+bHGemcHFaRVkmYq6ud6PDNhNalDGgavN/GPhmXRc3VsMw5w2O1elCWQNgMRmoNUgXVtMntJRnzomUE9mxx+tWM8L/tCUHqfzro7SVpdLgkY5LA8n6muSlQq+CMHuPfvXVWK7dDtP9wn9TW9H4jKq9Bkx4NZs7fMef8APNXp24rMmb5jXUc6K8zfKa7bTp7a68MW1jIQD5QH0Oc1wsxytSul9ZbGAfYw+VkORXJWVzqpux0mmPJbeInQEHk7sdMAV6FZ6j+7XmvHf7RltSZFkZJ5ABuHXrzXTazY694f0TS726vbpZbwyeZCUwIAApQMcfeIbOO31zWM4XZ0QqWWpwEPSrUB+99aKKowQzUGKWpcYyjBhn1BqW01e4vYvLuFikV+GDL1oooQFLUNFtISWj8xc84DcCp9Ks0tlM8TusnTPB/pRRVvYR1OjX0sqi3ZU2IMAgEGtK5UMmxuVPXNFFZlHCaxZw290yxrgHnHpTPD17NpGrjULbb58O4JvGR8ylTx9GNFFNAypfKFkUDoBin6cgafJ7AmiimJGyfuCm43RjPY0UVJRFk4f2OKheiiu6HwI5ZfEyJyQjYqfA25oorCtua09iTOY8eoxVa9AFuT6kZH40UViaE2veKn1+C2hl0nTLU26JHFJapIpSNc4QAuVC85OByea7KA/KPpRRUzHEuw96kfkqOxPNFFSMeyKGxtGMVDLbwt1jXPqBRRSKKyIRIwWR1AAIAao/7VvLeTaspI/wBrmiihCZqW2pzXAHmpC/8AvJmtyzKyjGwJkf8ALMlf5GiihkrY871rUV0XX9UT7BY38Uswcx30PmAMgypByCOpyM4PcGq+iaxfXd/qd9PMXubmVZJXIxljnsOn0ooqugHtVoxe2gdvvMgJ/KppPlePH9+iikUjwXV1CatdqowBO4H/AH0a6K240Cy/65/1NFFdNHc56uxn3BPNZsh5NFFdRgiBhnAPcitO8llS2jhEjeWvIUnpRRWXU16HP6sxXYQcYwR+dbNx4g1PUtItrC7vJpoIHaVfMkZiWbGc5PONvHpk+tFFc9T4mb0/hP/Z", 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", "info": {"video_id": "130848", "label": "moving coffee bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "130848", "label": "moving coffee bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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CPk/7zGrHhCXyJXty3Iw3WvOmrtnqU7ch61De/uyM9q8mRsg16PbMDHnPavMo2/nUQM6vQvwHpXS+CJfL8XEZ+/bOPyKmuWiNbvhOXy/F9r/tRuv6f/Wq0YnnHjc/8Vprf/X7L/6Ea5cHL4966jx2jReN9aVhgm6dvz5/rXLD79dq2RzPRnS6FEpkDMM19L6XttvBUMkcao32Lf8AIoGTs68V806O2COa+kdKjDeGLW0+0MC1osZBGcZX/wCvU15KEUOknKTPnzUSv2uQ9DurQ0+2urvT57q3jeRLYZmxztX1+lZGqu0N5cRsMsjla9H+Ee+SW/kWJDEYhGwccHJ5B/AVwtrqdmyOPLBkz3rn/EDHdbA/7X9K7vxjo0elavLJZ+X9kdyNkZyIX7ofT2rgfEDAvbf8C/pTh8RMtjOib941TucRt9Kqx/eJqyTmM/StjIwrZir6nGADuhk69u9Yma1o8fb7tT3R/wCVZFaQBksX3q7TwgdUllNpprFVn+SV8AhVPU1xUfUV6P8AC+4ePXP3RAfYSMnjIrSbtG5CjeVj6P8ADkGiaH4cttKsr2KSKFcFmkAZ2JyWP1JrxX4q3YufHF5sbKRJHGvOeig/1NervrWoNH/pmiW8y/3xHuB/LIrxD4gzq/iu8kW2FskmxljA4HygfzBrn57mvJY5kEeZkkDBr6N+H0moN4RtWs1tHjTKYkZlPX2+tfNQfdJjd1r3v4a6nZQeEoIri++zyh2wNr4Iz3INAjyP4ieLk8RawsFlldNswY7cEYLZ+8592I/AAD1rkrIf6SPoaq7ix5rR05AcsevQVQy2uU3Hke1SR8Mwp3lg9xkjmmBWVyGPI4p0naaJqaxYr9KrvU7mq7HJrukcqNHR50ieQM6hmGAGGQaoXgDTEEAc9BUbHGMClAJORzXNUqbxNoR6kXlAn6Cho1ABFTKh3D5gueMk4xVrw9pceteIm0y5v5LUNHK0Zjj3l3VCwX0A4JyfT3rn3NjqfhvpEGo3N80qBhH5eM++7/CvVR4ZsJrUoY0DV5V8JL5o/wC1DI5+cQ4z2+9Xq4lkDYDEZo6gea+MfDMui5urYZhzhsdq47+0JQep/OvdNUgXVtMntJRnzomUE9mxx+teAyoVfBGD3Hv3oQbHW2krS6XBIxyWB5P1NQzHg0+xXbodp/uE/qagnbiu6Hwo45fEyjO3zHn/ADzVKZvlNWJm+Y1TmOVpT2Lgd1p09tdeGLaxkIB8oD6HOaztMeS28ROgIPJ3Y6YArm3S+stjAPsYfKyHIqQ6jLa7pFkZJ5BgMDz15rj5dzqjPVI9htNR/dAZ7VxcdV9TkNpoUOo6dreoSq1z9mzcRLGs5CbmeIDnapwp3eo9wJIW+UVly2LnK5fiPFX9GuktPE+nzSNhAWyfwNZcJ61FeSJFPbTyxPLGjZZU6n0oIRnfFCNovGc87DBuYI5gPquP6Vwwc7+ld54nFlrttFJC8kN3EpVRMWIZf7ue1ccmh6jI21IA3PXeMV0wmramM4u5taEPOuYYurO4UKO+TX0RqP2K30ktGwjkSM4VRg5A46V4j4S086PfJd38PmOnKIp4B9fevSZvE6XFn5b2xGRgsY93HuRWdealZIqlFxuzxvVbl5b6VmGWLZJPrXo/wtvJFs7+LzxF92UZQMCBwf6Vy+p+Glu7t3sriJwxztd9rD866/wnoEujadcNMytJKmPl5AHWuZq50cysc1rDtNqF0zSl3dyxBbrz1xXH64xEkCnqN39K3beWG++IE2lajqFxa28k2yOWOWKNYu5LGTjGM8DknA71y+tNPFrV1aT/AGgNbTPEFuABIuDjDY4zxzg4rWEdjHVXI4jzVoH5cVSibkVaU1oSYkOP7WlU4AYYJPuKxyCpIPUcVsodmqtIyuY0ILFULYI6ZxWXd7ftcpQ5UsSD9auI2RqcGu5+HrSR6hNNERvWMKNwyPmYD+tcJXdeA0aOYSsdqu4A99oz/PFVKzjqStHc9VN1eWfVYz7qWQ/yrzzx1qjajqkbyBxKkQQl33E9f05rs727uSuGnVlI4wa8v8Ub/wC15WYnBAx+VYcqT0NFJvczlY+YCG6V7FpWp2Wi+E1RY7Wdo4d+5slwxGexHGTXh7Oyg4JHNeha7pet6F4O0e4vp7hZrtXWSFo8eQAFKKWx94q2cdunUGiUbrQE7Hny9a3rNQsEeB/DmiiqYkTZxIKjkG3BHdqKKI7g9iNzzUJoorvZyII/mlcHoAKmTh8CiiuOe7OmOwpAcnPpVODVLjRtYXUbXZ58RYLvXI+ZSp4+jGiioRRqeD7mW1W7ETYyYx/Ovd7Ri9tA7feZAT+VFFTLcaJpPlePH9+vBdXUJq12qjAE7gf99GiihBLY6K240Cy/65/1NZ9wTzRRXfDY45/EZsh5NQMM4B7kUUUTKiad5LKltHCJG8teQpPSuf1ZioUjtg/rRRWM/hNI/EdFqviV9ds7ZJtL062aFFSN7ZHUog6IAXIA5zwOTzWxCeB9KKK5ZG5ch71I/JUdieaKKQD2RQ2NoxioZbeFusa59QKKKRRWRCJGCyOoABADVH/at5bybVlJH+1zRRQhM1LbU5rgDzUhf/eTNblmVlGNgTI/5Zkr/I0UUMlbHnetaiui6/qifYLG/ilmDmO+h8wBkGVIOQR1ORnB7g1y91f3Op6ncX15KZbm4cyyOQBljz0HT6UUVaEx4PT61cHSiimIoJqVxY6hLFAVCO25sjqcVentodXhMtxGqyqPvx/KfxooqkJmMulwfahHuk259R/hXR2txJYSRiJgwQbVDAYA49MUUU5DR1UMhlgWQgAkdqxdbs4bi3aSRfnXkEUUVAziJ0HBHHPaukvtc1K/0O3027vJ5re3dpE8yVmJZsZySecbePTJ9aKKa2Bn/9k=", 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", "info": {"video_id": "130848", "label": "moving coffee bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9d336a8762774450620658bc98a2dae7282846e5eed182cc211c10e8539d5f96"} +{"episode": 40449, "episode_seed": 997208527, "split": "train", "timestamp": "2025-10-13T03:16:31.059825", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 997208527, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pick colgate paste 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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", "info": {"video_id": "211267", "label": "pretending to pick colgate paste 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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", "info": {"video_id": "211267", "label": "pretending to pick colgate paste 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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", "info": {"video_id": "211267", "label": "pretending to pick colgate paste 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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"info": {"video_id": "211267", "label": "pretending to pick colgate paste 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": "198da59da948e8b6f388987df0854e0c5b3acf3f931f02512a0f8988d309dade"} +{"episode": 40450, "episode_seed": 702974801, "split": "train", "timestamp": "2025-10-13T03:16:32.233442", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 702974801, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving tablespoon down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "124314", "label": "moving tablespoon 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": "124314", "label": "moving tablespoon 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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", "info": {"video_id": "124314", "label": "moving tablespoon 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": "124314", "label": "moving tablespoon 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": "b3a3a154daaac3bec2e329f0af7c7a49079be405a73faf640deade476c8d3064"} +{"episode": 40451, "episode_seed": 665151194, "split": "train", "timestamp": "2025-10-13T03:16:35.247458", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 665151194, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a pencil across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "47372", "label": "moving a pencil across a surface without it falling down", "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": "47372", "label": "moving a pencil across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "47372", "label": "moving a pencil across a surface without it falling down", "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": "ac1daf5813f823af3d7c05b11d0d593ffc1e2005afa97d72353a7e8995f88922"} +{"episode": 40452, "episode_seed": 277859798, "split": "train", "timestamp": "2025-10-13T03:16:37.177042", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 277859798, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 safety pin over tomato'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "215522", "label": "holding safety pin over tomato", "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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eWFaSlfQwjG2pBdRbbceYpzkk8cZq/bzWlxoSwXK+Z+9KsDz8pGDVVrieEb2USRdOvzD6etRyRxSxq0MZV2w4RTgsM88VClZ6mrV9jgvFGkrolzLbW7brcvlPXHoa1fA84uJdQuGAVgsQYD+JsMM/pV/U4YtUukimVizKUZSMEdeazvA9t9lu9SRjlVKqp9fvc1pzXViFGzO3tUM06hWI5yzntVu4LzqyRPlY2zz/ABfT6VUt7o2yFTEpzyQfSraBZUUW/EbcEn+H61nfUtJFuxM+mRLdpF5hI3sinkr3GO/H5EVZ1vWLG+8OSWdiQUv8rlePL/vZHUHANZFxL5xzCxQINkRHUe9Z8dpeTyMrFhNgq8hHXJyfzNKU1BOU3ZFRjKT5Yq7NmBUdFtIgPmXaQTnArL1Ffs0kEKsUZFyxU4JJqWximtJLmSQN5gwCR1P0qKeaGeWNbpW/eHh/8fStHNSipR1RhGEoyaluV1ZJySzKspG3OPvf/XrRe4SDRYLXZ+8FzuZlHYjHNZ11ZxqyqvKMcYPWsm4uprKKdvMYpHgqCenPTNTGVnoXKN0ZHjqKOa/lG1PMQjbIoxkehriZ5i8UUbLhogVz3IznH4V2GqSG9/eBw7MOVbgj8awtXs+EmVMHYN5Hc1opK9iXF2Om0O3SG1MzHEjsGHsB0P8AOti1Z7lVYsSImb953K1SvIVi8tYcBNgQqO5HerWkzeRIbdhnH7xe/sR+VcspX946IRsrGmku+QGI+jDb2961Z8xx+bHyH+8w9KyEjEV1KsT/ALsdPYelaum7mUQyMNjtiPPf1FDl1HYvadbiOGS4K5LLjae4FZ18jSguHMkMq71f+8M9D710NstuNBuHaTbKgIEbfe61yGjXpuo7yyUZdD8mT7nIHvXDhsRUqVpX2/4NjprUYxgmiOKZLt/Jb5WU/IOxqW2mmtpGyw34wpA4qqyx3E5BGxYvmY9CMf8A16lgPnQDPEgfKqejj0+tejH3TjkrkN3ILi/+zXS7LtBgkd/ce3tVW4ilQ7B/CM7hUuoDydRu7tlKuCETcOdzf4CpZVWWFfNOyYDh/X6+1V1ZJn6dvtp7q4SNWZ9v4EdT+NbKFHkWSE4icbz7HuKxZ1e3gUHAaRicg9hitrTGiudOET9QPLfHVfQis5OzuXFaWHrIyygxnaQfl21qzoyQmSPndwxH932rHjWW2umiZfmAwG9vWtGwndWeJuYwNwYnhfrSk+qHYv6VEGmE20dCAe+Kh1G3EtywGA+dzp/eB43D39RWjpkaLqxgd9ilc5YYHPp7VmeLbpdM8Q2jQlZFEoQlf4geuK8+eIqfWlFbbfhc61Rh7G733M3zJrWQ4Tci8EdjTrsw3djLLECpwGO7rjvTrtJjJH5IMsc7YVh1yex9KhaQx3byRHaIF2Yx145yK9NPqjicdSv5QgELQ/IzgK3OQ2fao5p47iRhEyGWFiuH43cY4NQYWe9iuEcqY+XhHTpwV/wrIA8tpEMgLlydw7k81HtLvzKUDYmji1LS7+1uVYYj8wEjlHHQj+VXICz5BOZH5Oe1Zmm3UkkMys3IYKCeRj0rZdJESWdEDPgMyjrj2que+5KjYniv5FKq2Hj4GMfrVyQPbxPKASW+TI/hB61jQNG8mXPAGQPU1qWeobmEM468Kx7+xobtsNbE2nrvuEkUD5DgE/rVjVrRHYXDqFCnaJAPmA9/UUxkFs0WCFWQkhfpW5rsEA8PmRZUdn6heoGK8zHV6kZJwdra/iduHpQlH3lq9Dl7m2YMqlsfLu46H0qDz5441d23xRSBVz3z1punXaalpUPnyeVPs2LL2bBI5qW8tXs9NhkldSofdKM9CeBj1FendNanFy22KWrzNFEzWqeen3jt+8ox3FZV3JIt7AyZVVgUAjoT3qe6uWWdJochXcKCD0qPV8q8HHzNIwwDgHA61jKT5kjRRRGL1zcKsoBbBw+MkH603w5AZr+7IUE7VbaONx+aqEBIuEEmcqTwe3FXvDU6295dpOMK+3bIP4SC2D+taJ9iZI2DN5jFguHJ2nIxzWnbXaWZWJiWQ87h1U/4VWvkilh+0Z2zKcNjo1IiYjSNRuZ+B7mqumibWuajWiGVJIRkn5gg6N71qaFbtqEzqq57ge2cVk28ws5ltwqvEqlZfUk9cGp7dv7MmMsNyTBIf3bdCn+ya4sff2OuquvuOrCfHZaEupiO21ee0YqrSptUt0BB/wAKyXR31GOCaJhtO48Z4HU/SqV3qi6tr4EbbxboxkbryeBn+daljd3EcrB1LoqgRnuCTjr6VeAUo4dXVt/zIxSvVZQ84pHNIdrQyOSUYZHX9K5fVfs7rPHBI5WTHynkrjng9xV/Ub5jdyyhUaBnb5B0Hbj9awg4MTORwXYj6AV0uXVGKj0MuaRSpweccUl226xBb7xVTn8aqId8I9RUzSxS22x3IKrjjtWj0ZFtDrWV2a32KX86PIBPAI+9UkUu2eNYseSG+eQ/8tG/wBqy8zRWUCSyK0oU8YA4I5/CoYIlumWKIbSRknsuO5rnWxubC2ubqSccWzqJWx19xUsErSkzkAFeVVf4R6Cqt3drbxeTA3bB9gev4mo7ANM6xEkID8xHYVUNrsT3sWtY1ieK1MsFvJI0mSyqOhx1+h9ayPD0U0emm5k+WeVy5wenoPrWnr8oeVLW3A5AZ8eg+6v9aZosShWXObcDey+rA8Ae+ayo0YU3KUVa5tUqSmlF9CxeTxHS5POi2zykFtox8/b9OtY0t6XiEi4BU7cDrVrWHNxf+UjgLEDkjoXPX/D8KoWdruvwzfcQ7iOxPat07K5zvXRGnrFwHgjeUjfhEYkdWx/TFQXTgxkDsOCKzdVuXe9gtwCfK/eSAf3j/wDWpulIdZ8Uvps2pzWkbLI0Xlpv3MqFgvsOCcn096ulqjOpoXbpSzRIcYiUZ+pqxZoISkzk7pjtjQdx3NYHh15tUuXe4md02hmye+OBW987u8z8SHiPHRV7AVk73szWPwmhcF4b7LfOkqDyj6+1WflVhaDqAGmb1PYfQUljMXs0kkQEK2Yz6Hv/AFql9rT7bI8XCM2Vz60oXv6DkbgvVMSRNnzox8vqR3H+FcndX0+seILUPE6QQ5cFxtLnsBXS2cSyWktzcEYbj6IOTXNsRcXDXEvybySnt6D8sVl9Xpuv7W2qNlVl7Lk6GzZNNDcsy/NHjDJ0yScD6GsXUtRZ715htZN21gO4HGa3VnMGj+dKczNGZCcck/dUVzBijjt8M2HIPJHBrfd3MG0tCxpcSy+dKMhGlCrk9hyaxmDXXnTA5BmJA9q6O0WMacixOoLIxQ9txznNc1qDTWFi6LmOVWAwO9RBc0mxt2SNOxU/YmCDLGTPXqAK27G+JVYXyJYxwf7y+hrmtUtrey0GHU9L1i/mR7o2x+0QrGtwQm55IgOdqnCnd6j3A3N32eKMKMzzYZj3VKtw5XZ9SVK+qLcscAvh5YwCNxX0NWoMRq90w4Q7I/dj/hTJoBfQLJCQtxEMezrRfKbYWsef3SgkMO7d80k72RTVkaVtPEtp9nvTuTqrnqh9fpWXr+rz21k9vBDJLMyZGB8uOgOemKkJ+1vFbKuGdwMg9PWma6oiEUEY+aRywHooGBWFfDU604uXQ3o1pU01Ep6dahdJijRiyqoUsvdj/wDXNT647QxW1uxLjdgD2UD+tRaUqLqMOxiEGTKPp6/jim65OpuYnf5fJjyxPqTk10tXdjB6K6Mq0gY38CZHlhw5Hpin65uF1aL3G5uenJqpJrq290kqhCBnIPcGptQ162ilSG4QSxOM8dUqHFqSdhKV1uUrpmUGROJF71c8PJ/x83d0AY41VgP7zHOBVPRo9O1fxQunXmp3EFlcPtimjmijEfcljJxjGeOpOB3qzpME8GqajYSfaNtnMU8m4ADqFLAbgvGcdcEj0rTk0uS53djqLNkvLUw3HytIflYDlG7VNZW1xamWSVdzQAiMKfvHHWswK/2lVRc7yI2Ud81rXtw9tF8shZx+7UnqxxyTUSvey6jVrFe2lQQNvYtu5J/vZqXTrY3sFyxYtDI4iAYZBHckeoHesgOwztIPqB3NasV+LDTTC2M7TyOzN/OnU2sOD7mVBHHHeO1mFhVSdoUAAgHj6/8A163bSYHTzcSKqM5diB0+QEfzrFSFXgZYwfl9+VPqK0HvbFbApIjRxIixsc9Dxz+J61T2sK5zohRbdi5Idu+PWshpIGhK5OADuHdc963L5BD80UsbI3Q54Irl1KGS9Yfd28frSauSrooyweTGGjYPH2Yf1qmAHeUD+7mn3LS28e6NyATyBWv4g8Jah4b0HSNTu/OS4v8AzPOgMZAtwAhQMf7zK2cdunUHG6TsQ5I2A7Tw+dIcuZBz7en0ratD5Omh0ADOSWPrjpRRXG9jpRnqMxTseS2GOfXNadiPLso2BOWTcSfWiitOhmxIP3sp385BzWjpr5g8vYmAxbOOSScGiiiexS2MK9UR3kka525I5qnYzOl/JGG+RwQQfYcUUU5/CQviJ71RJbLcsP3qts3DuM965OTVbnRtebULTZ58TNt3rkfMpU8fRjRRTobCqmp4T+S1vgp+75IB9PvCt8yuVZc4AYAe3NFFKXxMqPwo1tQYwxiGMBUyI8D0xmsmFi8rKegbbx6UUVNLYc9zYupGW18pThGwhA9KpsiGOLcoIZxkHp1ooprYZp3O27tXMiKM/P8ALxg1ys/IdO2CaKKmOwpEEeV8OzyAkN5uM5+lUr2d73w00s+GkilCq3cj3oop9fmJbfIrat4pfxBFDFNpOm2zQRLHFJapIpSNc4QAuVC85OByea6uORnnmZsE7sZ9hxRRWtTczpl3SCfMl5P7tTt9s1HqEjG48ssSigEDPc0UVmviNX8JPpbsJi4PzIhINLfuZr4l8EqgA9h/k0UUP4xx+EbZzGCWdlVCZAqsWGcjmq3ic+fpPmuBv3hcj0oooXxCex53PwR7mpNRGb3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", "info": {"video_id": "215522", "label": "holding safety pin over tomato", "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": "61fb3dabdd05183e9c79d4931d86b4330ef2cc04d67000f5daffe843b973f86a"} +{"episode": 40453, "episode_seed": 908402620, "split": "train", "timestamp": "2025-10-13T03:16:39.914287", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 908402620, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 stamp pad 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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", "info": {"video_id": "10816", "label": "pushing stamp pad from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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7rVZ1OzG7cAee1ZcM72UnILKe1dcajaPHxVBwbkjQTwvYu4IeZeezZr2FEKrz6V5dZXkcqghwPrXqgPy/hVO73OWlJ6lZossSaURCpWHNIBUtG9xtzapPYTQ9nQrXln/CvtW892W4gRS2RyT/AEr11R+7P0qp5fNbUqsqashWT3PNv+Fb3Fwwe51UbunyRVbi+G9mvEl/dMf9lVWu/EeeopzRZ7Vbrz7hyI4+z8EabYTieB7vzQMbjMeR6HFXptBt5Tlt2OpGc5roVjGCMVG6jPSsJe87s2jNpWRzH9gWgJIGPwrP1ayjslgEXRs/0rsCoPauZ8VkIbQAf3/6VnykzbcbGA6h4pF/vKR+lWfDviWPwtp32G306GZtxaSfz8Fzn0I44qoCWxgZ9hUf/CJa8jRz/Z4pQy5MTS4/A9K7MMqbTUzmd1sbN54x0/Up0mvdPvlZBtAgulwBn0qoNZ0D7Usg/tmBBj5RhgPxyTWHdeHNdSV2GkSBf7sbbwP1Jqi+m6hC2J9Mu1TuRCcj8eldPsqXRjUpHqEHjrQDbSx/ajEWzsWWNgPx4rym1umGrXU8bFfMkLZXjIJJqKcmJsYmx38xMEGn2EMt1cMYo2cDuBms50YQi2mKpNyR1ulXE80gBfPPeuvt1JQZHNc9oOk3AZXZCB9K7iCy2KMjnFcM32FSbu7ma8Of4arvahvvID9RW81uBUbwDNY3Z0XOs24oIpxpDVWIKlwDjjrXL6v4R03V9RW8u0kLhdpVW2hvc9662QAiqzjNbU5OL0GYtno1jp6bLS0ihH+yvP51b8kelWvLYngVct9NkkALggVTfVlIyfKJ4UHPtSjTmb5pOB6d66H7LHbpwOayb+9jgUlmAFK4pHPeJLGKfw7qFsEyWgfHrkDI/UCsPRtYC6PbpJkyBFwBzkEZFXNR1Ga9gn8gbYdjZc9xg9KoaFaRjTrV0XO6BSG7kY4qJ1owRNPDzqvsijrsF7qzwQRqBJJuCLnp0zmsEeF9ZVWWTSzI/wDC/nAY/wAa9QtrKNWExQGQKVU+gPX+VT+UMYxW2HxU/Z37jqUYwm4roeQjwr4gAw2nk++5ef1p6+Etb6vpRf6Sha9bEYpfLFa/WpkciOC0PTtSsNAurG5smjdnZ0Iwc5A44+lJJarPNJG8e4YztbjBr0ARqeoyPSq8+n20zZaIZ9e9cNVOTcj0aOJ5YqD2OI+xC2jRUGNvarkcZMec84rRv7J4JQQjNGf4h/WoiipHkYI9K5JJpnqU5RktDDlj2uVdQQ1Y+oacEbOMqehro5FDy7sDFF1Zo9ueB/hThNoipCMk0cGxa2nwScZHNe7D7o+leNahZHdtxyDwa9xXTZyqkIRwK7YvmR4laHJKxRbrQOtaiaTO3VcVYj0OTvVGJlqPlpyxg9q2l0ULjcTU66QgHJoKSZz/AJYFNK+grphpkC9s077FCB9xfypDszlDE5PAOPpSGylY8Ia6nyI16KKCqjsKSK1OV/s2Yn7lcf47tHtPsBfq/mfptr1Rig7ivO/iRHJd3+h2sGC00jx9ehYoB/OjS9hSvYyfCejm4kF/cL+6Q/ugf4m9foK65l5Oc811o8MwWkEdvChWOJQigdgKqy+H+uM+1XHRGZzWxeuKMGtuXQ5lXg5qlLplxH/yzY/Si4zNaFJPvKD9Rmkjs7dSdsEa567UAq2YWU/MpBpNmKTbAfDDGoGAPyqUgUxOlPrKS1EMZeKjIqU0w9amwXOjzTSRRmpI4JJfurx61rYRVbk0+GxkmPTArVg05UAZhk+9WwFQdhTvY0jEp2+nxxckZNSTSxxJ1AqvqGqwWUTPJIFAGSScYrxvxl8W41L2mjkTScqZv4F+nrSV3sW7RV2dz4m8XWWkwsZZ1B7AHkn2ryC78bXmvavHCmYrUt0P3mHv6VyVxfXV9O1xdzvNO2SWY5x7D0o0htuoxH0NXy2Ri53aPXrm4EHh+7nJGI7dzz0+7Wpolj9m0uzhbOY4EU568KK5Z5ft1pZ6YDzeXKI3si/O36Lj8a0ree7vvGN3pp1a4tIsyeUsShssqbgvsODyfSvOVNy91HqVaqi0/L+vyO8s9Pe6jPl/w9fxqVtFuAegNZfwk1O51KPVPt91JMEEOzefu53Z/pXpDRREkg120YOMEjzqk+abZw7aTdjomaiOn3K9Yj+Vd35KY+8KjMKHuKsk4U2ky/8ALM/lTDBIOqkV3DQRjrg1C1vGx+7SZaOMMfHzJxWVqGjRXAJjZ4mP93pXobWcRHKjH0qB7CBv4QfwqGk9zWM3HZnksnh25RyRdll7AjFVbmK6ssecNynjcOletvo0DHJWuV8c6aLTw7JPAxR/MRcj0JrN0kzWGJlF3OAubdZlDJg89q+ilgREHHYV83a7p6aVo8Gpadq9/KjXX2f/AEiJUWbC7mePHO1ThTu9R7genXXxV0G2Uq2pxsR2TLfyrWlTlC6ZGIrwq2a0PQmCKegpN6LXj978bNKjc+QlxP6bUwD+dYN18bpndvs2mtjPHmS4/kK0s2c3NHue8vcRr1I/Gqsl/EnBcfnXzpefFnxBcNmFLaIehBb+tY9x498S3LEtqboD/DGgAo5GHtoo+mJNYgTOXGRWdc+J7KEfNcIp93Ar5nm1rU7rmbULl89QZDzS2CtNMxcs3uSTT9mL266I9+uvH2kwHD30OR6Nn+VY978UdJt1JEzHv8qMc15P5YZTxg1BewB0OF7dqPZornZ3t18ZLQAiC2uHPuAKzT47/tbxDoVyUUrFdIXDnmMb1yT/AJ7VxvhLTNK1fxLFpmrXM1tDOdizpLHGsZ6lmMnGMZ46k4FOXTTZ6zqli0U6fZp2iCXAAkXDEYbBIzxzgkU+RLUzdRtWPsRdTikbG5SD0qTzYZAMgV8taf4h1rTnQwajOEBAKu24Y/GvXPGfiG58IrBLaKbiCRQwEjc4xnrRYhM9GZIj908VE1ujdCK8bsvjXaHH2yzuYs/3cNiumsPil4dvioXUEjb+7LlD+tDRSkdpLYQvyQPyqlLpET/wg1Hb+IrS7UNDcxuPVWBq6moxt3B/GpaKUjKl0VV+6SKrvpUgB2nNdCLhHpPlPQCoaKOUls5oz93PvVdkcdVNX/HFzcWHht7izmaGYTRrvTrgk5ritYPiTSNI0+7utTvBLdF/MiK4EWNpUE4+8Q2cf/XoULkvQ9RtIEflhmtREVRgDFFFUXEHJCmsXVbqWCIlDziiisnuaxPm/wAd+KNW1HWLqxmuStrE2BHHwG+vrXHxKMk9x0oorph8Jy1G+YuWZzJKT1ETkflSWJxcqRRRQQd94fdn8Q2m458u3dl9iSAf0qzqF/Npni27vbfb50crbdwyOV2nj6E0UVyL+IvT9Tvn/D+f6Gn4C1K5sdXFpAwWO5IDkjJ+UHGK9FXWr0XPl7xj6UUV1QOGW5cXU7kqCWBOPSpRfz/3h+VFFVPYcWO+3T4zkflUi3kzdSPyoorE1RKs7t1IqTcaKKk0E3EmuW+IJ/4pST/rvF/M0UULcUtjzXXdYGu2UcE+m2MPlIEjeBXUqoBwoBYgDvwOteYt0Ioorpic0uhA3SkXknPpRRQQtx6/doFFFMHuSLWppPV/rRRQLqaCKChJ/vCnPGpTn0oopM6Ohh2mutotzdxf2bp19DLIrGO+t/MCsucEEEEdTkZwe4NWtN1G61bUdR1C9lMtzcSCWR8YyxyTwOn0oooZizUAyGHsa9S+LH/ID03/AK9k/wDQBRRUrcT2PCj0ph54ooqmERkdzPbPugnkib1jcr/Ktyw8feJNO2KmovKmfuzgOP8AGiikyonqPhHxdqeq2+648oEAfcUj+tdva6jcyHDP+lFFZs2Wxk+N7iSTwq4Zv+W0Z/U159c6zqF7YQ2NzdSywwO0i73ZiS2OuTzjHHpk+tFFOOwnuf/Z", 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", "info": {"video_id": "10816", "label": "pushing stamp pad from right to left", "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": "10816", "label": "pushing stamp pad from right to left", "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": "0dd6903b1e58c82512c8e99cb887b7dcf641edee4e7b69241ad8aa62974cae23"} +{"episode": 40454, "episode_seed": 293283806, "split": "train", "timestamp": "2025-10-13T03:16:41.921361", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 293283806, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take knife out of 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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aH0uGw/sYWve+p5p4nsh9nOAC0bYH4dP0z+Vedazaboo7tV6gBsenb8un5V7J4j059kjdVI5x29686aBZUeF0+XLIw/z9aKUraFVlsziInMUgYdO9dzDHiYr68rXIzWbW908DclTwfUdjXaKreYgAyRjmtpGFyzNEqRpKBjHB+lbHg+JJhdGSNXWJcFXOFOT0z26E/TNZl6hYvt6bBgV1nhGxjTw+kycyXEhd8nj5TgcfgP1rXBw56q8tTkx1T2dFvvoa0/mXU8UPzyLuLFI2xzxlz3IBYc//AKqbf3Nlo0FvFezMZbqOaHcWZ1LbAckNnapORj3rRsY4lcJGoRAwYt69uc+1cV8RrmBP7MWOSMpHLIrgHJQYHavZnpFs8Ck1OagX9M1AL4bsbeXYhSERlTySrggcDvkfhn8+Zssgjn5eMe3qKi0q4lj0yO/dnN0sHl2keOMgYDFe5x2PtVm2hlgsbZpECuEDOM5w3WvHxdSM1G3TQ+iw2FnQk3JfFZlzwdImh+Kbiw3bLe8H2iBcfxdHGfyNeyxESxD1xXhmvOYrO01i1U+dp8gnxnqh4cflXrPhzWIdQ0+3njcMkqBlPsa43/MdkXdW7F++gAU5HBBBrw7xRp4tPEEmBgSfzFfQV1GJLfPtXj/xItVh1G0l6eYp/MEULcbd4nIrbBYPMXqpyQK0PD0YudaS3+8C4bA9Byf5VC2fs8W0ffUlq1PBdgZbu7vyRthQxgEEnJ5yPwzW9CHtKiicuIqezpOR2DSrbQyXMJRrmUfNcyJt5ONz49+Pbj2zT47ZnUT3DokSuke9lZCUYkBt27GDkds8H2qWKD96PMkZn6qp6Z5PJ7jqcdOayviD/o/hO53ElfNiOBxgZFe7JWVz5yL5pKPcnsL3zY9RhuJHkeDUJACDyED9Mge+f51xvMN5NAuTGsj7c+zHimaPfT3byW3miNY5ZGuJDySrYOBj+IgfyotplvI5bxEaNZZn2Kedgz6/1rycbNSgrPVHuYKhOlJya0lsSywKhfHCEFgP511FpcRajpiaZNdLcRlFlRv7wwAfxB/pWMUjltA6nkcgd/Q1iz+EbqGC31LR7+S3nJLKgbKgk4xiuGOp6cG09EdlHp5sNpJNxbc7kbkjI7VyPiDQbYSG50xiGJy8ZH8q6fRtVupnGm6lCsN+i7jtPyyr6j8e1aOt6Pv09Li3+V15+hpddTRnArCwVJAccjdV+NMeWCOhK8+lNgjElvtJGSQc4qeCPfHJk52kY9jVyOZGj4SuhaXN1prkDcRPCD0YggOPy2n861Lq9hOnNb/aZY5nI2rGdpbGc7m/hQdSfbFc7cwzLLBd2m0XdswkTPcjsfYgkH61XudJQzHVIJZ5La8t7lmZ2JCKYs7D2BU569e3evVwle9Ll6o8fGYVOup9H+ZgfYIpfFKu5N1pyXC287xMAZycuxHcZHGT0xiuiczPd3GpLbolpaoyQIBhfMPyjaPRcgD6GneFfDKSaPFcWmQsifPeSNuI6fdXgA85OSfc1u6ktt9is9NiO6OJWwG+8AvHJ7ktkmsZLV1XstvU73UVOlHDw+Kb18o9vn+RimO2u7WS2uI98MqbCD3B703wBqc/hvXn8O3cpeBh5lnI38Sd1+opsahWK88DGKqa9bSNZR39tn7XYOJoiO+PvD8RXmqV9GdS0dz3NkS8tvUEYrzjxvpjTWfmgf6RanBOPvIa7HwrqsWpaRbXUbho5oww/EVJ4hsY5oDIFBBG1qLaXNU9bdGeB6Xposb6dFB8t9rJ9DmteCMRylVbGGzU93bm0v2gK8IcqfY0rxZ2tt6tg8/jWt7q5g1Z2Ibi38+1K91OD7A11dtq32zSLK7Y5fJjmHQCVRhvzxn6EVkCMZd/4SuOO4qtDYxSzvps0h+y3rCQDcQBMg4zjsy5B+grqwNb2c7PqcOYUPa079g8TSabqEpe0ci6nzHAZX/1z4KlsnhVXccYHJH41i6Np0dnpN9az6fHd3Ym8mOT74IA5VPq3Vvb61Zi0aC2n0m01G3ljnjkukhjc7CP3vfg8YPBwRnFdnaWMtprD6hc+Vbx+W6RQEE4LHG5vwB/EnpW9WLqyUe+/oVhZRwsJVWtlp5y6fduc94W1WfRruHRdQZAzxmWDGfuZxj+ePbmvUdPZZkYgjI5zXkPiO1bUN2o2rbbsSmaB/pwB9CP511PgXxdDqUIQ/JIPleMnlG7g15deMedyhsd+HnN01Go9TqdXtfOSRD0ZTg15VexeRfbmACycP7OOD+fWvZLoLJASRnvXmfi7THt5TMAGhlIYEdmH+NRHRmsleNjiNc09pXEsYw0eNx9VP8AhW2kTAJIO5Gc/SrKRxzWqyYBR1wakhj3223gEkGuh7HLEWOMEIDk4BTn0rd8IXYjt7rTpCN8DiWNSeSrHBx9G/8AQhWRCheNyTyp4x2NPl86yvYNStk3PBy8YP8ArEIwy/iP1AqsNV9lVUmZYuj7ai4dTpbq8H9niKG8EVw7DCKAWkGM8k/dXjJb06c15rb2CTeLsXwllsHm+z3EsfJnkRdz4Oe5I57A1s6hpclut5P/AGhNPBdWM8iyFuNmUKlccAjJyOtXPDnhkvpkTwyPtdCWumYEAnrsUZGeM5J9M46V6WJnKStE4stoU4NSqaR6v+vuRCrSPLdah5AW1hHkQY6b2IBx7AZH4Vej8qVGQ/xDA+vatHVo7c2lpYxY8uKEsMdcdFz78sTWLEDkjd04+leZiUoNU10X4no060q7daXV6eSWiROyKEaKRcowwQe471n+B9Sn8Oa/Pok7E2wPm27HoEJ6fga0pF3xHqfSsm8CJqOnXMqgL5nkSH0V+B/49iueDvoa7NM94s5xPB1HIrzL4nwslxYNgnAk4/Fa6XwlqLTWnkyE+ZEShz7VlfEpRIunkDkiT/2WqRUtDgY13RqCeFbOPY1ueD5vsupahYk48xfOj/4D1/Qg/gayLdC42bcNjrj0p86zQPBf2ozcQsGVezY4Kk+hBI/GtaFT2dVSZz4il7Wk4HeieRWuZYYxJImWVCwQfUk9B3ry/wAXa1qd7qUNrNMwgn62wOFI42uc88kkg+grfvZ7281O2lhCNpNw8TKh3FpEY4O7t8pGCD3FY+kWWpaxJPcahItzJO6xBApZ3CMXXnoo6k898cV62Jq2joeTl+FUqq5t7/cWodMttMvYdHil81ELTXU8Y4YKCWP0JG0ewzWjbhZ4wuQgZc49CeR+tao0xdO0S4Em03l5J5ckijgrj7o9gB7ZJ+lYEIaMiPIIHU15OIjyJJ7vV/M9v26rTbh8MfdXouvzLUKmEFDwKxLpdV0y5aexnM1sH8z7PJ0HOeDW82ZIxu6+tUH1/wDs4Na3kAa2k+5MFztPQg/zrmpvU0XqWNC1uDVrhJpUEd4tyuEk4ZQRjj25NejqoltnjOCAOleex6bp8s7araIp8psRlO+Bmu+0yQTxKykFXXrWjL6anmtmV24H3iKtpujvJOgXqMe/NVLBiXXpn7pq7dfIiyYIyNvH6UN6mNiz5ayLndyMDPQj0pmmalLpE8ls2DbyNnB5AJOSMHjB/mangUPGMA7W4IPao5bZHkOSCGUqfqKqlUdOXMjOpTVSPKzpv7WhEBkUhiueMAen4YrmWd5i1ycZdsrgY+Uf/rNS2sCm32O2QRnHQ0L/AKsoeNmQK6MXiOeHKjmwuF9nNyZnyxYcMo+bNSKNyHjrkFTVjy9uWIyM4GRx61G8iqqkjG7kHGK8+2h3B8PNTOmXt7oMr/LBL5kGe8b8j8jkV6uSl1ash53CvCtUdtO1jT9YhyAjeRP/ALjHj8j/ADrotM1zUdR8UT2C63dWkJ3mFYlDZYJuC+w4PJreK5thOVo+gvi23FvfQOo+YhgfwxWW0Za2bOQcg5FUJdTvdRmSS9upJzjI3npnr/Sta2TfAueQVwe9K3LoDfNqEJGVVhnHHHpTb2D5PMRikkbZ3Dsc8GktSROyyKB82Ofar7xh4tr8kgqcfpSvZ3Qrdy9pOvGVFiusI6AKcDp689cHimaxqAuglnCF+Y5LY6DqfpWckC+Yj5wwTn8KlmjWKVZEBJJwxrveLfs/M4PqUfaX6FKVMqVxhew9K5fUrKbSL4a9poYSxtm4iHSVO5+uK7CWPJAHPToMk1GVT7jKDjrkde1ebBtM9Bo7Pw1rUGsabBMjhkkQEGm61p6y2ssDKMY3LXA+DL1NC1660ct/o8n+kWuT0Un5l/A/zrtvGV9ND4Xa5tJmjmWVAHXrgnkVfLrZGinpzHnYjfT72e0YkRuN6Z9e9XbTaE98ZANZ/iq3RNGt9Xs9Xvp2+1fZw1xEqLMQm5nixztU/Kd3qPcDQsDll4GSMH8K0ldLUxTTbaLUWYrqRcAJnP8AWrRj3jcG+boSKr3J8sK/TcMfj/k1chUPGAASrZ/D0rNlIZo+p/YUbTLtFktS3yq6hlxn5lwePp+VdR/aMEVpuQR8DG1RgDn09BXKTWqu75I+Zc/QirNvButTG7cY7d69ChirRtLdHn4jB80rx2ZCSznzyAC5+XA/h6VVePbKGUHOeRWgnzRAHgqNuKZs2Au3IGe3Hr+NebOTnNyfU9CEFCKiuhAn3Mjp1IrI1m1F1ZTWzHb5qkK3oeoP51tuyLtXgE9Pes+/iElvkZO3nipTsxvVE/w9195XVLpsXCN5U+f747/j1rpfH7eb/ZhBGMSf+y15d4cFs/j9rO51C5sobtgqzRSxxhGXnLGTjGM8DknAreuL2+n1Oezv7i6k+yTNGqXON6c4+YDjPAzjiuiUftExmn7o9MR3Q6neo69qumMlRtGAOMHofT+tQSKAEYfw/L/Ufyqza4aPcTwwA/OsWyhdIvILS4eyvYVeLzTPBu/gfHIB7Zzn3ya6nSbLTNNtZEs4ykBJYkyFyQeTyfc5wMD2rkrm182SPdzngn0PY1ZsGuNjRsxzjGe1ehhsRHltPdHBicPK94Oye5PqNwJr2Xy93lRsWAznJP8A9YfrWXLHtlMi8c8ir8S/K0ZO5wxYn1pnlZbBHyj09K4K9R1KrkdlCmqdNRIl5QkDIqlexoysjoGVuxHBrSIRRlcAk8c1Qvoy9udpxt5FZK6Zo9jN0uc6LehY3P2STdlD2cjjFdz4Y1Dfp8QOA6fKR9K8y1h3gsQ8UhDb1wR9a3tS07XPDWi6ZezXt1HLeFzJFswIcBSgJx94hs4/+vXSouSuJVEtGM04nzIzk8kCtpjvUq2CBgj8KKKye4MswIqbgo4xUkyhSMUUURASBQIjjjHFEqgMp9TmiitJ7Eoidd5AyRtJII4warz9l6gevvRRWTKMbVUEmm3UTcqYmb8QMj+VYelarc2WqDUIinnqcjcMj5k2nj6E0UVtR2M5FyHhlGMgDvW9bEi3GOMMf50UUqm44/CT5wzcA5bvV+L94rFvQGiipGQqB5g/EVK6gg5ooq38IupWB2rkdQTUCgqWAY4XJA9P85oorIZzPiUm0k0++h+W4iuVVWHo3BB9q7bXZ3l8GNvOf3sf8zRRWq+yNbSOK8Sa+daso4pdNsIDAipG9ujqVReigFiAOc8Dk81oae7CaPnrj+VFFOqRT2NuTDx4YA7SCPwqzboFRgM4470UViaCzKF6f54og+VBg9DjNFFaRJkKyhZRjvz+hqOTLbTuKlTxj360UVDKILgDheyjiqaHczIemDRRUMDhtQ11tH1G8B03Tr6OWdWMd7B5gVl6EEEEdTkZwe4Na+lahc6ne3N7dyeZcXDiWRsYyx9h0+lFFdUv4ZjD4jp5o1a0kBHVSafZ/K7RjoPX6UUVzmxYk5OT14P60W5OW56M1FFVDcT2HuMTEjjOM/pSXLGKAleoYH9R/jRRU9RkEgD26EgcnsOlVVJYkHoTiiioYdDmPEiKlgCox+8Xp9anuta1C+0mCxurqWaGB2lXzJGYlmx1yecY49Mn1oorrp/CYy3P/9k=", 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", 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", "info": {"video_id": "197014", "label": "pretending to take knife out of basket", "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": "197014", "label": "pretending to take knife out of basket", "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": "bfdc2f53d69cfc71dfbda1151471bb0390a006f8dca575eb246f62f657f62877"} +{"episode": 40455, "episode_seed": 3578243679, "split": "train", "timestamp": "2025-10-13T03:16:44.093402", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3578243679, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 steel bowl upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "68235", "label": "turning steel bowl upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "68235", "label": "turning steel bowl upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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UCbSuqXzoexEhBqzbahBAGCaqzZ4y854Hp1qHB/0i1JHqewZ6UAAEjuPfpXnya3JIoT+0ztHTE/8A9eovOu1naay1JopHHzsG3Fvzqbdx3PToRznBq2vTpXnEGsaukar9vLsByzIuT+Qq0niDWQB/pKH2KA/0qdBWZ3hPHQ9K4WTW4JADJ5yMeq7CwH4ipYta1d3J+1pjH3TEpFcZf+IJbBkVrVHLZPUitIQcttSJSS3OsXXNL/iuNp9DGw/pUi65pJOPtkeR1HNcMPFyN/rLAH6P/wDWpP8AhJLFmy2nfkVP9Kr2MuwlOPc79dY0k9L2HOcY5qzDf6dJgre25+rgfzrzgeIdMJ5sXH/AVpG1bRZGDG1YH18sf40eyfZlc67nq0UkMmBHLEx6/KwPFSy3FvbRl5po0RepZsYrzBPEGmjkTOp90NTDWNJlHzXKZPXcCP6VPJJdCuZdz1KIh1Vk2spGQQeDV6IYA4FeQWt1ZQSB4tYbjov2ggD8K04tUkyDHqrEf9dsn+dS42Fe56jVG+19NFkgEsRZJs5KtyMeg79a4hNSv3Xb/acxX2krP16+vY0tc3DXAG7Hmndt6dKIx5nZClotT0RfHmjAZf7Ug9TAT/Knnx54fIH+mMo77omGK8UHi2aNiptIzg4+8QakHjBSPn09T9JP/rVt7GS6GalHueyHxjoEhyNQTHupqRPE+iSPtXUYOTgHkD868aXxXZYw2nEfQqf6U7/hJ9LcYewcA9flU0nSfZlqce57fHq+ny4EV/atnkASiphNE671kjZfUMCK8Mg1/R4mJjikhLdcRj+hq6niXSmwpuGC+jRn/CpcJdilKPc9hW6tnujbJPE04Xd5YbJxVmNTu5ArxeTU9JucbNQWEg53KxQ/yq/Z6rHFF5cGtOfc3WT/ADpONkO9z2JcjtTs8dP1ry2HWL0AeXq0nHTEmf61di1LUpJFb+07gEf3X/p0qQseLSxvG7K6lSD3qOvRPFOjSeH9UntJSZGjbaCQOR61iXYhgsluJo0KsRhQgzzXqOM9+U4Izg9mctRWx9osJQdltkgZOVAxSm0haBJTbhUbuG/p2rO77Gll3MbNPEsi9HYfQmtH7DbschvlIyCGqKeygRAUkZiaObyDl8yuLy6X7txMPo5qVNTvweLuf/vsmmR20cjqpmCg9z2q4ukusgKypIB6VLlDqNRkPTVdRHP2uT8cVYTXNUTpcn8VH+FL9iO35QCfTOKueG9Dh1zxCdOuruS1Vo5GjMaby7qhYL6AcHJPp71mlGT0NG2ghnv9btLhJWWRkXCfKBjP/wCquek0y8iJD20nHoM16p8HvC0XiaLWvtQGIY4imQd25g+MHsOOfwrmdaimsdVaz6OHKnJ9+K6oU5cvu2OaVWPM0ziWgmT70Tj6qaYQR1BFdHq92LGeONB5hK5bcapfbnlRXMaIrPjJ5/GoamnZotODV7mRRW3MYIyrOYnRuAyrx+VQgWG3kxnPpwaPeW6GlF7MyqKuTra78pjb7GnQQWTsVlldD2NLmtug5fMrwly3ysw+hq2slwvSeUfRzVyLTo7eRgZDkdQ2AR+FLdW5SEvEwPSs5STdi0mkQpe3yEBbucf8DNbmt6CbopLHOqsowQ6kZFS6voGnW+gW2qaXqN3OGu/submARrcEKGd4gDnapwp3eo9wPZviZ4Zgs/C0N7DuZ7c/vJHOWbPc/j2ralC97PUxq1eW10fOsmgXik4MTY9Hqq2mXin/AFJP0INdJbTJHHPLcODtyQG/OsCLUr2WVYxIPmb+6OKqpTqRtsEJwlcqtaXC9YX/ACqMoy/eUj6iteK7j3ypNO4Yk7Dxj8aab+AMUkDZU4DLzUWn2KvBmRRWtJf2roy7OT0JWqm+A5JjyB3AxSvLqh2XRlTvVyOAlQdtaENvp13bSTpE8axBfNbccKTwKsRmwACi4j6dc/41EpPsyopdzMWFh0BFbuhWMt1Hc/LK4Tb91S2Ov5dKn8MWGm6r4lj03UtQmt4Jm2JNFLFGqHqWYvxjGeByTgV6l8GfDy/254otbo3ISyuIkEE2Fc4aTAfbx2GQDj8KqCu1cU5WTseL3Ph10mbypkI6gMCKpSaJdoM/u2+jV6p8T9KOk+Jbi3hVgsreaAo7Hp/WuD169W2tbaK2kAlPLMBzgD/H+VdEqU+XmuYQqxbs0YDaZeIMmA49QRUT2s6H5oXH/Aavx3d1NaySyTHghV4A5qzJe2vkiWGR2K8FH6/h7ViozNbwMIqVOCCPrSVtDUbQA4D89mGRUFzdWsp3KBx/Dso97qvxHaPczKmt0LvgDNW4XsUkxcwEqR/D1FaZsrGynXe3ksyBwrt1UjINTKTS2Y1FX3KCwED7tPVZF6M4+hIq7ctAbffb3C7sjgEE1sa94P1PQNB0m/u5ZlnvTJ5sLRECAAIUDH+8Q2cdunUGs1do0bSPRPi7p0Fz4uVW3KDbI52HGSSR/QV474l3RPDAHZowCcN+VFFerP8AhHl0vjRl2xxbTe+FP0qETSKGCuQG4Ioorl6HWt2RngmkzRRUFDj/AKta170mLQdKMZKlhKSVOCfmooq47P0/VEv4l/XRmat3cIcrPIP+BVc0zXb7SNUj1G3kVriPdt8xdw+ZSp4+jGiiosirs9p/ZynkdvECMQQBbY4/366O/wDBGiaxf6jf3kEjTvfTISr4ACtgY/AUUV14Zann4hvmZ86eJI1g8SajBGCI4bh40BOcKpIFUPMZodhPyoOB9TRRWEvjZ2x+FEeTjGeKsWdulw7hyw2rkY+oooqOpT2K5GGI9DU0QDXkYPQuo/WiihA9i3rzl9dvS3XzmH5HFZ4Yr3/Ciirn8TFH4UdFrnjCbX4baKXStNtGt1SOKS0WRSka5wgBcqF5ycDk8+tfUHiC5a48CQ3MypI5NrKwZcqx8xOo9OaKKuhv80c2K6fM8k+KRiTw66Q2ltDmRCWijCnqeM+leLqxVgVJB9RRRV4z+IvQeD/hkkqgSEc8AfyqKiiudnSiaQL5KEIqnuRnmmL9xqKKHuJbGnaMV8O32P45olPuMMf6VlUUVT6en6sI9fX/ACNbRtebRkmjOm6bfxSsrGO9t/MCsucEEEEdTkZwe4New/ArW7/UPEGvXN1N5k1/PHJO5GNx2ynj0GewoopQ+Iis7QZ6Lrrqviq5VoYpA9nC58xAxBBkHGfpXzd8RZDL4wuHKquY48KihQPl7Ciiuyqv9nRyUP4zOagy0cgLHCqSBnjNRkYIxRRXGtjv6joCvmjciuPQ5/pTZABKwAwM9BRRR0F1HTdV+lavididYZeyRxqo9AEWiimvhfy/UPtfL9UY/TkVrX/ifWNT0m20y9vp57a2leVPMkZiWYKOSTzjbx6ZPrRRUy3Gf//Z", 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", "info": {"video_id": "68235", "label": "turning steel bowl upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "60530f4cc49677c09a6b5948561e8d2ec7183389898cdfbf967e8433b2bc15a3"} +{"episode": 40456, "episode_seed": 1201423555, "split": "train", "timestamp": "2025-10-13T03:16:46.279171", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1201423555, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 into bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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pH4qoA/Oi3tdPltIp0hneWRciS4dd2M4wdoGelc8KUuVpy/W3z0PRlgITjzOFr+X/AAxT0XWbq11SGC4kkaOR1R1kzle1d1eAi1YdxjvXlkTu3jC3gWL7QY5/J2MxAbDHnjoO9ejXepq0EuYz9QfeurCKVmn0PLoKzlFO6T0I0bbbszZwOKl0LTEv55hKxKRHIUNgEEnGR+FZ32+0mtXhmjZkY4YEda1PBNta295f/ZpJir+XlZGJ243dK0xKapSPQw38RHUwaPAoGEG0dBU9zdQ6db5Y7auZEcWcHA61yeq3lvqF8LN3Mcefm+bBPt7V43LKclGO56PMlrLYyNd1xLxjDEx2jrgZZvoKZpellYvtM2LaM9ABmQ/ielbEGmWk+pRQ2UcawQLlgg6t2ye9c/8AEzUzp9olpBMscjYLANgkZAOPU89KTpNT5DrWPUaX7uPKu/Vmdq8dg/iKS3i1r5vLGYmlyVb8+ePrWBrel63bASWupxuhOApIUk+n/wCsV0th4b0i1twfttkx+80kkEcj5x1LEGpU0SzvQz2upzzxoNzrDFGYyB1ypGPyFdcMPPm00X33+R5daKxLcqqb9b/8D8zj9I1DXIkkkuUmttrbSyt8pP4dOMV6P4Y1R9Usm87BlhYKxHcEcH9K5nUUttPsJZbQOixgMct1yQMADgdam8AXqxWF07xNlpgPM3H5uM4x04z1960pRlGra+jPMq0VQrqMXvujq9SRBIh8tc49B61SvI40gLRookwSMDBOKm1C/gZ0+Yjg9RVPUvKvYx5N+1vIg4I6H6g9a9Bp6M1R2WkDEaj0rqrcYjFcvov3VrqouIxXiUfiuehiGOf7prC1KRYlLHtW3KcITXHa9ci4njs42P7w4Y+g706qcpWRFHS7MO1utL1K7nn1G2iuIIn2bnTd5fpkeh9a6JLfwfB5c5ttNDKMqwjWsbQtCgtdeaLJa2uomVkb16jn86qaz4Um0u5eeKcNbj7rrxIOen/1+ld1PmpxS5bnm1K+KUrrVPs9jfPjHw9JcmDT7Vry4B2/uLfgfViAB+dcUmhJo+q3WpOCLu/lk8qI4/cxscsT787R9a7TQ7vQ7HQ0YLFa4DYR8GQn14zya5NL2fVdVnvZwF3ABEB+4oPArea5ldidOUmpT6F57OF7RsAj5exqhFp0JjY73GD61qMxEJBHY1TgwyOMelXHm5TWxQmslSQBHJ3HJz7VsWti20fvFAAxVSQKJ4wR144rWgAbrkAdqcm9C0is1oWugBIpxjnFWZdPiuLaWF33BlweKRU8+8bBwoJ6VqW8MccZ49zzWc7t2Bq+jPKtQ01UlltL+NprZdzxkNtZSOpU9j69jXbaDDoBsraS70+1KyrhJ5IQdxHBDHs38+tWLywt76JkkTK/41e8KaDbzaPqGl3BJjWUSRP0ZMj/ABFc0acoSaWxzxhVpX9m9CU3PgvSPMuPL0+E/wAbLGvHbt0rL1e+0nxFoV9YaNp8ha4iMYnW22KCehyQCfwqlf6NbaHfJ9uQXcDPkohCI2DwWycH6Vt+IPElhY6Sw0t4JLs4VVjXhc9z64rojJyVmrFKVarH39PxOI07SYdIU6VHJ5hVhJcyjjdJjhR7KP1NWdQ09Si7WYcmo9KR1gDyZZ2JZmPUnPJq7esDEv8Avf0opXTsi4wUY2Rmf2Z8qETDkDqte4oAqj6V42oykfJ6CvY2cKn4VjiXtc1gmVdQuRDA1cbMjXU5ZmUA9Aa0tevWdxFG3JPNUra2w+52JNRh4P4i62iUTz7XtM+xzvbyJ51hORvTkAc8YPYg9DV3wpp2hQWkqXNqLmCKT5nnTLRZ6AgcFc55xXWX9rDPKY2UEEBTmqXh3RYrTxIEyXtrtGjdG9eo/lWnsnGd1scEadSnO9J2v/X3Gull4OgEczWmmgqMqQi/5NNPizw29x9nsLb7XODtxb2+cfVsYH51la54VfTLh7iOdTbr911GJFGen+eK1dFu9BstFVlEVtjd8smDIW7ngnk1vCctmrDhVxFTSatbzv8AccU+hrpes3eryArdX80hghIH7pGOWY+4BwPrV9rOF7RgAfu+pqkb641fWJr2Zdq7dqJ/dXPArT3EQkEdjRFcr0Kp01BWRlRadCUY73GD610PhK3S3urnaxbdt6/jWPBhlfj0rZ8PsI7mT32/1qcW37KXy/M6sMv3iO4aPfDjA6Vw2v6W6zmSFVVs8tiu+iYNDWFqy/vcY4rxpXi1JHfB3umZ+joNK02SeRyzEbmYjvXA60sWoak9zqUMnysrwyI2HUZ7diPY/pXfXUqtZeTjO7jHrVe70q2vrXypE4UAAg8it6FOU7z6nJj03TUIOxq6XfWIWOK68tJHUMrbBskU9CP8K3lbTYoyfLjVcc/uwBWBp+gw33hSG2lk2zW7MkcuPQ8Aj6Vz8Nsmna5DFqKGVARmV5P3Uf8AtEE8/WvRjUktGjz06ynytXXf/M1fF1va67oNxpumQqJZio85UARMMCST9BXIaNZ26YtbZ2NpbExxydPNbOXf8TwPYCui8W6zCdNW00qdH84bZHiGAq+g9z61laTEIbSIbcYHpTmryTRfsvf5nuLqOngqm1yOvUVWfTHC8SqcjuDWneuCifU1GQSiHP8ACK2vKyLsdnpCKqjmuhRlCgZGazNPuYzGMQBfcVclu/LjJCqp9a8Km0lds76qcnawl68pgZYI2dyOO1cPfWF/Z3kd3c+Wu8kKgbJAx1rTm128uNQa3hm2xJ80jgcgdlHpWRFKbm8lllYueeWOa6aNNyftOhlOTguQRtTntZEuEceYp+UY4/Kqcvia9ui3mW6tweOcVblk3vwAFUcYFZMe4l8Bjx2rsctNDBGbKZZEeOO2ZAxzgdOuaj06CdS37s9K3Y7dtuWGOKisYwCx7AVUW+XYTKsq3Cwt8knQ9BVSC4uEVsPIvT1ro5QBCSP7prg7K4u7/wAXXWmHV7m0iPmeUI13ZZULBfYcHk/1rWM9NhWNqDUJ/tXL7sc/NW3b6hLsHCflXFeD9RutQe6e7naYqE278cZzmu4QpHb4wOF9KlzXNsWiO21GYu5yB+FXvt0/kMfM/h9qp2bKUZgoyT6Vo3DiOwfGOcCpck5bAU4LiWRThz6UybVNR05ZPskjZcAOCMg1fsiIrVWx1NQ3wZrYk5yzZqea7YjBu9Y1C4tWWe3SRXPO5DzWFefaJwG8l1A4rp2t3kjQBGP1qtd2jLCMqc7hUKT5tirmVbCdLdcLJn8aLy5nQJlnHPetu2gIiTIx3rF8ZXE1ponmQSMjiVQGHXvW0Ja7EjF1O4SKPDqRx1Ar2m7uhHDkntXz5qxSHQbfULHV76dDc/ZgbiFUWchdzPFjnap+U7vUe4Hr+p6iqwHLjp3NcuNley9TooLVszb7UQb8EJk571ImpSkkgKPwrDgZbzUWdW3qvJ2k4FbVqkXUov410UeWMUkY1HeRWa+la6b5hnJ7Up1C4tJEuY2/eIcqCMioLVke7mfYuAT2qeWXew24CqOnvVykrmfUoz+KNQupG823VsZ45xWDNLJKjJHamMMc4Xp1rUTcxkwGPHYVIls23JGOKzbfNsVcwNPhnBY+W3Sr0i3Ihb5JOh7VbsogGbOMAVekAWFiD2NaqT5tiepzlvc3CK2Hdelb/hK6kmu7gSPu27cZ/GuP0y7+2eMJdMvNTu7S3lk2I8Uscax9yWL8YxnjqTgVt+DJbtdc1m0uXuCbaYRhbgKHXBYfNt4zwM44rPFyvSl/XU2w6/eI9gtZB5I+lYusTqJODUi3JSHaDzWHqt0IYnkc9BXjvU70tbkCXHmTSOG4hHX0JqxDcyvGcOeTVDTXKaC7v/rJ5N5+natGKXybROOSMivUpJQpJHBWk5TZVutY1C0jMdvIxXdkgjIzWTfand3cCLPbI4zkfIcg1o3rP5K5zktk1XEbuIxtY8d6qUvIi7Ofu/tEzq+xxkgd6v28s0dunLjj3q9dW5WOPPXOaswQ4jQHPSrUrLYlmLd6hMpX5z34NKdWmWFcBDwO1QeNJZLTRxLDIUkEijcBzisDXdP1nRdC0u9vLm5Wa73+ZEUwIcBSgJx94hs47fnWqkrAe5acT5XWoNauZYrRihxwaKK+eZ6nU53SuNNeXq8m5mPqajsT+5mbvRRXt01+7R51T4mOZysTYx0NZ1vI25voKKKfQEW/MYwtz2qjZOxEnPpRRVL4WItSOxt25/hNeWXWpT6V4pub622edFI23eMj5lKnj6MaKKcdgZpeCCVe8UHgeWP513buwgJz/DRRS6gSWDnyTz3q5eu32YDP8VFFLqNE8bEW8IHpUd/I3kqM96KKlbgiCKRvKSq+ouwiT60UU47gV1dvKiPtXOeOHJ0Pn/nstFFVHcDlNZ8SvrcFtFJpen2xgRY43tkdSiLnCAFyAOcnA5PNesafbR6vrNvb3ZZo2YZAOKKK5cR8cfmaU/hZo6sqW0sdpbxpDbqTiOMYBOep9T9aroxWJsehooq8L8CZEtyjYE+XOe9T7yI2xjpRRXRLchGZbyNuf6CrPmMYjz2oopPcZQtXJ389hVh3Y27c/wAJooqnuHU85n1ptL1fUENhYXsUsocx3kO8BlHBBBBHU5GcHuDXTeAL+51HVtXvbqQyXFw6SSPjGWO7t2oorDFfwpf11NKHxo9J3tjrXM+IHaW8tbdmPlySAMB3FFFeVT+JHdLYsFRDaEJnBl/lxV93OyIf7NFFesvhR573KmoSttTn1pYpW2J9BRRVPYRDfSNiPn1qRHYBOf4RRRVdBM5rx25OiDn/AJarXEXuvalf6Zb6fdXc00EDtKvmSMxJbGcknnG3j0yfWiiq6Az/2Q==", 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", 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R3/8ArV3OoR6DaqFbVJWcfdWziVSPxVQB+dFva6fLaRTpDO8si5Elw67sZxg7QM9K54UpcrTl+tvnoejLAQnHmcLX8v8Ahinous3VrqkMFxJI0cjqjrJnK9q7q8BFqw7jHevLIndvGFvAsX2gxz+TsZiA2GPPHQd69Gu9TVoJcxn6g+9dWEUrNPoeXQVnKKd0noRo223ZmzgcUaMm6+IyDtY4+mTiqf2+0mtXhmjZkY4YEdam8L2lvDqlwbWSYq23KyMTt69K0xCcacj0MN/ER6LYryvtW9GvyCsiwjOQa2lHFeXRVzorvWxzHia1DRLPgnymDHA5I7/pXL6Gs2oyNcXsC20aO3kRKeiZ4/TFd/qUQliKkdRXL3VqIbGYJ8rYJBFZSk17vQ1o62kcZ4llstR1prVb1YJYk+UBhu57469vQ1wusaRrFnOHttWR2bJRJHxn/P0rv5LHTYYhLeanDHKy5bEcbN9M7STWTb/2NPfGG3k1G4jCszBmVYjj/ZI/wrqpUp31dvx/QzlhvrF5OD08v+G/MwNPfVra0E1z5kLt1MbkgY9T+tekeGdRfUtM82THmo5Rz0z3Bri/EYhstO328flozGEIrZ6gnr7YxitnwRdNb+HQzW6hXmYK+TukA7n2GcVpQjKNS17njypRo4jkg+mq7HQXBb7eRz19faqd63zjDYKcNn0xRPqUYvdzIw5HQ1narFpuoK0jiaObGPMjOCfrzzXoWs0zpVrnpencxCq+tWIuLdgyqfqM0/R5QUAq/fDMLEeleDJXieo3aR53YaXKdS2O22JW3bAOtXvF1/KbL7FbKWIXLjGeO/FaUbCKcuRzVdVSe7mlIzkbAfWqpKVWaTYq/u03bS5zng1LHT7i8W3gYJhZJYj8+Bjqmee/IOa9Js5tKuohInlSjHXywSK5jTNHgtPE1tdRDAkYxyJ2YEfpzipPEXhwWby3VnMwhILNGpIYH0BB6fyr0acpwjtc8K1enFWXN/W5013d6THgSxxs+PlBQFvwFeXa9paQeKJ9dwUmuGWOxtyoBU7AGkb0AGSPciut0K+0m10vMxitJwW3RyEPKT/eJGetci9xPqviF7ucHABSNOyKO3+NbT95Gs6bnbmNS3sI/s6gM3Ax1zWcmmszviXHHcVtxMFUDGKoxnMrAHsauDlY0sUGsnRwpdSG9Ae1bVrYttH7xQAMVTYATRg5OTiteABuuQB2ok3oWloVmtC10AJFOMc4qzLp8VxbSwu+4MuDxSKnn3jYOFBPStS3hjjjPHueaid27A1fRnlWoaaqSy2l/G01su54yG2spHUqex9exrttBh0A2VtJd6falZVwk8kIO4jghj2b+fWrF5YW99EySJlf8aveFNBt5tH1DS7gkxrKJIn6MmR/iK5o05Qk0tjnjCrSv7N6EpufBekeZceXp8J/jZY147dulZer32k+ItCvrDRtPkLXERjE622xQT0OSAT+FUr/AEa20O+T7cgu4GfJRCERsHgtk4P0rb8QeJLCx0lhpbwSXZwqrGvC57n1xXRGTkrNWKUq1WPv6ficRp2kw6Qp0qOTzCrCS5lHG6THCj2Ufqas6hp6lF2sw5NR6UjrAHkyzsSzMepOeTV29YGJf97+lFK6dkXGCjGyMz+zPlQiYcgdVr3FAFUfSvG1GUj5PQV7GzhU/CscS9rmsEyrqFyIYGrjZka6nLMygHoDWlr16zuIo25J5qlbW2H3OxJqMPB/EXW0Siefa9pn2Od7eRPOsJyN6cgDnjB7EHoau+FNO0KC0lS5tRcwRSfM86ZaLPQEDgrnPOK6y/tYZ5TGygggKc1S8O6LFaeJAmS9tdo0bo3r1H8q09k4zutjgjTqU53pO1/6+410svB0Ajma000FRlSEX/Jpp8WeG3uPs9hbfa5wduLe3zj6tjA/OsrXPCr6ZcPcRzqbdfuuoxIoz0/zxWrot3oNloqsoitsbvlkwZC3c8E8mt4Tls1YcKuIqaTVred/uOKfQ10vWbvV5AVur+aQwQkD90jHLMfcA4H1q+1nC9owAP3fU1SN9cavrE17Mu1du1E/urngVp7iISCOxoiuV6FU6agrIyotOhKMd7jB9a1/DtstveSsrM2dvXt1qjBhlfj0rV0QAXTfhU4tv2Ujqw38RHe6cMgVq9qztOHyD6Vo151HRG1Z3kVbv7tcR4i1KO2VIS6r5rheemPeuu1O4WCJixxxXAXulprkL3EjMrlj5ZHYD2rNQc56DlOUKLcdzY0608LHdHcafYxXC/6xJYgT+Z6irUmteDtBt9gW0iQnASOLcWPpwDk1Um8MjWPDlpOkiLeJHsYsPlkxwQfTpWPo1lbafrkMOpR+Y6EiMuQIoTjk8nr9K9SM5J25fmeb7XE8zg9V3v8AmSeJoYPG+nWttY2c1pbxTiUzyxBBtwQfl6988+lU9Pit2RIYVItYF8qDPUoP4j7k5P4itfxfrcBtEsNLkjYTAiV4+ij0Huaz7NTHEvHYU5L3roI0rS5nuyveWEJuV5YA46Go5tNh2lfMf9KtXjjzVz6f1pZFBJOOta3lpqbWOn0eQBVrWvZVFuc+lc5pcmxASasXlyzoeTgV4V9LHqtXdzIvrsRBjnvgU0TPCyQq+CAMis6aYXGt20A5VH3yfhWp5gl1V27D9K7sHFRi5HNiZaqI6W7niHmrIwZTlSD3rNk1/VXnYOFfBOCVNaMszSOAv3RzWUCxuHOGPXpXTzabHKtDJmnmkaXFvsMh52AgE+tV7FZ1uWJDjr610EduxwSpH1qC1h/ft17miEnbYGQfa5kByzge+aqW+pTLIfmUnB6iugMQCVwVp5uo+MrrTX1Oa1jPm+UI4w2WVSwX2HB5Pp71tGStsI6KPVJnuR8qDbk8Cti31CXYOE/KuH8GXk149208jSEBMbucZzmu7QpHb4wOF9KlzV7FIjttRmLucgfhV77dP5DHzP4faqdmylGYKMk+laNw4jsHxjnAqXJOWwFOC4lkU4c+lMm1TUdOWT7JI2XADgjINX7IiK1VsdTUN8Ga2JOcs2anmu2IwbvWNQuLVlnt0kVzzuQ81hXn2icBvJdQOK6drd5I0ARj9arXdoywjKnO4VCk+bYq5lWwnS3XCyZ/Gi8uZ0CZZxz3rbtoCIkyMd6xfGVxNaaJ5kEjI4lUBh171tCWuxIxdTuEijw6kcdQK9pu7oRw5J7V8+asUh0G31Cx1e+nQ3P2YG4hVFnIXczxY52qflO71HuB6/qeoqsBy46dzXLjZXsvU6KC1bM2+1EG/BCZOe9SJqUpJICj8Kw4GW81FnVt6rydpOBW1apF1KL+NdFHljFJGNR3kVmvpWum+YZye1KdQuLSRLmNv3iHKgjIqC1ZHu5n2LgE9qnll3sNuAqjp71cpK5n1KM/ijULqRvNt1bGeOcVgzSySoyR2pjDHOF6da1E3MZMBjx2FSJbNtyRjis23zbFXMDT4ZwWPlt0q9ItyIW+SToe1W7KIBmzjAFXpAFhYg9jWqk+bYnqc5b3Nwith3XpXSeDZ3ubq68192zZjP41xWmXf2zxhLpl5qd3aW8smxHiljjWPuSxfjGM8dScCuu+GtzcRa5r9peLPKbeZI1W5Ch0wXHzY4z0zjis8ZK9GXy/M2oaVEz1az2qg5GKtl1xkc/QVBHcKVGIxjvmsvWdbeyhZ1ZVx2x19q8qMko7mzhKUtitrdnqWokpbxBEP8btgAfzrm4JJbaHyN4+QlcjvzVq/wBQvZrKP7VO2+U7ig4CjsMCo2ZYYFwq7ivpXXRpOn70upjUnf3exWk8S3tnCLaIB4gxOSORWTqGoTXnltJaAsvIYZyKt32QIxz0NM8p5HHynAHeuiUtjMwLmKeWYSeUw3c4NaccU4RcRt0HarF1DtaP1wa0IUUADuBV8zSWgnuc7dPcJNkiRePf1onvrhAf3z/Q0zxpdz2el+bbytHIGUBl64zWJr0HiHRdE0y9vL+7Et4ZPMiZOIQApQE4+8Q2cdvzrVS20Cx6RZOwhHNOvJXW3cg84oor589Y5jSYxOz3EhJka4wTnsOgrZtJGN1Oc880UV61D4PkcFX4iVJGCnms6CVvObntRRWq2ILiysR1qjau3mPz2/rRRVLYRaDt5fWvK7zUp9K8WXN9b7POikfbvGRyu08fRjRRTWwjS8EEo14o6Dyx/Ou7d2EBOf4aKKXUCSwc+See9XL12+zAZ/ioopdRonjYi3hA9Kjv5G8lRnvRRUrcEQRSN5SVX1F2ESfWiinHcCurt5UR9q5zxw5Oh8/89looqo7gcprPiV9bgtopNL0+2MCLHG9sjqURc4QAuQBzk4HJ5r1jT7aPV9Zt7e7LNGzDIBxRRXLiPjj8zSn8LNHVlS2ljtLeNIbdScRxjAJz1PqfrVdGKxNj0NFFXhfgTIluUbAny5z3qfeRG2MdKKK6JbkIzLeRtz/QVZ8xjEee1FFJ7jKFq5O/nsKsO7G3bn+E0UVT3Dqecz602l6vqCGwsL2KWUOY7yHeAyjggggjqcjOD3Brt/hZfXOo6trl7dSmS4neKSRsYyx3du1FFYYr+FL+uppQ+NHrxcrHwa4zU5XudbghlOYwS231IooryqP8RHZL4WJqbEzwg+lSTtiUD0FFFe1LZHnGZfyMZF/3alSRsj6UUVL6FFXUHbzU57VZDsHHPaiiqeyEct46Y/2T1/jX+dcXfa9qV/psOn3V3NNBbu0ieZIzElsZzk8428emT60UVXQOp//Z", "info": {"video_id": "45496", "label": "putting pen into bag", "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": "45496", "label": "putting pen into bag", "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": "45496", "label": "putting pen into bag", "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": "4a16cf583376dd17754a1baa9350d11f61139bb4b84d9f236ac8cf0a780d43da"} +{"episode": 40457, "episode_seed": 728515385, "split": "train", "timestamp": "2025-10-13T03:16:47.699930", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 728515385, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a gas lighter onto a 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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", 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", 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ebOzZz71mN5gPEjfma64puKucEmk7I7TXrawt2tzYyRuG3BtjA9MY6VBaHkVz2nGQvJ5jE9MZretDyKuOhjLU93+Gkm/wptz/AKu4dfzwf615J8Yo/K8Y7/Vwf/HR/hXp3wrl3aPfRZ+7OG/NR/hXnXxtTZ4jjk9dh/QitO5mviR5ldkm6Y9jiug0fSRqmjSeYcIkox7nFYE0Zdwykcirdve3VtD5SMQmc496ykdtNq2puJ4TjMyJ+8TdyGI4rvrSzuI7aOS3JyI2wFOHHI5x1/KuO8MXc9zLMZHHloigjA4ywH+NdHf6m66YL1thEkxigj7hEAyfzP6VyVY8+j6HoYfESofAt9x8viPxFajYL++QDoCzf1rB8Uz63qeiwPfTXc4muQkQlLYbapZsdhjj8614NZWezO8vwfuhya6KXV7H/hCnnniEiWciSLkZwzfIcc+5qYJxkru5eJxUZwahBJvr/SPEZdLvI+Xtp156jkV0elTGC9t5gcGORW/Ig10v/CRaBcZR4inqdrcfTANcjbHLcV3wZ4lVH1LeATafKByHQ4/EV8iaynkeI5V/D8ia+sdNnF14bs5gc+ZbI35qK+VvGKeR4snHT944/wDHjWn2TCL/AHnyOdf/AFrcdzXSpon9o6dazuDjaQvvXPSRt5pYdDWhDqd2iRpn5YxhfYVjI7qclazOg0TQRa6msoZx5fGCvXNegteatpMJa1mniUueYmJU9PTiuU8P3sg077ZP8zBmZc98YAH51f1XUpdMvY4XYGUxLLI0bEYLDdj9RXFUjzO99T1cNivYx9nypx3szTfxx4jYiKO/mLHj5UBP8q4Txrb6pd+JpUvPPnuooI/N3k7kJG7Bz9a7C31lJJ7eSR3YDHDMTjNaPi3WdLgv7W9uYAZr22Uu23JOzgHr706N1L3nczxuIhVhywgorrb/AIY8XksbhPvRTIfdc1o6FG0bzbs87eoI9a7hdZ8PXI3SYj47q2Px+X+tZ2qNpzfZ20+WJwd28I4OOmM46V2J6nlSjoafhqbyNc0+X+5cRn/x4V7zrkfm6FfJ6wuP0r5506Ty5o3/ALrBvyNfRd8RLpc5HRoj+orZbo5p/Cz5Iu8prV2PU/0rLT7/AFrT1dhFr9xuOBgfyqgFiZshiDmokdFN2O4hXTWtbVGkVpRGN5x0PXFb2h6XDvLBlCOGbzAv8OOOK8yQOuDvJA969LtEYafplmj7ftHkozLx8pAz/M1y1F0Z30qsovnjui5qOmzGOBInjkIjB4cDqOODisgaFqE92kGxUZjgMzjA9zjNM1TU5hq00tvIwgaTES5/h6D9BV+11sidGZl3enrXN7JLVHoPMqrjZpGH4h8G30PjLUrJSQlvHEUkC8OrKMH9DWTP4U1CLGUjf/gJGa73xr4xm07UbBUzuezV3wW55OO/p7VhRfENGAE1srH13Dj81H867IO8U0eLJaty3HeC7n7N4r0uTOALhVP0PH9a9M+KNwsXhC6dumAP1rxvS5zb3cEw6xur/kQa9y8VaVH4i0N7QybfNUOjHseoz7V201fY8nES5ZRvsfL7xPeSs5gVe+FXn6k1f0jR7e7vEtp0kBkzsZD0NduPAusW8xiGmSsckb0KlD+Oen1rp/DvgI2U4vdRaPzgD5cSHOzPcn1+lYKM3KzR1OrBRumcEfBMOP3dzKp/2lBr2rSvsWqW9tMqyJKgUna2NpTAAIz0IAqpLosJGFQGqsFhc2lyTb9QpBHrz2rizGhzJWdrHRhpuaZPqJ0q4nle6sbMYJ+dgAf06mua1S2gskm+z2kcIdflKqATkevWs3VbzUbWSXiMk5659aZpi6v4m1JFnkURR8bYlwvT35NeZhMJKM3d3+Z2utVUffukjy+WO8DMz28oySeVNV2kkT7yMPqK9tn8FToSAv6Vl3HhC46eWD9RX0PKzzHVieaaXJvaT2xXQWh+YVNr2kNpTW+5Apk3dBjOMf41VtW5BqdmNO6ueyfCeX/kJRZ6iNv/AEIVyPxqt2udXVYhl1iVuuO5re+FVwF1i7jJ+/bZ/EMP8a5f4tQXF74v8sZESxJgf3ic1o9E2Z399I8pAkBwVJPtViGZl4Ocehrd/sdkQNzn6Ywa7jSNGN9ottPdWkcjsp+Z4wSwBIB6VlBqbsjdz5VqYvw8tjf3GortBCQqW4zgZPNa+uaTc2WloXidxt3CVcbfmOeB3yMc+vpW94at7TQNQmAs0jt7obJsKeQM44+prsrx7S1svMWCAi6YNIjHcpODyB/WvLxeIdCo9LnXSqXST2PFNMtvPLo8rQKASHdeQewx7/pUviC5ht/C8tlE52TzocFs/dya9AvbXSruOQwWFo06jJCLwB05zxXmvja2urqS1itY1KRg5VSAB07fnRhKzrtSs0jatOHL7u5x5RRyGx9K3rVsMK59rK/iP7y2kH0Ga27dvmr1keZJ3Po7wXcfaPAentnJWIxn/gJI/pXzp8RYHPie7eJSdsrZwOmea9y+G915ngvy88xTOuPrg/1rwzxalze+KtQJ3CMTMAo9q1lpC5zU5c1W3ZHIq78ZJq1FMdvzc1prYSWziRCMryCORXdx+HLa4tYpJtPiDOgYjZjBI9qxj72x1ufLuM8J6ZJqfhIGJFLeeyruHBPHH1xVXxNayQ3oEkc4LE5Zl5bHQ98dK7vwf9j0+ybSntlWPeXjBOMluGGT04rb1j7BEI7OW1t5oo48KZuSBn16142JxbozknG56FKaklzHkljapLEs80vlqCBs7uPUen0rL8Z3S3V5Zwlt32e3CZ+pJr0a9s9OjUXNnZwBATl1GeR6ZryrxBYX9xrVxLHHuQkYw3tXRg5uq+dqyFiJw5bRMYqB91iPoa09GL7pdzlumMnPrWXJZ30Y+a3k/Kr+iFw029SD8vUfWvROFnXWh4/CvohJg3hqKYn71qrf+OivnOzb5gK920uSW88B2yxf61rPYv1AIH8q1ir2OWtLliz5p8QRQz6lI6TAy8goFz3PU1n29hc3EgihUO56LnBP0zXTJ4fdLh/NVtythweDnPOfQ1csPD811qlvb2alpTIDlf4QDkk+wrB1LysdC0VzmG07UbaP95ZzqPXYa9i0/SJJNE0eRmKMbeJtu4KW3Dhcnvnt16471bm0GVNxC/TtW/o15DJaxadepGWj4Uv3A+7g+1c+PbpQUlqaYeu29DyjWtLurXVGR7XYFweCMA/Tj+VTWUNrGyhkWS7BK4Q7lKkdhXqmoapC9zIk/lOqkjBi3nFc9rDJDEsyLFFHIo2hAATn1ry6eLnWm48trHoRqU1HbU8o8WX63mslWYkQRJEM9sDP8zWATGa6DWvDlxc6rdXEcww8hwCp6dP6VjvoOoR9FVx7NXuU1aKR59SV5M1rVvmA7V3ln451aOGOJvs8ixqFBaM5wOByDXn0DYYVr27dK6KcrbHJVgpbo7yLxxP/AMtLKM/7jkfzq3D4tjmPz20ifRgf8K4dW4q3btyK1cmYqlA9AttfsmI3eav1TP8AKprvVbSRQ0E6rIvKnBH4GuOhbpVxGyKynBTVma05Om7o5PW7nUzfSrHDHtzgOE6D27V6H8ONGktLN7q5BZ5TkZ5wKzM5pVZo+Udl/wB1iKzpYeFN3ijavi6taPLJ6HqLRRsOUH5VUmsYHH3BXArquoRgbL65AHbzCf51zdv4k1+/8Y3Wmv4ju7aLMnlBI1bLKm4L04HB5Pp71texx8jlsTfF62S3fRygxu87OP8AgFefW5wwqTVfEOq68tu2p3klx5QJTf8Aw7sZ/kKrwHkVhJ+8ddNWgkz0b4d30dp4ijM0qRxvE6FnOB0yOfqK9E1zQdO8RIjysVmj/wBXNEQSPY9iK8Rsn4Arbt5njOUdk/3WIraNmrM56tNuXNF2O4tvAGmQyh726lugDxHtEY/HHNdGbe28sRxxqqgYUAcAe1ecw63qcZAW+mI9Gbd/Oti08RXoA3+VJ9Vx/KqUYR+FEuNR6ydzfutIWVGKjtj8K53xDa3NtZQ7bjCDkZwcjoc1tw+Jv3eHtyD6o/8AjXNeJnur+2/4l5kQg52EDB/CuDE4eU9Y6nfh6lNpQq7HMPqWr+d5NrcACXauRDzj2ySBXVWXgad9JikmdpJWBZieeprnvDehX17rsTanIVSNg37z5R9BXp3je+udM8JGewuGhlEsah4yM4J5FPD4f2cbyROIqwvyUdjhrrwZMmcLkAeleYQnD16dqes6jHpEd7aeINRlDTGDMyKglIXLNH32g8HPqPpXlkZO78a2duhnC/U9j+Ft2P7O1G3J+66yAfUY/pU2v+CLbVL5r22nW2uH/wBYrx7kY+vBBBrzGxmePDRuyH1ViDW/ba3qUIHl39wAOxckfrXSnFx5ZI5ZUpKo5wZ02neArK1mWe/uftTKciNU2pn3ycmuje0gYYUD8q4iHxRqmQHmSQd9yD+la1t4lmIG+CM+4YikoxirRQWqN3kzSudIGQ4JUZByB05rmfEf261ut7ToMKAAVzz+ddQPEUMkWxoXAIwRwQa4nxN/aV1Kj2TuyAYwy5xXm4nDyk7pXPUoToySVXoZcU2satOmn/aNsRY5Cx4zz3PWuyuPAz7QwBPHOazfh9o0o1Q3t/KA68KrnBJ/GvZFVGiHAIxW+HockNTmxVePNy0tjxe58HTJnA6e1cxr2kyaXJb+YMGTd+mP8a7281K5n8eXulz6vd2tqZ9kZikjRY+AeS4xjGffNcH4mub6TUnt72e5kNvJIircY3rz3xxngdOK1klYiDk2rlW0bDCvXPCfinTbXQYLK7uDFLEWHzISCCSRyPrXj1s3Iretm4FVTYq0FNWZ6pdWfhnW5/PkFtLMerpKUZvrgjP41ds7XT9MjKWNrHCrfeKjJb6nqa8uUjAq7azyIwKSOv0Yitbq97GCpO1r6HpmFnbBAqjqGkoJFfJTOQhBxyR3rn7TWb6IjFwWx/fANaMmvXFxGUliiYEYOMisK9P2kbHRQl7N67HH60bm1vJViu5CXJIG3PH4/SqWi2V/4k1mGC6vZZUhK4jJGBj/AGR/Op9b0G/vrqSW2uSkb8mPfXTeAdOs9C8yS8uES4fj5uP1rjo4SSneVjrqV8PCF6S9417rwTCxyqj8KxLrwUdx2j9K6Xxxq8tp4Ve50298uUTRrvhYE4J5rhtWv/FWlaXYXVzq96JbkvvjKgCLG0qCcdSGzj/69duhxe9umeZRfeFa1uelFFEDSZeQnFW7cnNFFaGRqxHircZ4oopiJhSnpRRQSNrzzUtQn0rxbdXttt86KVtu8ZHK7Tx9CaKKmRcNzCAwAB0HFWIetFFYPc6Y/CbVkelbELHbRRW0NjGe5ZjYkitK2PSiirEy/GanFFFBmxTgjBAIrC8Yu0fht9rMo82PgEjuaKKT2BbnJar4sudUhhjewsYDEqojwI4KoP4QCxAHOenWsCP71FFYS6HVDqatqTxWpEeKKK2iZSLER+atOD7tFFUSXYz0qcUUUEscQCORmpY55oT+6mkj4/gciiikSzg9T8SXena/qYeC1vllm3Mt7F5mGUcEHIPfpnB7g1kXGqXWr3Ml3eOHnkYu7AYyTRRWUupvDdEtt1FbdqTtFFFOBUzSQ/KKtW55oorUyRqQ1bTpRRQSyYdKKKKCWc/40GPDzkcHzo+fxriJvEGqXNjDYzXs0kMDtIu+RmJLY65POMcemT60UVEjSOx//9k=", "info": {"video_id": "81833", "label": "putting a gas lighter onto a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81833", "label": "putting a gas lighter onto a bottle", "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": "81833", "label": "putting a gas lighter onto a bottle", "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": "edacf61443b8aa8c3bfde63ed65007b0628ac1e3d662a1fafda7720e8fb2ba0f"} +{"episode": 40458, "episode_seed": 570824781, "split": "train", "timestamp": "2025-10-13T03:16:50.127395", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 570824781, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 box, revealing coconut 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', (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": "16803", "label": "removing box, revealing coconut behind", "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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gHNeijiuaGp67daldPNJJudpTJv24OSaIrhwNyuyueSysQT+VZcKhpVB6VaI2nKk0AUqKKKBHS+AVSfx1oNrO5+zvqEJZCflJDDHFfaVsdy7j3r4PsruWwvoLyBts0Eiyxn0ZTkfqK+4PDOsweIPD9lq1txHdxLJt/uEjlT9Dmn0GbFFFFIRR1Wzi1GwnsZxmK4jMTe2RjI9x1r4VvbZrK+uLVzl4ZGjY+6kj+lfdGr39vpenz391II7e1jM0jHsqjJ/lXw3qE7Xt/cXbDDTSNKR6biT/AFpjNDTdLsLrTXmvNVgtGViRGxyz9B0A+tMe00aLkajI5HTbEayDjjFJSEW777JuX7I0jDncXGKqUUUASRzNHFLGACJAAc9uc12ngbxBa6fE1hPIYnkl3o23IJwBj61w9OR2jbcrFT6ipnBTVmVGTi7o+iJdNXVLnTZbfDs7lQ68Yb1r1rRNFtdLt12Rq0x5eQjkn+lfPnwN1+4k8T/2POwlt/IeaLd1RxjOPYjPFfS0H3BWdGgoXbNKlVyVkTZqnqOn2eqWj2l/aw3Vu4w0UyB1P4GroFMcVujE+bvih8Gk0iKXWvDMcjWgOZ7LO4xD+8hPJX2PIryH+yr4cm1lx9K+3b6SGOI+e8axsMHewA/WvljxP4V1CLxRfx2t8W0/zi0TCUt8p5xx6dPwom1HVjjFy2OMezuIc+bGU9MmnsxaJlPcV0uoaBbpppaHzftCjJZmJ3Y9jWCsQx25rOE1K9jSpDlS7k/h1raCW6+2ROyy2zomwZwxHGa9d+BMVpbw6rJLHGL6SRFQsQG8sDJA9s9fwryWLC4HSrEOoS6fdRXEG/zEO5SrFcEe45oqR54uJMXZ3Pr69imP2Z4ZCi7xuXHBGOlWpBF5J355HG0c/hXj3w3+LceszroXiJ4oLmXLWs6jbHnJ+Q5PBwOD3yR9fWZfNQ7kdMbect/hXBKn7N7GqfMrFfXNSGkaJLPbKiTE7YxI20bmOAT7Dk4HJxXyP4r1l9e127vJ5pJnnnLh5OpUcL9OMcdq9J+KXjWC5Y6Lp+oC7KSF7u4ib5N+MBFx2AJzjufWvKr61It4ZwOcHd7elddDmtzSM52WiM+HTZJreeZVJWLHQE5JOMUy2sZpLqNGgl2lgD8hrs/Dfj4+GtFksYNDtLuZ3LmefJK89h+FPufitrcwxFpunw/7sFbXZOhMpdWKeXINuAMqRn6VzPinBa2b13f0q3L441PULqN7+QLsbcrRIFK1neIXZxalmLEhjk9T0qYuV2mb1Y0vZRlB69V/XyMOp2uN1mlv5YG1y+/PJyBx+lQUVZzHtngXxNp95ZWdkLkJNBCsbxupGQBjI9q68WUdnrcrgBfNUHjoRivmqG4lgP7uRk552kjP5V6n4X+J9o2mrZeIjIs8AxFdopbeoHRx6+/euKth+sTqp1ukj07+0PKG9ZIIYkBLORkj/DpXlnxQ8RRXJ+yRSsWeNGCcYG7kk++ABz0DH1q9qnj/AMMLayNAbm8k+8kBVlUt2yT0Ga8ovb641TUJby5bdLK5ZsdB7D2pYejLm5pDrVFy2RWAaRwqqSxOAAOSa7zTvg5411W2jng0gxIy5zcSLHn8DzXoPwC8D2lzFN4pv4VldZTFaK4yEx95vrnj8K+gK7jkPkKf4NeN9O3STaQXQA/NDIsn6DmuUvLGWzleG4xHLHw6NwQfTFfczdK5Pxf4H0HxhaNFqlmvngfu7qIBZU+jdx7HIos3sXCUVfmVz4uopQcHOAfrSUEBX1R8FL5j4FshvBC5TGfQkV8r19CfAu9VvDr22c+XOwIPTnB/rQVE96ByAfWmyyxwRmSV1RB1ZiAKpvex/ZGIYxOBjkcisfUJvO04/O7HzuhOSuBkc/j2wfegLHm/x38ULJ4Xi0y2dtlzOok4IyF5GfxANfOjV6p8Zr6OS+0uyi+4kTytjuScD64Gea8ramDIz1ooooJA0lL9aSkAUUUUAb/gnXJPDnjHS9Tj5EU4Ei/3kb5WH5E19r2kkc0EcsTbo3UMrDuK+DYTieM+jD+dfaXgq5dvD9oGORsHWmOx1NMkHFPByMikYZUjOKSEeTfEKcS6zBbO2Y0QEL2BJpkdhaS2gTylzjqBirPxFXT4I5JIg8+oOwIw+ETHr61Q0O9W5soyeG6Eehrhr6zep6NFfu0ZWpeGhJExRTg57V4luwfxr6nWFJrRhjnaa+VZDt3H3NaYbqYYl7E6NzUp+ZcdqoxzjNWUk3V1HMNkjiKqHTd/hSSm5lQot3P5Zx8nmtj2qZ1yBgVKkZKgDipvYrcraTCq3LpIvbiugkVXiKMuQRVG3tWMoc/KV71pN04piZhXlk0MKpCSQWOPXn/9VVbWwmM2ZgQo9T1relquTg0xGcbaL7RHvTOzuP4vrUGuuHFvwRjd/StJ8Ej2OaytZIPlcnvj9KAMqiiigQUUUUAFTQntTAmalRQv1pjPqn4E3Ec/w2t40I3QXEqOB2O7I/Q16dXgX7Ot+8f9r2bN+5kdHA9GxivfaGIQ9KqzVbqrP3FOIHwVRS7T6UlSAV6r8FtZW01C7sC4WVwJYs85xw3HfjBx9a8qq1YXN1p95De2kjxTwsHjkTqpoGnZn2zY3eURFV4yemBvU+uD2/HFZ3i69EYgUBWABY7umMjr+XTvXlnhL4yRXUAg1fSpWnVOXtXXY2B12sQVPsCR6Vz/AI5+Li6rH9n0awuLZthTz7l+VBOSVQcBv9okkdvWmWmr6nH+MtQ/trxRfXLzoGRxEARjOOvTjrmuaeFgDjBx3BzUIcgHPJJpfM9KCHqRkY4pKUnJzW54R0S08Q64NPu7x7YNDK8ZSPeXdULBfYcdfakIwqKDRQAUUUUAA4NfYHgO783w9Z7mzmJWJzz0618f19NfCnVEm8LWT7twRNrYGSpHBoGj2CN1eIMG3YHUGud1bVbgxtEk6xBuMgAY/Gr0RRod+PMVh1jPBH4Vka59itIYneMHc4X5yT1qZ/CzSmlzK55zqkklxFPEqCZVfPmE4HvVJHm0OWKaR91vMecDGw/4V0l9HJNPPHBAYkcfK56VheIYJrXQFnFwTIrrHhQMYPWvNSbdj05O0bnV6fqiSw7g3BXpmvmSV/vD3Neo36tpOjR3uk63qLxm5NsBPGqLNhNzNF32qcKd3qPcDyYSMSQea7aEHG9zz681K1g5zVu2Y1WHJqaM7TkGugwNJD/erX0zTzdBmR48g42MwBP0zWHG/AJ71oQS7AvODSsFzdm0y5tiRJA644yV4qo8ZHAIqaDVriEYiuHXnpu4qSTU3nw0yROe52gH8xTQ7mXMCuc9qpu2DWjeTQyK2xCreuc1lOeaQhGOay9X/wCWP4/0rf8ADFpp2r+Jo9N1W8ntYZ22JNHNFGsZ6ksZOMYzwOScDvWD4gtpLHWLuykWdPs88kQS4AEi4OMMBkZ9cHHpQBl0UUUCClFJRQBow20ciDZMm7GSG+WnyWE6KSYyQO68j9KoI+KmE7D7rkfQ0xnr/wAEWeF9SK5DB0NfSFvJ5kCN6ivmz4H3LNfaoGyx+QnPcc19FWsoECqBkqOntQO2heqrc8Vzvj3U7vTvCr3VlcPBKJo1Dp1wTyK4DWdV8U6PpNhd3er3wkui++MgARY2lQTj7xDZx/8AXoTsyTy7wzoOm+JNOnuLq2EEqrkNbEp+hyP0rlb6zit7+W3UFkRsAt1oormbOqCKVxAkKb06kYweRVVJHjOUYg+xooraD0MaitLQ67wfeJqet22n31nazxyMF8woUkX6MpBrqfij4H0vwyI5bCa7O/qs0gcD9M/rRRWqMzyc9aSiipYBV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRSApjnrSsoC5oopdSugqIGSRjnKqCPzA/rTUALAHvRRTJLFzbpCispbkd69J+DWpXK31/Yb826xeeoPZsgcfX+lFFA1ufQMYEZBUYPUkHGfrjrWL4mupALQ4U/vsYNFFKp8LNYfGihqN1IJgQF5HpXA+KdSuG0ORTtwJlPT3oorzY/Ej0J/CzC1fxI+uR28c2mafbtDGqRvbo6lUAOEALkAc54HJ5rzIMQ3B70UV6EN2ebLYuIcgEgVcktY1hDjIP1oorQgapKpkEirEMjEA0UUAWQ7YzmpRI27GeKKKTBDXdiMZqB6KKBkdlrzaPLcRnTdOv4pnVzHfQeYFZM7SCCCOpyM4PcGs3VL+51bUJtQvZDLc3LtLK5GMseTwOg9qKKTEtykyADIpCB5YPfJ/pRRQgY6IgyKGAIz3rpD4fsn0k3YMqyAE4VuP1FFFWhHNOu12UdBSZoopAen/AASnkj8RXyqeDCrfjn/69fSdixaPGeg3AjtRRQUjnviJM0vguUtjIuYun1rxfVNb1C8tItPuLmWWCB3kUO7MSzY65POMcemT60UUC6n/2Q==", 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", "info": {"video_id": "16803", "label": "removing box, revealing coconut behind", "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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1R3Y5CR5yfyrp/OkhJ3DKDuO1FguebUUUVRB0vgFUn8daDazufs76hCWQn5SQwxxX2lbHcu496+D7K7lsL6C8gbbNBIssZ9GU5H6ivuDwzrMHiDw/ZatbcR3cSybf7hI5U/Q5p9BmxRRRSEUdVs4tRsJ7GcZiuIzE3tkYyPcda+Fb22ayvri1c5eGRo2PupI/pX3Rq9/b6Xp89/dSCO3tYzNIx7Koyf5V8N6hO17f3F2ww00jSkem4k/1pjNDTdLsLrTXmvNVgtGViRGxyz9B0A+tMe00aLkajI5HTbEayDjjFJSEW777JuX7I0jDncXGKqUUUASRzNHFLGACJAAc9uc12ngbxBa6fE1hPIYnkl3o23IJwBj61w9OR2jbcrFT6ipnBTVmVGTi7o+iJdNXVLnTZbfDs7lQ68Yb1r1rRNFtdLt12Rq0x5eQjkn+lfPnwN1+4k8T/wBjzsJbfyHmi3dUcYzj2IzxX0tB9wVnRoKF2zSpVclZE2ap6jp9nqlo9pf2sN1buMNFMgdT+Bq6BTHFboxPm74ofBpNIil1rwzHI1oDmeyzuMQ/vITyV9jyK8h/sq+HJtZcfSvt2+khjiPnvGsbDB3sAP1r5Y8T+FdQi8UX8drfFtP84tEwlLfKeccenT8KJtR1Y4xctjjHsriHPmxlPTJqhXb6hoFuumlofN+0KuSzMTux7GuIrOE1K9jSpDlS7kttN9nuYptobYwbae+K6DwbrdtouvSXV0THFLGY8qC23JB/LiuapQcEEdRVSSkrMzTs7n0mgttb8Pu8UqXAADAr/dzmr9tOkFvHjYzYIXefSvAPDHjG/wDDWpLcoxuIG+WaCRjh09PY+hr02T4h+Ep4lf7VdRE/MEMTAofTI6159TDyi/d1OyFaMlqdPrOvrp+kXXm3EfmxwmUKi8J2HU85JGM18761ei+1WeZGZ487VZjksBxkn1PU/Wuk8ZeMLXVl+xaTHIlqzB5ppOHmYdPoBWD4e0WXX9csNKiO2S7nWPd/dB6n8BmunDUnFXe7Ma01J2RL4c8Kaz4ouXh0nT5rooPmKD5VPbJ6CutPwL8eCLf/AGbAf9kXSZ/nX1F4d8P6f4Z0WDTNNgWKCJccDlj3JPcmtWugwPi7V/BOveHIg2rWElsmMbmX5c/73SsMDypCAyt7qa+5LqGK4geGeJJYnGGjkUMrD0IPBr5t+MfgvRvDWqWF3pEBtlv/ADTLAD+7Urt5Uds7unSiz3L5o8trank8yNLMCBnjmujnSzvrrRFihkCKkcdyGGMnfzjn0NZscYVs8VaRgFHNBJ9faR9lltlWzVFgCARGIgqFHAAqTT0lQSieQv8AOSCew9K+XvC/xG1XwlLGLWNWttxkljlJJYAHhecLn1xX0j4e8RaZ4s0aPVdJnDRzL88bkB4m7qw7GvPqUOTU3U76G0BAbjOxiVx82MKteMfGnxXP5B0iOfbatMA6I4PmbOW3Y6AEqAPYn0rvfFniG18O6V9s1S/jiiU/LAjfvLl+yL7Zxn/Cvmq/1GfxDrFxd3TFmlZnb0Gcnj8TWlDmk7vZEySSOYmj85tygksxNOvNMntbgxeW7EAZwp64zV7T7ldG1i3uJrcTrbyBjExwGxXZ3nxev5HJt/Dum26EDAEZbHHqa7GzI5rw5by29pNMYJtxYLwh6VuStlcEEA+orPufiZ4gmDAR2kKt1CQAVBZ6u+oREGV/lJcx5+UE45+vFZtyUlbY6acaUqcnJ2ktvP8ApnH0UoODnAP1pK0OUK+qPgpfMfAtkN4IXKYz6EivlevoT4F3qt4de2zny52BB6c4P9aConvQOQD602WWOCMySuqIOrMQBVN72P7IxDGJwMcjkVj6hN52nH53Y+d0JyVwMjn8e2D70BY83+O/ihZPC8WmWztsuZ1EnBGQvIz+IBr50avVPjNfRyX2l2UX3EieVsdyTgfXAzzXlbUwZGetFFFBIGkpfrSUgCiiigDf8E65J4c8Y6XqcfIinAkX+8jfKw/Imvte0kjmgjlibdG6hlYdxXwbCcTxn0Yfzr7S8FXLt4ftAxyNg60x2Oppkg4p4ORkUjDKkZxSQjyb4hTiXWYLZ2zGiAhewJNMjsLSW0CeUucdQMVZ+Iq6fBHJJEHn1B2BGHwiY9fWqGh3q3NlGTw3Qj0NcNfWb1PRor92jK1Pw0JImKKeQe1fPLDDH619gCFJrRhjnaa+QHx5jY6ZrTDdTDE9BtFFFdRyhRRSgZoABwQa7f4XXMdr8StBklICG42ZPqykD9SK4xY+eelXdPkeHUbSSNirpMjKR1BDDFMZ92LwopaqaZdm906CdvvugLD3xVukIjkrwn9oHh/D/wD28f8Asle7yfdzXg37Qf3vD/8A28f+yVXQDxcPU6NxVEy7WwamSYVIydkBfcfxFQpiPcbdnhZupRyuR+FTryM0iJ8/SkxooXEU7t5kskkpz95mLGuksVRYFKrjI5qisDn3FadrD5EW0nPoPShajILm0WaZZQNrqcj3rBmtLl5G2hiAcdcV071VemSZq2flQKXAdsfMPWpbBI7aHaink5Jqwx4qIYAOD1NAHLUUu0+lJQIK9V+C2sraahd2BcLK4EsWec44bjvxg4+teVVasLm60+8hvbSR4p4WDxyJ1U0DTsz7ZsbvKIiq8ZPTA3qfXB7fjis7xdeiMQKArAAsd3TGR1/Lp3ryzwl8ZIrqAQavpUrTqnL2rrsbA67WIKn2BI9K5/xz8XF1WP7Po1hcWzbCnn3L8qCckqg4Df7RJI7etMtNX1OP8Zah/bXii+uXnQMjiIAjGcdenHXNc08LAHGDjuDmoQ5AOeSTS+Z6UEPUjIxxSUpOTmtzwjolp4h1wafd3j2waGV4yke8u6oWC+w46+1IRhUUGigAooooABwa+wPAd35vh6z3NnMSsTnnp1r4/r6a+FOqJN4Wsn3bgibWwMlSODQNHsEbq8QYNuwOoNc7q2q3BjaJJ1iDcZAAx+NXoijQ78eYrDrGeCPwrI1z7FaQxO8YO5wvzknrUz+FmlNLmVzznVJJLiKeJUEyq+fMJwPeqSPNocsU0j7reY84GNh/wrpL6OSaeeOCAxI4+Vz0rC8QwTWugLOLgmRXWPCgYweteak27Hpydo3Or0/VElh3BuCp4zXym/32+texX6tpOjR3uk63qLxm5NsBPGqLNhNzNF32qcKd3qPcDxw9TXZQg43uefXmpWsJRRRXQc4VPbpG74kfYMcHGagpynBoA0/sDsu6No5BjPysM/lSQwSQ38G9GUiReo9xVNJcDg4qeG6kWaPLsQHXjPvTGfZXhWd/s6xsTjaCoP0rpq5PwzKPsVu5HSMc+oxXTLLk7fyPrQNokf7prwP9oVsP4fx/08f+066e81+/fx7e6XNrV5aWpn2RmOWNFj4ByS46Yz75rx/4parqN3qVvbX11dSm1lmRVuSN6cgc44zwM4oWxJwsh3NkUkZIYUgckZIp6gUDNGEkgelW4UWR1XIBJ6ntWbC56Z4q9C43A+lKwHTR6LcCLfEgmUYBaIhv5VDJbvGSGUqR2IxVO0vGiOVkKnPY4rTXWrorsaYSJ6SDdj86aQ7mfIrBSeCKpSnGRWtJeRMp8yFev8JxWRcsC5K9O1DEQM2aZUN1IyQkqSDkcitfxD4V1Lw54f0jULxp1nvjJ5sDRkC3ACFAx/vMrZx26dQcIC54Z0HTfEmnT3F1bCCVVyGtiU/Q5H6Vyt9ZxW9/LbqCyI2AW60UVztnTBFK4gSFN6dSMYPIqqkjxnKMQfY0UVtB6GNRWlodd4PvE1PW7bT76ztZ45GC+YUKSL9GUg11PxR8D6X4ZEcthNdnf1WaQOB+mf1oorVGZ5OetJRRUsAq9pGq3OianFqFps8+IMF3ruHzKVPH0JoopAUxz1pWUBc0UUupXQVEDJIxzlVBH5gf1pqAFgD3oopkli5t0hRWUtyO9ek/BrUrlb6/sN+bdYvPUHs2QOPr/Siiga3PoGMCMgqMHqSDjP1x1rF8TXUgFocKf32MGiilU+FmsPjRQ1G6kEwIC8j0rgfFOpXDaHIp24Eynp70UV5sfiR6E/hZhav4kfXI7eObTNPt2hjVI3t0dSqAHCAFyAOc8Dk815mEBJoorvR5z2EVR5qqeQSKbnFFFaGRr6NY2+oTCKZTgnqpwabremQabcmOFpCP9sg/0ooqugGVS5IwaKKQz678H3Ej6FYsxyfIRvzArsBK0RQL0bnB7UUUFHini7VW03xZrKmzs7uOS53FLqLeAVHBGCCOvTOD3BrybxpeT6heRXlzJvnnZ5JGxjLHFFFIk56Bj0PIrQtYUmYhh09KKKYB5YjlIUmpFdlk25yPeiigC3G59amWRgODRRQA7zGIHNQuSck0UVIynecQ/iKffeJNW1PS7fS729mntraR5UEkjMSz4zkk8428emT60UUxH//Z", 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", 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", "info": {"video_id": "16803", "label": "removing box, revealing coconut behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2f6a120bf340c9b48a9ee386b0352be36f74e63ded324654fcd96612a3ce9c6f"} +{"episode": 40459, "episode_seed": 476389345, "split": "train", "timestamp": "2025-10-13T03:16:52.077787", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 476389345, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'bag falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "62564", "label": "bag falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "62564", "label": "bag falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "62564", "label": "bag falling like a rock", "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": "62564", "label": "bag falling like a rock", "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": "30a9a5780f4fb8a025f5bb0ef1a2ce419b5b1d489f6384159d4e8b1f3ec6bb11"} +{"episode": 40460, "episode_seed": 1582778530, "split": "train", "timestamp": "2025-10-13T03:16:54.124162", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1582778530, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 potato out of 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58508", "label": "pulling potato out of mug", "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": "58508", "label": "pulling potato out of mug", "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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xLSSHn+VV9PJEk8R4AbePow/xBrhm7vQ3px5Y2Y4nydTz0E8f/jy//WP6Vr6e2PN59P61kallbeO6A/1Egc/To36E1pWhA3nPXFOn8SGzS3DFJ5gqq0uO9R+f7103J5Ll1pgOlQCcvKqA/eOKqS3GB1q3pMUOoiRY5ALiHD49PT6jimvedkErU48zM3VdZfw3rbWt5EzQyKGGR95T0IrNuPFtnHG0kOT1wteoap4d0zxb4djGoJh4SVSZDh4z3we49jXnr/C7T7a4zNrNw8IP3EgAY/jnA+tFfBRlK76HBhcwdSmnbVkPhC4kk0rXNVn5aQCCMnuzdQPouajjcpfYHR0/VT/ga2NRNrb2lpp1hAIbSHcUQHJJPVmPcn1rFkOx4Jh0Rxn6H5T/ADFYYhcsuTsdeG96PP3Ld6rz2ciLneoyv+8ORUkcqzwpIp4dQw/Gpl5wOM96oWI8tJrY9YZCF/3T8w/nisTcguH8rT524ysLHn1IOKv20fl2scfTaoX8his/UEH2JkPWV44/zYCtZEwwyfWhEmPqDH+0oh/dtz+rD/Cmy4YqAcHZ/SnahhtWfGflto8/Usx/pUc5/ege359apFo6zwhqATRYbRiSk9ugGf4WwOa1tc1ie2hgsrlMiPlP4T+Geo/WuT8NtjTLFmOB5MYH5V0niG5S9a2jvVdJ4hsZwcZHGCfWvfyl86Setm/lofF8Q0lHEXu1zRS8nZv8dn95n6hdz3kUUFuhjQgb3Ygke3171zlpcma0haQ/vHXn6jr+oNbD3kL3zwWreYIB+8ckHaew44z/AIVhxRYllVesN1IB9GO4fo1ebi6kZNRjtq/vPo8HSlFOU99F93/Dlz7l1E399WQ/ow/k1X0USQlHGVYEEex4rMmOy3WU9I5FY/QHn9Ca0o1MYKH6VynYzc8ByGOxvPMHzwhUb6qWH9BW7cXBMJYnluTXP+Gt0d1qsar8kgilz74YH+Q/OtDUJ8KFBxxXoU9KSOCavVZm3D73qNVphfLHHNLvwfpUnRsTZA4qre3CrAdzBe2WPApJJgiEk80y5tI7rQnl8zZdeZnDNgBO2DXRhqXtKiT26nHjsSsPRcr6vb+vLcgW/jt9PZ3kVnJ2oqckk9PpWMt1JLcTiYYKED/gJUEfzq6IxZW8ZmKAs2FVSCcnuPQ9s/Ws3UUJ1SdV4MsCOMf7LFT+mKyxvLBOnB3u/wAh4FzqyVWa1Ufz1JZflSOX/nk6sT7Zwf0atGFicg/Qms4ZngdOcMmPzGKs2MrPDHKT99AT9cc/1rzT0yOBfKuLq3XoH8xB7Nz/ADBrp5Zi7YzwK525/dX1rL3k3RH/ANCX+R/Otdj6ckVrT0TM56smV8nmnM+0ZqqzlRljwagkn2ng5/GqvYajzGg04Hy596h89pZliiG53OAM1QM4Cl2IAxTdMufOuopkbhiNjfXp/SnGac4xfVoKydOjOcdWk387G5c6pDYRR2pDxug+Z0Od2fUdqz9Ru57mUQWyOoxlpWHTPQD3q94h+zapqEEzuYbjbh02gjOf0zWT9qj+2SQxneYxudugUk9Mdif6V6uL5KUIStZpM+dy51K/tFJ8yk1d/wBbeZk2lwZrSF2Pzugb8cc/rmp/uXSH/nojKceoww/QtVKGIo5Vf+WE8iY9t2R+hFWZTtgjlPSORSfpnB/Qmvnj6l7mkFEsDI4yrAg/QjFVtOmdbRUc/On7tvqpx/SrESsilD16VXx5d/crj5XCyA+5GD/IVcNyetidpSec1BLcbO9Mlm2j3rPuZWEbMeOVA/E4qpSOiMVYmmuiVYg9Kf4fu3tNammVjlUjP1HzZFZ7N+4b3Io0pydRnxz+6iyfxesud7oU4pqx6e+qPaWd3dQITaT5JVs8Z/kawP7XM9tI9tAzSZwoZhgnFaFleKPDc8M6s9q+eR1Vxx+vFYE9xZWNoiwMzyStiOJmGS3px/8Aqr6Wq4Sw3NJb22+R8Vgac6WLdOMvh5tH0V3ovzKMzSw6iyzS790Ikz2+8Qcf+O0rJ58DqD95SF+pHH64o1RS15aMSMsskLY6cqG/9lNJbh1CJ3AOPf0r56rP2k5S8z6ylD2dOMOyLdrL5qpIP41DfmKjnHlakjgfLNHsP+8pyP0J/Km2IwrKP+WUjJ+Gcj9DUmotssjP1MLrJ+A4b9CahFMq3hEs1ivXfdr+Shj/AErX3YU89s1iEh9WsI+yCZ/5L/U1tTsAUHqMfpQIw7wltXuv9mOFf0Y/1qKbH2kD/Penytu1XUPaSNB+Ea/40jp/p2P9qmi1saGif8gG1z/z7p/KtW+1SO5Nqb6KRpEZYvMi6vzxu9+2ayNFwfD1mR/zwHH0q5dLmx8xuCkqP/48K0pYipQnzQepjiMNSxMOWorrcnt7eGNNtvbrBDnhB1z6n3rPkUQateKP4kilH5FT/wCgitxE25A7VmX6hdYtiRgTW8kf4qysP5mseZyd2a8qSsiGaISRywnGJBjP1GP61Jay+baW8rH5mjUn69D+oNJkb0+hFYmlCXUvE9xpR1S4tIQ0phEabssFLhfYZzyfT3rRakPQ73RpAkN02eu0Z/OqlzOWkb36e1cz4N1S6ube9+0TvJxGV3HpnOa15pVZuTXZCXuJHNy++2TLMAPU1FJcdQD8xNVJbnb938qpXV4tvGznsOtS52OqFO+rLN5dfOI1OSevtViG+gu9FS3LrHdwNt+fgSJzjn1HSuUsLmS4lvJHbOJgB7DaKtxItwpUjJ24P1zUUcZOhW54mOMwNPF0nTn8n2ZqCyP29Lia8M7oo8uFT8sXHJPqetMv4gl/ZSY++JYj+QYf+gmn6QoWyhAA5QA4+lP1YL9lt5unlXMZPsCdp/8AQqxrVpVZ80i6FGNGCjHyGKoDBhwCCOPWksCVimi6eVMwH0b5h/M0rDYpU/wtmsvWZ5bOK4aCUo8ioQVPOVJB/Rh+VLcpmvqMZlsGZP8AWRESp/vKc/rjH41oNKdu4dD2rmtU222gw6jp+tahMrXH2bNxEsazkJuZ4gOdqnCnd6j3A2WmBX7wrWKsZvVjpbnnGarSS7FJJprsMGQkYFZU9357uFb7pAIHbNROR1UopK7FvL5pWEanCZ/Op9JkI0a2IJBEKYPocVlTf8fYXtkVd0s/8SS1Of8AliD+VYTely9zpL3VbPUpYJrt5ILjhJNoyrt6j0JqKytba2h8u1iZISckvyzn1NZzqGgEuPuyK3/jwraiG1celaVcZVqwjGT20OWjgqVGcpQW7uZjAQaperjg+XKB9V2n9VqSaESRTQHHzjA/EY/wp16oXV4TjHnWzoPqrA/yY0mfnUn0xWcXobSJLaXzbaCY/eeNWP17/qDSXkgUKfUGsbRZIr3xU+k3epXVpatOVjeOWONYs/MSxk4xyeByTgVBNPdW13qttcyXBNo7qq3AAdcZ+9jjPAzjitErK5EX7xpwnzkD9cjNR6qqpaIB/FcRD9c/0q3ZRiOwTjkKP5Vn6s4MVmCfvXKn8kY1m9Wac93YpyN/o/1ajSm/4mM2P+eMfP8AwJqiuG/0dSP71O0oAX0xPH+jp/6E1S9EzQ6i01T7NDcWk0ZltZ+SoPKsO4pIDZTNHNa27GUAqJpRyoycgVRhO6UrjIBPNW9OUIrj+7K4/XP9auOKqql7NPS9znlhKTq+1a1tYNUQLaQzf88riNifQE7T/wChUDgBv7jCp9UjMuj3iAfN5LFfqPmH6iq5dZU3qRtlQMPxrOL0NZDLf5L24TorxrIPqCVP81q5hZImjbBVgQR6+tYOvXElvaQXFvK0UgYIWX0YdPzApda07XdA0TS767vLpZrwyeZCUwIMBSgJx94hs47fnW0VfUxk7FuEA6+B/ds+Pxk5/lV+45kU/wB0kiiihCZiEk6nf/8AX2R/46tTHm8J75X+Roopo0Wxf8NgNodkD0EY/rVy+40u4PpHn8aKKh/EPoao/wBYw/2jWXr3yzaY44YXJGfYxtn+QoopLcGRTKA2R2YVw8+pT6R4tu7212ebGxK7xkcgoePoxoorWO5lLY0vB7FI7xQeMIP510Mh4oorpj8KMupT/jkPpXO6zPIWVN3ynkiiis5HXHYTSfvXg7CZT/44K2rRQjDHcmiiuOXxFrY0NK/484vYH/0I1JrYH9g3p7iHePqCCP5UUVS+Ix6EUo3IWPUrWF4l4trdu/mAH3BU/wCAoorRbkvYp6x4lfXIbeKXS9OtjAqxxPbI6lEXOEALlQOcnA5PNdWOF4HaiitkZdUULolpI4z90nmsq4+XU74KAB56j8Ni0UVjLc630IpTm9z6EVf0ZQdJswe6c/maKKyn8JS3NK4H+gTY7Ln+VbMf3yPc0UVl0G9yhrPy3OmOPvfaGX8CjZ/kKSRQHGOzUUVqtjN7nIy6y2la3qUZsLC9imdXaO8h3gMmcEEEEdeRnB7g0031xqUOrX13J5lxcYeR8YyWbnp0oorZ/CYr4jrn+WJgOMA/yrF1H/V6eO3mOf8Axw0UVmiluU5ObeMH+/Uul/8AIRk/690H/jxooqXszoN+FRhfUgE1YsuGnx2mP/oKmiisVsORo7Q8ZDDIYEH8RWDpJ36PZluT5ar+FFFaRM2Zvif5dCyOqyKQfo1Y17r+p39hFp11eTTW9vI8qCSRmJLY6knnG3j0yfWiit6exjPc/9k=", 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", 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", "info": {"video_id": "58508", "label": "pulling potato out of mug", "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": "411c7a0c625477dcc86bac30a0ff2649112b5aee4c6fc904bb1c1649e2b3d22d"} +{"episode": 40461, "episode_seed": 1810390754, "split": "train", "timestamp": "2025-10-13T03:16:59.418741", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1810390754, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 scotch from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "200610", "label": "pushing scotch from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "200610", "label": "pushing scotch from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "200610", "label": "pushing scotch from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "200610", "label": "pushing scotch from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f5574cfa61730d6057f48ab836efb2db5468476e122bbae7f18fb6e4c02fb71d"} +{"episode": 40462, "episode_seed": 3509248740, "split": "train", "timestamp": "2025-10-13T03:17:00.682804", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3509248740, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'trying to bend a box so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176456", "label": "trying to bend a box so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176456", "label": "trying to bend a box so nothing happens", "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": "176456", "label": "trying to bend a box so nothing happens", "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": "b8c3054316f344d47d64e7b540b2b9d3812d97b66dfab45b6310e307735b0187"} +{"episode": 40463, "episode_seed": 3775860157, "split": "train", "timestamp": "2025-10-13T03:17:01.522022", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3775860157, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing usb onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "121636", "label": "throwing usb onto a 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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Y+r6qNSnRliEUca7VHf3JqgDuqI08cYqW7miViQLmnLEc8EUqCrEa5NZtl2O98IaU1/ab9rvMSFIx0HbHtzWvqmiPAhDxMCB0IxXa/BvR0SzSaZAzeVv59ScfyFdP4+0mJrNbpFCkDBwOtJwTVwUrOx82WkklnqF3bhzFFcOqSMP7ocN/9f8ACup8MFtSlnhQSCwgIRVALPLg4G1eg+p9yaS80FG8RfZX+XzyCPxXI/Wr3g4Gxu4LfJGUMk3y55IO1R75Ofwrtw7cY3ZxV3eTS3LVhBqmt6nfFZJrfSIJPLklkwHlcdVTacYHGT/jVZkGi6nPbahIty1xIPMLEsVjIOGI9yRxzXeX12NI0RpZoC4jQiOA7RhuoBx+ZrxbX/FE2u6+b2FBb+VbKGCnPzLnkfiayb103N4pvRHHKM1KFoRc1N5eKxbNkMReauRR9B3NRwx5bPatK0h8yZeOKhlHXeHLcRJHxzkE16Np2oG2hKg9a4fSUCFR0xiuijkwOtEHYJK5NczmWVnPcGuM8cDOnWz/AN2XH5iuqZgfzrmfGKb9BY/3HVv1p31E1oMkLXXw50q7iAEtnK0RI+p6/pXnksLXjyhVIY5YivR/BLJqPhPUtKkPRvNX2B4P6gfnWHa6C2n30kciB5TE3OeFPOPzxXfUjzRjLyPPpSUZzj5nn+35cdxzikUZGanlhaGd1bpng+1AWuWWjszujqNCZqeNMAAUiirMSZ5rJsou6VbGe+iTtnJr3bwXLNZqGg2GXYSgc4Ge2a8i8N2/70yEe1eo6TN9nVGHGBSi7SuEleJ0Osa+ms6bHJGjQtuKSxScNG44KmvPvFSsfD8/fy2Vv1/+vXUahdmd8/Q1z2ur52jXqDvGT/Wqb1JjG0bGdo2pCPwZbTOoke0u2jUZ6BuQfwNec6uLmzvZV3fOGJcdQc813PhH/iYeE9d07ALpsnT16f8A1q4m7WS6v2Rxl2IXPrXZUfNTicVJctWRjvcNKxYjGRg4qu2C3FTyRGCSSJuoJFRFcYPrXO9jsQKOad/Gv1pQKlSPkE9ahsaRIi10Hhiz+06vDkZCHJrEjTmu48GWhDiU8FmrNmiPo7wdKjeHUcBlUyN95cHr6Vzfi68jm1mIdRFnH1rS0LUPJ0cRseme9cdq87T3skmR96tXpExim2cdaQ+b4p1LTQqkTRygK3fHzj+VGh3dxaXFoVjRjc3BWVJF3BiclT+BHSqGoXUmnePrS6UkHzIn4PXPB/rUnjKT7K01vZB0lguRMZF42jHykHt1rqpvmpM5Ki5ay8y38RddLNLpqiOR4owGYcfOeSfwFePz5YB2+8xJNaE+pySPILjJds5fOc+5rPkYuq/7PFcyvq2da0VkRAU9vu04LT1jz1pNlJEsY6Vo6dbG4vIo8febn6VSjTJrpfDFp5l4ZCDheBWTZaPoT4bKIbRx6RKMfiTVrxvf7oI4R06kVjeE7oWasA2Pl6Gq/iO7+13Z5OMVrdcpkk+Y4PxRdLaa/pt6xIQbS2OuFbn9KbrdkdOm1ZlZmjUieNgeijaVIP41V8bp/oVrIP4ZCp/Ef/WqxrFxLd6DpiFtqXlkqO7L94oBj9K6cO+aEkzlxMeWcZIp+LfE1teJbWumzFoYoyXkHAZ2HOPw4rzZdwLLExzI23Hr7UXTSRSl43IBOCM1BE/76NnzjdnI7fSsEnd3OqPSxoJCE6nNKBl6fsMZMLclOh9R2qWKLJzWRqPhiOBxWzpcBMmSKpRRcCtmxi2IDUyBG/p5J5xWsHYKCQfyrJsDtVcGtRJ5FUbZXGfRqI7DY5pQBjvWL4jHmaFdL/sEj8K2HdmI3HP1qhqiiXTbhNo+ZGHT2piZyvgu9W21GGOVsQ3TPaSe29QVP5ii5mkg1mS0DSJcozKGPJyOmfbrWf4dtobyC9hmleIoIpY5EXcVcOF6ZH96uhGnJr3jVml1K5tWMcgVo4AzF1jLbCM4Xock+hFdymvZJPocHI/at9zh9WiZLrLgBiTkYxzVNUqzc3Fxeyq9xKZWxwxAyfrSbQAK560ryuddNe6RKnOKuxx9BTIo/mzWhbRbplGKxZZ0ehQhIk9zXZwNtRfpXMaaAgRfQV0ET/Lj2qYldC277sj2qndKJLeVD0ZSP0qUSDGSeMVDI4Ib6UwOS+Hd19m8RS2r/duYmhIPryR/L9aNQ0BLDXRcEK6PNuVc5wvfj2rEimk07xBdSw8SQO0qfVWDfyBrrPGtpbx26anaTzhbry5I12/LlwCQGz1749jXfCSdC3Y86cWq911PN9etJLfVrnOOZD0OeapKtdt4q0S0h0KHWLXVL+5Y3X2QteQLGLjamWkiAOdqnCnd6jnsOOVe1YVGt0dcNrMaFqVBzShKmhjy2e1YNmhNBFudVx1Nej+HYhEkYA6LXEabBvuV9jXoGkqFFQ9y0dbbXxigKA9qzppNxYnvg0ivxUbnK59qpsSRw3jQmHU7S4A52fyOa0PHpETx3kK4t720QkL046fzqt46jzb2kvo5X8x/9at2Kwh8T+AbFXkdJYIxEHRdxDBgOmRngiuvDaxlE4cVZTjI8du4GMYlH3V46VCq8/zrvNJ8NabceIJdD1O+u4rdp/L89GiiWMjkl95wMAEYB5OB3rkNRsTpuuahYFJ0+zXDxBZwBIACR8wGRn1wSKzZ0RKwWpFHNKEqSNNzVkzQliTgeprt/DUAjiTjliDXJ28W6QCu70iMIqAcYAqGNHYWlwYsYPWmXExeQsT3ql56rPBHtYltx3DoMDvUrNnP1qgOd8YJ5mgu3dHVv1xUEYbUvhnbSAnzLCdkz3C5z/WtHX4/O0S7TqdhI/DmszwBcxzaXqmmzH926ecAfbAb9CK6cJrPl7o5MZpFS7M4BbU3iTg4LIhc1kZGAPQ16fq+gWml6dNJp92+5ljidQgwzEZxuz+OMdq5vxR4EuvC+gaVqNy04mvHk8yF4SogUbSgY/3iGzjt9QaTsi4O+pWvFGYn/i3bfwNSxKMUUVzrY6Zbl+FQTWtCAFXFFFKRJq2pIVavqflFFFEdihxJ/WoLnm3cHuaKKBM870YBry7iP3GtplI+gJ/mBVXTtWutIuRe2pTzYHbZvXI+ZCp4+hNFFdkPhXzOR/xH8inaHMWPTipu9FFc8/iOiOxchUY6VpWIHndKKKzexaOlsjmXoOlbschRchUOAOq5ooogNjjMXU5jjGPRcVGcEfdHSiiqF0PPrpV/4TF0x8rtgj6pzU9+5uPhjbSy4Z7W78uM+i+lFFdlD4H6P9Dgr/xI/L9TO17xZL4itoIJ9K022MCrHFJapIpRFBwgBcgLzk4HJ5rGiUfpRRXPU2R1w6kmBirMKjGKKKyLNzR418wHHNdjp/CCiis+pSNMHpQ33KKKtjOX8ZqDooJ6iRcUeGLueLwlqOxyPJMMiexOVP6AUUV1YP4mcON+Fepy48QSabfahHJp+n38U8nmNHeweYAyZIIIII68jOD3BrDnvrnVtTudQvZDLc3MhllfGMseTwOg9qKKzezNodB2BzU8CiiisjU09PRTNyK7PTxg0UVD3KRsoeM9xT88GiirApXvzWkwPQqc/lXFeCZXi120Cnh7gRMPVWVgR+goorbDfxEc2K/hsg8SARTzQoMIrnHqMdKxtS8RarqemQaXeXs89tbO8yCSRmJZsfeJPONvHpk+tFFaT3ZNL4Uf/9k=", 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Y+r6qNSnRliEUca7VHf3JqgDuqI08cYqW7miViQLmnLEc8EUqCrEa5NZtl2O98IaU1/ab9rvMSFIx0HbHtzWvqmiPAhDxMCB0IxXa/BvR0SzSaZAzeVv59ScfyFdP4+0mJrNbpFCkDBwOtJwTVwUrOx82WkklnqF3bhzFFcOqSMP7ocN/9f8ACup8MFtSlnhQSCwgIRVALPLg4G1eg+p9yaS80FG8RfZX+XzyCPxXI/Wr3g4Gxu4LfJGUMk3y55IO1R75Ofwrtw7cY3ZxV3eTS3LVhBqmt6nfFZJrfSIJPLklkwHlcdVTacYHGT/jVZkGi6nPbahIty1xIPMLEsVjIOGI9yRxzXeX12NI0RpZoC4jQiOA7RhuoBx+ZrxbX/FE2u6+b2FBb+VbKGCnPzLnkfiayb103N4pvRHHKM1KFoRc1N5eKxbNkMReauRR9B3NRwx5bPatK0h8yZeOKhlHXeHLcRJHxzkE16Np2oG2hKg9a4fSUCFR0xiuijkwOtEHYJK5NczmWVnPcGuM8cDOnWz/AN2XH5iuqZgfzrmfGKb9BY/3HVv1p31E1oMkLXXw50q7iAEtnK0RI+p6/pXnksLXjyhVIY5YivR/BLJqPhPUtKkPRvNX2B4P6gfnWHa6C2n30kciB5TE3OeFPOPzxXfUjzRjLyPPpSUZzj5nn+35cdxzikUZGanlhaGd1bpng+1AWuWWjszujqNCZqeNMAAUiirMSZ5rJsou6VbGe+iTtnJr3bwXLNZqGg2GXYSgc4Ge2a8i8N2/70yEe1eo6TN9nVGHGBSi7SuEleJ0Osa+ms6bHJGjQtuKSxScNG44KmvPvFSsfD8/fy2Vv1/+vXUahdmd8/Q1z2ur52jXqDvGT/Wqb1JjG0bGdo2pCPwZbTOoke0u2jUZ6BuQfwNec6uLmzvZV3fOGJcdQc813PhH/iYeE9d07ALpsnT16f8A1q4m7WS6v2Rxl2IXPrXZUfNTicVJctWRjvcNKxYjGRg4qu2C3FTyRGCSSJuoJFRFcYPrXO9jsQKOad/Gv1pQKlSPkE9ahsaRIi10Hhiz+06vDkZCHJrEjTmu48GWhDiU8FmrNmiPo7wdKjeHUcBlUyN95cHr6Vzfi68jm1mIdRFnH1rS0LUPJ0cRseme9cdq87T3skmR96tXpExim2cdaQ+b4p1LTQqkTRygK3fHzj+VGh3dxaXFoVjRjc3BWVJF3BiclT+BHSqGoXUmnePrS6UkHzIn4PXPB/rUnjKT7K01vZB0lguRMZF42jHykHt1rqpvmpM5Ki5ay8y38RddLNLpqiOR4owGYcfOeSfwFePz5YB2+8xJNaE+pySPILjJds5fOc+5rPkYuq/7PFcyvq2da0VkRAU9vu04LT1jz1pNlJEsY6Vo6dbG4vIo8febn6VSjTJrpfDFp5l4ZCDheBWTZaPoT4bKIbRx6RKMfiTVrxvf7oI4R06kVjeE7oWasA2Pl6Gq/iO7+13Z5OMVrdcpkk+Y4PxRdLaa/pt6xIQbS2OuFbn9KbrdkdOm1ZlZmjUieNgeijaVIP41V8bp/oVrIP4ZCp/Ef/WqxrFxLd6DpiFtqXlkqO7L94oBj9K6cO+aEkzlxMeWcZIp+LfE1teJbWumzFoYoyXkHAZ2HOPw4rzZdwLLExzI23Hr7UXTSRSl43IBOCM1BE/76NnzjdnI7fSsEnd3OqPSxoJCE6nNKBl6fsMZMLclOh9R2qWKLJzWRqPhiOBxWzpcBMmSKpRRcCtmxi2IDUyBG/p5J5xWsHYKCQfyrJsDtVcGtRJ5FUbZXGfRqI7DY5pQBjvWL4jHmaFdL/sEj8K2HdmI3HP1qhqiiXTbhNo+ZGHT2piZyvgu9W21GGOVsQ3TPaSe29QVP5ii5mkg1mS0DSJcozKGPJyOmfbrWf4dtobyC9hmleIoIpY5EXcVcOF6ZH96uhGnJr3jVml1K5tWMcgVo4AzF1jLbCM4Xock+hFdymvZJPocHI/at9zh9WiZLrLgBiTkYxzVNUqzc3Fxeyq9xKZWxwxAyfrSbQAK560ryuddNe6RKnOKuxx9BTIo/mzWhbRbplGKxZZ0ehQhIk9zXZwNtRfpXMaaAgRfQV0ET/Lj2qYldC277sj2qndKJLeVD0ZSP0qUSDGSeMVDI4Ib6UwOS+Hd19m8RS2r/duYmhIPryR/L9aNQ0BLDXRcEK6PNuVc5wvfj2rEimk07xBdSw8SQO0qfVWDfyBrrPGtpbx26anaTzhbry5I12/LlwCQGz1749jXfCSdC3Y86cWq911PN9etJLfVrnOOZD0OeapKtdt4q0S0h0KHWLXVL+5Y3X2QteQLGLjamWkiAOdqnCnd6jnsOOVe1YVGt0dcNrMaFqVBzShKmhjy2e1YNmhNBFudVx1Nej+HYhEkYA6LXEabBvuV9jXoGkqFFQ9y0dbbXxigKA9qzppNxYnvg0ivxUbnK59qpsSRw3jQmHU7S4A52fyOa0PHpETx3kK4t720QkL046fzqt46jzb2kvo5X8x/9at2Kwh8T+AbFXkdJYIxEHRdxDBgOmRngiuvDaxlE4cVZTjI8du4GMYlH3V46VCq8/zrvNJ8NabceIJdD1O+u4rdp/L89GiiWMjkl95wMAEYB5OB3rkNRsTpuuahYFJ0+zXDxBZwBIACR8wGRn1wSKzZ0RKwWpFHNKEqSNNzVkzQliTgeprt/DUAjiTjliDXJ28W6QCu70iMIqAcYAqGNHYWlwYsYPWmXExeQsT3ql56rPBHtYltx3DoMDvUrNnP1qgOd8YJ5mgu3dHVv1xUEYbUvhnbSAnzLCdkz3C5z/WtHX4/O0S7TqdhI/DmszwBcxzaXqmmzH926ecAfbAb9CK6cJrPl7o5MZpFS7M4BbU3iTg4LIhc1kZGAPQ16fq+gWml6dNJp92+5ljidQgwzEZxuz+OMdq5vxR4EuvC+gaVqNy04mvHk8yF4SogUbSgY/3iGzjt9QaTsi4O+pWvFGYn/i3bfwNSxKMUUVzrY6Zbl+FQTWtCAFXFFFKRJq2pIVavqflFFFEdihxJ/WoLnm3cHuaKKBM870YBry7iP3GtplI+gJ/mBVXTtWutIuRe2pTzYHbZvXI+ZCp4+hNFFdkPhXzOR/xH8inaHMWPTipu9FFc8/iOiOxchUY6VpWIHndKKKzexaOlsjmXoOlbschRchUOAOq5ooogNjjMXU5jjGPRcVGcEfdHSiiqF0PPrpV/4TF0x8rtgj6pzU9+5uPhjbSy4Z7W78uM+i+lFFdlD4H6P9Dgr/xI/L9TO17xZL4itoIJ9K022MCrHFJapIpRFBwgBcgLzk4HJ5rGiUfpRRXPU2R1w6kmBirMKjGKKKyLNzR418wHHNdjp/CCiis+pSNMHpQ33KKKtjOX8ZqDooJ6iRcUeGLueLwlqOxyPJMMiexOVP6AUUV1YP4mcON+Fepy48QSabfahHJp+n38U8nmNHeweYAyZIIIII68jOD3BrDnvrnVtTudQvZDLc3MhllfGMseTwOg9qKKzezNodB2BzU8CiiisjU09PRTNyK7PTxg0UVD3KRsoeM9xT88GiirApXvzWkwPQqc/lXFeCZXi120Cnh7gRMPVWVgR+goorbDfxEc2K/hsg8SARTzQoMIrnHqMdKxtS8RarqemQaXeXs89tbO8yCSRmJZsfeJPONvHpk+tFFaT3ZNL4Uf/9k=", 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", "info": {"video_id": "121636", "label": "throwing usb onto a 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": "121636", "label": "throwing usb onto a 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": "660d9c9a6c1d525bce8b70210a57427249088fc1bc12e8cb34b0f9d86c76edf5"} +{"episode": 40464, "episode_seed": 313252236, "split": "train", "timestamp": "2025-10-13T03:17:05.140778", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 313252236, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving keys 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": "4123", "label": "moving keys down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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IG+UGtrRnxp0jf3nkb9TXP277o157U0BYeOea4RYyQhA3ehx2NTaNAySO8qsrxkqgPbPX61Ys2+VqrXV4RI0MZx/eYVnVkoe8zWlFzfKgvpRPdkA5SPpjue9VL6VDaEtjnjFZ2oarFZRlywwK5GXxFcXzTmON3SPL4QE7R6nHSvO5JVpcx6DqRpR5TStrUW+oyPaQgwbkR3RyWG5gNhHTbzxjpivT7ISR6ZBHLjeiANj1rzXwfYz294YdTaSG5uZ0ZIH482PazFh6gED869L37I8DHXFd8Itbnnzaexbtm+U05Xw+TUEDHYajlmVT5bMFLg4J6dK0MjEvI9l7DHkH/SQePTk1qTTBJEyccVhBy17ZKxyd5JPrgGtS6+eWP2FZ1Kns4ORpThzzUScTvNkA4SoLq4EKcEAAU7eEj/Cub1y/EUbLnk15EpTrz1PXjGNGGhn6tfz6jdJaQZZ5WCKB6mvT/Duj2+g6ULeBR5hGZX7s2K4bwBpRu7+bVZhlIQUhz3Y9T+Ar0VXwp9q9SlTUY2R5lao5MqazqsFhaMbncYzExwvXPGP1rC8HzveTQXKbiqIUfd29K2tWsYL+xkMwJVInyPUbTUPhfTE03RLPBJeSFHcn1Iyf1NaNGSN8nEg9and/lAql5mZT7HFWHbgVaIK2qKZLVGGMo4Y59O9Zmjkhr5+xl4/BRU2ozFhC6N+7YsCM9SPaquitm1uG/vTP/Qf0o6h0OShXfJHJu6L09a2bVuCK5i1vVEdoDn94gOe3SuitXwTVC6kwY+c+B/EKztYkDzqM9BWiT8+RWDqOZ5iCSMN2pDHacu+6xjpk/pXR6f8AJZqD/eNYulJgs3tW3DhIgv1oBEzuNnPap4z+6qg7fu/xqyjYjoBmTqytNO0XIBUc/r/Sq8LbtWjOekbfzFal2+LWT1xXG6V52peNJ7B9UntFKSeV5abiWVSwX2HBOT6e9K2oX0sUPiZdFbixjB/gc/qKo+AdK+1ai19KuY7f7ue7n/CsfXbq81W5shNK80rZC7ueuOK9B8LRx2mnC1RcNGfm9SfU0W1He0TsJGzbEjnilgc5ORwQKjjfMQpUO38KYkzH1abNw6g5A4xUdl813F/viq1wM3s0mc7m6fSrmnnbIjn+/wAU7AdSXx+dRq377370wv8AzpiN+/Y5pWBlq6crC5HJCnGPpXMqpDvMTwyhQD7d/wBa6KRuK5PxldzW1g0lvIY3BUArweTSaBM1NNYLo+TxlWP6muV05/tGn2sgbHygk1JfSG08MwXuna3qEsbTm2/0iJY1nwm5niHXapO07vUe4GXpfmrp0Nu/y7V59+aUqihG7KhTc3ZG+142DHCfqw/pVG5u0ghYk9B60juIYeK5XW9QODGp/AV57lKvPXY9BKNGOhYsLKTxNrLI7FbK3w0pH8Xoo9z/ACr0a3jigJWGJIhgcIoUfpWNoGkf2b4fjtm+W4l/eTMOu49vwHFbCEKcV3xikrI4Zybd2VW1CzHiq2tTIpuvszgAryMkN19wD+VazMNpz0Fc1/Z0LeOlvsksllvxn+LdsB/LNb7sdjVRHQuwn90ayNXV5pBEAdrJjOPfmtCJv3dQXEmIZPXFDQkzGQ51G2Gc7QefwrRmlHn4z0XNcxpEkV/42/s++1G6tYXYpHLFLHGsfTJYvxjGeByTgVPb3F1Dqup2t1JcE28pjVbgDeoBI+bHGemccVz4lfuX/XU3w38VGtd3QjiPNcRqdzJeXgijG5mICgdyelaeragFjPPak8B6cdR1t76UZitRuGe7np/jXPhqXU6cRVvoekaBZLpemQWiDhEG4+rdT+tXXcLvPbvTIzg8dKo30ghkeTccuAAK9FI4G7lxbqOYmBuVdSpGexGKvRKlvbxxJnZGoRcnsBgVyUM5E6tn+Kuo3cChoSZKGHmg+vJqadysTEdQOBVRW/f/AIVLK2RQI55dzSmUsduzaB79c/rVnSW26cx9Wc/qayvGl3NZ6b5ltIYnDL8ycHk1j6ja+IfD/hzS7m5vruOW88zzICuBCPlKgnH3iGzjt9c0rDbuY1oofTLBz95dmK6u2JLGiimhMsMTgmufmYtIc92oooA2LAAQjFaKn5aKKY0McnYfarCkhKKKQilfMfsz+9ecpqVxpfiee+t9nnQuwXeMjlSpyPoxoopDKlginxFpykZC7sZ+ld3psSx3MzLxvwSPeiin1B7G/GT5Yodjtb2oopsSOcBLSNn1rVs1Gy3/AN/NFFNAbBY0iE+cTntRRUjJZCcVxXjhyLBu/wAy8UUUCMTVfEj63aW8cmmafbGGNY43tkdSiAcIAXIA5zwOTzV+AAKMelFFceL2R2YTdkN+SIjiuZ0eJLzxXaRzjcnmFseu0Ej9RRRU4YvEHp7Mdme9NkJVeOKKK7jikJDAv2oXWW8xofLIzxgNn+tWXJ2t9KKKQPYmjJ8uql2xEEn0oooJOAXXH0zWL6JrCwvYpZA5S8g3gMvQgggjqcjOD3BqzbX9zf3d/fXMnmXFwwkkfGMsc/lRRWVb+Gzah/ERiatM7OATxXpvga3jg8LQOgw0xLufU5xRRTpbIdXdnRgkVkakxNzgnoOKKK2RgynHy4+tdSCcCiihggUnzuvapZGO2iikBxXjt2/s089HT+tcnNrupX+kW+n3V3NNBA7SL5kjMSWxnJJ5xjj0yfWiigD/2Q==", "info": {"video_id": "4123", "label": "moving keys down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "4123", "label": "moving keys down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "4123", "label": "moving keys down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "547add94a3d17987b65bff695b6982b001c585d16f9e3219c2076afe38a739fa"} +{"episode": 40465, "episode_seed": 2363504104, "split": "train", "timestamp": "2025-10-13T03:17:06.115451", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2363504104, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an apple next to a tv remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "202818", "label": "dropping an apple next to a tv remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "202818", "label": "dropping an apple next to a tv remote", "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": "64df7d8b4e3e05d32c5e15f55b57cbb565c3f7a6b2074b596d8a75af742d0abe"} +{"episode": 40466, "episode_seed": 1918083632, "split": "train", "timestamp": "2025-10-13T03:17:08.665237", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1918083632, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into router but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116566", "label": "plugging charger into router but pulling it right out as you remove your hand", "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": "116566", "label": "plugging charger into router but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116566", "label": "plugging charger into router but pulling it right out as you remove your hand", "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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G4IUdcetYWteCpfD9rJd3DW97Y5CsSgVwT0+n1FLlT2Jj7Ko0oO3qedMRnrTgBt7VrS6TbTPJ9kmCgKWQP/F7H0P86yHjeN9jqVYdjScXEJU5Q3OgiSaWNYpS0duucYHJ59ahuILeyuI2G5+M7DzUPl3MVwvmGRFXkkngCqzTOLv5WBYfeJGea1bPRnKxpa7ITZQqw2lmzgdMYrPtnVoAM+2KZqN001vBG45TPzDv0qxoJtS0yXMbOSoCBASw9cVN/eMnO9fQie1gfsAfUGlg8+0IKHzIwcgZww+lTukYPygEduKns7lbWZXZVaLI3grnj1FVypmkqMHurHe+DPHEMdy66hCJJLgKr3saZlO0YUSd2AHfr9a6bxrrVu+gy2EEhJu0Cs2MYTIz9PTNeSXcNjbzNdW0xjcHcvlty3pjB/nViPUTNAXnlkuZcbpFLdPw7/jSVPW5zxwqVS76EVzZwtMsVuV38/KDnj1Jp05gVFjukCYxtKRcEevNS297FOh2Q4I+8Fxkehx3pqzyNcKdySwvn5ijfKfw61poddu5nPF9nuWFqhOSrqNuM88HH41ZFp9rJa6kcyc/KOAPoKL9nuooRanc0QIfZ8pBPbHpwazQZI7dzK7qCfuk8kCpegO0dOhd0xkiuXiiG88/OfQdcVmanIP7XlbJ4YAfgBTrO5li2uu3AOdpHUVSvZfOvpZACNzZwamT0OarP92vU0GWOXlgG+opog8pt9u5jb07Gr0LWkmjw4hYSpjfIB8ufQ1VKpn7op2TN+VTjdo2NC8Vajos4MUphDH5kPzRP9R/XrXoWga9pGra62oX0zxaiUEdukzDyYlxz5Z9WPJLc9s15xYywT281ndAYKZjO0Z46j61VhP9m3qCC8G0HJDLvCj3/wAKTh2OSthU1dHr/wAQEtZ/Dwt2CPMZFaNhglMdcfUcfjXlFrbvEzyhElQAjOSQfXA71f1XXmvmikug0qYwuOEC+wH9ajNwvlJ5WIg33CBuBA7cdD7cVcFZG1Ck6cOVlK4gsLhZWjcM4GeI2zTITcurIMpCzBmYLzkgdDV2GdYwktxHHE4JBbY2T6HkdDzWPLb3kbqrBwD3B4oehskkronu7O3t1SQO5yeh53VNqMwbQshdivtCgemay7qVjdLtfc2c5POB2pby7Z9P8hwD8+4MBjjnip5tGZymrSsNt8SQjkhl4BBwasrNdR/cmDAdpBn9ar6KttLO6XTlI9pKkdc1ZkiRGIBVxnhh3pJJomnFThdo0rHxTqWnkYkuIwOf3bkr+VdHB8Q5bmAwXLxzo3DAjaxHpXGwSRxSBnjDp3B9PUVa1Cx0yRjMkiqhG4EHjHoO+aHTuiKmFi0z13RfFNlfWry+UIFgTP3htAAryrUbaKWdmRl86Z2faDkkk559AM1T00W0SFhveRs4i39vp3q7bX8U7GNYAGH8IwMj296qEbDw9HkTfcbIsUVuIbpFVQPlZIy2fXJqlLCkcuLQZEihh8pUEg8EfrWgbhjMh+SWFjhgQQU+vH6VBeQNeQxpAYy0RbeiHABP/wCqqaOlJX8xq2yykteFpJO5J4H5VDp0qx3TRwr8jEgu3sKpeW1vG/m5XPAGeo6n+lQ2s0qfOrlfm3AduKi+pDnaSVhupOF1iY99w/kKnKxSHPAb1BwaoX0xmvJJCu0sc9c1tWjW8ujqPIYyx/flUcDnvUKzbMKT5pyiQLLcxj5JRIv92T/GtvTPGOpaZgLcXEKj+Fj5kf5GsQhc5wPyrQsprd0e2uVQBl/dvjByO2atQTNJYeMtzstP8cW9xq8Go31qJ50hMCSQSYCqxyTsPGTjrnpW34x1GzvvDUCA7UmlD4l+UkKM+vqRXkk1tZRTKIWJJOW25+Qfh3rSe+MUEbQxtLHkhWdmYjHUc9PwpKFnqc8MMlPm7BFbZuTNbFGVTwXXIJ9h6e9JKLa4kMckMgmYY2mMcn25qf7WJYQ+dqscB15Kn0I7UkU0kaE3O1VVwQ5iIJX19Mg4rWx22WzKt+4CvjqE6N1/H3rNsYEdykhIBPJHWke/a8VA4Hm5G5h/FjpUlq6xNkc59KxvdkOanNNbDdahiWON4lAGcHH09Kq6RdraXokbOBxxWjqx32CnaSVYZbtzWApw2fepluc9d8tXmR0N5LbzuZYgyszcqRwfeoBjYR7U3Twk9xFG5+Vjg84qfUPsludtvMXfoy9QPx/pWkddTqdSPLzMz1l4XPJVgfqK6NNTtxEgYDMg2sAACv49xXL9DVhH3IPUcVb0OXDVXdpm5fPbxyxzrMJHQcKOdwPuOlMtr8Tvswwz0UcgCs2FkEiFwCmfmyK2fDdhDrfiE6bLfy2qNHIYmjiBLsqFgvoBwTn0HvU81tTpnUUVdle03Rz3MbFmCEYwPXPU98e9Z2okPtUEbclvwqumo3EVyZQ5bcBvU9GHpSmQTuXHC5AAPaplJMy9opQ5UaVnBA0e9/vY247ViahGIryRVGFByOc1t2kwUKmMAHmsvWhi9zsKhlBwaUvhCuv3aLek6jHb2kkLqW3fw9jSSNG0hMSsqdgxyayYH2v9a3NP+yGKWS627VI5JIog76DoVLxs+hUuG2qjDqKn026jiuyXA2PgEkZ2j6VVvJYpJCIAwizxu61BE+xgT0ra1jCVZe1utjqo722uSVDiMxjA5ADCsw3cdkWjgO9SSQ/QrnsPWqGefapTKIrdipxKGG046ioudjnpc0ZpDcWDTIGUpyNwzn+lTXbqqrycjnLd/X8Ks65pun23hiLVNN1O9mV7g2n+lQiNbghNzvEOu1ThTu9Rz1A5oahJNbeTKdzDhXPXHoaTqJoyjXjqLaxh523/AMXUjqPpVrVbeFLLMQBKEDPf/wCvUNuwjk3dcGrd6/m6ZL8pJ65Hb61K2Y0vcaMjSrlLW+SR+g/Sti+ktbh2mgYqxIypXr71zYOHzWraFZXjVjhWYAmlB9DPDz0cSVfSqe/5WQ/hWpfxW1oMRzlpe8Z5/wD1Vjkndmt0icTNaJM6S31O3jtkdkXdjbtCjIHrmlvvs4SKQThih3IB82fbisGN90YHdalRgCCQCAeRU3OmFTmimadvqXmyhNrJngKvIFSwLtvJ0OWOAyr9c9fUD+tS+F7fTdV8Sx6bf3k9tbTtsjnikiiEfcli/GMZwOpOBWPrJudL8QXdsDcRvbTPEFnwJAASMMBkZx1xxU+0sZ+3SlqJqLCQAKflLFjjv2qzp6QlA7qSyjA9KznnFy7SYC8DgdqvWk+3EecDPWpTu7jjJOfMZeqRrHeMEACkAjFWtI1FbRJEKlt3QdvxpNdDG4RymwMvc9eay4m2sDU7SOeT5KraNmSRHkzHHsHpnNRXDYiBHUGrOnSWqrK91t2AAjcM/lVS8nhmkP2dGSPsCc1tE3rVIqDV9WS2F0Ib1ZMcEYOOwrfS+triTyhLtMfKvkKGrko2KMD6GrO7JyOhpt2Jw9S6aZpSXcVnNIYP3m85JPG0+x71IJTdWchG8bRncRk5FZvmiKJjna+VKkDP1ro/EHhrU/Dvh3SdQvXnWe98wSwGMgW4AQoGP95g2cdunUHE89nqXOoloziQSpyOCK0VP+jBsDJGT+dFFYoxply6GdEJyex/WudHeiinLcWJ+JehZjmZFULgY7jrV1Ejn0+Sby1R48YKZAP1FFFa09jLdalOnQkhvrRRVSJpfGiwvWnWOrXWiaql/aFPOiLbQ65HzKVPH0Y0UVlLY663wmYKnt2IlUdiRkUUVn1MKe5pIf8ATIl7VHr4/exHPOCPyNFFW/hOmp/DZkDgirSzuDuG36bQR+VFFFPc4ruxPIVltln2KjlypCDAPHpVY9KKK6GQ9yeM5jGaWY4hz15HWiisWdy/h/I0vEHi2XxDb28M2k6Zam3RY4pLVJFKRqDhAC5ULzk4HJ5rAHWiismcsdzRtyTbsx6jjNW4vm0Wcnupooq4nbHb5HPn7xqeKZ0UKuBjnPeiilDc4U7bGjbxR3NjPMyBZIxkMpPP1qlRRXT0Jl0CIkSCrI60UVk9zqw/wlnT9ffRmuIzp2nX0MzK7R3sHmAMucEEEEdTkZwe4NZ+oahdatqNzqF7KZbm4kMsjkYyx56DoPaiisn1MZfGQoxVsitLpdRL2oooib0yXxAoEMDd8kfyrB9KKKc/iM6/8RlqOaTcGDYI9BVgv9ot5JXVQ6FRuVQMg+uKKK3hsYt3K7VNCSUx6UUUpl0PiCbiLPuKtah4l1fU9JttLvb6ee2tpHlQSSMxLNjOSTzjbx6ZPrRRWUtzStuf/9k=", 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", 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", "info": {"video_id": "116566", "label": "plugging charger into router but pulling it right out as you remove your hand", "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": "9d7eb4e93eb809e58e3a007b0f8133f8a03b071073483f52fba2866174dd2bca"} +{"episode": 40467, "episode_seed": 2771074970, "split": "train", "timestamp": "2025-10-13T03:17:09.484642", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2771074970, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick wire cutter 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, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "89062", "label": "pretending to pick wire cutter up", "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": "89062", "label": "pretending to pick wire cutter up", "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": "15f2707cec629ea0ec243aec2a16a0272bb7fca29dffa66808a765529e76f7a1"} +{"episode": 40468, "episode_seed": 3123469564, "split": "train", "timestamp": "2025-10-13T03:17:11.046534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3123469564, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a plastic bottle of ketchup onto a plastic bottle of water'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "24731", "label": "putting a plastic bottle of ketchup onto a plastic bottle of water", "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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RxlztBrndR8R31/MZMrCD0EY/qa7ZV4JWuebTwtRu9rHo9lebNOiaVxwoBZjjNc94iudMmtYbhYpobkApcPGwYSgHg47H3riY55pbiLzJXf5hjcxPeui1BLb+w7Zomc3BEvmgj5cZG3B/OuapW5lY9HC0HTk5X3F03U0u5RZxI8eFzHk5JI/rXeaVqJuE+xXykSqP4h1HY15JaTy2dxFdQnbLEwZT7iunuvEMpnXUw2/HlgrjGFOcj864qlD2qbXQ74V/Ytc3U6fVPDUiO0tkxRWOSgHBrlb+81OyxFNbusa8Ak8fpXpOharBqdhG6sGUitG50q2uoiHjUgjuK4Y1ZQ0Z2OMJanzrVnTpPJ1O1l/uTI35EVWpQSCCOor1TyDs/iM4fWlCjCgZ/E9a49B3rqPHEiy6hDInRoYz/wCO1y4OAR7U5jpWV/mOYc1saA0ayAu+0BzuOM4GKxwdy5rV0ZUwGckKHOSB7Vmb9bkOpMv2ldpBIXnHrk16p8PV/wCJSR2JBFeUagu24Q8fMg6fjXpXw51AR6SVY8A4Nc9fozSD6DNetS1/dREcOleYzp+8cH7yMQwr2HVWjk10AYIZTXl/iGzax1uUhfkfn6iooTvKxrP+GrmKxzim1JLt4xUddq2OCasz1HS3f/hE9EfpgOB789f0rVM2IW5/hNc/bXZtPh3YXKqpMRkxk/xZOK5C48TatcAqboopGCI1C/8A1666VVQhqcFehKrUujqRcqbpDIwVSwzk4q7f67potLi2kvIjuUptQ7j09q81d3dsu7MfUnNSWpP2qP61LxHZFRwmybOivvEWtR6dFp91dzSWmVym7hgDwM4z26Gtjwv4oLzSQzR7Yi3IBJ2g9/z/AJ1z2sQLDZ222USb4FdgP4GyePr/AI1T0q9fTb6OcHCsCkgxnKHr/j+FcU6cZLlserGpKL5ux3ms6N5DSXlmgeOU5dPf1FYMt7FGhV7q3GOiLlvw4rp/D2prPG9rIdyqxQE9xUOt+DY7wtNa/I554HBrkU5Upezn0OlRhVSnHqcr/bVujlo4VjOMfuoQP5muWPWtXUdKvNNlK3ERA7N2NZVdlNpq6OOurNKxb0ptmsWTZxidD/48K9F8Wa2NE1SRlg82SVuhbGOOteaWzbLqF+m11P611XxAlMutfNnhV4P0reEnFto5KkFNJPuZt/4qv75QoEUSDkBFyfzNZTX124ObmXB6gOQDUQHy5o28ZpOpJ7suNGMV7qNrw3Abq/jhDrG0sgUuxwAPc9qoX6kXXzcsRyfWr3h5A9yFMiIN3LP0HFVNQOLkHvjJFZtm8UrG1omstBo1zp7RxsUPmxlhyORkD6Hn8a77Q9RjvYChYNtO1h6GvIkLfMyHDD+Vauk68dN1ySQsfs8rfOB296yrUo1IXW6NITlSqa/Cz1HUPC1jqsJLxLk9CBgj8a8v8WeHW0C5hXzC8cu7bnqMY/xr1/Sb9J0XDBlYZBzXC/Fc/vtMHtJ/7LXJh3JVEuhviGpU2zziu48KXRTwbrMORxIrD2yP/rVw9dR4WnC6VrcB6yQoVH0avTjujzJfCzmcDeR709hxjFNf77fU0BvmHvUvc2g1YfFhZ4yRkBhn8637qeL+zUHzlgrg5HB9MVhwLm6hH+2K2LjY1jsUYZY23dOeaktKxiq3UVPKxjtpEAysm0/TFVT1U1bXEkbIfTik24u6NYRVSLi/kaHhfxDJot6FdibZz8w/un1r2jTdQju7cFWBBGRg188kFTg9q6vwl4nfTZVtbhz5BOEY/wAPt9KxxFHm96JNGq17rOTooorqOU3dck8+w0+QnnygD+FYhPNaV24fRbPn5gSOvasuhhHQkQ4roNCi3wbtqlRIQd65X7veueAypre8P6ymnxvHKGCs24Mozg4x0qGbxvaxX1uIxzx5B4jB6Y7mtnwpqItredM8ZzisTVNQ/tC7aQAhdoVc9cCqtldtayn0IwRWc480bGmisdz/AGsJtVD5wV4/OotctkvWV8AnGK5KO+YXfmA10/huNfEPiD7BPqUtqjxyNF5abyzqhYL6AcHJPp71zexkpaG/tIqFzltXtPsrxn+9n+lZtaWq3Elwlu0khY7See2cVm12001FXOGq05to695CPh3ZL/CZpB+PJ/wrkl5Nb/nb/B8MOeI5nP5j/wCtXPg4xWj2Mo/E2OxnNS2wH2pASBz1NRD7xFT2ig3ByM/Kag1NXVtghj2uGBRR0xz3H4VkRnJUH1xWhqSqsfyNvUbfmPB6c1mof3opNaGkZWkaVnqkumT27qxOx23j1U4r1/R9RivbeKZGDI44NeKXC74d/cHmtLRPEFzp0D2qSsiswKMD909x+NY1qftVzdTRP2M3Ho9T1/WtNtbqykEkasCp7V4Eepr2DW5vL8MxahYa3qE6NObbNxEqLOQm5niA52qcKd3qPcDx89aMPTcL3M69RTsKDgg10njGf7TqazdnRSPyxXNVsa4/mLat6xDmupHM+hkg8EU4crUdPQ4qWaRepq6RErKCzBOWyScDgdKqX3/HwDjBKg1p6RAstuMoWGX43be3rVDVU2XKY7KKm5dtCC2bGc9+KjuU2S+x5pEbY5HvU037yFTnJHFLaVzXSdLl6o6Xwf4ka0lSyuH+QnEbE9ParfxIuRdNprA9Fk/9lrF8G6ZpOs+IYNP1e4mtopyFWeOaONYz1LMZOMYzx1JwKq+ImuYdVuNOuPtI+xTyRKlyAJFAOMNjIzwM4JFT7K1RTRj7S8OVmRWz4clK3c8eeHhYGsar+jP5epxH1yP0rYxZTkOHce9NHJFPnGJpP940wdaGUuhbsvmvYFHXzFHP1rp7u1mXTG3htscb8EAAc+veuTjcw3CSJ1BBH1FbV74ge5szCI9pcYck5GM54rNm6uYbrtLKRyDmnRSbSCexpJTnDUwHp6U7XQr8s9CSdM5delQZqZidu0d66nWfAl5oGiaLf3olWa+MhmgaIgW4AQorH+8wbOO3TrnDjsKouaenU5CiiiqMTRf/AJAcJ9Jj/WqB60UUMa2HL92ljPyn60UVLNo7oM/PTH+/RRQtyZbD4/vj6Ve0rV7rRNUjv7Qp50W7bvXcPmUqePoxoopdSvslW45hhP1H8qrUUVS2M5/EasLH+wXXt5lZVFFV0M1uKOtXtP5uHz2jJ/lRRUM1iXNSCm2cqiryvA+hrHHBU0UUIosrzGwPTGaqZw2cdDRRSh1LxG0TuL3xZL4isLeOfStNtTAixRPapIpSNc4QAuQBzk4HJ5rhu9FFNbsweyCtHUiTa2Wf+edFFWiGZ1O/hooqSkdZ4cw2mkMqsPMbgj2FZmvnN/KMAAKmMf7oooqX0Nobv0Mbv+FSxk5I7UUU3sKn8RpaVrzaMbiP+zdNvopWVzHe2/mBWXOCCCCOpyM4PcGqGpahdatqVzqF7KZbm4kMkj4xlicngdB7UUU1sZy+JlWrWmkjUrcj+/RRTJG3QxdTj/bb+dQjqKKKTKXQc3DLTm5oopGq6iH/AFdMXoaKKETLdEjf6tSOtdBH4l1fVtNg0y+vZp7e2keVPMkZiWfAOSTzjbx6ZPrRRQjWH8WJ/9k=", 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", 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", "info": {"video_id": "24731", "label": "putting a plastic bottle of ketchup onto a plastic bottle of water", "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": "24731", "label": "putting a plastic bottle of ketchup onto a plastic bottle of water", "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": "324b7f535f726deff463475c3a5f1d93154825186376b1359817c9e4d09ea316"} +{"episode": 40469, "episode_seed": 239197043, "split": "train", "timestamp": "2025-10-13T03:17:11.906367", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 239197043, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife over a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "183977", "label": "holding a knife over a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "183977", "label": "holding a knife over a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0d5977856e5ea27a165b332b050bfd4877b1800a30bbacf13c06f15dc820dbe0"} +{"episode": 40470, "episode_seed": 3164965408, "split": "train", "timestamp": "2025-10-13T03:17:14.358745", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3164965408, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cd's 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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2Ea+XA8oxGpzgd2Y98DNOMWxSmkj2qwiMVlBGeqoM49epq2BUaAgYHAHSngmujocx822026RucKCMZ7ZqyskQuCrN2yKpT2r9VJU+oqvGkhYxsh3/AN49MetcPKnqdvM4nYWGiXWroJItkNv0Mz9D9B3roofDOnQ2+1YmnmC/NK57+w6UeD4HbQrWI/dVSefck12NvaqoxiuqnTikc1StJu1zynR9aTT55NK1RvKkgYokjdCO2fw7121jLbSxqyzxMmeocYpnijwBba+BPA/2e8UYD4yGHowri1+GHiWKXYqQOmfvLMAP1pSpXd0TGvZWZ12qeJ9H0MyL54mlUnEMJyT+PQVk+F7C+8X+I11zUI9lhaNmGL+Et2A9cdSav6b8KUa9+0apOBFkEQRHJP1b/CvR7ezgs7dLe3iWOKMYVFGABVQpqOpm6jmQ+VgdKQrVkrUZHNaElC8HKfjTUXiprsDMf401RUs1jsMZR1rlPEU2dRhi7RxM+Pckf4V1zrXB+NZjp2oWl5ICYGYxSYHYgY/lUyWhcHZ3Zl3ViNR0toScFlxnvkiuds9N1ewZ02K0Z+Vg2CrD3B613VmsU0CSRFWjYZVl6GtiLTkkTzCoIXHB+hrlbZvUjzK6PNo4Taq7xQXVrNjj7M+V59j/AI1Y01vEmqSvp9nf3Eca7S/mBRtB6dBn1rstfvtL0KyM06xm4I/dwjG5z/Qe9XfAWjzRaRJqV4mLrUJPOIxjanRR7cc/jWtFSb12OSTlHS4/SfCtrp9sokDTzkZkmkOWc+prdhgSAAIgA9qvGLFRsmK6SUu5CR1OO1eETXG8NgAt2zXvTL8p+leJ2umw253P+8kz95ug+grGpTc2jenUUEzC+0CMB/MOwnke9dHpaHVprWzU5DSLuJ9M5P6VKtjE2QIE2k5I2itnwjoU8WsxPGMwI24sew9Kh0rNDjXumj0O1twkYAHFWJdPt72JoriBJY2GCrqCDViKLpV2KIeldhxnJf8ACtvDLy+Z/ZoQ9cJIyj8s1vWHh/TdMYvaWcUch6yYy5/4Eea2VjGKf5VKwFMx1GY/ar5jAqF1qTS5SZcGuY8XeIE0EWu62knabftCEADGOpP1rrHHtXnHxRChNNZjjb5p/wDQamcnGN0aUoqU0mYd7441W8iZLZI7NDwXU73H0J4H5VJoWo6nNqtpB9vuJmaQcM+QeefwxmsbStIvNWKtsMFmeszjGR/sjv8Ayr0fw1olnpu6WGNmkI2+bIcsR7egrGPPJ3bOqUqVNWSuzpgNxzUdxaiVeOtTxrkVYWP2roOJnifjTwJewXkupaVAZopDulgQZZD3IHcH9K4mzjLX0cbxMr7uVIwf1r6kFsGOSOaY+kWUz75bSCRh/E8YJ/lQ1cls+abHRtS1m9ENlZyzMT1UcD6noK9m8GeCI/DduZ7grLqEq4dx0Qf3R/U12yWscK7Y40Rf7qKAP0pTHxStYEVdmBQF5qYoabihlI+bXnjBCE9aW6UJHGyfeJxx3rNSwuzudx90ZGTnPtWnoDi61KDzlDKHHyn61xezaZ1qopXset6BZfZbCCHGNsag/XFdDHHwBiqlrGFArShHSu04SSOLj3qwsQ9KSMVYWmIj2e1IV9qsAUxhxTEisy4qFlqw4wDXCG8vr3xpeaYdZubSEGTyljUNllTcF9hweTSuUtTprsfMn40xBXLeE9TvdSFyby5kn2BCu8/dznNdUlSzWOwrDnFZeu6FBremS2kw4ccEdQexH0rWxk5qRU3H2oGeDXdh4l8I3DRqZxBuyska7o398dj7VdtPE3ibULWSGCch8AARw/M3PsK9yWEHggEelWIbeOPlERSf7qgUnBMnmlayZ5V4U+HV5d3a6p4j3EZDLDI2Xc9t3oPavUxGFAAAAHYVOF7UFDV2sTYrsuKgZauOtc54vurmx0F57WZopRKgDL1wT0oGabDg/SvI7e0eZ+AevpXSape3MGiRX9jr2oyhpzb5njVFmITLPH32qflO71HuB57aw3ayEJPIp65ViKynWVPcLXPRNP0lfl3rXWafapAmEULXk9re6/GxFvqE5I4wxyB+ea2rTxB4lT5WuY2YdniUn+VZvGUluCpPuerQrmr0SdK8sPjXXrJA8q2rKc/8svQfWtVfG+r22POsbVgTgFSTkZxnhj34+oNXHE05K6Zp9VqNXSPRlXFSYril8Z6kg/e6Mpxx8rt/gasf8JrJH81xo9wg7kP/AIiiOLoy2kS8PUXQ6tlyKrSDrXP/APCe2IXMljdrn02n+tQSeP8ASeQYLwf9s1P/ALNTVem9pB7Ka6G8wNeX/FgObvQET+KSTI9eUqe08Yxat40l0+TWL+ytJpdsLB4oliHXLF+MYzx1JwK43xVrN/ca4ttJNdS3FjcuiR3ijchz/EBxnjnHFOUlylU01I76wia5Ikf7ueB2rprWMKAAOK820vxdqdsoW602KQL3jYqf610ln4+0w4FzbXVue+VDD9KlVqb2YOMmdvEKuRoOK52y8V6Fc42ajEp9JAU/mK37W7tbgAw3EMn+5IDWqknsQ4tFtEFSbOOlKg9jUgxTuTYhMY9KiZAKt47VC4oApuBULAVleNby5sPDzz2kzwyiWNd6dcE81yOsP4m0bSNOvLnVL1Zbov5kRXAhxtKgnH3iGzj/AOvSuNHnCAFa3fDWnWsusRSNENyndkdyPWiioZF2j1KLirsQooqwLcY6VOKKKYh4prUUUxEMnevJdav5tL8Z315b7fNimbbuGRyu08fQmiipZUS74IGBeAdtg/nXZqfloopGqJV5IqzGBRRQhk6AVYUcUUVSJHYFB6UUUxDGFcr47AHhp+P+W0f8zRRSYHB6vr7axDDHJp1jAYUVI3t1dSqDOFALEAc54HXmsy2jUW7vznPrRRXBi+nzKRp6b8wkJ5I9v8+lbmnorx+YRhnZskewyP1oory5bo2RieKmKh1HAEY7erDP8qmE3nXcSGONRvgB2Lgtu8tzk9/mZj+NFFdlH+B9569D+FH5na+UqwRyDO5ic0rSvtxuODnPv3oorwJO23ZGdr7jSxJUnBx0yKbcBZYMOiN8obJUZzmiitaUnyvXoZySujzrUNTXTNZ1CI6bp15DLMGMd3BvAKjgjBBHU5GcHuDWJY3U2q67cajev5t1PmaRyMZYk54HTpjFFFe7Sb9j8kck92dlaxIQzkZPTn2GatW9lbymXfGCARgdu9FFcHVC6Eb6fbRzOixjAYiqeoW8dqsbQgqSTn9P8aKKihJ+1Sua0fjSLj6lqGl30kFrfXKIkrqP3p6AgD+daqeMtctlH+liUeksat/SiivSjOSlZM0nCLV7HU+H/FF9qbqtxHbjPUopB/nXVv0oor0Y7HnTVmch8Qf+RWk/67x/zNeaXWs397YQ2NzdSywwO0i75GYktjrk84xx6ZPrRRTZKP/Z", 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", "info": {"video_id": "174207", "label": "poking a stack of cd's so the stack collapses", "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": "174207", "label": "poking a stack of cd's so the stack collapses", "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": "174207", "label": "poking a stack of cd's so the stack collapses", "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": "174207", "label": "poking a stack of cd's so the stack collapses", "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": "505a9206c7401f6afc5d3f64f49a75ff4408511a9a3acad64a5761af4338d6e2"} +{"episode": 40471, "episode_seed": 1759697066, "split": "train", "timestamp": "2025-10-13T03:17:17.631946", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1759697066, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 furit upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "85375", "label": "putting furit upright on the table, so it falls on its side", "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": "85375", "label": "putting furit upright on the table, so it falls on its side", "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": "5110f803a0251216979f45b1af2733706b39565d358a28776bf98aec8fca4c8a"} +{"episode": 40472, "episode_seed": 1657869331, "split": "train", "timestamp": "2025-10-13T03:17:19.668966", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1657869331, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 vessel, revealing beans 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "78345", "label": "removing vessel, revealing beans behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78345", "label": "removing vessel, revealing beans behind", "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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UXD/avh5qcAba4TKknAyGUjn868QEUia7IkS+cEba+08MvQ89h05r0fVtVktPDd5ZxuA86iPDepOf5CuNn0/UNG8KO6RObnWY8nH3lgRgxOPcqOfRTVN6GUlqauj3P2Xw/FbI+RFeyMMHgEgZx+Ir0OwmE9skg/iXNeU20bWFlZWbHMmDK/1Pb+deh+HZvM07bn7jYrMmp0Os0o8z+vy/1qzP92q2k/8ALY/7v9asznGa3h8JnczZjyarpO1vOkyHDIcirEw5OaoXDcGqEzjviHD9onjuuuM4q78OdThttDvLd8eZvyv0IqPX0+06e2eSCwH5muE03U3069dd2AeKxa1OiLTR2WouwlIU8Z5qvbAqQT61FHqMVyuWIyalE8akYdfYCpNTvZPGH9neFTB521QjDGcdfevGrnzNa1B5QypEP4mrY8i+8X6/b6Hp6l3cnknhQOpPoAK3fGXgm48N6TFYWcljLcSAeaQwMij8f8KHsc8ndmf4Zkisx5SXCyAN1HSvY25HtXh1vZHSbKJSQZAQDj1r3I/6vPsKdF3bKqRcUjPn4zVCQ8k1oT8g1nyjGSK6DBlKZzvjA6+YD+Vcx4ti8+Myd8c10Nw+JYsf3v6GsfWYxNbuD6VEtUODszC8Iay1jFcWgbCs+6reokzSs47nNcW8zWV8WUYAPNbltrAkRdxrJnUmjRt0KnJ4rr7PxGdL0nYGC4yfmPFcZFfxORtyT9MCq8aX/ifXLbRNPXc877c87VHcn2A5qUtRTdkUdUvbzxBfyuZMxlySx4ArrvhnFFD/AGqscyy8xZK9P4q6LWfh3YeG/Ck8LXltJfSIfKVxtLt7HOa5/wCGelTaVFqKXCgSP5ZIB/3qqL96xjvqdtOODWfM3BFaM44IrOmXk1uJspyVBEf3AJ7k/wAzU83FVUb9wg9qBIikI5qDfzipJDzUOPnzUlDmHQ0qH5qQnIpY+WFSyWW4Dk068y1u6jrjimxjHNTSjchrNks7mThKz5+Aa0ZsBKzbg8V0FGdFqA02+juXUtEMpMv96NuG/wAfwrynxbpaeHPGM8cCg2kwE8YX7pjb09s/0r0y/XKN7VxniBItStYLK6kEc0GVtJz2B5MTe2en5elZy7hTlbQz9I8SNHBFZs4zDlbfcfvxnnZn1Hb2+nOnc61G8e6KJy2MneMKvuTXn91YX9iziS3cKvLZUkY9Qafa6rdGRfPSWZARtVgWHX0PFQzfmtueneHvB0niaNdS1aRrbSkcCM5w9y3VmAPQY4B9CTW146lgl0uJoYI4pproWsbDqLdFJYAdgM4981xGneI5J50iaGdreH94YvO5Z85AZuwzztAPQZzxjO8QeIJrqbYxjWYqVEcI+SFCckDuSTySeSTn0o3F1uUnuftOpPMD8pOF+g6V3nhZvllX1ANeeWSZZRXR+GGuL3xJNp51W4s0KP5flJu3MqlgvsODyf60rETdz1bRiSZ89Bj+tW5uTXHfDXULvUF1Jru4ebaIiu49M7s12E561tD4TMzrg8msu5PGK0pueazbkcUyGYd2A9o4PU7uPxNeb6zZtDcNIgzmvRpz8g+n9TXN6pFlC4xx1qJFwlZ2OQttSeIBWXP1rrvDsFtqs6RXd0LSA8uyKScemT0/DNc3LbQXAPl4Mo/CpbQX1qojVLoD0jYAfnmoZvd9D2SDU9B8F2ssnhy08y7kTY13cdh6AdfzxXFv4t1GW/nup7hWknfe8hjBJOMAD0AArJutVuLXRTEY7WIY5Yhnc/iTj9KyGeQ6K00bkPvHzCuerfQ1pJJO5s3kjTsrhyRkdfXNe5P/AKsfSvA9Ys7Wz0C31LTtXv5la7+y5uYljW4ITc7xDrtU4U7vUe4HvsnEa/QVvh4ON7mVealaxQnOErMmOM1ozntWdMK6DmbMq5P7xT9T+hrPu/nhb1NXrriZfTDfyrMnbqO1S2ScVrVgzsWRfqKwEa4tn2rnA9s13d9GJFPrXNXEkKkxAqp96yZvCVzW8L/Y7+5RdSkuTbjlgnyg+3Ayfzr1Kx8Q+H/D0LNoGmQxzldpnmI3flya8UhtJQAURJAe2/FbsWp3VhphRfskAAxlYQzH/gR/wqGaWbNnU/F2p32qSXU12NzcZ2DgDoAK3vBl7JqEuoTyyF5D5eSRjj5sV5p4ZFtrnij7Dqmo3MENw+FnjlijCHqSxfjGM8DknAruvh1DPaat4jspvtA+zTJGEuAA64Lj5scZ4GccVFGElO7ZpUlFxskdrKMms6Y/MRWlIeTWbN1zXacjKE7VRD4jT/dFXbgHBrPb/Vp/uj+QpAmIzc02mk0o6UirjD97FTRjHNQn74q3Gvy1LI6k8Y49qczcEVl+ILie00ZpbeVo5BIo3L1xWbrtlr+h6Lpl7d3t2s14ZPMiKYEAG0oGOPvENnHb86loTVz1+c1nz96KK1LZk3nKNXnfjCNWsXz/AHqKKiRn1ON0fWb1pxFJL5gjXCs/JA9Peuhj0+zOZPs65Y5IBIH5ZoorJnVEzdTvpbBBDahIkI/hXFZURLPkkknqTRRVLYme5uWCjzB7VZtL+bStelvbbb50Ttt3jI5UqePoxoooJe53fwt+WPVQOwiH/oVdxKeDRRW0diDPl71m3HSiighnOTH5R9D/ADNYt+P3L/SiioYLc85vZHiu2MblTnsaada1CIAJcNiiipNlsVLjULu74nndx6Z4rrLYn/hGxnn5loorKtsjajuyTxF4mbXYrWGXStNtjAqRxSWySKUjXogBcqBzk4HJ5r6IlPyj6D+VFFbUzGp0KM55qhP0oorRmTMW9P75B7NWZL1ooqWT1My45Jrgdb/4+fxooqGXAyZLy5hH7uZ1+hqvLfXU4xJcSMPQtRRTRoze8Pa42kxyRNp+n30UxV2jvYPMAZM4IIII6nIzg9wa9Q+Gt9cale6/fXcnmXFw8Ukj4xlju7Dp9KKKhfGi38LO3c5zVKXgUUVuYmfcn92x9qzGP7tPdR/KiihgiNu1KelFFSwExVyPoKKKQjP8U8aA2P8Anqn865G913Ur/TodOuruaaC3d5EEkjMSWxnOTzjbx6ZPrRRUgf/Z", "info": {"video_id": "78345", "label": "removing vessel, revealing beans behind", "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": "1e66a7fec4534d06f5b50cd0fa264139b57137cfdb91dd99aa0aa381cfaa51f3"} +{"episode": 40473, "episode_seed": 1731100021, "split": "train", "timestamp": "2025-10-13T03:17:22.194008", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1731100021, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 straw so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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GdDYLyK1qzNO6itOrAK88+KH/ADC/+2v/ALLXoded/FP7mmH2l/8AZayqfCyobnmBvHMjKqDA4zTIciTEo4Y0+3KxuQ3f1qxcxrNbl1PK1ynfCKRVuAqSADvSW4kiuAy9D0pbiJpLcTLyQM1LA5aBWK4FS3ZG9OHNI7/wtCjeHtamdQZBGmDjpyabAeTVnwoBL4c1tM9IlI/U1Ug6itbWSOGu26jua1tyQK6KHT4NQsXt7hAyMvftXOWp+YV1+l/6r8K0hqc7dmeYXlvLpGqT6fOdwQ/K395T0NZc0DRXOU6NzXcfELTiJbPU0HA/cyfzU/zFctIgkRGHUGnJWZ3Up80UeY6qGKpIq8IQTUsISVQ5YAEc+tMeVjblJUJOMH3pbhIrayjRRmQ/xZqG7WRcafNeXYIrgyXu0nKxrtWtyyuRa6VqkuzccQj/AMfrCtVG8YHbmtQYGhaoWzuJgVef9vP9KcUr2Mq0m46j4dci43ROPoa0oNatMjd5i/8AAa5GPrVyPtV8iOPmZ3VprFi2MzgfUGuj0y/tHZdtxGfxry+DqK3NONUoEtnumlyJLZhkZWGeoOau1zXgpv8AiR47mRjXM3erarceOdQ0tdcu7SBXkEKxANyE3BenA4PJqwD4ooFutOYfxK//ALLXAVavtY1HVxE1/eS3BQfJ5hztz1xVQVzVfiNY7Db5nt4IpUOCw/CoYmnktyypkkc1b1df+Jdae6imWhWKLJIHFQdFBXbM/TjLDLJFNxuPBq6qq0aiRA/lSDcp7jP+FV7+VWTMY+YHOah024mmuigXcXwPx6UHUl0RpX4iguo0hywU9fbtWrYPbf2Tqsd3MsULxry3QNyM/wAqwrUlr5llBGCUGexHajWpvJsWiU48xwMeoopxtoxYmfNFtFe0j3qCTyO9aMNxMYYpznHSsm2l2hl74wK0tTeS00EGFyjq6gEVpa+gqc7R5jVVkliLLxuIOPeuQZd53MQea2NVjjtPD8Oo6drF/Kpufs+biJY1nIXczxAc7VJ2nd6j3AxlZ3YADC0crjoTOqqjukaNkplnhiP3S3NTaxdzWV95cLAKAONvtT9IX/iYw8AgetVPEcgk1aQjoGx+lXFHJWZLb61cgjKxt+Fa1trb94VP0Jrl4TwK0rY8itVFM5rnY2msIcboWH0Nb9lqkBIyrj8K4m0BJAHU1vWisoUkYBrTkRPMeg6bqFscfOR9RW0rK6hlOQehriNOfArsbM5s4z7UpKw0yevOvioQI9M/7a/+y1Fc63fSePL3S5tavbS1M5SMxSxosYwDyXHTGffNcj4gv9Surya21C6upjbSuiLc43pz3xxngZxWNT4Wa0/iRg3TxpFlhk9setJp9zujKSgjPrVxLaBk3MgJ96rahFHDbqwOG9q5j01EtxKvlSQKQfQ0y6k+z28EQQneM59qztOaYu7Lz6g10urWE0OnaVM64SQNhiO/XH0qXFSfoXd0/maPhzUzapdIrExyw4YfT/8AXWfB4wslPzwTrj0AP9areebW0uHDbT5eBiuVEcjfNsYjGc47VtFXWpwV/jPSrLxjo7ON8syf70R/pXeeH/EOlX0qW1veI8zj5UwQTjr1FfPkXEq/WvQ/h4N3iy0PpHIf/HTVJWZzs9P8SWf27w7fQ4y3lF0/3l5H8q8ltLjdtU9zXpfjq+utO8MSXFnO8E3nRrvTrgk5FeMeItJ1rw1Yadez3lyJLx5d0ezAgA2lATj7xDZx/wDXrSSuaUanLoYdwBt6VmSuWkOedvAoorFHXItWA4DZOWGTV+440K5x3uIs/k9FFVHcyq/AZcfWrkdFFaHGbNhFHK6oyD7p5HWrtjwxHvRRV9BHq/gxiNIi93f+dcB4jvZtO8d6ldwbfNjuG27hkcrtP6E0UUhnOgYAA6DilFFFc1T4max2LGsDGm2f+6tV7aNXHzDNFFSzpw/UkvYI1tAwUA1k6d8s8pHXpRRWdT4Wd1D+IjRhYyXkxbkt8xPv61n+IGO63HYnJ/OiitYbnLiPhIUGJI/fmtDVnJ0Ns8/vVooq1uTT/hspa14jfW7eGKXTNPtzAixxvbI6lEXOEALkAc54HJ5pifw0UVUzOlsza0VQ2opn0NZWt/8AIQl/3zRRTgZVtyrD0Fadt1FFFarc53sbNuMgfUV0GnkiRY+qscEGiitSDesSRxXbWP8Ax4xf7tFFTMqJ4/4j1Q6f4u1lDZ2d1HJc7ilzFvAKjgjkEdemcHvWBd3U19cTXVw++aZ97tjGSaKKwqfCzal8aIJpWjhIXFUWJlXe5LHHftRRXKj1B9gSFYjqTWo+o3d6kNvcTF4rf/VKf4aKKzj8Ujap8ESDUyRp0mO7YrnLO9uI5wVlb5WAAzxj0oorqhseTX+M1L2GOK5gaNdvmKHIHQEk9Pyrtvh3/wAjTB/1xk/9Booquxkdz8Rv+RQk/wCviL+ZrxTxRq19eaTaWlxdTSRQTM6h5GbJYDrk8428emT60UVoTHc//9k=", 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", 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", "info": {"video_id": "136871", "label": "bending straw so that it deforms", "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": "136871", "label": "bending straw so that it deforms", "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": "c0a7eaf13d4f95d74a2eb0058bfa3c1ba17842ca94f87d8b5d3fd17997f53646"} +{"episode": 40474, "episode_seed": 907811041, "split": "train", "timestamp": "2025-10-13T03:17:24.790216", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 907811041, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'scooping card up with card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "89222", "label": "scooping card up with card", "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": "89222", "label": "scooping card up with card", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "89222", "label": "scooping card up with card", "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": "fd3c315e8d125fcb74cd5b6858be2de02fd2147d86ae3f077eead5c3edf6f0b0"} +{"episode": 40475, "episode_seed": 200874255, "split": "train", "timestamp": "2025-10-13T03:17:28.908994", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 200874255, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pick wallet up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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AKMnkVz3iDSo9XtDbySMgDhgwGcYz/jUTV1Y0pu0kzxpt7fKq55re8JQyrrAcqdm0hjXQr4VsoME75iOznA/IVpWlotsBsCqo6ADArHktudbqJ7F4NwRT1YBDUAbDdakUgrjvVGY6AGa4G5AQpwMnA/PtXmepTPquvXMwADXFw20Z46+telF/I02/utzAxW8jcem30/KvJLd5BNC6dYzn9aa2J6s9M+HcbaVqc1ndPIr3yDyEjYbXKZJyeuQDwPrXco5dmVEICnHJ5P4V5Drl3JE2mXNvI0bAs6OhwVPy16B4c8RLrsNusi4uih38Da5HBI9++K1W1iXTfL7TudA2CT61TnOAanZTGnznHOBuPNVZyCvtQQji/F2mXF+kJt03MjEkZA4xXMx+GbgspkEcY9zuNehXS7mIHIqoYQOOprNxV7m0ZNKxkaJo0WnzGQZZyMZxgVuhgc0kaYHFIoIY80IHruTBiYzRaKvmu7OdqgscdcAZOD0pm/aNp/CotRn+w+GtTnYDcICq5GRubgfzqktSJbHn8KjV9dl82V90paXceSecjP4V7ax2NgqF29AGzXg2m74r+K6U8ow/KvaNO1S01i3TUrXO2Th435MbDsf6U1sRNO9+hpgZ5HAqK5nitYGmmYLGvUmnKxyQAFIPHv71y3ji42WtrHvxlixUHrj1pSdlcdOPNJIyfE2pnULK9kgDrHDDtIb1YgE/lXnSwSTNhQcnsOTXpuiBbh9Q3xr8zcpjIx6Va+wRRKVjhRF6jaoArFR5/eZ1ymqb5EjgtI0O7F/DMyMiowPzjFegBiDjNQLAFfPepTw/SqskZuTluWI2xmo/nllCBcg89M0IQDk96ls4hNeqh/vADnvTtchnEeNbk3GtxWx2KtvEsQKtkfMd39eldT4D06XTRfGR0YPswV9t3+Ned61O2o65eyqSQ1w7AkYOM49/SvTvB05msHlYgsVUP9RmrW5nPY6jIbnFVL9gljcP0KxsR+Rq0Bn6VWv1BsLkHp5TZH4GqexC3PIWG5gx53gDFV/ECeXp+nt0UmQD/wAdq27YlCqPu8CtfW9HTUdGtIY3VJYpAw3dMEc/0rh6nrv4DitMfbqdu4HR1P616yjYHWuS0nw9DCwlJMuxtuSNoz9OtdVk7hj8K2iupy1OxOhy1RSuMbBnLdKVTk8elAXdMAAM8n5hkVRmznPHF0q2dhZBnJQvO24HvgDk9e/SsvS9AS/tIpUudhkXOGXIz6UnjmV5vEskGSEiiSMLnOONxx+Jq/4VJWP7IT86nemf1q7a2M22ldHUeHPFX9sQ28V1j7bu2M5wFc9QT7kfnzXVGIwBtxAUHoc5rweyuTAzpuIWQAEjqCDkEfQ16J4S8WGWRdN1JwLkOqQyN/EO4Y+vv3zVXuaVsM4u8djtGJKZHB+lZt9IiRl3O0KMk5q5MxJ8qMjn161w2vau93dNao2YUbAI/iPrUTmoq5lSpucrIvC+E8xwu2InCserGrCjvjrXE67d3drqVvBESEiRWVR3Hc/nXZwyebbwygffXdj0rOMr7nXUpKCXKBI3Z9aDvIyO3WlKhnHUVI0vluiIBy2MUzEzPEs7w+FbwKh/emOLIU8AnJz6dK85s5BFISybhgjHvXrGtWz3+mi3kfajvkHAycDjPtzXmWn6N9u8YT6TcahLaACXy/Lj3bnVCwX0A4JyfT3q2mQpIfqEkpit4n5SMsV/EDNO068mhPlQyMjlg8bKcFXHp/Ks2znuLqyieeVnJBYA9s4/wqRSUcFTgg5Bpnp4aCnRPW/DXiNNYthFOUW+TcHT1UD7w/l+daVxISdq8+/rXlc10RLDqlkTFISPMCnGyTuR7Gu/0TXINXs2lwqXKgLIn9R7VRxVaHL7y2/ImY5yfTrUDLz9easONql/U1A3apZigGAce1R879v4U/qRSqdrAn8aQxTAXAGQCTgZrH8ZxSxeGwqupEtwu4DJLAA9Of0rUMmbyNcn5eazPHUflaChjYrLuBDDtk4/pTWpMna1zg7Fn3+TnCORuFaXh7V5dOuG8s5I/eIpPDEdVP1H6gVT1bTbe10eDUtM1W/lLXf2TNxCsazkJl3iA52qSFO71HuBQBKMCDyDxQtDrw0VUUke6aTrlprlmZ7ULGeBIrHLRntmuU8chjdwKckeUfz3VzGn6lc6HNb6latutrnAlj7MVOWQ+nr+NdD4l1W11eGxureTcpQ7l7pz90+9TU+EhUXComthvhaXN3KGb7w2kk9eK6G7ZYhycAkAe5PauP0qb7JvlB5ByPwrTF/Nq19CyxmOGA7zz1NZQmlGxpUpc00+hqYwTnrnGKaxAanEk855zmmsAevbrWhzibWfgU4zyWtjc3CoSYoJGA28k44/Clmk8qPCgZ4Aq1OHk0+ZG/1TqEPqM8ECqjuTJ6Hj1vI0NwH2hiOobpXpHgMkLdhsEERkE8YJzn+lcVa6ZZ3PjmTSNRvrm2t5Jdkc0csUYj7ksZOMYzwOScDvWt4e1Kbw5qd9DeG5aKG4KNBOFEgUMVyccbgOwOOfxpxWpMnzKyPUkYnOF2nPSqusymPRrt88iJsY7cYqezvbXUrb7RZMhjkI+c4yp64Pofas/wAQXEdtoN4ZnA3oUUE9WPYVUnoZxXvJHmCkNdKv+0K6yxha7Uu6kRLnnNctp0Szaihc4QfMa71EEOnRIo2jGSK4lHmlY9Vz5YXKkUaxsVQYX0qV15FNQYyTTpM9hxW9rKxxttu7AnAODz3qazxLcIckEuBwKYkeV3twO9WbUW6bZSW5BbgZBHpVLcmWx5dr8rXPiC+uT0lnYggYyM4H6Ctfw0st3q1sSxL+Zljn+ECn+NLBYNJa/th5Z8xVbb71XOia34W0nTdSmu7mK5vBIJIdmPIA2lQTj7zK2cdunXNVy2kQ5px0OcravUVtK0y7xiZw8bEdwh4P15oooWzPXqfZ/roegeHNTubvwjdTTMGlt4mRHxyQBxmuNj5uFz2YUUVlX3OSgrTl6kusANPaSEfN5ciZ9RkH+tdHZjbZRAdAooorOO5Vb4PmTn7uahmybiE565oorV7HKaWoAC3sj3Ib+leWa/fzaP4rn1O12faIpXC7xkfMm05H0Y0UVt9k5/tFS3UR28aL0CAD8qG60UVLPcwX8FfMt6cc3HknmOQYYetWtKupbDVEkhb5gxXnoR6GiikaTSvL0PTNoeKEHowGfxqtONs20dOlFFB4o1ecA00E5/HFFFACWyCSYs3JDAfzrO8fE/YJFySqvFtBPTvRRRDqRUON1fXv7ce0SXS7C3eBQkUlurqVRQcIAXKgc54HJ5rNYCiimzuy7eXy/UuaexkintmOYiu/How6EVdsv+QWPd2/pRRWc9jqq7v5FiF2EJANdVpaKmnRlRgt196KKwh8RjU+BlvAwaM5GKKK6ThRXuWP7v2Oa1Zx/wASaJu/mD+tFFOHxEVNjzPXNX/svVdS3adp98kk4YpeQbwGUcEEEEdTkZwe4NUrm+uL6+N7cyeZcTsZJGIxknrwP5UUVTKw38Rf10Og8Ialc2fiOHT4mH2e6nVJFYZ4GSMehrZ8eTyPd2sRPyBC2PfNFFRP4Taov3qMTQ41kvVVhwetdpdfKAo6f/WFFFZU92OtsirH0NO/woorQyQTMfs2fVTVuzVfsEjYGViJFFFC+ImWzOd8TgHw3ID081P51yb6xqF3psWnXN3PNBBK8iebKzklsdSTzjbx6ZPrRRWpgf/Z", 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", 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", "info": {"video_id": "39504", "label": "pretending to pick wallet up", "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": "39504", "label": "pretending to pick wallet up", "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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vXkvgrxLNpc5s5S8lnPn93n7r+q+/avUrZvtVrDcwnKOMg5wMe9W3fUqpSdN2Y6XG3jpisu9w6Eda0XYAkAjI447Gs26xgnoaTJR5jN4bvjdSZjXaWJDFxjGfzqe28MD5TM4/3UX+prsnhyST/wDrpqxgNkCsuVI255MS2jW3to4lGFUYAqwp+YEUx1O0YNOGRzn3qiWE2WIGcZIrn/G84i0yythI2JCZmH8JA4HHXOSa6Ff3jqVGQOTXF+PZ/P8AEItU4WCBEPHO4/Mfr1FPpcl7nT/Dq1WCwurlPm85YySTjb97p612gYH5eD9K868C6rb2UT6RduUNyR5UmcAEfwn2Ofzr0BDtTGwfKcEdD9afQzad9SxtPesPWtbgskkgXLT7cfL0UnpmtkvtUsWG0d68te5Ms9xu+ffOrFz16ms6k+VaG9CmpvUwvEwlOrmJ8krEgyfcZ/mTVCDS7m55jjdvcLx+derXNjBMySmCN5AowxQE4x61XktgOwHtUqmtzR1m+hl+G7KXT9OaOXG4tnrW2pyOaiRAsZAHFOU5GKaVtCG76k8jnbhetVL65ksdDvbsIu8xFRuOPvDbx69anc5Tj6Vj+NJfs3hq2jQnNxcg47HaP06iqRLOP0zS5NQL+VIgMbBcMa9wVuAp64rxfwszQ3zIxwkw7+ueK9mU547gVcdjGbd9RTjHSuE8ckte28I6GJj+Oa7wj1/wrhfHGFvbd/4vKx/49UVfhNcP/EOd0yMSX8eBySQDXHZGSvcV33h1QbpnbpGMisp/C6LqUzecPKeY+WqLkkE557CuaO56FTZWNPwU5/s6VfSTP6V1O/I6+1ZumWCafA0UaYOeSe9X1PH8q2Ssjkk7snYgIKbazpFMbxy4jiG8hQT05PApp+4D+NVNWke18K6jMmFYxBARwRuOD354JqluRLY8/tIl1LVTHI5Vpd0mR6nmvS/BOlHTFvJFmMiyhBkZGMZ6joevWvLtNDx3sdyCcxkflXregSKLGSZSxRyrKB75yKuBlVvsdB83XtSM3H9aRCcZK8H0bOP8accHoaozKV2vyk4rxPWcrqtyMciV+PxNe33GChXoe9cPqHhK1m1Ga6eeQeaxYoAOCfes6kebY2ozUXqecCOSQ52HrXpuhB49GthICGVcEHj6VXg0S2tGHlRAH+83LH8a1ANkYGehqOWxu58xOp+YUSykfdGTwKYrZxTm5ZOeCe1BBheMZjb6DBaKij7ROGJ3c/KD2/HrXJWGk3N9H5kARhkrgtg5FbnxBmMep6fbgsfKtt3P+0Tjnv0qr4SldBJA33sh056nvV21sZt2Vzn4mKbWU4Ycg+9djoHiaXT7xDMxNhcP+8Uk4jbuR6ep9q5ArgD6Vf02aJkls5+EmAKP/ccdD9OxqluexVpKUNUeyLcxz20c8TK0bruUr/EOxrPmdjyw4PSuI8Oa++lzmwvcm1ZtvJ/1Rz1+nrXdTlZSqoQV6KR3oueXUoum7dCm4zwevWo1AGTUrn5yvoOtRZpMlA5+UEUsalxnn0zQBSmTZCTn7tICWC0LyfKy4JHGeTivMNfMj+Ir+R2DFp3ww6EZ4xXqGnKJIMsThAXP5ZrzxtLTVvGVxp8t/LaRP5piEce7LqhYL6AcE5Pp7090TzJPUzZ5ZMQ3Bb96WJz9MV6B4a8X28YS0vAPLmAaOZm+63dW9s9K8psZZ54N00jOONue3GTWvpsX2yRrMMBI4Jiz3cdvx6U0+h2xpRqUU2e3agWNlcEEA+Ww2qBwdp5ryYMRLnJAYrkV0nhnxd5ttLp2pSbZthCTNxkBcBD78YFc6VDTBR131hVIoQcJNSPQLZllsInJywXB/CqjsHZ8HO1trH0PXFZSa21nCYUj8wkZX2NWtOSWGzAlPzsTI2fU01NNJImVLlvJls9DTAc9Kf0zzkURqFLHGSBVGY1VZZAduQe2K5Px7NI11YW5UhYoNxOMAlj2/IV2VtNI00gTjGAMetcz8QrZ2sZLtWKzxMkfy9MelUttCG0nqczp8jsEVQAYvmBHUnNe0ow2JhOOnB6V4zcadbWul2upaXq1/KjXf2cm4hWNZ9qbmeIddqnCnd6j3A9I8P8Aiazu1Fhctm7yCjkgLN6H65PSqjsTP3tV0OkVj3I5rz7xxLnVVXskQ4+ua9AcMWzkAZxtXAwa828a3MVxrjLE6tsjVGK+ozkVFV+6Vh/jKujuwUiNcs7YFdE1msSozD971PtVLwxaxqkbkZfaWPt6Vq3GXl/HmuenG7uzuq1OVWQijKfh2pAAAc9KeOhA+lMUFn24rdnIBY7th6Gs3xhIV8MLboc+bcg8jsozx+JFbKxRGRUcnPXA6nFJqNta3ltFbsC3BOWHIqoq5Emlqzyyyd1fywcK7AMPWu403WpfD9tphk+e1vHkEkZ9MjaR9CT+dcpYada3HjmTR9Rvrm0iaXy0lilijWPvljJxjGeByTgUa293Fdtp9xLcslnI8UaXGA6AHHOOM8DOOKcfdKilUmo/1sex6fMuo2YuoPuhsfNwQe4b/CreQr7cgkdSBxXjul+IbvTp1vITuGFSeIn5X6DPsSBjNerafqtpqlj9rtHDx7iFBGCPYjt/hVXIq0ZUyWY4zkZFc9qN6kD+Un7yZui+nuaua1qT6fZNcBlLudqAdz61xYuJjb318vzTIhIJ/U/gKynO2iNKFHn1ex0UcgmUEYz3x2NSOBtx61y3g+9nmeeGYlgRvRj3GK6g8rg/pUp3RpUhyysNB7CnRBwxGASRxkGnRBVUseTn8qsWMskudgHL4A9R71SMmeaeMJ2n8U3ZKlRGRGARg4UAU3Trl0aOSFQrxY5/vHNaHjfT3WCfUo5CWeYbz3BJ7e1Z174d1jw7pmjXlzPcJNetIZYTGQIAuxkDHH3iGzjt9QaqzuTzKxTfoPpUYoooZ9CtjQn/AHlpBO3+sPyk+oHSuz8IXcs9mYJCCsC/Ie4BPSiig4cQv3XzNx41ETv3ziqoJP50UUHmingKfU1DMT5Y569aKKTGjThUQ6ddGMlSOAQe2cf1rzC/v5tL8UXN5b7fNjlbbvGR8y7Tx9GNFFXHYxn8Rj20SxWqIucD1p2SjBlJDA5BHaiipZ7WC/gr+uprff1OzmI+eUhnx3PrVoki4B75FFFY1dzN9DT0wCXUUDjOBmulbkkn1ooqaW5hiNkIeGIoyRk0UVucwuj/ADXuD0LGsjxn/wAg27GMj7SvH4miiqhsZVNzkb/xAdZlWF9K0+2NrGkUL2yOpSMZ+QAuVA5zwOTzVSNm+z7wxDIwCkHpRRQdWE6/I9W0HV7vUPCUl/Oym4LSqWUY+6ABXnGTJJuY5JOSaKKzqipL3mdzoUSDT94HzNjJ/GnyEs+TRRSh8Aqvxseev4Usf3wPUGiiqRIyI5vuey8VbvgFuolUAARj9c0UU4bmdTY8/wBV1Maf4hv1fT7C9jluAxS7h34ZRkEEEEdTxnB7g1k6jdz6heSXly/mTzuZJGxjJNFFWy8L/FiWvDyLPqqWsg3RXCtG49sE5HvxWh4U1C4sNaiSF/klby5EbkMD/Wiimuh31l8Xp/mdR44kb+0oI8/KkIIH1JzWRpoHlOhAKvuUg+hBFFFck/iMqP8ACIfDShZVx/DEAK6f+LHvRRVQ2JxHxAOSV7EVY0AbnGfQ0UVot0c8tjnPE6hvDsinp5qfzriote1O/gTTLu8nnt7Vnkj8yVmJZyM5JPONvHpk+tFFavc51sz/2Q==", "info": {"video_id": "39504", "label": "pretending to pick wallet up", "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": "39504", "label": "pretending to pick wallet up", "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": "331e33e35c47da4162745e02890cbea7b5cb60b4a14b43749602726dae69712e"} +{"episode": 40476, "episode_seed": 3769149434, "split": "train", "timestamp": "2025-10-13T03:17:29.713987", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3769149434, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'letting stick roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "218439", "label": "letting stick roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "218439", "label": "letting stick roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "218439", "label": "letting stick roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "218439", "label": "letting stick roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bd1506a4bbe6a422d0681266c2605c34942d05b0786ac321ac730c66e3f0fc16"} +{"episode": 40477, "episode_seed": 712942939, "split": "train", "timestamp": "2025-10-13T03:17:30.608186", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 712942939, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pen drive 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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"info": {"video_id": "153483", "label": "spinning pen drive that quickly stops spinning", "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": "153483", "label": "spinning pen drive that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "153483", "label": "spinning pen drive that quickly stops spinning", "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": "87352d6b2d5e81a16cf7a911fd9d6c37c8c78c4ebbbb69d7d0d67832721b13d9"} +{"episode": 40478, "episode_seed": 472357865, "split": "train", "timestamp": "2025-10-13T03:17:31.436852", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 472357865, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'mouse trap being deflected from jar of peanut butter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "125508", "label": "mouse trap being deflected from jar of peanut butter", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "125508", "label": "mouse trap being deflected from jar of peanut butter", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "125508", "label": "mouse trap being deflected from jar of peanut butter", "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": "602745e27ab2f654898c1d76832a4bb9da937e5d3e9c4b12954bbf0b69d5cd53"} +{"episode": 40479, "episode_seed": 576611990, "split": "train", "timestamp": "2025-10-13T03:17:33.033340", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 576611990, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 green 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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Ki3axhsvNQunarbpzTDHxXqDM90pSGT5Qv7w8Z71Ykj5AHetR7DypPnTbJG2xgfWpZSKEPni1NsHPlmTO0d/WpXj8vkjJAwB71ZMaxOB6dT71Y0rR7zXtQ8izj4U/PI33Yx6n39qkZ0GiMYPB9ue8l1O7fUBFH6V0Xg5PttzcRSSsqIAw29Sc4/KoNY8PLoHhO0jilkl8u4bzHb1cA8DsPlqt4Rv1tNWUM2ElXYT/ACrxcSrTl6mUj0BnbSdRsXDho2k2Fj1weMGsrxZOunReMZF6SQJjHZnUL/M0zxLdFrMqG6Dj69a4jXdRceGltmdmlv5xI7MckpH/AIsR+VXhJtyUfP8AQcJaWOFZf0qBlq7ImKhZc17YyjIvFaOkWLy21zd7d0MTpG/tuDY/karOnFel/CGwt9RsvENpdRiSGUQBlP8AwPke4pMaOFa1ETMp6IagkO1OK7PxR4VvtM1RbaGF7hJVzE6L94D19COM1NofgFvOW41bDYOVgU5Ud/mPf6dKgZzvh7wzd6pNHdEmC2Rw4cj5nwc8D0962tWiMGt3ETfLhsj6Hkfzr0WCyESgBcAdgP8APsK5vxVpDXji4tFL3MSYdV6uo9PUjn8PpXHi7WTFNXRHoupm2BCOFJDAn8MViXjGa8CjJxhVA9aqWlx5TncenGDWhaK1rE2r3Awsefs6N/y1l7Eew6k+1cKi72XUwSuzP8Z3K3GrxWsZBj0+3S1yO7Dl/wDx44/CuVZea0pV3FmY5JOST3NU3j+avchHlio9jUqMlQSR4q+UqCZNoJIqhn1PcQR3Nu8MqLJFIu1lbowPGD+tYceiWmnp5VpCsaDoAPwH9TXQA5H1/T/IqGZAw9z+mf8A61QaIyktwOAPp/If1NZmpXAVio5Rc5Hr7V0BXLcd/wCv/wBavNPFl++n6jcQySGKJJDM/uMcY/OuPF83IorqDKNzf2N65TVLd2mjAX7RAQrkdtwPDY/Oohq1hpyMdNglE2P9fcMCy/7oHAPvXFSeILi4uZZ2tkCSHgIcEfUnrSi9luWX5QsYPIzyaiODu1zEOxqbjKzM7ZJOSfWoJI/kye/NOi+bBJ4qVlDDjp/WvRRDKJQMOODUUibUq1tCEANuVjjNRzLgGqKPQPgvnfrv/bD/ANnrrfEfgux1u8jvGLI4GJFTjzfQk+tcr8GxiTWu2fJ/9nr1RhuGKzZa2OWsdEtNNjEVpAkadcKOp6ZNaIhVELdABV14wCf8/wCeKztZla30qWVOCCP1P+FROXLFvsUYHiGTT7uyWG/DLE7kK6DLRED7wHcdiO9ciugXavut7i0lg7SiYAY9weRUPiXxDAbebzAyqWKQKvJJ7/h71zX9rW7jcJe3Qjn8q8uFGdRc3czaTOp1K9t9PsXtLaVZ7mYbZpl+6q91X69zXNupxgDrVdLkzksQRg4AParSAsMkivToUlThYRUdPmPpURQhsVbljY4Kjio9oIyOlbiM25+XGPUV7T4s8JC8hl1Gwjxc7A0kSj/WYHUf7X868buEyR9RX00gygz6c/lz/hUspHjOm+Bb7UnSW9Y2tsSCw/5aMOvTt+Nek6TpNrpdottawLFEvYfqSe5961pYBuzjA7/zP9BSxptPP4/zP9BSLRTv9Mj1TTrmxmO1Jkxu/uMOQ34HH4ZryW5s7vSL5ra7jMcyHBHYjsQe4PrXp+pazHZW8syyAOGMK5/v/wCcmvPJPEcqxG0vLeG8ih4RblclR7HqK8mq3UqPlRnKNy3Fd3OrIlsrBmAOWJ4UerH0Fc1rV1Fd3wSBs21ugihP94Dq34kk/jU2oeI5ZbY2sEMFpA/WO3XG/wCp6msdGHI9a6cJQcW5sVrEUgyM1Ay4FXJFGz8KgxvUntXoICs6/JmvS/gowMmuj/rh/wCz15xMvy4r0b4KgrJrh/64f+z0MaPVbmJZEIcZrNNsATkf5/8A11rnn/P+e9VpFwTjnH9P/r1DRaMq9dbW0aRjjkLn3/8A11xGv3Rhi3RSESW7bvkbkNj2/wA812+vxZ0K7k3ovlL5mXbAwvJ5P414LrOtySA2trO6+YxaZ0OM5/hz6etcNalKpVS6Azqz4ickPJaWUsv/AD1kgBb8fWsrUtUn1GXM8pd1H0C+gA7VzK3l6MI0oPbdt5q5bZAILFtxzk1tRwyhLmIZfYKwHPHeoJFCt0qxGyrxjk0kiptG4Zz0PvXWiSm0eSDjBqpdA4NaAHLqf4Tx9KpXjJGPnYLn1pjufUQPr+P9aRhu47n+vX9Kah/Ef4df1rM8ReIrHwxpT3962WxiOFT80jnsP8e1ZmpX8S+I7Hwvphvbw5lbIhgU/NK3oPYdz2r5/wBd1u/8QX8t7fzbnc8Rr91FHRQPQVNretX3iTVZNQv3y7cJGPuxL2Vf881nlO1UoktkMYxHjFWoOKhK4qaKqJZoIxAA7VJ56Jx3xVbf8o5xVK5ufLDHPrSCxdmuYI4dzSAAHIHrWRe6tJcMUgBjQ9+5rPHnXDYRHc+igmtnwroMOt+IDpl9dS2bGKRkCxbmZ1QsF9umcn096LlJWPR/gc3y64D1/c5/8fr2D61418DWbGuFu4gOf++69iBycf596llDXGTj1rjfHviqy0HSZbEqtxfXSEJDn7oP8begHb1q1418aW3hWy8qLZNqcwJii7L/ALbe3t3rwm6nudQu5bu7maa4lbdJIx5J/wA9qXLcGyreXMt3cK8p6cKo6AUoUb84pSnOaFHNUkkrIguwHkVdjc564qhCcdae8hVT2piLsjZK4PPeoGkWFZC7BVznk1k3V+0O3Yfm96yp7mWdt0jlj2zQNRNSbUlknCxLlcjLH+lfUsZ+Qd+B+P8Ak182azoOkWnhy11bS9QvJg139lzcwCNbghQzvEM7tqnCnd/eHuB9IRH5Fx6DH9P1qWUSMOOenf8AD/69MUHeAf8AP+TUg5OB/nH/ANevPvH/AI6Gko+jaRKDqBGJ515+zg9h/tn9PrRYfQ5fxzqqWWtXdvFMkzQyNsCtnDnnn3HpXn8TTqrSLPIHc5Yk53H3qUoxBJySTkknk0BNqiop0YwvbqQ2SRZLh3Ysw7k1eifABxVGOrIbbitbCLu7cM45xVckb0bGA3BFQtdFc9MCqM2rqEwiAt6ntQFi/cFUUsSAO5Nei/BllZtaKMCP3PT1+evNfCtrp/iLxJDYa3eTwQznakqTRxpEe5YycYxnjqTgd69J+Eto2naz4psGS4j+zzxxBLgASKA0g+YAkZwOxI9KTHY9XB44/D+lRTyRW8D3E8qRQRgs7ucBVHcmleWOCJppnWONAWYscAf5FeHePfHUvia5NhYOyaRE3bg3DDuf9n0H40txoh8c+OJfE9ybOyLRaTG3yr0M5H8Te3oPxPPTjCmXBqwE4oKYqkhNjV61dg6jmqajmrEbhOSQPrTEXRKEBJ5FMkvVUDf8q571XlkAUmsq5M11KsMKM7ddqjJpXBK5bu9YVCwtxkkYLN/SsppJJpDLIxZvep5tHv4bZriWHYi9dzDP5Vt+IvBd94b8O6NqF55y3F8ZPNhaMgW+AhQMf7zK2cdunXOFdPYu1j6YJ8uJ2HVVyM186+MNXvdY8UXZvJS4t5DFEo4VR7D1oopLcbMgcAVKVG2iirIZE4FJkgceuKKKBDiSEJBNULw5V6KKTGjt9KRf7OtyFAzEucDHauWuNUuNE8XXOoWezz4XbbvXcPmQqePoxoormpfEzSWx6B8Duutr2Hkf+z16tqt1JY6RcXMO3zI4yy7hkZxRRWzEj5ruL651W9lvryVpbiY7mY/yHtSqMkiiirWxDEYDBqLoTRRQA8uUxilnY7DRRQwKthZxX+omKYttCFvlOO9aOsaLY2OjvPDGfMDKAWYnvRRWMm+ZGkdiLXPFb+Io7OCfSNMtjAqRxSWqSKUjXOEALlQvJJwMk85619JoSEyOwP6DiiitSUY3jvVrvQ/CF1d2DiOcbUVyMldxxke9eBx5di7ks7ElmY5JPqaKKaCQ5hUT0UUyQSpQeKKKBFC7chWwe1ZRoopFxNTR9ebRkmQ6bp1/FMysY7638wKy5wQQQR1ORnB7g16p8HdRutV1PxLqF7KZbq5eGSRyMZYlyeOw9qKKTAb8VNdv9sGnLLstpWcOq8bguMD9a81QAYFFFKIMniHzU9lGCaKKsgr9zSr940UUAMmbBYD0z/OnaLxrsPurD9KKKifwsqO50HiI7dEfHd1H61zN54m1fVdIttLvr2ae2tpHlQSSMxLNjqSecbePTJ9aKKyo/CVI/9k=", 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", 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", "info": {"video_id": "149817", "label": "pouring water into green mug", "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": "149817", "label": "pouring water into green mug", "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": "94b1b10909062a4a23b5afb114434975e65e5575af2967719a420430957b8b76"} +{"episode": 40480, "episode_seed": 1407933638, "split": "train", "timestamp": "2025-10-13T03:17:36.715790", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1407933638, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 turn plastic bottle 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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qKtuQBknAHJNZgvPK48vOPeqd/q32iDyolZQfvk9/asYSUU2XUi5NFa5mEtw5XldxxXIeJNVjsvEeko4ysf7xvbLD/CulBrz/AMeQsmrw3GDh4hz6EHFZR1ka2sj1+5uVm05GRsqw3KfUVxeqHNyfyqPwdrhv9FNlKwMkA+Xnqv8A9apdTKeaTn5u4pVXc4sYuWmvU0fDjYn/AOAH+la8xyx5NctZavb6a6b8tI4ICqeQPU+ldEZA6h1PDAGi/ummCi1TuyWFQ8gDc89+a7bR9OspLcNLZ27kcgtEpI/SuItuZV+td5prCO0684roobM0rHN+IobeKY+RDHH/ALigV4x8U3d/7KDHOPNx/wCO17D4gl3TGvK/GukXmvapo1jZRl5ZDJk9lHy5Y+gFKXxgvgPNraF55UjjRndjhVUZJPpXrPgnwxJo10l7fYFyybEiH/LMHrk+v8q6HQvAWm+FYVnUtc3p4NxIMbeP4R2/nVsoGkzz17VNSVhw1Rja68d9cui4wg2Z9ff+dSaBpwtosou0Ny7Z5NaE9hBFaPNDEFlBBJ5JIHaqtjcgkKGySSTjtSWrTPBx/wC6rNLrqYurxR23iOVYjhGIcD0zXG6hZJZahLHGXdZGMoBGcbjnA9s5r1qK3hLBzGjOTksQCfzrVbZ5S7VUYHYU6FT2NRyWp7UU62GgnvZHhkdndS8RWdw+fSJj/Sr9l4T17UJPKt9Ku/n+XcY8AA8Z5r1wnnqfzra0QgSg12xx8pu1jN4RRV7nKaH4P1rRtJtbeW0KpBGELM6jPvjNaQlWAkPnPtXdarLm0xx0rz+7x5jVx1IcqudMJuW55r458bJrumwW1owEJxI4HXPofpXn8K5Y+pqONjkDt3rTsrQzXcaRjczkBQK0loRS1Zp+HNIm1O9WHBEYOZH9BXrsCpb2aQxjaijAFZWlWMWnWUcEagED5mA5Y9zWju4rllK50cutxM81YhbFVqkRqzRRO7AmnW7DzRVdmp8DYeqjuS9juNOmC2o+lc7rcoeU81etrnbBjNYmpSb3JrsnL3DmiveOR8Ta5qmjWo+wy7YJ1ZLhQBuxxgg9upH415bdXjSPuAKn0Nd/48kYWtvCvBm3LkHkdO31x9K83uiTKSxJb+InqTUxj7iZXPaTQGYdScmmm5fPBxVdcFuK77wB4Xku76PU7y3Q2UedglXIkbHGAeoHXNJ2S1LTbKelafqd9ZB44iEwAHkO0H6Z6123hDSNQ07VI3keEwbG37H5ye2MVdu3SN3TPzBjhQOgq3pFwGnC4IJBPIrn9o2zjji5SqKL2vY6WR8jrUat8wqJnFIrjcKOp6FtDrtGcKAT0qHXZdynmotLmCpj2qrq8wYnmuy/uHLb3jBkOWNY+eK1XPJrELHNcZ0WJg1cd8QDi3tvdZMfXiusD+tcj4+cG1ts9fmx+lOn8Q5bHPeG9VfSrvzQNwx8w9R6V1eqa9aOouICzFkBCEYwfevPom+YirccjXEogHXtVyimyalONSNpGt4fjvNc8RHOTGp3SN2Vf89K9V4CgAYAGAK5fwhCtnBPEYwrfKSQfvdea6TeDWcnfQVGrGrBSjsWrT/Wiuwtp9tp17Vxlsw8wHNb6z7bfGe1dFB2RNVXMrV5C8zHNP8ADqqZbhyoLAAA45HWql629zTbC+eyLhAp346+1Tf95cTXuWNnWLhUhWL+Njn6CsUEUk9xJcTNLIck/pTAayqS5nc1px5UX7aUA88+1c9q09to8plkCxxtnaw7kDOPrWvG+DWXr+lQ61apHM0gEb7wEPXtinGRxZhgliaem62J9GvRf6ZDcBSobI574NbHmfuxVKJYobW2t4IxHHDGEAH51KGOKhvV2OuhBwpRi+iQ8tmtnR3xIMmsHNaWmybHFaUn7xVRaHSalMPsxGe1cVcnLk+9dDfT74se1c3Ocsa1rMzpKx8525ZGw/PHB9a7rwHZrcPLeyc+SxRB7nnNcVLHi3cjqvIr0/wfYtYaDEHADyHefenVfuk042mdMrelP8yq26l3VyHUWhJntTg+Kqq3vUgalYCxvGOafE4zVXdxzTkYBs5qluJm3HP+761SuHDE81GJSF61ycE91qXjC50x9XubSL955QjTdllQsF9hweT6e9bfFoYv3dTJ+I0jRTaY8eN2JePb5a4FhJKyxqrSSOcAAZJNaPiDUry+ksXubh5QobG89Mgf4V1Pw/0SOcNqVxHkAlYc+nc/nx+FaX5KepnbmqD/AA38OlLR3WrShlIDCCPv9T/hXpUapHGscahUUYVQMAD0qFSFAAGAOBTxJXM5OW50pJGTqEccMkshGzzCTuJ4b/PpUujSLOwZGDKmckc0/VonlsmdQjKmSyMOx707R5IhZqE8sMAA6p/D6UeZ4UKMlifZt9b/ACvc1s0qn5hUQcGlDDIpI9427ObanWq9/JuzzUUMmFzmsHxjfXFpoTzWszRSiVAGU84J6V0c11YwtZ3Lz1inFY2qXc8Giw6hY67qMqtcfZ8zxqizkLlnjA52qflO71HuBq7xjrWUouJcZXHZ964jx5OBPaxE9EJP4n/61dnu96838YXIudZcK2VjASnTXvDk7IxVcKN+eT0FaejW2+SWcsV2L1xnrWKqkyDP3V5rttM0yaLSI8ALLL8x3DoD0H5fzqptRWpy432joSVNXbOl8OfLbF95YYxyK3A4NYeiwm0tPLPLHk1rK+e1Yt31DL6MqWHjCW+v5lyBsN1rQM5EeM1kRsNwqzvyp5rSDsjqkrjZpck1EuGbJ/h6VzdrdG98ZzaXeapd2ts8uyN4pY0WPuSxcYxjPHUnAqxoc12up6taXcty32aby1W4xvXBYc44zwM44ocWlclNXsb+6lDCot1KGrJmqLAanZqtvI704SH1pDJhUgPFVt59aUMaEBP3qzbOVIrP3mpopSDVwdmS1dGpPNlOTWZJg1l+KtQuLTRGmtpnik8xBuXrgnmsHW4fEWiaNpl7d6hdrNeF/MiK4EONpQE4+8Q2cdvzrVpyMrqOh5dKflA7EgGvYrJBHY26LwBGuPyoopVNh0yfpSg5oorE2HA4pwNFFADqVTzRRTETDpXn+oahPpXiy6vbbb50Urbd4yOV2nj6MaKK1huZTOTv4VmubGBs7HkCHHXBIFe1W1tDZwpb28YjijG1VA6AUUUVdkKnuycmgHiiisDYyPFLMPDd26uysu0gqcfxCqvgNc6JLMxJeSchiT6AY/nRRVr4Tz5pfXYvy/zOpNICc0UVJ6BYjY4rA8asf+EdfPP76P8AmaKK2RnI47V/EL6zFBFJpthbmFVSN7dHUqg6KAWIA5zwOvNdPk4oop1SaRVluHW5aIAY8kvnvnNeWXrs9w7MeSST9aKKdLqOp0Nbw/bRT6lapKgZWbJB6HAzXoEgBwcUUVlVLRZgUBARVjpRRUR2KJUNTAnFFFWiWcHqGsNpmuakhsLG8ilmDFLuHeAyjggggjqcjOD3BrT8LXtxqN5ql7dSeZcTuskjYxknP5UUVrL4DKPxHSDrS0UVzs3CnCiikMcKXNFFCACTT0Y0UVSEzG8Xn/in2/66x/zri7zXNRv9Ph0+6u5poIJGkUSSMxJbHXJ5xt49Mn1ooreGxhLc/9k=", 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", 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", "info": {"video_id": "7297", "label": "pretending to turn plastic bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7297", "label": "pretending to turn plastic bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7297", "label": "pretending to turn plastic bottle upside 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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", 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", 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", "info": {"video_id": "7297", "label": "pretending to turn plastic bottle upside 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": "79cd706d30d3e46c0d044c4485e9be412db519334a0c44feb4e98d5306ef1910"} +{"episode": 40481, "episode_seed": 426267760, "split": "train", "timestamp": "2025-10-13T03:17:40.183882", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 426267760, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 that can't roll onto a slanted surface, so it stays where it is'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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/eOegqaNNqhenetoaVBFdQRu0Vtat8pmLDLHr0qrPF9mt3DBGcSFVkK4ZlBxkehrL2tzvhFKHPc7b4V28kviOS4UcWlq8n1yQv8ia9ibMk28qCJEIRT7d/wAq8m+GMwtY7u9jP77zEQBzkyKAdw/Hd+lenyXUf2Ro42wR80BJ6jqPy6V009jgrz553K9pfLpl49vO2ADs5OeOqn+YrB8VeIYItPktY5UY5LKO59vzqvqmoLd3vmAMjAKrE8Dv37c1xiW51DVdy5zLL8n5/wD1q4nU55Sprobxha0mV7WaSO78ySZyHwHcc8fj/nmuv0+IvaMwUBC2VIGARVW18NmXWpzPERbRvuC9AxPUD2/xrrPsqqgUBUUDAGOgrKhRalzy0Hia0WuWJyt9aF0K9u9Qx6cY4+nOMGukvjaWUJmnkSNF/jkOBXn+ufEPTbVmis1e7k6bj8qD+prsdTojkTb0Ri+O4xG9iAc/6zP/AI7XLyJGXUQlyAOSRjNbkV3N4pNyb11DRhfIWLChc8n3PApsGkPOl4bNP3dupkPm8E/5wah1UtOp24dc2j6GZGvAHpXrXwltxJNqkpJEgjRIj6kZYj8gK8ylWGOGCSMYeTJLsdyjnpivTvh/eJZ6SQm4zPcGVJD2AwvP1waqlLmloXiZ8sHDqemsE3qy58plHPqeornZtUl0y/lhj5QEgE+h5H6k1LqniOCytcY/dsfkP93PY/Q5rnGlluj9pkdXZ2yOTj8f5VGNq8kVbc5sPC+r2F1W5+3vvkAAGTxxj1rj/wC07o3QkJIgViBH2ZT/ADOOafq1xcvf3EMcx8tXIUA9RTJrJopkjRd5ljDRgnkZxke/P6EV5lSMtJz1ud9PlXum/YxxyXMTSRqWkG/5W3Lnsau3dusqMrorKeoYZFWND0R7O2Elw26RuVX/AJ5g9vrV6e1LDCiu/C03CLv1PPxE1KWjOFuLPEwRFCRgbQoGMVwCWFzGoljRn2uFJRc7WPQH3r2Se0SJmeQ4I6AcmuLiu0vrpo4okUSZfbHywwPvHHetatblskgpzetjlBbyPJvmYiQnBDdR6D9KsxwPA6CZdhb7oPVvpWj59kba6tEhaYSEOly4BYYPYfnVC6nP2stFuUquzI4zjv7VHPJnfKShBSge6/D+OO38IafgESZZnz6OxKt/T8a2NXaCDTbmGcnhN6Fevrx+Ncr4X1JJNMtvs8qyRJAsOV9AOh9CDVjWhfXsYIm2iLJH+1xn+ldj0jY8y953ZVk1K4Ns43MF2sdoJ5PWuKvNQm1WRLeOMKHkGNx+8fQ/jXR3t08WmyykF2ZfL3KMYJ6Z7YrO8M6cuoamD5ZaGL5pGI4HAwPzzXkUourdy+R6F/Z6oxrRJRcRCEN524qqqOh6Y+tdxZabJBa5mAE0nzOF6KfSrWm+HhZXlzdSEM0jZU+g9fqe9aLhQOhNb0aPJ709znxFdT0jsc/c2ZYHAzXnHj+1EL6cON7eZnHb7tejat4g06yLQvcI03/PGIgt+Pp+NeU+JvET6rqKLFbiMW6sBht5O7HXsOldCnd2MabfMYMUpwYtvA/StC3IaXntVZbZwSxJZz19Se4q1CjI2WUqcfdIwfypuSPSh7vxHvHw2tmt/CFrNHjFzPIzcfd5wP0Wt+4thcWs1qAG8klkPfd1BrH8MmOw0jT7JJB+9gRMdNsqjIJ+pz+dat7qcFugmjlQDBV0z3P/ANfiui/LHU8uT5qjaK0OrWy2EkG4jnKqT0B5/Q1y+r3v9rXYaaPCoM/N2P8AnNRyOE3yM2EByWIwOaxdUv4LmMW0Emck7yOnsPz/AJV4tXETqxcbaHoU6KUrlwyQmJngYGJlx5kfODnFLFYyzo0qjY8bZiZujHGCD7Ef09Ky9IlEM5VndFOSvOAWPrxXYWscjWERcc49McVGFpp1VrtqTiHywa7nFxQXFjKsHlyLEpYeWV6Ieh35w2OB61H5TyvITuwMMBXUajbNIhUDg9aox2BjQErzjFezFKKOJOyPMdR1NL6+DQRbF8sDaSMbhznFMaUTxIcZbHPGMn6VmwornJfB/nV6EKpxkeozWPKlsddOjK1r6G1o+o3ug3UMpRvIlw/ltwJF9R716fBrS39jFJZF3Unadoy0eexHas46Jaap4ftrd2XCwp5cq9VO0ciuSjfVfCeqKViYnOMkZSZf8/iK64uMo22aIp0liG0nZnpsWjQ3EbmdS0kqYfngEjk1No/hiy0yT7QSZZ8YDH+Ee3pXMzfEixgsleO2kkuyOYdw2ofdh1rj9d+IGvXxMUdwtpCw+5bjB/7661ytxT0RkqdV6Hrera/pGiRFry7iiboIwdzk+mBzXm+v/FWUkw6PaiLI/wBbOMnHsvb8a86luJXkcySuzPyxLElvr61VZhnipvcaoJbmw/izU5Jnmu5FupTnDyjJXPYelc9dXD3Fw0r7QzHoowBT5PrVd6pIrlS2Oq8JFJLiWSaZIYQyk5IBJwcYz+NS3GrSS30had3AZovkPylegOK5a0kZQ654znHvVyLdsZducnrj0qHTXM5FU1UUlKBsXbvJP80mSAB19q7XwLrkM3laXMFjlQERseknf/vr+dcTYobq4hhJyZHC/mcV0fibwy2h3YvbMN9kZuNvWJv8K6MPGLbTLqU02oy3Z6RfQ2boouQXAyRGFznuT/WqsGm3EccrWsPyqpeNieDjkcd8isvwzqya+Y7e8neO9QcFTgTrjnPv64rvolRFCg5xxgVniKCqe7U6GD9ph5uLPMdK0nUNU1FVWB1QtulnYYCjIJH1616DJoFub+G7dSpiTainp0xn644q5c6lYaTC0lzcW9qgBYl3Ck/nXEaz8V9ItWaOwilvpMff+4gP1PJ/KotFaIl1J1Hodo+1OAM+54rndb8XaNo6Fbu+QPj/AFUXzMfwFeT674+13V9yG6+zQnjy7f5cj3PWuRlYsSzEknqSaNWJUX1O9174lPKhXTIkjzwGkXcw9/QfrVW48TCGK3/s+MRNtLysVB+Y1wbferZeCSH/AFgKn0NDpxe5tTpLVE8MxOHY5IfIGPzrWsrVtTv4oEO1pnC5x0zWZBEuOAAR1rofCs8UGv2Utw2IllwW9DggfqRR1OmNGMItouabdaj4N1loZFyhI3xk/LIvqD6+9elaXOmteXeW7o8HHBPzow5wR2qLW9CtNcsfLfAmTmOUD7p9/auAs9Q1HwxqsgjubdQuBIqvuSQemBz/AIV2SnCcbt2ZlTpU8RTetpL8T2FrC3ngNvMimJuq4qZEs9Ms/kSKCFOrvhQPxPFeXal8Sb+YBNOhS1Xu7/Mx+npXBazqmpapdu19eTT5OQJH+UH2HQflXJKpfQwjhpte9oeta58S9CsFdbWU386nG2H7v13Hj8s15fr/AI+1rWHeNJ/stsekcPBP1PWuaclXK9u1V2JJzSSLVKMRkjMWLFiSepzya1/DcRlhvws0cJwoLv0xzWNL+lW9PvRBY3lvsy0zRsr/AN3aT/jTkrqyFJ8uqOn/AOJe0NlLaMRPHu89mYruIwSAPzqrZn7VrEcSkN50wUMw+bBPSqMF0251lPDrkLgYGaVklKPJErHy8MzL/CM9fzxShTvJG9Sr7VK2nU9qsBKYCzElnI6dhntWXPcTnVmeaJ2tyQQynoareCvEiajZm0umAvYwWyePNHr9fX863oy+pzvAjIkQzwq8oQeM/Xn8K3rQbi4Pc44t05+8ZutOn9lTAHG8qgGeR36fgeayND077Qbg7QVWAl+5Udj+B/lXT6x4Vnvo7b7JKxdMhi59eh/CtzQPDkWh2LRyTedPJzI5HX2A9OTXBSw0owcanU6Z4iKV4nM+GtBW623t4pZBwqHoSD147V2Dw7hwKmcxW8HyBY0UdTwBXG678RdE0otGtwb2cD7kByAfc9BW1OEacbI5qlSVWVzcureIfeO72Fc/rGrWemRlrm4it17Bj8x+g6151rvxM1nUd0dqEsYT/wA8+XI92/wrh7m4luJmlnkeSQnJZjk1fvMSpvqbUFmzTFFdfl9e9W4rdjMQMcYBbsKQI8UYCsMZGBg8fkamP2hoegAAyAqAc+vXrTcWbLEpI3LTxLqGnWC2dqkflp92YjJA+nQVm3d7d37eZeyvKcZ5fJH0GaoQmZxkQng9VGCfY9atopRMmM8f3xwCcf8A16zcJAq1KMrpDUtSUJwR6YHBH1qCW3ym7ZuPO0djjrV55LiJVwFIByoC5wfb/wCtVdDJJLLJIxdiuCrgEce1LkkV9bj2M+aGNsYg+f2ORiqUlvhiUQ8AFge3v9K2JdqBMFRuB4OMD8PSqNyJRiSCMpg5DD/9dUosl4iLM+5t3iA3YIPQioGgySu8A+/TPpV6eabYTJCo5zkjp9Oaf4Y0+LX/ABAdOub6W1DxSvGY49xd1QsF9B05PtVxT6kupHoUbaMp5vfGBWlA45U9ulUtEZplmDNkbQCOvX/CtqC2jCbWjDSkZG3nP49PwpSdtzoozVtGS6Rciz1CC6KBhFKrbfXBzXsk11Y3OmFrkxC2lXlpSAMGvGokFowDpukwTgjIU+/Yn2p7ZdciWRsZCq+ePXFQ5tbDqQVWzT2NPVIbSz1Ddp9/JNADlWVSCh7AHj86vXPjfWZLNbZbp41UYMgAEj/UisAIFUeTufI+UkcEGpooEeBXXDK5OCRkg+jeh+tKdecl7xvOXtFFVHe2xQ1GaS7ljeR3lfOMuxY1nXELAqdjZPsea2pLZkZo2G12GcYyQh78VQPmiHYsm5chSCMDPrUqZErdDKcYbByPTNQv93GavTREARsykFsZByV9/wDGq1zA0dpvJw5PykdGFaKRhLQpMea6VAkqFCd4AHzHgBuwqLW9E0m18OW+rabqN7OGuja5uYBGtwQm55IhnO1ThTu/vDnOQL1om5PnJIPYnNaOJj7bl2C3tFEJkZmVhyVIqzbKtuAZWIcDcEDYP1PpQm4XACMVIAG4dR360+4twFEgkcSAk7ic54PXNRyvqafW0rKxoXOsareRLHPflouFG04UfUDrVGTg4dwSDySPu/8A1qXy4t+JLht+NpAGOPwFTtZM/wAmSy7cZZu9Z+zfVgsVCPwxInsiq7WU+aBnAOT+lUJ4jGoIwrjlix568r+FXnFxAnliaQKo+ULk/gD2qHc0cBYHhn+fIzu780ezfcbxifQy5w8gwETdjO5cDIrPlhZpCFTDgAlf7309/atN5xJM4VTgNuDDkA/l+lQXdrnbhtoznKqBz61cYNEPERfQzri28uLeDkehqKGHLYzgkA89q2vD1pZap4oXTNXvp4IbhggnWWKNUPdnMnGMZ6ck4Hesy4tpbLWtSsWS4U287xhLgASLgkfMFyM8DOCR6VaTS1HCalJJFhISuGLZrv8A4f2CXEWoPMiujIsWG5yDkn+lcEfM2BWUqenSur8K61/Y08jTOY7SX5XO3I3DoeKV7am9XWm1EbrGiT+G9WV4mK25bfBLnBXHb6ivQvC3inT9ThWF/Li1DHzpjaJP9oev0rk9X8aWV5C1utj9pR8gNccD8B1rlBI0WGiOzPTaPmH+FazxKlGz3HFRq0eWcfeWzPb73xdpGlkpcXgMgGTHCNx/SuK1X4sTvvj0qwWPqPMuGyc+wH9TXCyeauS3Tvz1qo8YST94xXfk9M4HvXN7S5msLGKu9SbVfE2s6yT/AGhfyyr/AHM4Qf8AARxWG/3uauTwqjcSbge6jgf1qo4YOUI+btjnP0qk09gcUtEVpCc4qButSXW5VyMqc+lbXiLwdqHh3w9o+o3nnCe+MhlgMZAtwAhQMf7zK2cdunXONEjGUktC+/VB9f8AP61dJxE30NFFNnGytLI8UWUOPmP86vW/7y3Xf82fWiikwI7qQwlQgAHHH50kAEqsxGCQc4+lFFSIzriBfNQksRgHBNOAzat7ZoopjMq7lZkdCBjkVl6fq1zourJqNps8+LcF3ruHzKVPH0Y0UVaLRoeGuWuPYKP51vnmZFydvpn3oopMTLUyL5PT0/nTEkISMn5iR1bk9aKKgV9C0YUmQbhjv8vFV54Vs50ELMA2CeetFFIVyGHiZiOCA2COMVRvJZAiPvbPTPsSf8KKKaWo02OVQ8B3ckDGSBnGKzL5QlhwBgMDjtRRVJFJu4mv+LpfEFvbRS6Tplq1uixxSWqSKUjXOEALlQvJJwOTzXQQAKigelFFUwZWmuXS4kUKpw3BOfQU6O6dnVdqgMQD1/xooqWIttKwu2jwuC2c4571sAn1ooqGSys0OX5dsE9CAf6UslvGYSpyec5zj+VFFAjn54xHcMqlsFscnPeic5tg3faDRRVFIybfX20ee5jOm6bfRTOrmO9t/MCsmcEEEEdTkZwe4NOsb251jVbzUb2UyXVxMJJHwBksTnjoPp2ooqpfCb0vjRrpi5vkhcfIFzgfSmSTMoQkK3y4AI4AyeBRRXOtjtT99L1JuEkIVQPkBHGcd6ltFWW5iVxxIdpA46AkUUVn0NHsy6lulxG5bI2yFcL34zWPcyYVX2IWbDZI6ZAzRRSiN/ERyxRiR8qD8+AT26n+lVIo0dnBUDZl1x25HH0oorSJkyrq4GyM98g5pt94l1fVNMt9Lvb6ee2tpXlQSSMxLMB1JPONvHpk+tFFbU/hOWr8R//Z", "info": {"video_id": "151355", "label": "putting pen that can't roll onto a slanted surface, so it stays where it is", "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": "151355", "label": "putting pen that can't roll onto a slanted surface, so it stays where it is", "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": "151355", "label": "putting pen that can't roll onto a slanted surface, so it stays where it is", "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": "5afad604d0f5a7bdc468a715aeb08abd9e5aadc4f5a2a4b3a39f77d9e08ee696"} +{"episode": 40482, "episode_seed": 1411681457, "split": "train", "timestamp": "2025-10-13T03:17:41.946873", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1411681457, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 keys behind cap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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I7GPrf/Hon/XT+hrl5ZGHANFFXDYGQ0UUVZmFKKKKAHUhOO2faiigDe1/xbJ4it7aGfSNMtTbqkcUlqkilI1zhAC5UDkk4GSefWt4dqKKiRURQTz7CoZT8pz6GiipZRzd2oWeQD0zVaiiqRcRshKoSKq9aKKpEVNxw6ZpO9FFMzNXR9ebRkmjOm6bfxTMjmO+t/MCsucEEEEdTkZwe4NaOm6jdatqWoX97L5tzcyCSVyMZY5J4HT6UUUpbDjuaynGT+FMzkAmiisTQOxquRkhT0IOaKKAOb1NQLskd1BNUzRRWy2M3uJRkiiimICTwc81q3/ifV9U0i20u9vpp7a3leVBJIzEswUcknnG3j0yfWiigD//2Q==", 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ooqjRkLdaGbC560UVRg9zd17xbJ4it7eGfSNMtTbqscUlqkilI1zhAC5UDkk4GSefWt0dqKKiQ4ignn2FQyn5Tn0NFFSyjm7tQs8gHpmq1FFUi4jZCVQkVV60UVSIqbjh0zSd6KKZmauj682jJNGdN02/imZHMd9b+YFZc4IIII6nIzg9wa0dN1G61bUtQv72Xzbm5kEkrkYyxyTwOn0oopS2HHc1lOMn8KZnIBNFFYmgdjVcjJCnoQc0UUAc3qagXZI7qCapmiitlsZvcSjJFFFMQEng55rVv/E+r6ppFtpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFAH//Z", "info": {"video_id": "4309", "label": "showing keys behind cap", "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": "4309", "label": "showing keys behind cap", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "4309", "label": "showing keys behind cap", "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": "bceacb8746586797387ba00cf482f2fe250c1ebf25f7c9776c9f2f9eb31405ee"} +{"episode": 40483, "episode_seed": 1722991017, "split": "train", "timestamp": "2025-10-13T03:17:43.468229", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1722991017, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a ruler 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": "218056", "label": "turning a ruler upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "218056", "label": "turning a ruler upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "218056", "label": "turning a ruler upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "14b2f806b62a8b39755387fdbcc1085157cde2153dd9026ea3e5bdd12b727437"} +{"episode": 40484, "episode_seed": 673402044, "split": "train", "timestamp": "2025-10-13T03:17:45.904200", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 673402044, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'trying but failing to attach a silicon coaster to wall because it doesn't stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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jt+dTBSb5iJNbHSpVgUUV1GLFrO1WRlhIBoopsRylwTjNUCAZOfWiipLRt6zaQw+F12Lgo6sD7ng/zrlbBiJoyOuTRRWdQqB1un6hP9uWIbQqqTnHPSszU9Qn0zxddXtvt86OVtu4ZHzLtPH0Y0UU8P1HXWxDoY2mYDoAo/nXQxMaKK2e5gWQxx1rM1SNZH+YZ4oorWh8aOfFJOk7nNalGsbRhRjIqgKKK71seJU+JnTeHI0uLO5SVQyqykfrXFatCkN/KiZwkjY/OiiuLEvc9fL0uVMqwuySZU4NbVxdyyaOVc5AdTz9aKK897o9PoS674kbXYraKXStOtjAqRxSWyOpRF6IAXKgc5OByea9/h4RfpRRWxmi2nSnn7poopiMDV5G2MM1ytwc5zRRSKianh22iaR5mXLrwPar3jWNW8KOxHKyxke3OP60UUfZB/EeVvI8bRhGIBbBxXeadaQvYgYIyAcg4OfWiiuKqdcdkc3LrcttqV8ZrWzvRLNlhdRb+U6HIIP17HuKn066mv7u9u7l988zCR2xjJOaKK9FfCcUviZpLVgHEYoopMBY2O4c1rWpPFFFIo1Yz8v4VMp4ooqiDhPiZp1s+kx6jsxcpIsW8fxKc8H1xXmlscg57EUUVjPc3j8J0N4x/wCEcPP/AC0T+dU7nXNSv9Og0+6u5poIHaRfMkZiS2M5yecbePTJ9aKKzp7Ey3P/2Q==", 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d6M4MYk3E509amt2KTxsOoYUUV2HkG34ws4UtI5VXD78ce4rgcbcgdM5ooryqz1PpcOko6Grpd1LFINjYqwuq3Oma/JqMGwzxs23euR8ylTx9GNFFc8fiZvLY3/h0oX+0FHQeWP8A0KvQEoorVEMkpHJCEj0ooqiTldSkZpyCelYkx60UVJSNDw9bxy3hd1yU5X61h64ixa9conC+aTj680UVM9iluXtMupLe0LpgketbGp3Mk/hFi+P9ZG2B9T/hRRWVL+IjSa/dsx9W8QtrMVvHJpthbmFVSN7dHUqg6KAWIA5zwOvNezQ8KPpRRXVIwiW06U8/dNFFSBgavI2xhmuVuDnOaKKRUTU8O20TSPMy5deB7Ve8axq3hR2I5WWMj25x/Wiij7IP4jyt5HjaMIxALYOK7zTrSF7EDBGQDkHBz60UVxVTrjsjm5dblttSvjNa2d6JZssLqLfynQ5BB+vY9xU+nXU1/d3t3cvvnmYSO2MZJzRRXor4Til8TNJasA4jFFFJgLGx3Dmta1J4oopFGrGfl/CplPFFFUQcJ8TNOtn0mPUdmLlJFi3j+JTng+uK80tjkHPYiiisZ7m8fhOhvGP/AAjh5/5aJ/OqdzrmpX+nQafdXc00EDtIvmSMxJbGc5PONvHpk+tFFZ09iZbn/9k=", "info": {"video_id": "159162", "label": "trying but failing to attach a silicon coaster to wall because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "159162", "label": "trying but failing to attach a silicon coaster to wall because it doesn't stick", "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": "159162", "label": "trying but failing to attach a silicon coaster to wall because it doesn't stick", "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": "03661a86515ca5ed53c0dff5908774ec7b79512efa2106a280910c94f309be47"} +{"episode": 40485, "episode_seed": 214300714, "split": "train", "timestamp": "2025-10-13T03:17:47.706761", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 214300714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 mug 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "112940", "label": "poking mug so lightly that it doesn't or almost doesn't move", "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": "112940", "label": "poking mug so lightly that it doesn't or almost doesn't move", "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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2/iweQPwrknU9+z6HdTpvk5u51CMixorMFLEnnvVC8gS7kdS2SnAx2NZt9LPPqVvGsyxrEMgg/e/yMVDcPqVtaS52mWSUDK85GO3411xaauc8rp2JzZfZX3EggUadeG61i5QfdRVb8/8A9VVdd1iGKxSNGDTKQHIOcHHNY3hK/MviK6VjnzIQR+B/+vSrK9Nsqm/fNnwNq0t9oa/aJmkljkZWZuT1yP511olrzX4fzbLC4Un/AJaZ/Su3tmvL+f7PZwnd3kYEBR65xSemxPU1hHJcRsIlLsBjaOTXLLBNaK7wX7OxDljOS22P0GPTBPvXf6foyWMQYyedc95ZO30HasOXwwsN+Lm3hXeHLBhIRjvwPTk8UoTtNS6oipHmjY4G0ubWDWIpnv2uoSGCOUxz3+vp+NbLaDpWoXPnSSSyIwBEQbCnJxnjmt638NXK6nHOfIiVUZFVRk4Jz/OsLxje3ttqdvp2nyndAvmyuQNoJ6A/gCfwNY1ISlK7ep00JqEeW2hn65dpp0lvBbAIskfyg/dGOD+lZS38SIvltNG5DMNrZ3ZPB/DH6VFrMV1frp9vMcOYcSyY+VX3A4P5j86xrjTtQspljjYTq2VymSMCuii7RszOtFOV4m/JerLGUlkV5Il/u9+x9+a5nVL3zcRckqBlmPJ/wprzTAdNjjqenHpVvwxo1t4i8QnT7u9ktg0UrxlI95d1QsF9AOOvtWzfYyjHU3bLV5LWLwrtmZYmDpIoPDdAM16NFNleteHWtzIzaYjOSsMx2g9skGvW1vfKiDBS5PYCue1jSTuzdWTJxnGeM1k63YSveW7SXE1vHtO5UbAlXuP5dK1dJ0W7v2FzfM8NuR8sIypce+RkVo61oUWowRRsi7YidioxUgHr/IVEmmrMGux5nqzTFUiuNTRLjYPLiiQnzF/vfofpiuRn1CS2nD2xbY5OAAcnHf8AGvXZPDlybJbeOGFAoYAu+7aG6ge1ZU3h5NBsZtUuJg726FlCr1PYD8a1rVJSld69iKEeRaaHB2Wt2kMxmkUrdOQpcdhnnj1PetEaqtzJHI+8xKdyhDycDqR7H+Vc/wD8I7fTXkby9JJAZCTypLc/rn8j6VaOiXCo09pcgJkhY5OGx1A/L+dOFol1Hzam2mqyJtzcmSJBhzJnhunH4VnX9zHAGbdlWUs4Xqx/w4rFM1yI18+FlUjaOCMgVWuriVo2VicA8fStrmXLqa/hW5A8VRMOA6OuPw/+tXa+BtTku9DAmleSSORlLOcnrkfzrlr7RtK0zSLHXNH1K9kP2v7KHuIBGtwQmXkiGc7VJCncP4h7gXfAE/l2NyCcfvM/pWElrc1fw2PSRLmpPKkuYnWEbnwRtHX8PWsm0+26nObe0Tb/AHpG6KPU+n5V19ho8VjCNjiWfvLJyfw9KhyA87W1NpETbXzklXLmQmQiPrhR7YP51j6c8A1qJo7me4idW2M6Y4HX9eM16BJ4XSG+FxbQxBw5YPuIwfYfnxUNv4auE1JJmljjAUoFjU9Dz1olJukoJ6amcI8tTmtqcb4ilbSrUSo7GCc7cY+6w5H4Viaf4gM3m2zMI96NtYnow5Fb3j9HvNRXSopHMdrGXeRmwBIeefooNcbH4duEtz5jlLgyFRjlQAB1PblgPrSpQShys6pVW5XRsW+qNHCrC4kjlIZmwOHY9D9OKlmvftMO2d0MkWWIBP3uoJz71zU9vf2MqxkCUEFQYzuwO9Q/a5QNygh+h+ldUbHK4u5Nqd2kgCclwBlsYz9BW/Z6m9vH4UcSMEBkjcA9ei8/nWV4V0/Stc8TRafrFzNbxTnas6SxxrGe5YycYwDx1JwKhvY5NP1yPTXW4jWxvpI1iuAA6AMOGAyM+uCR6VE1dpmkVZNHs0M2VqYSjPJ471gpfbEATDOe2QK6PSdCkmZbnUpMD+G3zj/vr/CsW2hIxtd0+F57Sa7ciMbihWTCyADkHHUcjINczqqK0cMct5dSSNHmAxR4UqM5yemeDn0r1HVtGh1CBI5EidFOVUrgD8axH8NT/ZfIRoY0yx+VScZ64pwm0pKLs3YznC8k3qcxploL/RYECyxkp8rbD0zwa5nU9daC9eF+HhPlMqjAO04z+Ir0u8t18O+GpbppnkeCPEY6bn6AfnXkc2gXV1dxO8iguy+cC+TkkgkH8G/I1lTglNyOt1W4qJqtrIubW0lzujVmSQD7wC8qfyNEWqugU/aWaJV2sZATyeMj8KxJdDuI1aWCXYhPyxycNgjI+vGPzqgXukRfOidVI28gjIFdUElsc9S8ndm5f3aQAkHKspLBeNxJ6k1X8J3QXxVE3QOjr+mf6VjXE8rxlWJwDx9K6PVPCWoeEtM0HV7hpo7q9eTzYvLI+zABCgY/3mVycdunXOHU96LQU1yu4vg0YspSP4pCDkA9Fz3rsLS9vLbz4Le5aGNZWXEaIM47njrRRVUknPU58S2o3RaW+1HkjU7oEejAf0pn22/JO7Ubs8/89TRRXoxpwtsjzZVJ9x6zXBOWvLon3mb/ABrE0yFtQgkuLmeV5ZJmR2ODkeZGncH+EkfiaKK48Ykoqx14Jtydx04EF/BEMMJJVDEjB5lcnpjuo/KqUkKqJSC25I4znPX5AeR060UVwHezF1dluLOW5aJBIpGNoIx0rB0rVrrRdTj1G02efHuC713D5lKnj6MaKK2jsNEdkN15aqennAfyr0WC/lhjS5RIfMWRVG6MMOQeec+lFFFryRFV2RrL4j1aU5N4y/7qKP6VK2sas+FOp3GPQFR/SiivSpUoP7KPKnVn3Y8Xt++A2o3ZH/XSsvVpbiW/061e7naGeRi6s+4EqNw6+4oooxEIqm7IMPOTqq7C709LeykkWR2KKcblXtCvoP8Abb86okiW1uJCoGyRl2joQJI1Hv0HaiivIR7BVudoLQFA6yBSS3JGfSuR1qJLW9eKMfJuzg0UVcGJbl7X/F0viGC2im0jTLVrdUjiktUkUoi5wgBcqByScDJPPrWx4IgElhOdxBMh7A9BnuDRRVS2HLY6uzu7yJJYYbuWKNJWULGFUccZ6dasx3N82T/aV4D7SY/lRRXdRhFxWh5VWcuZ6lc3N3uO6+um+szf400XE2OZpm+srf40UVu4pLRHO5O+5z9lNJNGZJZHd5JirszHJHmovP8AwEYq7cH7OtvKAGZ3TduHrJIx6Y7qPyoorx5/Ez24fCipcQqiAjO77PHJuzznYp/Lk1j6pBFPbS3JjVJFYAbOBRRRF6jMnSdffSBOrabpt/HMyuY7238wKy5wQQQR1ORnB7g0iXtzrfiVLu/lMk91c+ZK/AyxPOB0H0oorVldD0yVHsrm3EE0iMzffGAw+hAq0ZLpj81/dnP/AE1NFFa4aKcdUefiJNNWZBeSTxKuLu6YejTt/jVE3kueWY/WRv8AGiiu2yS0OKTZm6rfS+dadgJCSoZsNhSRnn1ApsV5JKXjIGFRsEszYxAuOpP95vzoorzsR8Z6mF/hl6eNXvp7dhlAJG/J4lAx0xgY6Vi3kvlhYhGhWcKW3DOM+np0oornRuzmNVRYLto4xtXO7APSp77xPrGqaTa6Ze3009vbSvKnmSMxLNt6knnG3j0yfWiitlsUj//Z", 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", 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", "info": {"video_id": "112940", "label": "poking mug so lightly that it doesn't or almost doesn't move", "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": "0ac87e60cb2105c05d775f78a8972baf7002438b0b00b06a406d0d09cf30abd2"} +{"episode": 40486, "episode_seed": 3558075800, "split": "train", "timestamp": "2025-10-13T03:17:50.545789", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3558075800, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 orange in the air and letting it fall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "119881", "label": "throwing orange in the air and letting it fall", "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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Hozeg+y1W+I1kwuY5AODxV74cx4vCfcfyraL0RlLqe42rfKtaat8orJtTjFX2bAFbowGzv8p+hrzfRpGOlJGy4eMbWr0Cd+DXmemzm01B7OXjzAQCe9YV+htR6mBrH/H+zetZ8gwBitLXoyl+SOlZhYMOtcp1ojPAq3pS51GM45zVNumKntJzb3CSDqppFHsVioFmh9sVyfxLs/tHhSVwPmjdWB/GtTwvrI1FGiI+ZBU/i+1+0eFNQTGf3W78q1izna1PnO8ctcMBWzrKZ1SwsV+7bW6KfrjJrLtbV7jWobdhyZVDfTNaqn7Z4ivLjqN5C/y/pWz3RB1emp5VlkdW4qj4wjMNjpr4x5hk/TbWvBET5EK9eKb8TLUWun6CuOom/wDZKySvqVF2kjhEO4gV1nhPRJb7UYQIztzk1zFlAZJA1e1fDiOLyM7B5gqbXZpKVkegaXYrZ20cYXAwM1xfj7R8ILuNeM4OBXosZzGAPSs7XNOF9pU0bAE4OK1a0sYKWtzwsqFHFP05tmpW7ZxiQVNeQfZ5HjPG04xVOFyLhT6MKwW5sfQMSi4souCdyeteV/E7RUW0aUJwMg/jXqWjyiTSLZ+4jBrI8a6at9ocrFeQMCul7HP1PlGFCmVPVWINTOtTXsDW+o3EbDHzkimBeeaq5aPrtpcZA5FVppBs/CllkA6enas+efIxWRszI1m42QSHPOK880/xaukXE4ltPPilmO/Y2HxjgjPH4V13iacx2M7A4wpNec3mj3VpbrcyAGJsfMp7nnmqi2ndGc3pZnqWmaxDq9rHdW+4RsSAr43LjjBxWiHrlPClobHSIcn5pj5pGMYyOB+Qrot9dCd0cz3J2krkPHEMN3pCRTorp5wOD6gGumZ+K5HxjLOYLOK3ALvORyewUmpm/dY47o8uvNAieVngYxAn7uMilsrD7I/yDJ6FjW9JYag2cmMDuAwxUGh6O2reJX0y61KS1BSQxmJN5d1QsF9AOCST6e9YpuWlzZpLUt6TBuMrLnK7eR+NdTFKGg3E/MOtcn4KeWUXZmkL5CEZ7da3tSkjtbNiHO49hWclqVHYWbUljJw1V49YDSYzXMPdMx+9TEmYPkmpKPSdPvVlXrWsgBArgNF1ArIATx7119vevNOIo8BFGXY1E6kYLmkXCm5u0TC8eWpkso5ccKcmqvw6XN27f7VdF4qgFxocp9FzisP4cpiSQj++a3huYT2PXbXBANWnkwOtUbU/LWR4xvrmw0B5rSZ4pRKgDIecE9K6kc5szSc9a4rVNOM8f2mMYkjO5apapqFzDo0WoWOvajKGuPs+Z41RZyFyzx99qn5Tu9R7gdREA0QGO1Y1tbG1HqcPrsfmwRzgckc/Wub2jt1r0PXLBBaFVHHJrz9lCysPQ1zNHQmQ55xjmnDrShdzE1btdNuLsZiTIqGaJmh4U1U6fraqVLI/DH0r1HVIftGkXkWM74WA/KvIrCB7bW4YZAVLOA1e0hd9tg9HXFOk5czT2CqoqMWt+p86Ii29+LjHzKpP444pdBtiZSzDln5/CrOpw+Re3MeMbXZfyJqxpCYgVsckk1omYNHV+H7Y3eqqcZUGj4yxCO30BR/02/8AZKreE2MnidrK41G6s4pH2pJFJGgTuSxcYxjPHUnFZPjm41C61OOzvZ7mX7LLLGi3ON6cgc44zwM44rVRtG5mneaMbS4AseT6Zr0zwDOIbryzXA2qCK2564rpfC92YNVi54OBWP2i57HuajCjFTCPzoyhzg1VtZBIiH2FXgcEYrcxR47400w2l/vxhJK5iGMGdR15Fe2eKNCXVrE7Vy45rza38OXMGpxxSRnG/wC9WLi7m0ZaHquiRbNItx6KKn1GMXFm8OOCtWLOHybSNAOigVK0Qxj1rcyPlrxlpZttbuUC4ZXJHuK5hSh43AH3r1b4v6e1ldi7iyu5gMivPvFPg3UPD2h6Tql15y3F+ZDNCYyBBgIUDH+8wbOO31zgih3PpDJKsT6VQkPJoorNHQ9zifG0rx6JdupwQhqxpkaXVgkcyK6PGu5SODwKKKun1MK3Q0B8sqqOAOAPwqxk0UVujBDWJrmPEhPnWP8A11b/ANBooqJ/Cy47oxHP7xR2IORXLyarcaN4ia/tAnnRO23eMj5lKnj6MaKKypbGk9zS8E/K18o6KseP/Hqsa9I+dueKKKzluXHY56nLRRSKLdg7CZcGuysMvcRjcRu64NFFZVUnGz8jai2paG7fKJdMmRxkFSK574fKF8zH99qKK6ae5yz2Z6fbE7BWB46Y/wDCNv8A9do/5miiuo5zhtW8QtrMcEUmm2FuYVVI3t1dSqDooBYgDnPA6816HB/qx9KKK56vQ3pdSDVlH2Nvoa8rcncx75NFFYs1iOUYAr0jwfbxm1QlQeKKKhblM5/xUi2/iNHiG05B/WvS7JzJp0DN1KCiiqjuxS2R4h4sRU8RaiqjA85v507SlHkRD/ZFFFAjVGpf2VqV7ELGyuopJAxS6i3gFRwQQQR1PGcHuDWLrd1NqGoLeXL+ZPMzSO2MZJxRRXRP+GYQ+Mav+orU0tiuoQkHnNFFc3U2ke5aG7SWMTMckrWz2oordHOiwoBVs+lV2s4HudzIMiiijqX0LUYwKGooqyUeV/GyJP8AhGY5cfOJUwfxNeHX/iLVdS0y30y8vZp7a2keVBJIzEs+M5JPONvHpk+tFFAH/9k=", "info": {"video_id": "119881", "label": "throwing orange in the air and letting it fall", "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": "119881", "label": "throwing orange in the air and letting it fall", "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": "4fdcd585fe95fbad80b2bf824c1956743b64a1f85f0a367c0713be5d0d475665"} +{"episode": 40487, "episode_seed": 1618952964, "split": "train", "timestamp": "2025-10-13T03:17:51.313461", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1618952964, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 comb onto box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "127996", "label": "putting comb onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "127996", "label": "putting comb onto box", "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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"info": {"video_id": "127996", "label": "putting comb onto box", "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": "f52c9c69200bc5589248e114e9bf88eadba80d29ad23976b44fe43a7237c2c2c"} +{"episode": 40488, "episode_seed": 1554630645, "split": "train", "timestamp": "2025-10-13T03:17:52.757438", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1554630645, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a ball into a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "189908", "label": "putting a ball into a box", "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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OasxnbxWbYRilsOuGKwMSeMVyscUs0qqEbZkAtjpXXoEkZUf7pNdTpuhWphA2Kcj0rWlLluZVoqVin4e8L2sdsrOqvkdTzmp9W8BWV7A7QoEk6ggYq89pdaewNucoP4TW9pV8l2CrcMOGU9Qarmd7mVlY8I1nw3e6O+ZVJjzjcBWQVNfQXijSornTpFZAQy15L4f0O31jxI+l3N7JagpKYyke4u6oWC+w4JyfT3rRTJ5bmfpiBEYd+M1pqKytJlMpk5zgLWsCQKzZurdDS02bypRjjJFeo6Fdfu057V5BDIVlU+hr0Xw9dZiTmhGNRHptrMGj/CqWor8rGksJgYxz2pNQfMeKZktzlNSTcjj2NeJa8vl6rMvvXud8oMTnvXjHiqzdNReQKeT2FaQdmElc50mmHrU/2eY9I2/KmS280aZKEVo5IFFjYlzKPauiQHFSaxoWk2Xhy31bS9RvJg119lzcwCNbghNzvEM52qcKd394e4DUwB61jN3OimrIeg6ZqdWAIFQFsdqVScZ71izQ3dIuvs90nPBr1bRL4NEvNeKQyFADnkGu38O6xwqFuRTi+hjUR60tyDFWBqi7nLds1Ja3fmIMHPFT3KCWKrMVucBr9mLy3dMda8l1bSpbGVm2/Jmvcry32lgRXG+JNOSS1c4GaqMrAzyg1paauFY+uKv+GNH0zUvFEel6xcT20U7bEmSWONYznksZOMYzx1JwO9MezbTtY1GxZJ4/s07RBLgASKASAGwSM+uCRTqy902or3rkw+lSqFxzUY6cmgGuJnYWkAPpUu0bTVWNyDU6zADkVmMwJztmcejGoS9SXjZuZMf3jVYmvUg/dR5U4+8xHbNR7uaVjTM80Akdb4Qv5FvVt8k7ulelLIBHxXlGiRy29nNqEblHUqiEdeetdnrmna7oGh6VfXd3dLNemTzISmBBgKUDHH3iGzjt9QauFonLXhKps9Ecv0FInSiiuJnukqn5gKl/ioorNjJV7V1fhu5ladYy2V6UUU4GdXY7h4Y2jyRWKiLDrClBjcOaKK1Oc2NUQNYHI7V4Fd6ncaF4uub6y2edDI+zeu4fMpU8fRjRRVolFLQes/8AwH+tbR6UUUpG0dhyferrfDUr7gM8A0UUkTUPSNNdio5qe8Y460UVRz9TIuh+7auE8SWkLAkrzmiigo4tBtJA6Cq2oKBFuxk5FFFR1N+hZ17xU/iG3toZtI0y1NuixxSWqSKUjUHCAFyoXnJwMk81OvQUUVTHEZ/HUgFFFQy0TL2rR0+V47hdpxRRUrciex6Xo8ztApJrpIDuTmiitTlZj6qoDnArmNRjV0IYcUUU47g9jz/UdYGh6nfRDTNOvoZJQxjvYPMCsg+UgggjqcjOD3BrJj1C51XUL3UL2Uy3NzJ5sr4xljkngdB7UUU63U0w2yLDGgUUVxs7iVKkFFFQxmFd/wDH1J9aiEYYck0UV6EfhRwS+JkhtY8Zy351GbWPP8X50UVDbGkjXtGaPSHjUnaJAf1q/deINU1HTrfTbu8mmt7eR5U8yRmJZsZySecbePTJ9aKK2jscj0bP/9k=", 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"info": {"video_id": "189908", "label": "putting a ball into a box", "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": "e9285c44e19ca1e45ea0ad03c6dcc5f504c835db1c61565d21bfa7c1824fc407"} +{"episode": 40489, "episode_seed": 941591158, "split": "train", "timestamp": "2025-10-13T03:17:55.114269", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 941591158, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into steel 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205689", "label": "pouring water into steel bowl", "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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d4y7vADsIzIhPcntXRaBGtvpVzLBKXEky7WxhhgZwffJrjwcA+9dj4b/5AIHY3JJ/KtBI9I0K4N1HHM6q2xALmMDG5T3/AK57GuthkltLwWMMvmafeKSjt95emQPQ8An6Vw/hqWaG6YQRvK5XJUYIZBxg+9druWLypEIkVJBKgznkdvx6UnsNFvUdUi0SyWP7QZ7k3G9oSTiQkE5bPTB5rzfUkHno7tuKttdtuMZ6fnXU6hp663crezF42yo8tOSF3Yb8a57VIRqNxP5ZdEBBG7AwQOh7Z4qUNnMRxLLFeRkFo1KnYTgE5wKy53+ywvAceazZfHb2Fac8pSK9WONjIwDe+Qw5rn5pZbiRpWVizHJOMU3tYl7jGeoHanlH9APqRUbo2OoqOVjuYVAopa0Eel/Bq4WLxDdIxADwOCf+AH/CrnxJtTY+NZEGcGGNlJ7jFcn8Pb8WPiq3LvsRyFZvQdD+hNei/Em1F5b6NrS/MTGbSdh/fQ8H8Rmmtx9Dk4LpYpEgu0fZIiurg9iODWrpem7rmeZsmJELbs8Gm+G9E/4Se6XT0SQzW0bSKUXdujznb17M35H2rpRPDpGkXmnnJnBG5WjK8joORnryfp71RK1OW8LQ58bac6RtJtuQ4VepAOab8R51u/EBZDheT0/z61veBbVYdWu9VlGILG2d8/7RBC1xniKcXOrO3p1+p5/wqZbh0MAxc/eb8qY0Y9z+NW2AqJhxSAyr5QrJj3qnV/UBzH+NUTQM3vB03k+J7QgqCWx83TqDz+Veu/E6x+zaRb3cG0AXssbtHxuPX8sGvDtOuPsupW8xOArjJ9uhr6NvYk8S+CLu0VvNmkto72HI5EqDZIv5KP8AvoUdR9Dzbw/J5iGGeT9y8q7ix+6SDhvzGPqRWpa6VJqWqxWoEfmhgu5T8rA9GH4VgWBb7RFGqqVciJ1Y4BViBye3rntivRZ4rPTLmObTWtZiON0ErEIAMbsMAc9+p5q9iFqcr4lt1XU2iCcIu0Y+pA/lU/jLT10rTrW03ByYIyflxjIHH5fyq7p+nya74mgiP3HkDSHsqDr+gxWT4/1cah4hljQ/LkuuOyA7V/kaUn0GtmzjDHjoqj8KaVI6GrDVGai4irInXNc7XTSdK5mmNCjJ4r2n4b6cdS8EzRqCf3iodrYPIbn9K8WFe0fBnVEh0y7tpD8qTRSkY7K+D9AA+aHsUtzkjcNaa3cgZ+Wdhz16mti0uZHhdrSdVkC4dQcHFVPFmly6X421O1b5SJy6HsQeQf1qW00m4vbtr6wiYwH94+0fcJPKfgc/hirWqJ6j9OsneyvJCAF2YJ7+tanw1QxeKZpHYKPskoB9Tjgfp+lat/Bb2XhTywuy5kcl+evZeP8Avo/Qe9V/BVqkNprOpSBdsMCxozDozHt+ANJ/CwW6OG8Vru8R3exlKhyM59zWGY2z94fkTWtqj+dqU7k5O7Gf8++apFQKnQLlNo8dWJ/CqF6u0rz61rsoxWZqIwY/xoBFGut8NS50eUZ4jnBIHuB/ga5Kui8Jy7ri6sz/AMtYw6jP8Sn/AAJ/KjoUj0fQppoDHPCoZ84HPC5/iNdLbvcNzkf3tp6Y74rmPCk8MkgtbifyVwW3EdT6Z7A12emRpJKk7mKOIORvl5U8dDjn0o6DNHTrOORZbuOURbF83pnJHTiuYu7Z3WV5MIqLkYGCSev8zXQTan+9+xWIgdh0MJJDNnPJYD5RgHA64GTiud12RrHSC9y4e5kJA2Ht25pJAzg7t/LW5eM4G9I1P5k1kSKZHZ2xkntWpqX7uC3hP+sIM0n1bp+gz+NZecZoZm9yJowKhkWrJ6VXlOKQzmu1IKKWrGT2dw1pdxXC9Y2B+o7iveNHuLTxPoZ0V5QGu0EsTt0Eg6HPuMH8TXgFdP4Z15rF0tppDGFbdDJnGw+ntz0P9DQM6yK3v9D1GW1lEtvOp2PtYqSM+o6itgQXOpOkMUbSSyH3JNaNp4jtb9lXWbMzMoGJUX5sAenX+lddpmr2QZofDelPJdMP4k+779f54FDkwUTn9fhtfCng/wDs4uPtTnz7sqewGdv+f614zHcPdx/aJPvyMWP5mur8e6jdyX8trdRSqWbe0zjAlb0HsP1/KuOsj/oqg9mI/Wi1lqKTJjzTG6Vp6XZ297NLHcSvENg2Oq7iGLqBxketWdL8N2+p+JJ9Mn1G5gjVZNjJAGLOqFtpGcLjByfbHepEjj79ssgHvVI8mpZ2O8BmLY5BqKmhhXrPgLxW6WMCsxMlq/K55YY5X/gSjI/2lryarum382nXKzRYYH5WQ9HHp/8AX7GmB7B4j0KEX41LRiJbK5/ebE6xk84x6f8A6u1TabaXt00cEMTtI3yhQO5rndD8Qk7JbGcFwcmGQ4YHGOnf6iu3j8aahbQIDDaWn/TaTC/zx/I07uwrK5qyWqeE9MmiJB1K5Qq7DkRp3NeH3U8tz4iuppOFdP3Y9EBwBXqWp6rpd1p73zeKLMXKHzZAzFpJmwcLt/ug4wM8nk9AK8onvYr3WRPEGUMhDK3Y07WV3uEiY0w0iTpI7ID8w7VqalplvHpK3dvcyiT92jR+WMbyoJAbPvnp2NZiMO4batc6a7jxHoNhZeHYNV0/Ur+YNdm1/wBLgWIXBC5aSIA52qcKd3qPcDh6aKDtXZ/DnV107XHgkbbDcRtG/wDusCrfoQfwrjKltrh7W5jnjOHjbcPf2pge4ePbF9Ss7LXY1LTRILa9IHR14B/Hn8xWV4X1iPSra4hFlazmdgxkmDbkwMYUggjv3q14W8YQi2zNELiyuo/KniYZJxxz7gcH1AUitGz8IWmoTGXS7xBExO1JD90Z9aadtGDWt0Y1yGnxHHuYuSduSeSfetvxCF8K+C4bJ9olcG7uOepx8q/mQK6az0nSfDNs11dTLcaghHlxKc4P07f5xzXlfxA1GW/WVJZkdixMoB5Vl6L7Y7/l2pfFtsO1jmCxcb2OS3JPqTTGpITugjP+yP5Vo6ZZ297NLFcSvENg2Oq7iGLqBxketIgzG6Vlag2SmPeuy0fQtNvfFJ0vUb68ht2k8oTo0UQjPVjIXJAwARgdTgVyOu2j6drd7Yssy/Zp3iCzgCQAHA3Y4z64OKCkZ1WrC8ewv4LtBkxOGx/eHcfiM1WFFMD059o23EHzwToHiI7qe3+e4IrpdHnivIpnN3JFs2hVHft/9evNPDWvw2sZ03UWP2N2ykuCTAx6++098dDyO+e4XTJoEiljy0MgLC5hfcsg6gg9D+efakUjrjcWNgI442Eu5v8AWOcHGPTtXO3r/wBr6i0oytsoySxzhR1IHp1xTbfTJrs75C7ogJaWdhHFGPVj0x+NWNY1zSNB0OEWGp2F9JM4S6VOZQnPCZ4C9OvNUld6g9jz6S5lutR1CWZdjtNwmfujAAH4ACmnmq/2mOW7vZ42yjEMM/Siyuxcxn+8BzUy3MyU1RuXwTXQ6nptvHpS3dvcSh8xqyeWMbyoJAbPvkcdjVfxT4Ov/Dmg6ZqF3LcCa9aTzIXiwIQNpQMf7xDZx2+oNKw0cNS0UVQwp8Z9qKKANS11i+s0VYpzsXorgMB+BrUg8ceJbUg2urT2w/u25EY/JcZooqhmTeatf38bLd3c0ys+8iRyfmwRnnvgn86g8xkt4yp/jNFFSxGqrFokJ6kDNVrbVbnRNXGoWmzz4i23euR8ylTkfRjRRQxGRIMBfpTKKKEMKtR26mxkny29GUAduc0UUARbjvqUs25RvbpmiigDS063jm87zNzbVGPmPrVsW0MJLRxgNjrzRRSYpbmZaE/2kOerHNX9Q4ticdxRRQge5L4h8VPr9tbRS6Tplq1uiRxSWqSKUjUHCAFyoXnJwOTzXLUUUIYtKvc+nNFFMDQ0m/nsblfKYFHYK6Nyrc/z9xXezXD2N0yQgdueQT+WKKKpbCO18P3A05YLr7PDcSSRswE4JCH1ABHPucmvJ/FV40uvXEkcMUAnOZEiUhScnnkn1oopjMsyvHFbbT/BV89KKKhCIbbXn0aW4jOnadfwzOrmO9g8wBkztIIII6nIzg9way9Tv7nVdQn1C9lMtzcuZZXIxljyeB0HtRRQNFOlHJA96KKAL15bJatCI93zx7jk96XT9b1TTWY2F/cWueohkKg/UdKKKALN5rOq6o6/b9Su7kdhLKWA/DpUmn20dxDI0u5ir4HzH0oopMGSXEUcFpJ5Shcjn3qvpfF0wHQpzRRSD7Jc1D/j2P8AvCoNQ8R6tqemW2l3l7NPbW0jyoJJGYlnxnJJ5xt49Mn1oopiR//Z", 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", 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", "info": {"video_id": "205689", "label": "pouring water into steel bowl", "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": "205689", "label": "pouring water into steel bowl", "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": "be5ea20086a2c7b7d1fd3873f3e96e2261eccdfde7c6d3010110795afcc3e1e5"} +{"episode": 40490, "episode_seed": 982253975, "split": "train", "timestamp": "2025-10-13T03:17:56.667858", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 982253975, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a wristwatch 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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pUwO9Am2Whhhgjiop4clSrshAIypx1oDe9PQGTpQOL1KbW7YAVyAPTilSzcfMZGrTSFVGcc0jgUWKc2Zr2uVxuOB0qWNFRRiNC4/iYHJ/pU5XJzjigKKCOZktvuWPaWYjAyueOOnFWMqwIOKrAYXrTlPrQTdssKyrwBipVkqrT09hTGXA+cU/fVVWx3pTIQcUAVM+nak3HrRkYIprcUDBiCP61Gc49acSOCKRjxQIZj1pAOPaoppTH8o6moPNfHWkOxdC5OMU4Y6Ac1QE7Z5JpwmbqDRcOVl3oaUN/wDrqkJm9a1/C2lw6/r39n3N9JahopXjMce8s6oWC+gHB59qLgoszbz+D8ahRc9aiV2kxuYnjvVlBSK2HKAO1HQ8dPej2oGM80yQzn60nSgnioWn5wO1A7EpPFMK56movtBpDOSKQWHMoFNNMMxxjFMMhxQNRZL7VoKAo4rT1zQtItPDVvq2l6heTBrn7Lm5gEa3JCbneIZztU4U7v7w9wM0EbaaBqwbuaQnI/rQeKaSOuaCQJIFMOT1p5PTg1BLLs+tAWHEflSbc+tVzM3rR57dyaLj5WWMD3oGarec2aPOalcOVlsN+dW7TndU/g+x0zWfEUOnatdT20M52rMk0caxnqSxk4xjPHUnA70yS0aw1nUrF0nj+zTtEEuABIuGIwwBIz64JHpTuHLZXJCabgMKc3Wozz0pkjDwcUmB9afjdn+tGQOwoABkH2p2BjpwahM8YbHWlW5TNILFhQenFHSoftCgUv2lMYoCzJt3IGcUbs8VTuLj91lSQcjpW54h8L6l4b8P6RqF686z3xk82ExkC3wEKBj/AHmVs47dOucFylFmKGIHXrQORzRRTATHyg0wEluaKKBFO4OZmqEHiiikWgpaKKBi9qsaXq1zompx6habPPi3Bd67h8ylTx9GNFFJgtytH94CrY6UUUCkNycilLEUUUyRrk+WTVMkg8UUUmUhCaSiikUFJnBzjNFFAzoPEHi2TxFbW8M2kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWqqk4oopomYmcmk6GiiqIG5JYA1VuP9aRRRUjW5COlJRRSLClFFFAGpo+vPo6zRnTdNv4pWVzHfW/mBWXOCCCCOpyM4PcGpY9QutW1G+1C9lMtzcSebI+MZYk54HT6UUU0D2LDHFR7iGHNFFUZCgfzqOUkRMRRRQIoKc5zR3oopGg4Hn6Uu4k5oooASViYyc96u33iXV9U0q30u9vZp7a2keVBJIzEs4GcknnG3j0yfWiikUj/9k=", 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"info": {"video_id": "183641", "label": "pushing a wristwatch from right to left", "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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tj0qpfp5hjIdlIBGVOOtPDZ6Ux1MhAH40FR3M9rdsAK5AHpxSpZuPmMjVppCqjOOaRwKLFubM17XK43HA6VLGiooxGhcfxMDk/wBKnK5OccUBRQRzMlt9yx7SzEYGVzxx04qxlWBBxVYDC9acp9aCbtlhWVeAMVKslVaensKYy4Hzin76qq2O9KZCDigDnQM9KmVAPeo4xU3QVJbHcEUmeKQ9M54pcgUyQpM0x5Ag5qIzmgdiY81Gyj1pn2gnrTTMc5xSCzFIpOlMMxNbXhLR7bxDro0+6vZLYNDK8ZSPeXdULBfQDjr7UXGosoWqglie2KtZwMVSsWJL5OelXDyeKYnoG71FNPXtR14z1pAR6ZoEIST2phH50rHAyartOSeKAsS4zRtA9cVW89/WgzNjrRcfKyx9BTgcVV85qRpWx15ouHKy6G59qv59O1XNb0XSrTw1batpeo3s4a6Nrm5gEa3BCbneIZ3bVOFO7+8PcCkCMEUXBqwbj1prEEf1obimkjgimSNOcetNx609jxVaaUx/KOppBYlA49qULk4xVLzXx1oE7Z5JouPlZfGOgHNHQ1SEzdQaUTN60XDlZdDf/rqaLkmpvCVnpuseI4dO1a7ntoZztSaOaONYz3LGTjGM8dScDvUU1q9jrOpWLpcJ9mnaIJcACRcMRhsEjPrgkelFx8tlccTTcBhTm61GeelMkYeDikwPrT8bs/1oyB2FAAMg+1OwMdODUJnjDY60q3KZpBYsKD04o6VD9oUCl+0pjFAWZNu5AzijdniqdxcfusqSDkdK3PEPhfUvDfh/SNQvXnWe+MnmwmMgW+AhQMf7zK2cdunXOC5SizloeRUh9KKKQ2APFG4miimIrTn5z7CoskiiipLWw3NFFFAxKuaRqtzompxahabPPiDBd67h8ylTx9CaKKBjbInL/hVwk0UVSIluNPQGkJIFFFBIyT/Use9Uj1oopFREPWiiikUJSk456/WiigDf1/xbJ4itreGbSNMtTboscUlqkilI1zhAC5UDkk4GSefWogxA69aKKaFMByOaTHyg0UVRAwEluap3BzM1FFIFuQg8UUUUFC0vaiigGaGla8+jidDpunX8UzK5jvoPMCsucEEEEdTkZwe4NSpqF1q2oXuoXsplubiTzZHxjLHOeB0+lFFJbjexMxxUe4hhzRRVGYoH86jlJETEUUUCKCnOc0d6KKRoOB5+lLuJOaKKAElYmMnPert94l1fVNKt9Lvb2ae2tpHlQSSMxLOBnJJ5xt49Mn1oopFI/9k=", "info": {"video_id": "183641", "label": "pushing a wristwatch from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "183641", "label": "pushing a wristwatch from right to left", "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": "64986883e0e4716b11184774fbb293ee26d9ffa1e0f50208dd668fca21f36ea0"} +{"episode": 40491, "episode_seed": 47168386, "split": "train", "timestamp": "2025-10-13T03:17:58.307832", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 47168386, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering a cell phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "160883", "label": "uncovering a cell phone", "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": "160883", "label": "uncovering a cell phone", "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": "160883", "label": "uncovering a cell phone", "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": "c0fb43dcce9ad67cf0fc9bb68987661cb8902d69d587e21bd0241da27844b644"} +{"episode": 40492, "episode_seed": 2138481711, "split": "train", "timestamp": "2025-10-13T03:18:00.212021", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2138481711, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 microwave popcorn on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "134672", "label": "pretending to put microwave popcorn on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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cI0uWOhr7xhVXOBViItkAZzVJcA96swtk5JrO4dCz5hyeB1pf9TiRRgD71V1fIHPJNOe78jaCM57079w5W9hbty0YmgAO0HIBqRJEaMktyvGDUKtbzxnB8k5IOCBVeYR28sbLMGGNrAnJIoIvbUS4YzllOAe1QMRHJsPIYbl+tTOFMYkkbCnnkYNRXTwBAZH24BOR2rOKdzqk0o6bFV0xgr1J6VEyRglMHbjcPYippXijmXAbAPr61FczxRxMWHIHH1razuJttI4jxZcySNasTwS/H5VzTv8ANn2ro/E8bvFZyBTtO/kDp0qHTvCd/qKLIQsELfxueSPYV6NOUY01c8+vBuq1ExbaaFJwbm3M8WCGQOUP1BHertzbW7WgmsbrfEPvQS4Esf8ARh7j8q2dU8IQ6faiVb4sx4CtHjJ785rEEBt0lLrklcKRz1qlOM/hZPJKN7lrSdQurO3aCKVhDJ95e1ekaf4lhl0Jpg3+ojVJkb128fgTXBS2s9ikIktZY0ZA2SpGfpnrTRcIIpF5VWI3DGN3cZrWtQjVVtjnp1XB3PRLfVbiXR4FlaRbqdVlhMa9DkEL9O1ZOkTySC6mPDSXspI7dcf0rtrLTtMXw/Z38s+yJYlVSvJDBRwK4Twy7NpxOM755W/8ePNeZVjZP1PQw+s16GxuLJnv0I9xVVpJCnlt1PQn1qeWN1lJVSyv2A71Gys0oUr90Z4rJXsdkeW5T8l1w/QqcsK4N78+teg3MbJHK2c/IQa8nL5Jrrw0ea5x4qo1Y1YbkyyYc5FX7ewdZQ8J+QkFhWVZW5lhMiODID9yug066VYxuGSO1XU02IpO+rNXS7ESXMjSqFD42iuq2hpSCoZFGD71zei3IvtVZRwsY5x612lv5ecBc5OK4cVWfMosqFNRbkS2QJOOOev+Fbuq362/hiSItgMAv9TWUsao2VOMZJrlPFetS3N/p+kwA7HbLEd/U/kDRRTq3XRGdT3WvMbap5MTuRhZJC7DHY/5FPmDErtbpyanVC0RRuARwPQVX8qWNPmwAowDnrUR7nbdRsivIrSjcTnb94etYus2Qke3OQyglgfbit8IDECxGSCTg1ha9P8AZUjTcM7Tj6VtRbU1YiraUXHoWtNJkh2r0zW7BtCYXrXNaJcf6Du7t0retyVIGeaxrN87IilyqxO8eXHoOTWPqsL3aOzcQxAke57mtWWYB9ves3xHdpa6FJGmBJL+7XHv1/StsLfnXcxr/DqSeCNsej4PBlcyfUZwK6WXbEp35wewrI0yzlg061iSILiHG8Nz6j9atec80Z8xfnBwR7+tTWleTka0NEosibeJGKdNufY4qOX54/kON3QVZQMCQeF6Ae9V/s7qzbSvl5JyT0rOHc6pNJlZ1eXMZbkdD7VC5W3QzA8EbdvvVpAGL7mH3sde1UdQCpABu4Zs4960jvZg3d2N5Sp+969akUZzgjpVVOOCasoFVOD3rNHPYmEbAjkHFDWvmnlsY7Uitg+wp5O3kHk0aFJtbCiCKNACgb6inbURsiMYHtUe8kDFOLnkZp6MmxUvBJM+c4jFZlzBLPho9mF6AmtG5825UJE+1Cclh/SoBYR26NKGbcASWZjz+FCik7g6jcXG2hUvVYJuHzNtwSPWqd0xNvEHQKzKCxz3p6XT+cYlwVIYtnnOBWbpkba/4ok06fUprWMrI0IjTflghYL6AcHk+nvW0IOTsJYpJK6NHToo5EZXCsAQcMM1qcgDAwK5rwtcTTJcGWUuQqEA9s5rW1C/azs2kUZPQD3qZR96xXOpe8jn9fvTcXbRg/JF8o+vesN7ea7/AHUOM8dTjAqaVy7Fm5JOTTFkeM5Rip9q6YrlWhGj+LY6C28W+I9K0qTS7uC31HTnA4mj3lMf3T1BrJN9avDiWCMb0+V43+6c9x2NMh1KeFvmO9QehrodOudB1aMW17ZwrL1WQjDZ9PcVssTKC95XIeDpT/hyt6lSCK0t9Jnum1OaKNF3wpA5Akf+4cZAb6jpVzw5O6aHaooG4sxb/vo9abqHgeykjln066MMiDPktyr/AEzyKm06L+zNIghuADP83C89STxWWIqwq0/c3HRoyw871Ni7NfOt0qK+1SRk+wplxKYpi5OMHn6URhHXzJbVk2/MC3es7Xpt2mtJHJ5cu4fKPTOK5YK+hsqsYybZY1BpBFt3YD8cHtXNS+CbiOIutwrHqAFrX1y2t4NBt9T07V7+dTc/ZQbmJY1n2plniA52qcKd3qPcDbmuVhi3u21QOa1cp0bW6mU5QrJabHmAjn027AkUqR1HqKt6av2/VdjzGONj0Xqasa5OLyZp8bR0UVlRiSBt4JU47V3U4+0jd7nFUfs3ZHoul2lvBcSpZcxqQrv1ye/NddbleCOgHFcp4YZItGTON5+Y4rUtpZrqYgnZEoJP0rxsRDmqNL0Oyk/c1NuO4SaVk3fKeD9K4rUtRgbxpJIgyttF5K4/vHr+lW9a1d9NAaFcJg8n17VxFtMeZ5CS7sXJPeuujQcKd310MXVjKpZdDuhcN5LuW+/0FQW0rSwzksxfIJz2x0FV9NnvLu2SSOJQvQF+n4Vemn8khXVVBGXx0/CudJxdjpnVTalskV45AXeHcBgbufSud1m3e9u4Y/MwnzEn2GK1NGFlqfiw2F7f3Nrb3DeWkqSxRiMdyxk4xgHgck4Heua1yS5sdVu7GRrhfKmeHbcACRQGxhscZxjOOK7KFF81zOtiISi0jpdHjUruQZjHC1qPdLCCzcMegrO0eRE09McEDpUkKfar4PIcJ6Vy1Y81RhTl7upNJK0MRuJTgnkCucu7mTUtRtoCTjeB+vJrqL2H7SN38PYVzVnGo8VxjPyxnca7qChCLfVI5azlUml0PQY0mWMILggAdAooWCND5zyO7LyMmmxyKWOBnI9akbaRg56eteezvSRQad2meQkhQO9U7eZpL1lYtypC+gz1NWLiaSWUpaxAqD94/dpHklghBkVBIeMr0oSadgnVUkmtkVfN2XCoWwZPlqle8zja27aabrN2iWJubd2SVJAuR3PU4qLX9B1jQdG0q/u7i4We+MnmQmMgQAbSgY4+8wbOO31BrohTb1KeJgmdOv3PxqdCcUUVysRKp4qVhg47YoooGNBIJxVK8kZ7i3t8kI+S2OpxRRVRM6uyLrgKqqFAG2qEhIWRcnBXH6UUVXYOjK1vaxR4cA7mABJ9642XUZ9E8WXV5ZhBLA7hA65HKlTx9GNFFa0PiZz1V7sS/wCFBgXQ9k/rU3iGRhHGgPykkmiih/xTopfwznGOamsolnu4onztZsHFFFbPYSI7uNYrmRF6KxAzVfvRRTWwFy21K7tl+SZioH3WORXc6eFlgjmZRvZASaKK56yNYNuOpYvQFs3IAzx/OuN1U5spiecbf50UUU+hyVfiGat4lbxBFbwzaVptsbdVjie1SRSka5wgBcqBzk4HJ5qXX5nN4sWfkVRgUUVvU+NCo/Cc/N+8uYkb7uc1Wc/vWHaiivQo/AjlrfGzsPDkjG0wTxW/pMzyxy7j1cjA9jiiivJqfxJHSvgRi+NmK6fagHG5zmuatzulKnovAFFFdP8Ay6XzIh/EZ6Dp58u3ijVQAEX9aztadhcEZ4xRRXGtzarsc62tto15cRf2dp99DMVcx3sHmAMoyCCCCOpyM4PcGsrWr241K+a/u5PMubl2llfGMscdu30oorvofFE5J7M2NLmfywM8Yq/DK51JYs/LtFFFYTS9ozdfAbUzEKcdhXG+YyeIZCpxxRRRT+16C+1H1O00yZ3T5j2q9LKyzxxDhWGT70UVzdTrnsSF9jKAo5z2qjrDsYoznHXgUUU49CKuxzerD/in9/f7QKoT+INU1HSLfTru8mngt5HlTzJGYlmx1JPONvHpk+tFFdFLY5pbr0P/2Q==", 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", "info": {"video_id": "134672", "label": "pretending to put microwave popcorn on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "134672", "label": "pretending to put microwave popcorn on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "134672", "label": "pretending to put microwave popcorn on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bb20a67c53a83ab05ffd861667fa38bcc11db7a9bd2b899accdb9d694604e91e"} +{"episode": 40493, "episode_seed": 3055505245, "split": "train", "timestamp": "2025-10-13T03:18:01.551375", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3055505245, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'covering bottle with 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "153395", "label": "covering bottle with paper", "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": "153395", "label": "covering bottle with paper", "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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PFbMS5xWkdjao7CTSiG2d2OMCsnSbd70m5mYlM/KO1M8RXLsY7GA/PKcHHpW1ZwC1tI4h/CoFcWKqWah95N+SF1uywigDaOAKeBiqojmEpcPwe1WIy+CHxkdx3FKg4203OeS8x9FFFdJAVU1WzXUdIvLJhkTwvH+YIq3RQB8VagwypPPGOWz2FVQV3LkJ37E96sX0jZRd/C5IAXvgf4VWVyzjlycHt71hQXuoqRdsgGu4QFTmRR90+orVcr9s1Djjc2MR/wC1WdpisdRthiT/AFqfzFXVyZbs7H5z/F/tVq/iEaMxK2WnkB8GN8fKB/EaZbySbxjzM54+YClnUNp+ngoMeW/3n/2zVS3IiuVB8rkjuTV0/h+/8wPa/h78QDIkWkazNlsbYLljnp/C5/ka5v4heMptbtpbKIA2yXDNGy8EqOAc/r+NcnpcreaiKzn/AHRgUzVYwsx+TGf7x461rRxNOk5Rcbya0fbuc9elKpKNnZJ3fn2Oeu8YkOF5z958mqR3f2Sh/uXB6N6r/wDWq5d4VGXdFkrnhfaqUeH0q5BKHayN0+o/rXPUeiNz139n4lLrxGvOCYOpz/z0r3TPFeHfs+qHufETjHS2PA9pK9xxxXHNS52y9LI4P4iXEUWkyl2fGOiLk15ncarbpqcoW0mckZ3PIFzlc9MV6D8To2/sWYj09cV5Jd4Gsyf6v7gHOT/AKVGnGWr8/wBDoqaJehvLrYGkIUtIF/0gj55C38NLZeKNSs7xJ7aZI3U5xFB1HofUVjQsW0Q7Sci5H3EH9w1XEhDlWD/8DfFd1KlBXsupiz6F8LeL7TxHAU4gvkH7yBj1H95fUfyrP8f3OlLpNwlwyi9jjDRevJxj+deQ6bdPbXqyQSvE6OrK0J5B9c1oeJ9QvNSupbm5ZS0oUHPAAAxjFdWFnTp1eaUrWV15vscOMpyqQ5Iq93Z+S7nIzsGbczLlgP8AbOazYjm11BMZ+VXHyejD/GtGYj+Fn28j5Fx7/wBaoWm557iLEv7yKReuO2f6Vz1JXi2dSVinF813sIJ86Er9z/Z/xFd7YuCo/CvPhIYprWUg/K/O5/f/AOvXe2LjHsBUx3ZSNKAq/kZP3mY9cd//AK9dLB1P1rmLRPMe1XnAVT09wf6V1FsmeasbNWxHyCtWDtWZa8IB7VpwkAKTQBZnuIbO1kuLiVYoY13O7HAUeteU+KvE0+vSmG2LpYqfkXGDJ/tN/QUvi/xNJr2rppVqxGnRSHeVP+tKn7x9s9B7ZqlpqpdTSMRhN3H0rgxOJt7sTSMNLlC0a90pvPtLuWORyCQpxux2I7161F+7s42cEMy7iD2J5x+tc94a0OJ7l9UuolkjU4t42HGR/FW9czKrZllRf95gK2wyko3fUmVjPvlaaCQDupxTtKkDTSP6orfpSS3tqo5lB/3QT/IUzRJI8uGbBKqASp6flXR1HT+NHX6WjCEEnOTmttMIhZugFZVpd2wwqFsD0jb/AAqtrOsLsFjb+Z9om4XKEfzqpSUY3ZrOLk7ITTYxqGsTXpO5UYqua6P+ICs7RrJbKyWMdepPqa0I/mYn0ryOZ1Z37szrO8vQl6CgHIzS0V6djnCiiimAUUUUAfEl45M2Nznr0FQdJUyJDknv71oXlvYK+ZL+RjzwkdOtbTSrmSJDNdBwpbbgfN3wPeuWjVVlo/uKYumj/iZW37tifNXq3uKnTmS6AjXGT/H/ALVXdN/sKPULYrbXsh8xeS4HerKS6GZLn/iWzjGek3X5qbr+9pFisRSsP7O0/iIELIOTn+KqqyjcP3sYII4CV0LXmlRaZZsmjIw/eAeZKT/FVZNcCY+zaZZRjoMRbj+dVTrStpHq+3cB+j29zdXKeVBPMCxAIU4rU1PQNQaYEWwjXHLSsABVaPWNReZEkuXRN2NqYQdfQVNrzmRI2eRyo6gknNcdSdX2qei/EZg3ukiNvn1awXqOGz3PtWfb2Fqbe5Q6vB80BOFjY4wQaj1EKHRgWBJ5BOOwqLwxp0Ws+JG0+a+ltVeGXyyiby7BCQvoBweT6V1cs5R+IR7B8A4YojrhiuhOStuDhSMY8z1r2luleD/s4ys6+IdxJx9nxn/tpXu7MCKzlJLmi3qM4H4lYPh+4zj7vevGLyYDWZcSAfRP9iva/iLsbQ7gFlHynrXht3JjWWHnHJC/dH+yKMM/1/Q6anwxLdu5fRZf9a+LhPb+FqrOADkLGpH95smprCCe60m5WGC4nPmxHABP96rMXh/VCxZraK2TPLTuF/nXXGrCLd31/RGA22l3SLgs3AOE4HQVsaoM2qPtjHvnPrVaDT9Ptjm/1LzXAA8u0GR+LHjtXQXN3p8elCWDSlfA4M8hb05I6Vx4jELmi4pvX+twscJcJJKoEaTSEH+Ae3/1qr2Wk3/9pRyCxlCiQBmfjAPB649a2dU1zVGgbZP5MYH3YgEAHt+dcdql5d+U0pupGk3A5Lk/zrbmqTjbRfiSWbjRLqNXjkNpEY5MfPMOP84rqLdykbAcnaR+lc34g0ywt9DTVtP1O9m8y7+zk3MCxrcELud4sc7VJCnd/eHOcgdFbkiXPY81rSUkveY0dHps2NsnkXB/dhQojxz+dbtvcybeLSX8So/rWFp8wAVWOBXRw9BitBlq3muOMWwH+9KP6CqninVryw8PyhDBFLORAhVmLZbqRx2GTWhD92vOPGOtnUvESWNu/wC6tMx+xc/eP4dPwNRVnywbGldkNjbKkLvGOZD5Ufso/wAmtgItlYyS4A4wBVDRGWebao/dwcZ/2qta3INkdup+aQ8CvAu5T5WdBBe3urXumw/Zr24gt4uERJMbh74rrfBl4NS0RXlRGnhYxu5UZbHQn3xWHGqx2gRhwq4rp/C2h/2JpDBpS8lw3nNkYxnoK9HCVZ1Ju+xjNFy6fanXH41Bo0hF3Mc/eC/1rkJdRkvPHVxpN3q15a2rzlI2iljRY+hJYuMYxnjqTgVc8H3N4NZ1q1vJblzbSiNVuMb1wWHOOM8DOOK9EKT99HrFodsQbOQBXO6Yx1HxTd3JOUi+RPb1rTiulg0eeZ24RCTz7VgeBroOJpnI/fSFwfauXGztTS7nUluzuy4jXBqaAYQVQZ/PnVV6CtBeFriwz9+7OSorIBJmRgO1eWfErxnqukanBZaddPb5Us5THI+pFeiWUpkkunzkbuK8T+J81ifFWbrzpHWIARocDv1NdFOtLmK9mo3uUp/GGvfZxL/bF2GPUiU+1QQ+O/FUa7rfU7+THdjvHX3BqoNQhGnboLC3XaON4LH9fpWBe6reyo2bhlGPuKdoA+g+la0q0pXVvvM9Dprjxv41mlzJqV1GgwSNwTj9KytQ8UeKVnuI38QTrtbj/Sz0z7Vxl7cyGPd5rFsjqSTWv4n8LaloGhaTqd804uNQ8zzoWjI8jAQoGP8AeYNnHbp1Brd8/cL2MW9+/wD59afEeVOBkKMHn0oorGlsiGamlt/xMLYBVH7xe3vVlXIknOF5z2H96iik/iGX5ZG/sm0IIH+t6AeoqkrsSAWOMetFFVS+F/P8xGlZgSXWDxhuo+ta+uKqRRfKG/3j7miiuSt/EiByWpsdiNxnI6AD1rEstVudH11NQtdnnROQu8bh8ylTx9GNFFdsNhHrv7OhKS+JFHQG3H/oyvdJHbaaKK8zEfxmbQ2RwHj65MOmSN5ccnHRwSK8tufEl4mrIkcVoi4ThYB/dFFFRSScrPz/AENq26LFrrepT6PeM13IoBjIWPCgcn0rGkmlmLSSyM7dMsc/zoor1KEIq9l1/RHOy7CoXT1m6kDGD071uBydB8zgHbjA49f8KKK5sT09QOXuhujYHPzA5Pfp/wDWrntXxHbYCg8ryaKK6oEsd4h8UvrsNpDLpOm2zQxJHHJbJIpSNQcIAXKhec8DJPOa662OUXNFFaxBGzbkhVxXU6eSYVz6UUVTKL08rQafcTJjfHGzLn1AzXhsM8m2e4LEyvyWPqetFFcuL+FFQ3O98PxJFpce0fe5J9TTr1FfUoywyUXIoorxV8bN0aCxq93ZRN9x5VVh6iu+ufliwvAAxRRXpZd8MjKoeM63rDab4p1SM2NjeRSz7yl3DvAZRwQQQR1ORnB7g1seA764v9U1e8uZPMnndJJGxjJO6iivSJpfGdd4lv57XwjfiIgfJtzjtVXwe7R6babT/DRRXn4/od1Pc9D0c+Zuduta0hxExHoaKK5qPws5a/8AEM3SwBaPjuxNfPXxLnf/AIS+5JwSMKM+maKK1o/GVV+16mRbsRprDPb6etYjfNvH4ZH0NFFdFL4pHMZF0dsYAHpzU2peJdX1LSbPS7y9mntrZ3lQSSMxLPgHJJ5xt49Mn1oorqYmf//Z", 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", "info": {"video_id": "153395", "label": "covering bottle with paper", "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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atkwKAKkVt50D4UjCgmTseMce2Bn8a17SPZbKCpHX7wwetJBZR5y25gG3KpPyr9B0q4UwKBlG8U/ZnIzxzx7Gs4ArcYweQ4z9G/8Ar0/X9atNLhEU0n72UEKqnkD1PoKUA+ert0ZmIIPXIB/pRdbCK08ZzkVl/ZzNpskJ6jcn5E1uTj5axnYo06g878/mAaQjwTUGGVJ54xy2ewqqCu5chO/YnvVi+kbKLv4XJAC98D/CqyuWccuTg9veuegvdQpF2yAa7hAVOZFH3T6itVyv2zUOONzYxH/tVnaYrHUbYYk/1qfzFXVyZbs7H5z/ABf7Vav4hGjMStlp5AfBjfHygfxGmW8km8Y8zOePmApZ1Dafp4KDHlv95/8AbNVLciK5UHyuSO5NXT+H7/zA9r+HvxAMiRaRrM2WxtguWOen8Ln+Rrm/iF4ym1u2lsogDbJcM0bLwSo4Bz+v41yelyt5qIrOf90YFM1WMLMfkxn+8eOta0cTTpOUXG8mtH27nPXpSqSjZ2Sd359jnrvGJDhec/efJqkd39kof7lwejeq/wD1quXeFRl3RZK54X2qlHh9KuQSh2sjdPqP61z1Hojc9d/Z+JS68RrzgmDqc/8APSvdM8V4d+z6oe58ROMdLY8D2kr3HHFcc1LnbL0sjg/iJcRRaTKXZ8Y6IuTXmdxqtumpyhbSZyRnc8gXOVz0xXoPxOjb+xZiPT1xXkl3gazJ/q/uAc5P8ApUacZavz/Q6KmiXoby62BpCFLSBf8ASCPnkLfw0tl4o1KzvEntpkjdTnEUHUeh9RWNCxbRDtJyLkfcQf3DVcSEOVYP/wADfFd1KlBXsupiz6F8LeL7TxHAU4gvkH7yBj1H95fUfyrP8f3OlLpNwlwyi9jjDRevJxj+deQ6bdPbXqyQSvE6OrK0J5B9c1oeJ9QvNSupbm5ZS0oUHPAAAxjFdWFnTp1eaUrWV15vscOMpyqQ5Iq93Z+S7nIzsGbczLlgP9s5rNiObXUExn5VcfJ6MP8AGtGYj+Fn28j5Fx7/ANaoWm557iLEv7yKReuO2f6Vz1JXi2dSVipD814EIJ86Ir9z2/xFfSViC7QAHHAJr5oWTyp7SUg/K4zl/f8A+vX07ps9sg3luwCgIx/pUx+I6aHU6G3BxVLxDOFtY7VGw8zBRirA1CCG3Mh8zaBk4ib/AArGsidb1b7ed32dDiLIx9TSxFX2cLlRV5cz2R0GnWq2dikQHQVcjHGajJwAPwqZRha4cMrz9Dnm29WGecUtFFd6RmFFFFMArzT4stiTR/8Att/7JXpdeY/FxsS6N/22/wDZKENbnFQuDLCPUk/pWppWPs+4HqR3rGiYb0PpGx/lW1pMW23x3ZsnjHYD+lUaG5bjMi1tQjpWRbptcH2rXgOSKBGjD0rA8U+KYdFiNrbssmoOuRHjIjB/ib+g70/xH4ij8PaSZgFe5kOyFG6Zxyx9gOf0ryiK4nuYzd3TNJdXcu93bkkCubEV1TWm5UI3Gzx3Go3Uk1xNIzu25nbqxrtPBVze3c1xDdTyzRQAOjOc7TgjGfp/KsyPTWu0itrfiaY4B/ujufwrvLeyt9KsEtbRFRF++/d29TWGFcpvn6FSskMuX52r+NYk4KTyZ/jjB/I4/qK1JLm3U/NPHn2bJ/Ssq8uYZZVETFiFYH5SPT1Fd7MmeBXjkzY3OevQVB0lTIkOSe/vWheW9gr5kv5GPPCR061tNKuZIkM10HCltuB83fA965KNVWWj+4TF00f8TK2/dsT5q9W9xU6cyXQEa4yf4/8Aaq7pv9hR6hbFba9kPmLyXA71ZSXQzJc/8S2cYz0m6/NTdf3tIsViKVh/Z2n8RAhZByc/xVVWUbh+9jBBHASuha80qLTLNk0ZGH7wDzJSf4qrJrgTH2bTLKMdBiLcfzqqdaVtI9X27gP0e3ubq5TyoJ5gWIBCnFamp6BqDTAi2Ea45aVgAKrR6xqLzIkly6JuxtTCDr6CptecyJGzyOVHUEk5rjqTq+1T0X4jMG90kRt8+rWC9Rw2e59qz7ewtTb3KHV4PmgJwsbHGCDUeohQ6MCwJPIJx2FReGNOi1nxI2nzX0tqrwy+WUTeXYISF9AODyfSurlnKPxCPYPgHDFEdcMV0JyVtwcKRjHmete0t0rwf9nGVnXxDuJOPs+M/wDbSvd2YEVnKSXNFvUZwPxKwfD9xnH3e9eMXkwGsy4kA+if7Fe1/EXY2h3ALKPlPWvDbuTGssPOOSF+6P8AZFGGf6/odNT4Ylu3cvosv+tfFwnt/C1VnAByFjUj+82TU1hBPdaTcrDBcTnzYjgAn+9VmLw/qhYs1tFbJnlp3C/zrrjVhFu76/ojAbbS7pFwWbgHCcDoK2NUGbVH2xj3zn1qtBp+n2xzf6l5rgAeXaDI/Fjx2roLm70+PShLBpSvgcGeQt6ckdK48RiFzRcU3r/W4WOEuEklUCNJpCD/AAD2/wDrVXstJv8A+0o5BYyhRIAzPxgHg9cetbOqa5qjQNsn8mMD7sQCAD2/OuO1S8u/KaU3UjSbgclyf51tzVJxtovxJLM+iXUe+OQ2kRjlx88w4/zivpfSnLqnPYD9K+bdf0ywt9Ej1bT9TvZvMu/s5NzAsa3BC7neLHO1SQp3f3hznIH0NpUv7yIZwMDNa0lJfEzooa3Lfiu7aDSPJRtskxCgj3rU0a2Ftp0KAY2qK5DxheB9a02zVhkHzGGewrsbW6T7CpBGcVw4+d6iRrKL5LIvIwkkGP4ankfYmaqWakJuPUmmapKVijQHlnFTRly05M53DmmooTWdQbTtIuLpfvRoT+leER+PPEV9O3matOqnoFbb39q9g8bSqnha+8xiqeSQSOo4r5/sLrTYLkCCzaY4+9O/H5Cto15cr6iaSijVl8aeIY7jCaxfk9lWUntUkvj7xoInSO+u8DncVGfzIrG1HVZ4ZilukNuo6tEgB/Ouavb24dyJbiRsju5Nb0qspxTsToddc+K/F72cjya1co6uCc3O3gg+/qKqWuq6nqVxI2pak955eNm6Uvsz1+mcfpXPeFraw1jxENL1W9ntre5IVZY5Yo1jIOdzGTjAGeByTgd6vaPavZavrViyTobecRhLgASLtLDDAZGfXBI9K1XNfVhfodfayFpSmyQ7oioKLuwa6a2uGARVtbg4GMlQP61zNhIVKnvXU2Dq65B5FUwNCK4nJG21b/gUiitKCa64IgiH+9IT/IVTh6iq3iHWV0PRJ7vOJSPLhH+2eh/Dk/hReyuwOO8SXcmteI5kkdWSJ/s0QjJ24HLnn34/CpLe2E0xwo2L8ie2K5zT7gxRrcOSzMdqZ6knvXaWyCCzG7ghdx+vevBxNRubZ0RVkVm1Ka01PyrNmWfZtDA42g9TVPS7+/sfEsC6hdy3UM77CJm3AZ6EA9CDil04+dezXWQwzgGta10Qa1rFqfMKJasJnwPvegrajUkpqnEiaO2ZFjX5VVf90YrF1B8hhn9aTxve3Gn+H3ntZ2hlEqDenXBPNcRrsXiLRtF069vNQuxNeGQyRMuBCBtKAnH3iGzjt+dewY3PLL37/wDn1p8R5U4GQowefSiiualsiWamlt/xMLYBVH7xe3vVlXIknOF5z2H96iik/iGX5ZG/sm0IIH+t6AeoqkrsSAWOMetFFVS+F/P8xGlZgSXWDxhuo+ta+uKqRRfKG/3j7miiuSt/EiByWpsdiNxnI6AD1rEstVudH11NQtdnnROQu8bh8ylTx9GNFFdsNhHrv7OhKS+JFHQG3H/oyvdJHbaaKK8zEfxmbQ2RwHj65MOmSN5ccnHRwSK8tufEl4mrIkcVoi4ThYB/dFFFRSScrPz/AENq26LFrrepT6PeM13IoBjIWPCgcn0rGkmlmLSSyM7dMsc/zoor1KEIq9l1/RHOy7CoXT1m6kDGD071uBydB8zgHbjA49f8KKK5sT09QOXuhujYHPzA5Pfp/wDWrntXxHbYCg8ryaKK6oEsd4g8UvrsdnDLpOm2xhjSOOS2SRSkag4QAuVC854GSec19DWUrIsbjqMCiitYm9DqcrqF5NdfEZxKRiOEKoHau702Z2iiUnjNFFeRi/4rO6nsdhCAI1A9Kz9QG6+tQegOaKKpfAjhpfxPvOb+J0jJ4QucH7wwa+d7GVmuuMDaOw9veiitqXwMmfwol1lj536VjXY+fd14PFFFdGH+FGZBp2vvpElxGdN02+hmIcx3tv5gVkBKkEEEdTkZwe4NbHhvUbrVdU1O/vZTLc3MiyyvjGWOSeB0HtRRXR1J6nZ2n3q3tMY+djNFFUWjpYv4a4H4nXErXlhabv3IRpMD+9kD+X86KKyq/wANjRhaKBNrMaPysQBUV21wSLWUj+6aKK8Ct8aN0VdLjRIdqjA611vg+NfsV1Nj5zKVJ9hRRXTg/wCOKexmfERiPDcnPSaP+ZrzG91zUb7SoLC6u5poIHaRfMkZiS2OuTzjHHpk+tFFeyjnZ//Z", 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", "info": {"video_id": "153395", "label": "covering bottle with paper", "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": "a6f9e555c8ee48cd76b4ace964ff0d5f83d64b1b7cd885e803d7e20c06db7ed4"} +{"episode": 40494, "episode_seed": 3996050755, "split": "train", "timestamp": "2025-10-13T03:18:03.076693", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3996050755, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water out of a plastoc 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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", 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", 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3blUHt9c1mprCXDMJJPL835WLZ5H58Gtr6HI462Okl83bCh82JiNweMcH2x3qyDFvQeV1HDSYyD6EdarafbrGkUqOVgHzBGf3q5cW7G6M0iiMLwpByGHXmsZVF0K9kzHGttrQIQGGxjbj1dvU+w9K6/4f21rq3jK2hmiiuIGU5WRAykDnoa4qxs0McduuEhDY9ietdh4HkmtNdvp7NALiKxneAA/xlcA/mc13x3OJ2S0N7x9deBNAvnt4NFsZr5D8yQwjCH3PQH2qz4E1W4bTLwz6altpl+hC+dOq9ATlFPUAfSuP1DTLPSzDc61ZwzXhfEVnAWd55SDgytnoSOg65qteadd6rK9z4g1dNPllQ+TaBGcohDbQVUfKAGxzzgUqsLqzNqMrFS68KNf+KXga4MBgyMKpLE54xj39a3oPCOt2SI63iSQkch1bCn8KsXEstl4oVrRxcB7WBTLg4lO0Zb15xmt2FnllX7Zcru2nDDPTHcg/hmvLqzlGVkevTpxcbmM3h/VFtnklksyqp5m7fgEDnnjOO9eczeJjaXLtFHFLMHOZUyFYHqAD2r0Lx1bam/h5bKwilnknkwywj7sQzlT6jOPyrxW5d0uWiYOojyqq/Uc55regptc0jmxDinyo249XEjHziYxJ8jHAPy+hNdTY2kcUEM6AwwEb1QkjPPXnsRzXm8txvQKBjFejfCfxVNHqa+Hr+Z3sZsvbqwDeVIOcDIPBGeB3xSxHPGm5R6GdLlcuVia1E5voZ5VVYkDGPaSd3Tn/AD61Y0Bpp9f01XjCq06BffJx+db/AIjay8QXUD6YVKwNIjvsAHUY+o607TdNtrXUbW4LHzo3VkIPAIrowjc6cZNHJibRqOJrfErxVq+o3E1horLFZQuYCyOPNncHBCjrjPHHpXMWFnD4VgE1/ay6prUo3fZwWaODgkbsfebIwfSu3/s6Nrxja2iG4kcneqdyc5q3NpGqQSKPse1gwLs2B1rqlBNWM4VLHF67I3iFbPU7jTmh3XTW8sMqlvlU5UkHqNuPxrd+waM1sVuIo7iVkGQqKp+ozXZW+kTy2XmM8IZeSN2alt9CWUZeGOTHovI+lcNXC8zunY9GlilFWaOKh0zSEZlbTockgxnaFJ9en415N46vGGtTBLFrCAcxAphpuxJNe96jo0wuZm8kNAq5lXp8nf8AnXnPxC0aKfw/fRlpJrmxcTQTY424+YH6rtb8T6VVPDKMedyuyauJcpcqVkeRROy5kEhDL3B6V03gzVrKfVFsdVu2t1lAjhnKbkViejDjr61xRdj3ojUu4A7midPmTTM4zs7o+hm8GSiNfMmgZ95K7kKBfX1+tVtO1mQ+QAIYkUFQAOSff16CqD+JNZeHw2WuWVLyz55A3OOOfXI559TUU8lub5j8kJDeYF28LzxiufL5VFGXO/61Kxii3G39bHdQLFJgvKIZOxP3D9fT69KmNzcWEzxzLhlOGUEEY7YI4IrBW6a5ClPu4B47n0rWNpHahZLybdIefKjOfwJr0LuRzRikdZZeJpFtjCsCsyj73QCuZ1bUJZrrcz52ksnYZPWrtqjXmAnyRH+Fe9XNb0a3i0J3dV+0BlEZzj5852/lnNEUoe8+hblze4t2edXG03d+smFikCT89g64b9VP514hrNlJp2rXFpKxZom27v7w7H8sV7vJZR3kU8d1HsZwsWD9xSjFlyD7nOa8+8VeGZNTvlu7CCTaYVB8uMsuRxt46dKzqV41Knu7GioSp0/ePO6ns5pbe8hnhJEsTh0I9QcitOLwnrUrALp1wyk4DJGTk+ldh4b8GnS9WtbvU7Z1MREghuBy57HC5AA69T0rKpUjGLbCFOUmbOq6hd/8Jbcw3dzN5P2ZZQkcu07duWUHsc5GT7VladPB4ibaTeRQQIpjWW4MuFYk4DEA8Y5zWl43mWaay1R9u5S9vMU6hSMjjr61kfCuxivptVEsxRE8sKT77qxwME0nYeNk0memeHZrbRtBu4IVleO6by3Ctg8iqLaPDb7Gi02Ml2wAI8mt+2s7TTEMUam4ONxZTu3Gpb/xTLJbpBa2kVukZ64yc+vPSvUcox3POpxk9i5pekaneQB2tsKMHBODToPBccV8ZTYRJIxzuFSaHrM9zAUN00UmcKxOFP8AhWvaXzrcbrtmkKnHBrGfI90ddPnWzMXWdFubNVZHzH08oqCKwpbRmt8XMjJaXIMT5J/d9m6c4wQfpn0r0XU76CW3HlqQ4OQSMc1xer3QuVlYxjzFkWVgOh5wePoTTowg7xUdyqtSdlKT2PmnX7Q6Xrt1p7MGW2cojD+Jc5B9+DWbLLuAAGK7H4oWRtfFCyhAI5YVwR6gkH+lcTjJAAyTWVhtnq3wp8Tfabg6BqrJLAiGW1eSMMUK9UyecYyR6YrvU1nw7cSGRLD7dtbpFbM5AHGQF7D1xXlvww8P3c/iWO9kXyIbMebIZOM5BAGPxq3q13d+G4dYtLaWWCSK6VleFypMTHOPXBBryq1GE67UX2OyE3Gmrk9taSoyxLA2NxBIXAK+565rpPDVi+mauLt5VDMjJs65BGD+ldJH4fTyZJbmTyiDhQv8R9P/AK9T29xpWlowWLz5jwFx/M/4V7lNNK8jx5STdo6jl0+bUrxJo4DJO21A5HPHTmrlp4buVuCZHt7YbyGfHOfc0ljqUl3K8FhcG0lcHax5HTkHuPqKwft9z9rWJZGkYucuWJwR3qpVEjSnTkzvn0Gy8lZGvYXOAB8gNNXRrf7O2xVfAOCExis221GGSziQr++Uklx/GPUj1roE1kxWgjaJVyPlx1P4VhJp9LnRFSWtzirrRpBC5k3KMMYXTg7gMlce4/XFeLfE7SFt9TttTt4iEuogJmA4Mg6t9GBBr33V3uovLuVhYx7sZxnBrj59OstTtls7nfJHFI0beWcbRkgH3GMVpUlaknLoTCHNUaj1PnXr9a7j4b+H7y98VWk5QwxWrC4kdxj5R0/M4r0L/hAPDNtJGyidpGOf3EpXdxnjAyK1YtKtNM3C1xDAxIBkTc7tjkFsZJHvXlV8XFwcYnZTw7UryMnRNDjGr+ILaaYxpDOksO3OHWTJ7/Q101v/AGRZgxMgkYjGSM81lRxST3dxIhSNpERMsSolCk4Iz069KimtJ4pMOGR1PIPBFd+Fn+4izgxFO9d6nV6dqby3qQ6fIlu5P7sSjIB+tZl9f6k13MtzO7SBsM2/gY9KrWbHeHUbnQHAA5+tJ5DEkNMMs2cn+tVKo2rmlOmk7HTWWqRPpjxSjEoO9ZF6tkdDW/pOqyxW+xogVAzuPHNcw+lvpPk3F1GjrJgIUbI9ea2bV2u2iBPynnaOlJe8W7IZrFxLcxSSRxswCndt9P8ACuL1WH7fbXce3AubTywvfcNyj9D+lenXrJpekTy7QXI2gY7ngCvNLlJxeI2ENvtJxn5s0qleNJcqWrClSdd817JHikvw819bhkis5ZFXk4X5gPXFbek/Di4heGbU4JoULZLSkBWA5wAuTkj1Ir1G31UywG3hDLIq4WJx8w44wan86OJIUmMqrIpbcyjhwMY+vsa86rip20R2LDRhKz3Oc8beXcaLDPBDGh06VGjRONsf3SPX/wDVVKCWKC/gupreGePBBSYEqRjuB1+ldVqGjQ6ppczy3hZWRgrqgG3j0rE12KzS8eSyO61liWcJj/Vlhkp+B/TFaZe7xkjnxekkW9MZZj5FhGgmXpEzBTk91PQ/SrtrbTXEjwsGEiNsI9+4rE0Tzbi7W4aPaEOdmMZ/ugfp+td1p0MdhGsrEPOw6Z7k5r1YRucE58ps6ZAmmwQxgBrmXiNe4H96ua8b3Ul9q0FlbTSCGxGGCkYdz94njt0/Otprk6XZT6rPIHvJRsgD4AB7fgOtee2upTPeSK0ZVwSyszZV/XJ7GsMXNRXKjfBQc25ssusZjmjjgzcRjhsly3HfPIFUhOtqY/tMLxuwBIiP3W69PStOe8aWJioLPtyBGOFPoT61VyciV1UiM/vsHJH4d+teZzM9iPKt0Oa/aeBfII8osvmNGnQE9SBx36095oRI8Uk7xSRABGdAflPPA7j9eKAIbazaNISAMkFR2Jz+XeoJoLjUIzM+14EXAMbENj6jpx3FZzircy+ZDklK3ToUvF+hwy+GLm6e6ZpkQSRsMYODnH5ZrnPDCCLUNQuIuEuI4JOOmSGz+ua3bi8W1l8uX7Q0cgCLh12jPrnr+Nc3oFzJGL+0YZe3k8rPtuY10YJtOxx4qKaO5sJZDKvlsU+fmtTUbuTULh5GjXO3GQOtc1pMzJMZZCxiQZcGuqvYEs7uMW7M8EsYkjZhyQf8K7ZtnNC1yvpTyeZsU4wMYPFdRaSxR22Yz5sucFuwrJh1KSaH+z5I1AB8xZUUZ4Hf1rT0WyeQbz8qM25iemKuCbRUpqO5v2Fr56iWcZye/U1zfiUrFq0zW8MexQFdieA30Haukl1GGzge7YhYIBiMerHvXG3fkF5rgsZFkO+T3z796zxNV0kox3Kw0FVblLY56/0Sw8QAm5V2QkgtGcqg6jjGSKoRfD3w3ZTRlPtLyE5IilIBI54wMitqS2EpjjtZDDgEosfTj+lXLeAwwx3NzIfOGBlD+YP4civPc5tcqdj0J06aXPYpJptvpwdLcmOBs7CY9zN9TjJP1rgfHVldXOpRqFMLXkJj3FTtcryOvQkV6Et5Nb3LR2svnwq5yMjgdwc9cfnWJ42uW1DSY7xUaEWcwlG5OvY/T/61c9KTjUTFUScDbnnkugY5rvY/T504P4iq1xZyQKElADjkY9xwc980KgYmMHLkgDPftT9SmLXssOcKp2A+w4H8q92o9NTx6Ss9B1orlWaIEuEIOOoHc1BZxqt3GJrlYvmxvboCT3/xqPTr2Sxv4JYiQyHec9/b8qt31tbjUbsROHhJBQn3AOPwzist0dKdmbN5aT6JKsRTE0i5EifMhXtg1r+HLaa5YPMcuc8tziud03zLoWcN1cMdq7lBOcDJ4ru7SIW1oyxkjGDNIeir6Z+ldEI6GFWdmUfFlzFBZQ2injmRl25yo6frmuB+yo4kFmTDulD7488nGehq3q2p3F3rUs8zx/Z2BESSniMYwMexA5+tRxOJo3MXmFC2QABuX6fSvJrzc5t9D1MP+7gl1JLO3mdVubmXy5ImIyhwDx3+vamtdy2108Vs5uoy+SoAYgHkg89B+dWNhlXy/NRTnPmBsgdccehrlY1ub3xbeaTLqstqoaQR+SgbcypuC89BweT9Kx9n7TRblTqcr5ujN+9vY9UubdIEdcPsYEcZOOhqLVpSNQZd2Y0Yp+A4rnvB9/dyX08t5dSzqqiVd5ztwCf8KmS4kknaSQk7jk/WvQorkoKJ51RqVZyNaznlsbyCWIkSht/Pt2rQ1JI11VpI2BhmAmQD+ENztI9Qcishpg1xH6noat+Z9om+QcngY7AcCqjqh3szZt2lmtIbeSVijy4jUnoBzx6V2GmW62wMgTLlfkQDp71ydoqwSReYQ7ADy0zzn1+ldL/asVnay3EU+4tGUVGI/wBYOp+grrSUI3Zyym5y5YmX4m1+OOUWRmI2nDN/CZD2J7DtXOsjPc/PJkMW2kDIBx0zReWIax899paXLYY8kE8k/j0qjZyztcMJD8mMkAcfXivJmpVZ8x6lOcaUFE1LdY/MD+Vl1UoxJ7ev044NRuZ9SYwrIv3tzK6/N06f59KluFe2sEngQSxF8FTyQO4/qKz/ABRfXVl4fW7t5DGySKBKnBweMc1m4NPlfU0lUTXMuhVv5RpYUtHc+UuQyK2ee+S3Pfp9Kx0M11I7KuSzAbByAOw/KpdZuZj4dS7tdd1G4ie4MB+0xqqzkLuZ4++0Hgg+o+g0dIn0+KWOB3PlF9rOepZhgH6DrXZgKLhzKXkefjayaTXmSC7g0iAFgHuSMhPf1PtWx4d1GK6Ux3MSk582W6Y4IwDlR6LXJ3OnyjUpYn+Zg5Hy87j7U+4untLR7ZYx5Rws7FtvB/hHr716FSpGlG7OGnB1ZWRb1TxLH4k1KF7ZibGBjBGSpAb1PPrj8sVXwskjpBMThkLf3j6g+44rHS5Ym2QwKpAOXXgcHgY9cd66cRqqT3UMAlYx9BxzjjB7HFeVUm6qTZ6lNKi3FbGG83kXUrr5rlgVfacK3vj1rTt5TdRBi3lufvEJgA49KxHuNRkVXxCcnmMDoK3tLVrrCTgw5+4M52N2/CqhTjJ2X3lTqziuZ/cKkixakIXiWNnB2Nuyu7qRj9av4CXMewNC75A2+mOePyOfapbdEmRXkRGmZig3djnn6VmzXNpO7R3i+bI0pKqGIZADgke9ROlyyaYOqppNFrWLZZdL3kb2iYYEg5z2B968v0kmPWtZRVI3yhtp6jluK7VL+9ufHU+m6rrF5bwSP5CsJ4kESjoWMnGMdhyTwK5cWUul+J9YWYTF0kAHn4D4BYfMBxnp04qsNSdN3vuTWqKSNzz8WyKBtyfm966n+05JdJsrd9pEGShxyAe2fSuMTNztUD5Cc5rp9Os3vZVBISMEKATjNdlm9DlbUdWa1mjSyh14zxn2rs9Mi+120TkEW2duc4zj+leeXd463D2sQCxodpI6mr9vrrWERgaZxLdL5aDsnv7Vt7tKF2zFuVWVka/ii9JljgtFzBG2AwPG7OCT/Kuba7lSdxc7Gj2/JvPK88jjgirNtua3juJA2xUPmsTwCDWS10L1i8VsWTP3y3JHY4ryqnvzcpHp0ZKEFGJsIyPEPL3lS28OAMqM1KFW4BTzlQocbkOcH6HtUenjy18xAXEXLxHuvcj6Vdh0+P7WbpZQFlO3YBwR15pTo8seZbMuNdNuL3D7CrWKFlDkyFQ0WM5BHUH61yHiXR/souHSUvFJA4KMevBrU8R3dxb6SLyymEOZFTarYcrk5Irn/FdrrltoOnXF9fXhe7MhMDp/qgApUMcfeIbOP6g1j7GUpc6fqCqpLlZu6dIXv7YED/Wj+dZCzSS3m92JJbd+OaKK9aqefTLLMft0f+1Jg1NcOZJY3J5Z+ce9FFQtjTqdTp4Eck06qN8ShUz25xWrqN1PDp01ssreW94kJyeQu0HH50UV0VP4LOaH8ZHKajFHM+8oATj7vGKXTYVSOMgtlmKk5oorggrux2N7MffosGtwiNQFYbGXsQcVwep6hPpXjG5vLYr5qTPjcMjlNv8AImiisqfxs2q/CT+HiU07UHX72xEz7E1qa2i21xAsQ2hogxx60UV1w/ho5ZfxGULW4kaVctnCkius0eNfsTS4+fBOfpRRV09yK2wxZXae4lLHeTtz7YpFupJLpIyRtjkKqB6FeaKK0xL91f10MaXX+upTmJutTWzkZvIjgDKqnHJ5Jp+lsReGD+FOVPcUUV50vjO+PwnTWYC6lJCP9WQr7e2SP/r1zXjiVn0OANyDJkjsTvI/pRRWtf8Aioil/DON8QeJJdRtbSD+z7G2ESKI2t0ddqgkBQCxAHOTxyeafE7K6kEg5oorqobs5sTsjovEFxJFoUepxNsu2QDzF47dfrXHpfXMmktK8rM0sCMxJ7nrRRWeO3RpgfhZn3ur3iwmcON8OCvHXAB59a9P8VolpoelPAgT7ZbRyyqOmSW6emO1FFYNL2RtL+IjmbRmEYO45bv3HPatq0leOVgGySxBY9etFFOjuiquxbsriRJJwDnDZGexIqt4dsorzV5TKWza5ljwf4ge/rRRW8vts89v+Gjm/EfiKS38Yai0um6bdpc3CO8dzBvUMvQjkEdeRnB7g1LeTyXupy3dw2+acl5Gx1JNFFLsdPcv6fEnAxwD0q7LK4cYOMEYxRRW8djmnuKhPztn5uua56/1K4ayVmYFsn5iOaKK58XtE3wm8ju9GhSb4aW2pvk3LIUZs8NhsbiPXArnFne306GWMgFjyMcHmiiuar8ZvR+F+p0VpK0WnrMnDg5zVrTpXFuzZ5VJcfhnFFFW/wCF8xf8vPkcXqjvNa2ySOzKxU4z0wTWJf6/qV9JbaXc3MkltbTM6B3ZiSw5ySecY49Mn1oorS2nyIi3+J//2Q==", "info": {"video_id": "179293", "label": "pouring water out of a plastoc 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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", 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", "info": {"video_id": "179293", "label": "pouring water out of a plastoc 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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", 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", "info": {"video_id": "179293", "label": "pouring water out of a plastoc 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": "5014f4143cb11ecf87f1abebeaabcbaf681e1577a5c608c41c3b69e01a3b4152"} +{"episode": 40495, "episode_seed": 3377272307, "split": "train", "timestamp": "2025-10-13T03:18:04.660661", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3377272307, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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2n+EDpVKe8LSRx4AhMnKe1VcVm3cxfEAxfIO+wZrIrb8Tuj6jGUOf3K5OMdzWJVrYzO3+HzmE6jJ2IROuOTu/wroLwP8AZFcHBDt3zxnmuV8EwxyvdbwTtKHGeMfNniu0uLWSbT0YAKq7sEnk9wfzqpfAEWucx9UuDJaK/wDGybWJXnA6jmqlwSdAgG0dmz3qfV4bmS18pVJBcsfyHekuI/Nt4rdASRFktnuAPyHFZIttLQkMpe2t/L+UCFRwOtVvMYRIG4J68d6sW1spswjSFG2DAJ5BNRtbO0qliqxIpG5u/wDjUdSr+7YqRBQtyTwNvbtgioJHBgbJOCOO9WfKXymjjJaFuWk29AOMmmMlvBARKwkG0kbetUS3qY98oj0MBQQC+DnvzWBXUavCB4fSVc7TICPQg/14rl6uOxL3HL94fWveYkyo44xXgq/eH1r6HtosoB7V24Xqc1d6ISJTgAVZe5TTrSW6mOFjQn61PFAOprkvF2pebtsoRuUMN/PJroqz5I3OaEeaVjm4717y2lkJIZ7hnJ/LFV97IJCxONw7/pUlhapA7CU4G88+oFLJahk2RyDytwLMT0rx5O8rnqRdo2K0J3X0RyCRz1/PP5VXWQEsVXAHGM9aubVkuGW0LNKeGOcA57/SokNvBllDFt2Ch6GkDuZwH+i3jAcbc561y9dlujuNO1ByFU7GG30wMgiuNrSJL3FFdt8PnMLahL2AReuOTuxXECuu8Fwxzfag4JIaM4zxjDZ471a3E9jq7wObTeDjEh75+tW7C2/tCNJpMnaNhBGDxTZrV5tOXaNqqWwT3B71r6JCRYZbGSxJ/SnGN6gpStT0L1naquFCjj0rYjj2rgA1Wt02joKuoOOgrvirI4pO5Uvod0XfjmsSReT1rpnXcpGP1rCuotkrDH60McWUwPrXG+OFjTR7jynkZhcqZQ3RSy8Y9uK7Qj6VzPjmORvDNySqhFkiKkdTyQc/pWVTWLNIfEeU0opKUGuM6keoNqD/AGHY82fl6fhWXNcO8qjquDniojKgjwWydoGPerTafeC3WQRMzY+7isJ1NkdqhCKZTt5pI9QgdTtAB6D2pBcudT8xmPDH5se1TtY3Fuq3E+F7AZ6VUe1uFdZ2YeQ/IUDmhN2IfJe6FZmLl89T0ptzuKsWOSDx7Ct6fw8stpGYpjFMOd3Y+xqX+wYTpskJLPK45k560WkJ1YpaHNSEEoWONoqlM6i5hAJyTkV1+naYPIYXFsTIflYPjHFRavoS3tuI4lWKVBlCPT04pqLJdVLRI4PV5GkvQWznYBzVCr2p2V5a3hiugzPtBDdcitDwlodr4g1wafd3clsGhleMpHuLuqFgvsOOvtWq2MJO7uavgG4igOob4g5Pl7c9iCa2r3UWcMxdgN2AoGAPauU8MSvF9qCsRu255x61rN+8RgQzYPOBwKipPlVmdFGjGWrF1C8eUOXkY89BVjVbyPEflKUJGSfU4rPm2yblXLZP4AUzUpUWRC+48YGO1ZqVy5Uopo0Lq6z5aqoHyj1645qu07GJUJJODjPapYbO6uYGliQsVXpjr7UafY3F78ohaJV4Yv6+gpXYkoJalWK6lSzljU/e4I/Gq07uImOMfLzitC202aW5ktmG1o5DuI7D1p934el+zSj7RufGU4x+FO7JcoLUwtSmJ0eKLJ++pI/A1g1fvpyYRbvEyyIRk54OBVCtoqyMZ2voKv3h9a+kLbGwc9q8a1vw9o1p4bttW0u/vJg119lzcwCNbkhNzvEM52qcKdw/iHuB6pJfx2Fp5kr9BwO5rswzUVJs5aybaSLusanFpmmvM7YOPlHqa80udUFxpglZD5jk5c9cFs4o1rWpNVud7k7QMJGO1Zk/yWEYKkheqjnNc1bEqpK0djqpYRU4+9uWhdMNOUY5LsckZzzUQmYBupJI47UumW0t8FWMFRy3Pbmp4tLvzeNbtCFBOfN6jH+Nc13c6F7NblOKV47lmDEcdahO/Z8z9881qXulNa3yIXHlTLtVjxhqu/2FaZ8zLvhfmAPH1o94lzgtTk/OA065HHzKwzWBXQ6rpt9pizqkRe1YE7iM4B71z1bRVjGck9UFdn4BuIoDf+ZEHLCPbk9OTWZ4N0vSNa8QQ6dq9xNbQznas6TRxrGepLGTjGM8dScDvV/T7d9I1rV7FUuIfInMWyfCyAKzABgpIz64JHpVXsKMVJ2Zv3+os4di7AbuFAwBXVaPcgaNBNM6jezHJz61wDHzFcHcxB5wOldZo3irTrDTYLWVZWdAclVyOpNKjVj7Rts1xNC1NciOxiY4AAjz25NW4/Mxwsf5muVn8eaNbBTItxz6JVqHxjaTxNJDZ3ThfRQP613e2p9zzfY1Ox0TLJ6R/mazL+CVhvHlgj61mWfjaK+dli0y6Xb94yFVwfSqreMWuLuS2TTHDo2G3SjAHr0pOvT7jjRqX2LRWTOCyfgv/wBesTxTZmfw5qLs7ErBnZ2+Vg2cevFTXWrXqRyNHbw7wCVBYnPtXE6p45v57OazNvDE0gKP8uQVIwcZPBqJVoNWNFTle5xtFAGTXU+I/BN74a8O6PqN4JVnvjJ5sJjIFuAEKBj/AHmVs47dOuccxsdFY6fBJebnBJ3E4roS+1cBRRRWKNJkE9pFdIFlBIBzgHFKtnAZVUxgqqjAPbmiiqF0NBEVQMKKeRkUUU0QNKj0qrcgDYw6hgPzoopiKdzEjKVKgg8c157/AGhN4f8AET3tiEEsLOE3ruGGUqePoxoop9RlfRJHR5grYzjP616FpVjbtpqF49xcZYk9aKKwmk5anRFvlQr2Frb28gihVeD2zWVZQJJaTM4yS4HP0oooW6FfRmno58qzRF/iySTya2ooFZNxZvwwKKKozluVpLG2+0+d5QMmMFieopJkVYSyqAV5GBRRVIhmNrWj2l/GRKhBDZDpwfSuD1Sxhsbl0i3EKeNxzRRVoEX9f8WyeIre2hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1rubaZ9RLm5O/HAHaiiifwNAviQo060ilZ0hUMepxWTbwo+qT56KGwKKKwtsbp7lzR41W8nK8EkD9K6AQL1JZvqaKKpGchjwREcxqcc9KdtHpRRVIzZnyRI8bxuoZMlMEZyPSuU8Q6ZZwRK0NukeDjCjFFFUNGFpWutopuI/7N02+hlZWMd7b+YFZc4IIII6nIzg9wasWmqXup6pf393MZLm6k8yV8AZYkn8B7CiiiexpT+I7fSLG3fT1Z03M4yxY9akbT7W2hkEUKjg9s0UVgkjRtmVYwJLbzs43HKjmtLSD5NigUA7ySSaKKqPQJbs2YYg6lixGfTAqvJp9sLrz9hMuNu4k8iiiqMhZ4kSFmVFBXBHFc/wCI9JtLq2dnTa6sCHXAPXFFFUiThNQso7OZljZztPBY1PqHifWNU0i20u9vpp7a3leVBJIzEswUcknnG3j0yfWiirBn/9k=", 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", "info": {"video_id": "150695", "label": "tearing paper into two pieces", "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": "150695", "label": "tearing paper into two pieces", "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": "85aca9346197fe8924d694bf9d269fc9d7d2bb60e000b196d1aeaa4627a7423e"} +{"episode": 40496, "episode_seed": 1985912324, "split": "train", "timestamp": "2025-10-13T03:18:07.385002", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1985912324, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 small glass 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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55W4qa1u7mxl821nlhcjG6Nipx+FQsaVZCoIwOayT1uS0mrMAdzg9819NxStIghPylh8relfMi/eH1FfVS2qmMYH8IrKq9i4mLHfR2niSytNSWFUlYCKRQQGYHoR61aTUbe2nuhcoXjEjo4Ugceo6c+1V9Z8OrqTWzCZo5LeUSxsBnketF3odzdpcvHGd8hBLbsD3rahUiotNjnHqzgdV8SnSJiYSzxliuD3X8elZOtfEe71TTIbGSBTDDnywcfL+lW/GWhNZXCQTNj5d5xVTVfBlnYeDbTWxc7zcuVEeOVx61cpNnLocTc6jJMeY0/KqpnlPcD6CpZgisQoqEisWbKw35iPvGgLnqaXNHekM0LHV9Q063nt7W6kihuFKyop4cEY5H0roPAvh2TxBfTop2xxbS5+uf8K5MONhG0E+tew/AaFZZtcLD7vkf+z0q0nybjpxSlex6V4d8L2+m26RwxBQOpxya66CzSNRxzREAowBU28KMk156Rs2TqoxQ2FGaqSXyRIWLcCuV8V+NbbRdOeUn96ciNO7GtElYixuahqxtVd/KaRUHOwZNcwfHfh24QynUYUIB4Y4I/CvPtJ+LEseo7NViRrV2yWjHzJ+HcVwnjXUNNv/ABZfXOk8WcrBlwMAsQNxA+uaapX3L5kldHf+PvEmn+M9Y0fTNOukCRE7pyCV3EcDjr0/WrPifWLhL7TreIYjtLSKN1zwxHXNedeBbmGLxroz3BHlC8j3bumM4r1DxM8UF/dwyRRursQGI5xnHWvQo6LlMJSu7nl+t6xdLJJcW00kBeQjMbkHaeoJ9K5Ldz0rf8QOsczRIBt3Ec+lc/UzbvqNJH0D4d8B2NgqSSR+bP8A3nGcfhXoOn6XFAB8oFSWdqq8mtDKpzXE13LuSoEQAAVKJhnpxVGS5SNC7sAorA1LxHbwozzXUdvEvPzNyRTihM6mS+jTOWArzvxr8R7TSpPslvtuLkkZQPgKPcjpXnPi7x5d39w0djcSxWq8LhsFvc/4VwTTtLJliSSeSTWqh3EdKfFevSX0lymoTxAuWwHyqj0APardt4/1P7PcQ3t1LKWxtbA459q5Uz/LlugGKhiuWWOePaNsuM+2DW0LJhKOho674hl1VSJJmlJG3JTbgVzhGTVl1LHAGSTwBTk0+5kxthfn1GKcpLqVClOWkVc9U+BQAOuk/wDTD/2evZRKMcV458H4JbBdYMwC7/Jxz6b667xH4vt9GtyC+ZG+6g6mueWr0CpCVOXLJWZ18upxW5xuyfas698aabpjKt3dCJmGQpzmvGbr4h6ozP5JiiB6YXcR+JrlLrUri7neaaVpHY5LMck01AzueveJPitEEMOlr5rEYMrjAH0HeuCbx9q5077HHLtl88y/aQTv/wB36VyTzFuppY5UVBkZcng5q0kho9q8G+Mrq/sJpLuaM3UCnou3I7k+9cL481C2vWcwtIWJyd46nvWPoloLtbyU3ksHlKCPLP3iayL8ymbEsryEd3YmuhWUboi7va5mMvNNxzUrCm7ayuXYaoO4fUV9DS+N9Ot4Wl+1QyKvBCvzx7V8+YNWFm4LE1E1cex9AJ4z0aS6EUl9Ckm0EAvwc+/StnVdWs5dChFs6NK7Ago2ePWvmVJGyPSupsvFMsMMMck0gSIbQqpninTgk7hKTtY3fHyzRPA8jH54sjnPfpXMX2sTXGiwWDOfLj5C571Z8U+Ipdae3JtvJijTCDGN3vXOSTFlA9sVq5amHLcrSLljUOw5qZ24xjnPWkqGzREJSk281KRTTSKsNxXtHwBGG18/9e//ALPXjO2vZfgQwQa9k4H7j/2es6vwMqO57gJFRN7HgVnyXpuZiFO1B3qhqWohIz821QOvpXlHiT4g3Jna20yXyoUOPMHVz/hXIlctux6d4g8R6bolrm5dNxGcdWNeCeLPEs/iDVJLmTKxjiNOyrVG/wBWub+Uy3MzySHqzHNZTtnrW8Y2JbIZHJJNQnLGpXyQQBTAD6VqibEsDtDMki9VYMPwr0CTxyHs7ZQ0LPHGVbz1zk5J5rgbVFlmVGYAN1J7VbvjGYrby1AIhXdx1OTVJk8upDq159tuN/BxnJUYFZu01YZcnjrSpazSH5YnP4Um0bRpyk7JH2GHCr1qCe6VFyTVWW5CjrXL+IddFtC0cbjzGGPpXO3bcVOnKpJRitWZfjXxo1pm0tHBmI+Y/wBwf415fK1/qMzOFllY8liCf1roHlt4naWVssxyXcjJP1qu2t2UKlc+YenA4qVWS2R7dPJG9as0v6+Rhnw9fzcsqoD/AHmyfyGanXwpKoXzptpz2XAx+P8AhWhc+LmIK29uEHqf5VkTa5dy/wASrkY4FDrS6HZTyvBw+Nt/1/XU1Lbw3aZHnTswxnjoOM44ppsdLgzuRBz/ABGsF764fO6eQ56/MarPJnOajmm92dCWFpfBTXzN9r7TLbd5Wzdn+Fapz64GAEcfToTxWEW+bNaHhrTIde8QHTrm/ltVaKRozHHvLOqFgvoBweT6VcadzkrZg4LRJLyOq8K+JRpljqtxOw3HyxGg7n5q5fU9Vn1K8e4nkLMx/IelZFpO7I25icgGp0ikmzsRmIGeBXRFWR4GJk6tVz7gXJ+tN5FXbbS7p3x5RH1rYTw4hAaWVueyqBSdSMd2aUcvxFX4YM5nmnxxkn15ru7bw/psToJIkJBJPmsWP0x0qzM+j2KBdydmKLwp7dBU+2j0PQp5HWfxtL+v66nGWttdK7qiSLnBIxjPpU8mh3t4+/ywg/2j/StqfXrRHYxISCeir27cmqUviSQxlUixnqS1S8TNqyR1xybC09ak7+n9Mor4XkIBedR9BUsXh+1iXdNIz9uOBVW41m7b7rqn+6KzLy9uZISWmcnPrUKVSXUc6eAo/DC9jdlj0y2P7sJnHpk1yykk8muk1rSdOtfDlvqumanezBrk2ubmERrcEJud4hnO1ThTu/vD3A5+O3lkOFjcn6VtBcu7PIxlZYjlVONrXHqcDHfFT2x/eAGp4NHu5uBHtOM/McZrTtvD08cg85go71XtYR1bMoYDEVNFBi65Os+k6aFBzGHUknryK58iu5GmWrRRrIBIFPRnP58Vbgh020PIt4toPKouSfqfapliY30O6jkGIa95pfP/ACPPUs53wywyMCcAhTg1Oml3bkhYHyDjmu4udX0uF8IRIR65YH8KypNeiU/JGx/Ic1lLEPojthkNGOtSr9yMVPDl667nCIOvJz/Kph4YkA+adQfQLVubX5WjCJEoGc8nPNZ0+sXbHAkCj2FR7SpI1eBy+ktU3/XyLaaDbRLmaRnz0xwK9G+GC2tn/bAtiNp8rOO/3sV5p4ajtNc8Sx6drGoXVvDO21ZknjjWM9yxk4xjPA5JwK6PwndSeH7nxNaMs6yRTrFHHcACQbS4+bGRn1xkVUlLlvJnnV6uHnF0aFOz/wCCdB4/8UFAdOtpPmYZlYdh6V5c8pY9TW9Pp815cvNcT5LEliOtIui2qFS0jPkdDxUqrCKMqeVYmo/hsc+ST0qePTL24AMdtKynoduB+Zrp99raqF+SMj2ANO/t2zhYEKZCAccf5FL6x2R308hsr1aiXp/SMGHw/fHqiA/3c5P6VY/4RyQuQ0qqM4HFXbjxM8nEUQUdRk/4VnSavcseGVfoKTrTex1wyvAw+Jt/18i9H4btoY/NaYu2cAA4pZdPsFXD4wBwWOKx5b+4kGHmcj0zVSaQsvJJ+ppXm92aNYOkvcpL5/0zdM+n2owgi9SAM1Vm1WMsTFHweme1YMzssJKkg5HStzxB4U1Lw54f0jULxp1nvjJ5sJjIFvgIUDH+8ytnHbp1zi1Rvq2cVXM+R8sY29D33UZ3SF2BGQCRXiGq6te3V1K8kxyWPTiiirlsePgHabaMaSaRiNzE/U0zccUUVmezFsQsaMk0UUGgwsaiYnJooqkY1CLNFjqtzourrqFps8+LcF3rkfMpU8fRjRRW0TzsR8Jd8OwxyGfeobaFxn8a6eFViTKqAcelFFc9V+8z28tivq8Xbv8AmWfMYuozwVX9TWVqGo3EN1JFGwVVOMgc0UVmtz0KjajoZz3dxKPnmc/jUG40UVaOByb3Y0saiZjiiiqRjPYhck4qG4OIc9eRRRWsTgrbM09d8VyeIILaGbSdMtTboscUlqkilI1zhAC5ULzk4GSea2bT5o5G6FApGB6kCiioxHQ6Ml2n8v1LAldRgHiqtzqU8T5UJ26iiiuXqfQTdoXRQlv7mbl5m57DgVAXZupJ+tFFbHnOTe7GFjTSTRRQSyN2IqFjlqKK0icVUk0/XW0eS4jOnadfxTOrmO9g8wKy5wQQQR1ORnB7g1estXvb271LUbmXzLq6cSSuR1Y5zwOB9O1FFXV+A8/C/wC8/f8AkObUrksfnAHsKia8uH6yt+dFFcySPYVSfcjMjs25mJJ7mk3Giig0WwoJpCaKKYxpPFQOxooqo7nNW2ILgnyc+4q1feJdW1PSrbTL29mntraR5UEkjMSzY6knnG3j0yfWiiuiOx5OI+NH/9k=", 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", 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dRa3PK3FTWt3c2Mvm2s8sLkY3RsVOPwqFjSrIVBGBzWSetyWk1ZgDucHvmvpuKVpEEJ+UsPlb0r5kX7w+or6qW1UxjA/hFZVXsXExY76O08SWVpqSwqkrARSKCAzA9CPWrSajb2090LlC8YkdHCkDj1HTn2qvrPh1dSa2YTNHJbyiWNgM8j1ou9DubtLl44zvkIJbdge9bUKkVFpsc49WcDqviU6RMTCWeMsVwe6/j0rJ1r4j3eqaZDYyQKYYc+WDj5f0q34y0JrK4SCZsfLvOKqar4Ms7Dwbaa2LneblyojxyuPWrlJs5dDibnUZJjzGn5VVM8p7gfQVLMEViFFQkVizZWG/MR940Bc9TS5o70hmhY6vqGnW89va3UkUNwpWVFPDgjHI+lVUIGfpTQ42EbQT60+GPzCfaqlJ2EopXaRKrgADJIHTip42IPG8fRsVZsdJuL2URwQvIx7KK9I8O/C2SfZLqLFV6+WnX8TWMppFKNzhtI0271C6WKztTJIT17D6mvaPCfg5tJh82bD3LgbmA4HsPaun0bwvZ6dbrHbW6IB6Cukt7RUAyKxlNy0LUUtTJjtpI0+7XLeJtO1ONl1LSpXivYVwoz8si9djDv7H1r0V4l7Cs++ERQIxHJ6U02h6HAQa9Fra6bDd6dc2+owSGTY8R2ggYOG9CD+lcx4m1W7k8R3+oA/JuKgEcEbQMV6TcRxbtq4HoR2PSuM8YRLZX0tmg8yAqHII6Ejpmu7DT+zYipfc8X1mWR2jLEnAP4c1jk1p6zIxuinQDtWWRRUd2RFWPtSI4wBUd1fLbptU5c1WkuhEhIPzVxXifxXFosDSkh524jQn9TXlWOhnZmeOOMyzuMAZIY8CvL/HHj+AWk1jpbDzJPleVOij0B9a4bVPGGq6j5iTXbmNzyinArm5pi5zmtow7ktkVxMzMTmqbE5xUznNQtuLEkfkK2RAiqa6vwj4j/sOSZXJEbq3uMkEf5/GuW6HmtSxWFY2d8MXhkAXGcEdDVp6kuNzZ1rxP9utxGfs5C5x5a/MfrXGsMn3qzJ1Pao/KZvuqT9BQ2aRi2etfAoAHXc/9MP/AGevZRKMcV4x8GlktV1oyIUDeTjP/A67LxH4vt9GtyC+ZG+6g6msnq9BTi4uzR18upxW5xuyfas698aabpjKt3dCJmGQpzmvGbr4h6ozP5JiiB6YXcR+JrlLrUri7neaaVpHY5LMck01Ai5694k+K0QQw6WvmsRgyuMAfQd64JvH2rnTvsccu2XzzL9pBO//AHfpXJPMW6mljlRUGRlyeDmrSSGj2rwb4yur+wmku5ozdQKei7cjuT71wvjzULa9ZzC0hYnJ3jqe9Y+iWgu1vJTeSweUoI8s/eJrIvzKZsSyvIR3dia6FZRuiLu9rmYy803HNSsKbtrK5dhqg7h9RX0NL43063haX7VDIq8EK/PHtXz5g1YWbgsTUTVx7H0AnjPRpLoRSX0KSbQQC/Bz79K2dV1azl0KEWzo0rsCCjZ49a+ZUkbI9K6my8UywwwxyTSBIhtCqmeKdOCTuEpO1jd8fLNE8DyMfniyOc9+lcxfaxNcaLBYM58uPkLnvVnxT4il1p7cm28mKNMIMY3e9c5JMWUD2xWrlqYctytIuWNQ7DmpnbjGOc9aSobNEQlKTbzUpFNNIqw3Fdt8O/DUXiG7uzMW8uDZkDvnP+FcXtr1/wCB0Pmvrft5H/s9RP4Ro9H0fw1aWcapBAiIPQV1drbRwp0pIYljTAp7SgcCuaxVyysgXoKc1yqLlqxr3VY7ZSoYF+5JwBXCeKvHMGmWzpbXQmvGHyhDlU9z/hVxQmd/rHiKz0uxkuLidI41GSWNeF+KviJeawxTTvMto1kyJFkIdhjuO3rXG6rrl7qUpNzcyy8kgM2cVRilKgn1rVRQkdInjPX7OONTqUzLnJRiDx9as6j45uLrzP8ASJE8xArgx5J45rj7iTICjr60t3O11K0rAKWxkD6VvBpClG7K15Obq4aU5yaq7atLbyyn93GzfQVNHpN24z5W0f7RxUykurNqeHqVPhi2fR+tavFp9nLcSvhUXP19q8H1vWZ9Vv5LiVj8x+Ueg9K63xdqM2rz/Z4ZAsCHn/aNcymhxNjzJ23YOcdK8+M4x1bO2GX4iprGOhhbie9LHDNO22KNnY9lUmumt7C0tgX2BvVmAI/Wp11KzgJzID3wP/rUPELoj0KWQ1HrUml/XyOcj0LUHILQFB6uQP8A69XF8PXRjJfaOmDgkfnWs3iWGKMJDAcgcN7+tZ0+vXEvRUHOecmk68+iOuGUYOD9+bfp/X6ix+GEdv3lwAM44qz/AGPZ25ZQSwXjOevrWU2p3R/5bEcY44qq9xI5JaRifc1PNUe7OhUMDS+Gnf1/pmy1tpkDFiIsgfxHNQy6naIpVFBOc5UVgM2XzV/w1pkOu+ITp1zfS2qtFI0Zjj3lnVCwX0A4PJ9PerjSct2ctXHxoq8IJeh1nhfxNFpljqk7jaf3YRc8sfmrldT1WfUrx7ieQszH8h6VkWs7sjBmJzip0ikmzsRmIGeBXVCPKj53Fzdas59/8gLk/Wm8irttpd0748oj61sJ4cQgNLK3PZVAodSMd2XRy/EVfhgzmeafHGSfXmu7tvD+mxOgkiQkEk+axY/THSrMz6PYoF3J2YovCnt0FT7aPQ9CnkdZ/G0v6/rqcZa210ruqJIucEjGM+lTyaHe3j7/ACwg/wBo/wBK2p9etEdjEhIJ6KvbtyapS+JJDGVSLGepLVLxM2rJHXHJsLT1qTv6f0yivheQgF51H0FSxeH7WJd00jP244FVbjWbtvuuqf7orMvL25khJaZyc+tQpVJdRzp4Cj8ML2N2WPTLY/uwmcemTXLKSTya6TWtJ0618OW+q6Zqd7MGuTa5uYRGtwQm53iGc7VOFO7+8PcDn47eWQ4WNyfpW0Fy7s8jGVliOVU42tcepwMd8VPbH94Aang0e7m4Ee04z8xxmtO28PTxyDzmCjvVe1hHVsyhgMRU0UGLrk6z6TpoUHMYdSSevIrnyK7kaZatFGsgEgU9Gc/nxVuCHTbQ8i3i2g8qi5J+p9qmWJjfQ7qOQYhr3ml8/wDI89SznfDLDIwJwCFODU6aXduSFgfIOOa7i51fS4XwhEhHrlgfwrKk16JT8kbH8hzWUsQ+iO2GQ0Y61Kv3IxU8OXrrucIg68nP8qmHhiQD5p1B9AtW5tflaMIkSgZzyc81nT6xdscCQKPYVHtKkjV4HL6S1Tf9fItpoNtEuZpGfPTHAr1P4PQWtvLrQtyCP3OSP+B15P4ajtNc8Sx6drGoXVvDO21ZknjjWM9yxk4xjPA5JwK9I+EUT6dq/iuykWdPs88cYS4AEigGQYbGRn1wcVooz3kzy8XXw3s5U6VOz7/M9heYDvWLrGtw6daSzSSBVUck0l5qCwxM7MAAOSa818Q6mNUudrsTEh4Qdz6mlKSjucGGwtTES5YHP+IPE97rNywDOIs/LGv9cdaxf7L1C5HELDPOXO3+db7ahZW5AaRVweVUjP6VH/wk9tACYoN7cc4x0oVfsj2IZLBa1J/d/X6GNF4VvJGBd1A/iwpOB+lWIvDKKfnuT3OOPy+tJdeJ7qdjhUUenXFZ0uqXUuczMAey8VLqzex2Qy/A0905P+vQ3ZND023jRmO8nk7uwzVeUaTAORCCD35rAkuJJDl5GY+5zVWZ84qfek9WaOpQpR9ymjoZNatYjiFdyjgDbxis+XVpXyEAUH8axpnZYTtJByOlbniDwpqXhzw/pGoXjTrPfGTzYWjIFuAEKBj/AHmVs47dOucaRp9ThrZjJPl29B11qNwr4BXjjpVU39yw/wBYR9KKK54pHU5yT0ZC1xK4w0jEHsTTdxooqi4tvcNxNLk4oooQxpNRuxFFFNGdQhzzSWGqXOi6uuoWmzz4twXeuR8ylTx9GNFFbw3PJxPwl3w7Ekhn3qG2hcZH1rp4VWJMqoBx6UUVhVfvM9nLor6vF27/AJlnzGLqM8FV/U1lahqNxDdSRRsFVTjIHNFFQtz0KjajoZz3dxKPnmc/jUG40UVaOByb3Y0saiZjiiiqRjPYhck4qG4OIc9eRRRWsTgrbM09d8VyeIILaGbSdMtTboscUlqkilI1zhAC5ULzk4GSea2bT5o5G6FApGB6kCiioxHQ6Ml2n8v1LAldRgHiqtzqU8T5UJ26iiiuXqfQTdoXRQlv7mbl5m57DgVAXZupJ+tFFbHnOTe7GFjTSTRRQSyN2IqFjlqKK0icVUk0/XW0eS4jOnadfxTOrmO9g8wKy5wQQQR1ORnB7g16d8JdSutTvfEl/dy+Zc3MkMkr4xljvPQdPpRRWz2PEq7yL/j3VLu2jihhk2q+d2Bya81nu7h2O6Vz+NFFYS3O/ANqnoVA7GgsaKKk9KL0G7jmkJNFFAxjE4qFyciiiric9QhnJ8n8RVq98SatqelW2mXt7NPbW0jyoJJGYlnxnJJ5xt49Mn1ooraOx5lf4j//2Q==", "info": {"video_id": "178226", "label": "pulling small glass from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178226", "label": "pulling small glass from right to left", "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": "178226", "label": "pulling small glass from right to left", "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": "178226", "label": "pulling small glass from right to left", "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": "7ef45aafdd4cc6a20cfe405c529a4cf8fde23c07b7cc55c4a69c088a2e90c3ed"} +{"episode": 40497, "episode_seed": 1209098885, "split": "train", "timestamp": "2025-10-13T03:18:08.418342", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1209098885, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 nail and nail on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "103506", "label": "putting nail and nail on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "103506", "label": "putting nail and nail on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "103506", "label": "putting nail and nail on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "13857d2239f04c38723512f3ea7a2dcd984b3c703df0ff64c472ad409ce89eff"} +{"episode": 40498, "episode_seed": 2786816725, "split": "train", "timestamp": "2025-10-13T03:18:09.726218", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2786816725, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 salve 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": "177581", "label": "lifting up one end of salve without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177581", "label": "lifting up one end of salve without letting it drop down", "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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lVpO/Ozo/EjhbGxtioYzRSBkJxkEE4z26VxdrZ31vtlmeQzSK3lRO+90Q/ect684Hufauq1WU6hei6B/dojKq+np+lZGieXJbrOWzO0KqwJ5ChiOPxPNNvUyhotSxqOoQaRY+fJEQBtjihQ5JPQKP8fxrKFgs1ubjWZV3THoW2qPRR7fzrOur46r4ot0yDZwPtTvuOeT+J4H0re1lpoLf7TE58uMjzoCQUkjPByPXnOakGc5qGl6HbRxmO5kjMxJQqfMX6keg9a0bOe7s5VsdTCy28o2wzDkNx0P+c/WsqfR/7ZvLSXT0P2fyo/tAVwDFmTaSB3yKdDeW1hq9x4cv53lLSeWuenTKNnsSCOncU7CM+9urexuINNtld7CK5J2lsl1JB59egrY1bVhLYzQQyRS8jc8Jyu3GW/Xj86ztI05Nbubi6MZjtULJGD13Hv8Ahn/OKfdWkNon9i2TB5rqQLJIBjaO4GPQZJqiTY8PaedPkD8mO5gVj7uOc/kRU+u/6M1tfpwYJV3n/ZPB/TNdP4es47ifyJEJggj4UnjsBWvfaZZxmxiS3Qq9wCwZd2Rg9c9qLX1Kc1E4uVpf7RtwjDyTE+7ngnIwaoaewu9Uur35SoYxR454Xj/H867e2kg/4SOa0eKLYC2xQueTjj9DXK+JLr7RpCJpVp9mu13SO1tEFUjkDpn0GeMUrFKV3ZLpchvrJL542k2+XHuGDjktgcD1wD+dcda3VxpmmrqCR+dAzqrxFiBuU8D8cEGnNfa/aQQXkt5uQSKJFdFO4Fuxx0xWrqsJ0PxXf20UYa0eUyxw9ih5491OfzqnFrc56OJjWvZNW7nN3Uk13qUd5KnlpMPlVeQADyB7Z4/GukuL2G926felZmljSMxHlUfAOT9MZx7VW8R3drJYwx7ZElbDxMBtMZ9/8KrraXdqcyW0t1JsO2WJlGQexz09M1Joyb+wP7B0a3tPtImWYtLIVGAWwOPpWLqepyk75JGdumWNbV290bSKW72rKwI8tTlUHoK4fWZ5NjsgBCsMgnrk9qFqzphZRubPhvxGLPWRO4DxDcrc8hT1I/KvStViTUdGkMOHBj8xGXntxiuB+E2l6dqviqJL1Eae03zbWGUmXbjkf7LEH8a921Ozt4dJMNpBHHvkjULEoH8Q9Kpx1M6s0uhwyxXGoabYSKkquJI5HGwggjOePfmoZ4pptfJlilWG2jGC6FVJJycH8q7HWL42niS3LE+WdhIA9Cf8azfE2p3TDUdNKh45ZFVC74CAKh447k9+KVhQlzTjHuZ0oiuBskbMeQTt+YnBzj8wK5W9tY5PEFzBK3kmSFHt3zgbsY6+uVFZA0AgXXmzfdcgeW3O4ZOAe/X9K2bi0MvgPQb5gWezWe3m9Sgl5P4HBquWyuclLFSnUdOcbNedzMbR9Xu7GSS+aRzCN0SOwJx/dAHTjJ+tPstQW304G32TOXG8A/dwBjj1Jz+ftWnJq09rpEjySwvKqgxORyR6kdzWfo9lHqFsbqOU2985Z9wAJKk9x6E5qPU6Wb9hPZQWct5d28cl+VVJJe7sP4QfQZxx6V5bqJd7gY5ya9JtNMe3uZLqa5ed9uFyoVUHso4rz95EMm5gDg0luaUupl6XbXF3NFpTq0au5BbHAJ6NXrnhe5Hh3RZLWWZXkLEKynqGArz+31aK3YlsD3FR/wBu77xRn92O1U22auCatc99sb8XGiybCN0p2rk+g/8Ar1l+IcW0WnqmBsIOB14x0ritG8TLbpawu4VQuACcc9TXdwvBqsSOpUyjaAx7KGBOPrig53GzK2q6pbRfbDJGguI1TyePmkJALAn8R1rkv7S0/wAQWd3cQyfv0t2T7O/DjAJzj0yRyPSuk12BhqDiWPMUjAKSDtOQvB7ev5V51qumRW9rPd2+6OaORnQx5AGGwTn6etOMbsxr1ZUoRmtdXf8AQux3V7pNjaX9kkcyzvuVZFyqyYx0+hP5e1Umt7ldUWeRWV518yMEY6ZA+nPb3FdBLKdJ8RX0FvbgWwfcsCnjyyMqV9PSq3iW6guJLazaORZGZWSU8FCTggY9utT1Ni3NfQ313NYSMztMCjysuRHhSCwz3+7z71S1zT7LQNPsLSykZ0wzkseSTjn8af8AYNQtEZI4I7ltoAmeXbnB4DDvWV4oE0MNibiTzLmQOZHHA7dBU+RVP4ig16ATziqz6u0B/dscmsaaRy5APFdT4S8IPrTLeXu9LEEgY4aVh1A9B6mnyo3dSxiy391fyrGiu8hICqoyT9BXc+HtPvRpFxfyMVlVgnk552jrkevIIHtW4LXR/DnzWlrFDI3VwMtj6nJrL8NazELrVIXOFEwYc9c5BP6UdNCHUbVjesp/tdm8Ik2mRCoYdsjGaxr83GnWzLZ70LROgGPmwHJGPyH+TTjqsK6/JDCoVdiuSDkEnr9O1a2qxR3Onfa93+pGW91PWgiPxI5S0kg1htOW1/cyyQFXUHBR0PT+tPu9Tv8AU4brSzaosquxeRfvsf4h7DC1Rs7ZInmnRGLpAsu9TyMOu5h9AT+Vddp2pq1s/wBojKyIm5pVUESe/wBTVS0MKc3KOpjaBdmysLl2mKQsgDMOpORtx+A/WtK30Ww8R6lbam0gg+zFtqhQDMy4G9j6cEfhWJaQNf3d3caeWWENk2rP1yOcHtz6Vq2i35mSBLRrS1KASM7gtgdFUDoKljMfSWVdSujH5iB/mUKxUKpHce39K1NCtY5buW+VSIVHlQE8bv7zfjV3ULVrywEUKBC7BHb/AGOrf0FXY4kjVY0VVCjCqvAAp3GjTsLtbASSFuGAHX3rdgv47l7aXzPuA8eua4rUI5ZtOnhiYiUp8hz0NchL4g17w8LeOe0e5DkgEN82Bz9OKaBq56/aWTNrz3cqZ3LIynHC4YAc+pBJrmNTjfTUMuoQMsUgKiQgYztIIPOQOhrC0r4t2Mc3kXizwOGK/PGSMjryKd448d6LrGhRRW13FK4Z9yg9PlI5/OnYqD5W5eT/AM/0MrU2WXw/I6lSFiCkhsjO3j8ef1rd8V2kl+I7u2H+lRpHPH/tAoMj8a8lbVS1s1tFPtjOcqD1zj/CvaHYvYaVMAf3mnwNx/u4/pV1NEeTl9RznJtWOOk0h9a+zX0L7bYfvMOCduDyAOnDdas2d3NHBNDI8LS27hCXk4ckZwD6/X6Vvizhso/LjUKjymUKD0yBn6c5rnNJsZ7m4ulRUPmStLknuHIYfTpke9Zbnpsra9ev5ERaMxgg4B/CvPNQuS08bg9HOfyrtPF1zOdSlsndzFbYWMOoGAR2x26c1yItUmZhJ93OeuKqOjubR1jY6P4dXLaR4ueWYqEktH2tn12nH14Ne42eswX0cTCbGyTeMH0rwCa9gtIIoYFQdBxycd+as6fqeuaZZS3tojXVr5+xBI5LZ4GAab1FOHVs+gJbU3msw3hG+NZFULwQE2HJP/AsCszxHpt5Eb3UlCGBcswMm0lSFHGAeQR3rzax+Ks+nSBL/TrqMqASVG4DPT0re1X4r6RfaBd2RaRbiWPCo8bDuPak07CpJe0i33KKala393dKsiiR5Wcp6HgdeO/8q0/DrR3Xg4ArujF9cIVPowDf1ryO41uN5pWRyodiSQMcZzXpvw9lW58BXZjYMsWpdfrGK0mrRPGw9SpPFNzjbcrW+kgzz6NcSMIo186CQEhjGThhn1H+etJLa2+lapZW9qX2yghlHRlUdR3ySa6nEaqJGx5oDKoAJODx19K53U4DPrVsVZgyxbk28Zww3DPqQawvc9Yms45Z1M3nPHbhgdsjgn6Aj73TivIpbp/MOM9a9Y8WWX2PR4pLSRC8U+95SAGUE8Yx2z1+teX6Xp0mq6lFbR/xHLN/dUdTVR7lRdkENlNcRiZ8pGfuk9/pVu2s4oj0LNngntV/U5Fa4EcPywxDZGvoBUFsMyqO+aGLnbL2sW6xaVAcp52dy7zgZqz4e8Y3WjzAX80Tw+qZyo/rVfW5F1PULCyg58sEnHqeP8awTZ3V0l4ipuATegA52kkf0ppFXPbtV8Q2WqeD52imRi+wKc9TuFeYx6t9p0W7juColVW28/fJ6nn61y0Zuo7KNkeRFZQSOxI4z9apPcsMrIO3WrgrXODH+0lCKjsr3/A9p16CWSK11S3G6e3iRnQfxxlASPw61nnw+1/NFqUM2y3Cb4yVyeR8vPoOQRXU7cQ2y4JBt4T+ca1EtrFYwx28KjbGWKqDnaCSQM1i2da+FGDZ30iWTJ50O+CQwqCSVkx6N274z1rC8ayT7bF549md4XjGfu5rc8OadNcQ7QybNwmBPXkkN9cHPHuDWL4h03V9b16azghnmSzY4MpHyKQOp6YwMihblRdmc1pemzavqcFnCPnmbGf7o7n8BXtkNvFp1hHb252QwptUY6YrA8H+HF0ezNzMp+2zDDN/zzX+6P5mtDW7z7HYuS/UYHFNhKV2chrWoyXF643EqDjmsq3tr0XzrYGALJhnkebk+2O1JLLl2dj6k5pml3jadpbXa7Wmkckbh2HzH9OPxoSGNklubS9l82WH7QRgmIk4X8a2YvF6jQLmynyZnXy844K9z+VYWqH7T4iimiDbJ4M4HfvWde25IIOadkPmtqdh4Mvo7vUbWFvn3RSxSK393Axn8q24rCeCW50cs+4K0ls4J+eLuOO49Pb3riPhyzL4xjRgSfIlKn/gNewi0S5uYLkgiS1fcrDjCkYbPtiio7M5MKpRg1Le5xsGmXfhlYpJXjbdJiREbGSxAGM/eGPXpWv9smEzxokcwBxviOcHoQR1BzUHiZZJlsliXLrK0ign7xVSQP51LfLdaTod1qULGN2CbGjUMCGx+IXp9OlRubFuNjswOB9M07Ibtg+/WoVZTgGq1nfC7vLxUPyQOIwOMD6etMZfDDjgGsktFe63JK4VorJdv/Azy35ACp9V1IaZYtMdpkY7Ih1yxrMuR/ZvhiUru82YBSf4t7nGf1/nTRSMuO0Uw6bezxxlpr0u25eMPng/nV19G0yHxTPbT2Vu0V3EskOU6MOo/wA+lWNWtjH4aTaR/o+2RfbBqbXGM+lWupwgmeLDqR1AI/8A1/nTuUNk8K6HKNraZb49AuD+la4UpbQxBmMVvGIo1P8ACo6D6VXsbyLUbKO6iJYMOQP4T3FVpLsrr0Vrz+8gbd3Pcj/0Gp1ZNkW3wRkDI9hWU8r6ZY6lLCu2czb4hjtxuP41qSuVjY8lgpI/KuE0C4uta1k6bc6vcW6yRyFFRd5LKpYLz06Ekn0qoRciJOxleIdQu7ibzboqTgIrAdQMn+uK583GRnNI9xcXVnbiWVnALEAnpnFVWIaYxD+EZNacti1O0SRWe5lCLnHrXrVnaxGLS9KVFCQRCeZR3OPlz7kk15lpMaJdRySD5FYFq9T0h1SwudWmHzSgyMPRQOAPbjH4VMhJt7lHULf7Yuu3BA2LiOMYzgIB3+uauapDBCuj6uYYnjGEmAj6qwGT/X8Kk0i3abw64kIJuFLsD1JPPP4mpNKA1HwkbeQbmjUx4PcqePzHFTcs1PsNp2t4seyDn9Klht7e3XZEiQq7DhcKrHtx61j+HtSF1C1lMzC6tuNpPJXt9cdKn165a107cpwzSKo5ye5/pU9RGmScEAHj3xVOTjUbWc7SYCzbQeTkYH4f4VbYk/Ptb5gGwT6jNcR4o1Gawv7x4rgxTMkIjCdT60JXdiGNvrWa81hraSZiDKWMZYkbC2f51bTR4PDOizMmHuZVw8x6/QDsKztWURW1trVjrWoTOZjaBriJYxPhdzPFjnapO07h3HuBq+K7hRaopc4Ayw/CtJRcSHK+xxcjbnz3qSFtjhu4qpBN9oj83jDE4xRczbIxEv8ArJTtX1pWKRvaFEPJ1HViuSqOsPvgYH6mt7S7JbPWrCJkTE1mY3/4Cc1UggW00axsUwGuJlH1C/Mf1xWxq5NpqGlXh4EUgjbB7EYpGiINHsbZLi/0u4hjMkExdB1yjHP8/wCdX5fDmkXIxLYwOD/s/wCFQa5INM1S21Red48ubHIx3z+GMVsxukiJIj7kcBlIHUGpYMlO4IjM7MFUICeuAMD+VRnHGFBHXIWqUN4W1q6tMkYiVz/vDH9DU1/M0dhcupbzFhYrjscVLEZzzy6Vo85tgFnFyWVSvRN/Q/XrUvg2W7uJ9Qubw+YzCOJW6ZUKe/41y+jXp1XXhpeo6rdW8E4Ch45o0WLjqxk7Y7dc1t+AxcWt1rFjcPcAWs3lIlyB5iAMwwwHGeBnBI9K1cGlcjm6HaSMpyDweuAa4XxTfNLceTuOFrrNQvEtjDCXBkmJxuPQAdvU153qsvm30jHPWpAy7x82/lLnfKQg/Hr+lEpBeG1jGUSFyxz3bgfoKgjcXV8ZF5SH5VH+0e/+fSrWjRm91KZlG5S2wfQcVWxaNPTdPP8Awi9jqxQlraVS5z1QEg/pXXy+HLC8VZAFZXG4MB1FQ+FrZZdHvtJlA+SR1w3oeV/WrHh68V4JNNdgJbY7VDDBKD/D/Codxj9K8M2Gl3q3VspWfayE5zuB6jFbTYwVO0kdmqpfzC30+eTJIVCeD/WpbW5Nxaw3BYZkjDN9eh/kakllPU4vNNq6jDpcIwY9F65P5ZrG8S6zerJdWFmqm127FBHVWGMfnz+VQ+NNVu7EwJaTyQhkyzqQP4qwfEljruk2eh6jd3l0J7xpPMjKYEIAUqGOPvFWzjt9c1pCDauQ5JHfKAHUf7Q/nXG6Fdyrrt9ENu13y3HfcRmiiktigmlfUfErLOcrbqvlqOgJ6n61qeJhhdMgUkRvcAMoPXHSiimNF/VgG0K9QjhYOPyo06NX0CMNkgKcZP1oopdCjjPts+h6/LBZNiFwGaNhkZxWp4Ukk1LX5rm5kZpPLY5H4j+VFFUI6mQZ+XseK8kS8k0LX7m7swnmwzSKu8bhggr/ACJooqqW5lPYyWVUijRRgKDis0HGqygdDnNFFadWLojU05RNq1lbvny3bLAd69S1lmtfCDtExUuig/QnkUUVlPoaRNXSlEelWyr08vvVHwtGPs12nJXzTxn3Yf0FFFR0ZZheKV/s66hv7RmiuPMK7geoFQxXtxreq2yXshZAyqFXgc9aKKoTPR7uJYp9i5xgd/avP/HsaRCCZUBdxtJPoDx/M0UUobky2MTU/Ej64sKS6Zp9u0CrHHJbI6lUGcIAWIA5zwOTzWv4zP8Ao7H/AKYt/KiitKnxIxicVpLE2YBPAJAp+nE3OuN5hzscKvsM0UUnuzSOx38rk+ItLt+PLSLcBjueD/IVq+KkB02E9CLhMY7daKKjsaItahCt3pCedlt8a5/EVy/h3Vru1e7sVYPBCrtGHGSuKKKS2Av+EJpLzUr25mctKynJ+pH+ArpLpRJG8bfddCD+VFFJ7iPJ7fVf7Glu4xp9heRTOGZLyHeAy9CCCCOpyM4PcGu3+H15Pqd1q95dv5k9w6SSPjGWO4n6fSiit5/AYr4iz4sdoNZ0xo2IwMYzxySK4bXbiSG3uHRsNuxn6miiso9DQr6eogsmKfwrkZ9cVt+BY1f5mGTkn9TRRTl1GjsNEJj8T6rEp+QnOPoB/jWT4nd9L1aG/tGMc6vjPZh7+tFFStyi54k1a5bSbJRtAuQrSAA84OcdeldHpo26RZqOghFFFJ7COL+I8Svb2TnIO8rwccda5a71rUNQtrXT7q6mlgtneVA8jMSzYznJ5xt49Mn1ooran8JlPc//2Q==", "info": {"video_id": "177581", "label": "lifting up one end of salve without letting it drop down", "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": "828caa1df55b55a7b250b603baf43bff3c1064a29fe405ff0b5e4664336d2270"} +{"episode": 40499, "episode_seed": 1778185053, "split": "train", "timestamp": "2025-10-13T03:18:10.858806", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 446, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1778185053, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pc memory next to headphone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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aSTdFZK0UeT95VbCqPbH9azZ8oAMDCk8/zzW0LZorF7oxSYZ8ErGzKOmPn6ZOehOeKp3EHnCVigQH5sDrz7/jRc51TVrLcz13OynccEDofapSMDAqSOBI4mIHOR+VMIrSBPLZETfeFSo3NQv1FSJW0B9Dc0VxH9rlM3k7bc4k2b9pLAdK2tYIa/iwxYfZj8xXbn73OKx9BcRR30huvs2IlXzAm4jLDgD3rU1tz/a/Ll/3GdxGCfvc1lU+Mzpf7x8v8ispO0c8eR/Wob9SfsN2oLC0dUuB/wBMJflJ+gJYH/eFPQ5VR6wn+tTW91NYXUd1blRKsWQGG5W9QR3BFSjuqx5o2MSK7ew8O38CqFuba9e3dgPmkR1wQT1IzGOPeqn2YW9vA6kO7IrMfcj7v4Z/PNXxYvPqDl8s93L5shVScFjyVUdeT060l2rq8sDW7q6EFhKhQqfoee9DZyqnbfcxVJyyZxkeuO+akjUhQSST71NNaoLglueh9Bjr0olUI7KOgPFOO5PI1qRd69Jh1B7w/Z4X2Ejlz2FebHqK73SZoLeRo5CWZvvY6mscSruIc3LBtHQ2sUUOk3Cx3jzkDnPQV5dA2ZW/3jXqUUkLaPdNDb+SgGSxrya3f58+9XQ6meH2N+I8L/1xb+ZqzDKscgaTJj8oeYB1Knhh+RNUoWyF/wCuLf1qblh/2x/lUnq2TVjJ2yaTcWJuoll+wagISGGVkiYiRDjuCN+PrRfKbzX7q2kk3RWStFFk/eVWwqj0GP61o6nLcahpltp8jKbe2InQhfnyBjBPdRk4FVhbNFYvdNFLhnwSsbMo6Y+fpk56E54ptnF7Hll72xiz5QAYGFJ5/nmmrudlO44IA4PtV+4g84SsUCA4bA68+/41DHAkcRIHOR+VCE6buR4wMCuq8E25uJbwc4Gzj865Y12nw8YLLfk9B5f/ALNTxH8NhD4jrJY/scB29SOa5cXEzpGPtMduv2gKDIuVk+bp+ldBrmpQwafK5YAgE5rj9I1d7y0DE2mxbpRsuCAdgGcjPfrXJSjd3DEytDQdqjFtfuS2CfL7dPuVEp+Qc8eR/Wor6YPrd2VYMAMZHThAKcjZVeOsH9TXWtjfD6U4+g2/Uk2N2AWFs6x3A/6YS/KT9AWYf8CFZ0V49j4bvoVULc2969tIwHzSI6YIJ6kbo+nvW1bXc1hdR3UBXzFiyA43Kw7gjuDWQti81+5fcz3cvnSFVJwWPJCjryenWi5lVpe9foUTai3t4HUh3ZFZj2yR938M/wA6pqTlkzgkfTjOa2rpWDywGB1dCCwkQqVP0PPeqEtoguCW56HjgY69KCJQ00IY1O0Ekk+9B9amkUK5UdAaiato7EtW0PUfFMmdCnfaEURHH5V5LG2CK3/E3iqXWW8iP5bZcfL61zydRWVGLitRU00tTRibkVrQH7v/AF7n+tYsR5FasUmCv/XuR+hqqu51Uti6GyYx2MTf+zUmMrGD3iYflmoFky8HPVWH86WN8i3z/eKn/P41kb3Og0DUbEWN1pd86wrd25RJSDsLAnG8eo4w3UdOlczeRyW0r28iESKhRjkYyO+fwFMyojiJXo5B/SqrBVwSv3XwfT/PBpJa3M5WS0F/gXH8cePxH/6qrNUzMVz6xv8Ap/kVJoGmRa34lfTLi/ltVKStEY495d1QsF9AOCcn0960i7MwnojPc4IpyHmqNrK8oy7E8A81cU4NdENjPoadjqM9ksogKDzMAllBIwcjGasx3M11NJNPI0khQ5Zup4rJQ1etWxv/AOubUqiVrl0ormv1NSM4CY/54N/7NQnzeXz1jYfzqBJM+UP+mR/9mpIZPmt/ckfr/wDXrE6rk0cvlTQyBEf92wKSDIbrwf8A63Na/iae11ZbfVrF2kBgENwjn96jjpuP8Xpn2rnwwIgYjOHIP6VUfYqqCudsmD9P8g1L1dyJW3EY+ZIuRjMZAz7f/qqvLyFb1H8uKeP3Skgco/Pqf84qtes0dq+wkMr8Y9D/APqqk7GL2BuKs2HiCWyuJrjYJJX+7u6CrGtaVp1r4dt9V0zU72cNdG1zcwiNbghNzvEOu1ThTu9R3yBztN2kZWurM6W98X6lf2TWrOEiY8qvGazbc81Ti6CrkJwRVKKinYqEVHRG1bn7v/Xuf61ZByYx2MTf+zVRhkII/wCuBH6Gplky8HPVWH86wO5MnxkRg94mH5Zra0DUbH7DdaZfOsK3duUSXB2FgTgOPUcYbqOnSufjfcLfP94r+v8A9eq2VEcRK/dcg/Tik1dWE7PcdeRyW0r28kZEioUY5GMjvn8BVTqi/wC1Hj8R/wDqpGCjBK/dkwfT/PBprMVyD/A/6f5FNGL3ITXV+C5fJt9TfPaP/wBmrA8O2en6p4pXTNUvJ7WCZ9iTRyxRrH3JYycYxngck4HetLREk06/16xkW4QwTiIJcACQYLAbgOM+uOPSiq707GKfvB4tupBp8Kgn9+5LHPQDoK5OBQSSa2vFF4k0sFuhz5QJb6msiAYFXh42iEtzXsejf9c2/lWnG2FT/rgf/ZqyLV8B/wDrmavRy5MQz/yxI/8AQqctzog9C0jZ2c9Y2H86SGXypopNiSfu2BWQZDdePUfUcioYXBa398j9T/jTVKkW5Iz85B/T/GoKep0Hiae11UQavZSNKrQiK4Vz+9Rx03f3umM+1cmx8yUZGMx4Gfb/APVTn2Kqhl+6+D9P85qAHyhkDlH59/8AOKIqyMpW6bDZeQreo/lxUDdKL12jtX2sQUcDI9D/APqrQ8Q+FtS8O+H9I1C8edZ74yebCYyBbgBCgY/3mVs47dOoNaKXQxnuc+nWp060UVaGWYzzWjEfnH/XH+lFFRU3NaexKpJktufX+ZpEY+VEfST/AAoorI2IpSfKk9pOPyNQynmcf7QNFFBEiGRiWk91B/lVO31W50bWV1G12efFu271yPmUoePoxooqkYTK1kMbh6YFXRRRXTT2IWxKtW7c8P8A7hoopVNjWnuXIz80P/XM/wDs1MhJ/wBHP+3/AFFFFYs2GFj5I9pOPyqKf/lv7Pn9TRRSJZDKSTMPUA/qP8ap3zHyGPqFJ96KKDFljXvFUniC3t4ZtI0y1NuixxSWqSKUjXOEALlQvOTgcnmsuiinEiJPF0FWIzyKKK1fwlLc04idw/64/wBKlUkyW3Pr/M0UVznShEY+VEfST/CopSfKk9pOP1oopDZDKeZx/tA1FIxLSZ7qD/KiimZMr2+vPpE9wjadp1/FMyu0d9B5gDIDtIIII6nIzg9wa09F1K61K91PULuXzLm4cTSORjLHceg6D2oopT+FmK+IwHdpJmdzlmOSasJRRXTAZbgYjfz/AAH+lXYifMh/65n+TUUVlLc2RJASPsx/2/6imliIhjtJx+VFFSUQzn/Xj0f/ABqKUkmb8D+o/wAaKKZDKd8x8ljnqFJpt94k1bU9Lt9LvL2ee2tpHlQSSMxLPjOSTzjbx6ZPrRRQYzP/2Q==", 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", "info": {"video_id": "104899", "label": "putting pc memory next to headphone", "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": "104899", "label": "putting pc memory next to headphone", "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": "104899", "label": "putting pc memory next to headphone", "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": "293f3bf5484c38d486db97ee8a047ee72e66f78c0c553377d0110efe539917d7"}