diff --git "a/video_unshuffle/reorder/train/batch_000627.jsonl" "b/video_unshuffle/reorder/train/batch_000627.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000627.jsonl" @@ -0,0 +1,100 @@ +{"episode": 62700, "episode_seed": 2548618683, "split": "train", "timestamp": "2025-10-13T03:31:13.862339", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2548618683, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing head band'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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etPjUyEkkjPAI7UgsS27weT9puDsiChxI5AU89M/0qpe6rp1+6wWcYm8ti7PtI8vr6jqc8D05ok8O3WpsgvJ0kijOfNGVc5Hb3GOp6kk9sVPJp8NlbpBCm2NOgJ5PufUmm7JaFK5y50SyXUJL94d07kt8zEhSfQdBWJ4gto1nhvFUpu/ds6/3v4Sf1H412M67+PTrWFq8bPp06KoY7TtBHpWT7Fp2dypaaoNQt/OY4fdhl9Pap5IfMQjjGK4azuJNMvvKeTeh+TzAcruHOMjjOK1tMurjWPE8tgdXuLWJlkMIjQNllQsF9hweT6e9c06LeiO6FdJXOi0S2W1uLpgAN23+tdHEMgE9ewrhfA+oXV8btrqd5SojKhu2c13sIGMnpXTRTUEmcNeXNUbROi+3H86mj4+Y1AyCaNgxIGOCOoPrTbaYzAK2AyHa4HYj/OR7GtWZF+MGQ7jwO1PlhLRMoB5GD7VLax5YDFXbtYreAvMVWNVy2eOKmxSPObnTbuDbLp6edNITCZJW4RQNoP04J49aqXvhmynsEt1RVmjU7Z8fNu6kn1ye1dhJL5qCXywm/wCZVxjAPT9OazblQBjPuTS2ehbk2rM8/ttXaxuBp92nkso24LZw2T+npXT2kqzKrZ61ha3pUt5eOirgTPuEhjBCrt5+bqOe3vWC+s3lhZTWhkeG5ikChgeo71hOjdXR00q9tGd9d2qSxHpnHFa1uuxck/Ma4PU7h7fQ4dQ0/XNRmVrn7Nm4jVFnIXczxd9qnCnd6j3A7q3BbDHp2FOhBwvcjFVFO1i5EOc45qyOAPT+dRRjK5PA71Oo3HJ6dq6DkJYxhck04RmQg4/CmLmRgP4RWrbWxdeBwKQ0cl4gsTIPOQDepXI9s1yl7HcSDdGnIYkfSvSNRg5KEAg9TWJc26DhUAz7VEopm8Ksox5UY+gAam9pbt3fDD271T1/TVTVbgQJtQSEBR2AJFJZXn9j6s2OoLBfqa0Zj57Fs5J5JrkmmndHbTanuc/HKQ+yQ9OK1NFBM8+08Hb/AFrm7ZIr/wAaS6bf6jdWtvJLsSSKWONY+5LF+MYzx1JwK0fCL3MGra3ZXDXGbaYRKlwAJFALD5scZ4GccV10pNrU4a0Epe6dqvQKvSrKKOpqCFRjrz3q0vC+/YVoYD0yWxVgjavHWoUwgyatW8RlO496Q7FdkxGWIrkfE+qGxjA6MzcflXe3NuVh5GB3NeW+ND9rn46IDjHtUS0RtSjdmVb6yzjcwOd2K1rK9F5CzZ+4cYrnIIMIp7Vb8ONt1W6t3PylRIB79KyjK7sb1ado3NqZiEIxyePpWfcxhYzgYJpviK6lgsXkgkaNw6jcvXGeao6/pet6Joml315d3QmvDJ5kLJgQY2lAxx94hs47fXNbRONnpNoBuA9s1dj5k57UUVoSSvyfxq1ABnFFFT1KR0umoptWJFYuqgKzYoooZRzspPlE98Vmzj5/oOKKKTEc3rVpBNps8bRqFRTIu0Yww5zXBaVqtzpmrm9gKmaNm27xkfMpU8fQmiik/hHD4js/AA2m+A7eWP516KDyq9qKKcPhFU+InY4QY9Ko3GYZ7OaNirzyrFJjuCDg/UdqKKvqR0Oh0iVpIlkbBYE/jg1zlxqE2tX2gxXQQRXQ82VEBwxV2wMHPHH60UURKNK95nY1lXHMZbuaKKzKM+7GI+PSuE8eW8SabBdquJhIFyO4680UU4bky2KOoeJpNetbZJtL062aFEjje2R1KIvRAC5AHOeByea9ateQPoBRRRHdlT2RfHJC9qkckUUVRmixb9RXS6agaE5oooKRlaqoV2wK52U/eP4UUVLGcF4mJi1SEocEpk/WtbTZGeNdxz8tFFc1Q7aHwnI6jq50vXNSjNhYXsUswYx3cO8BlHBBBBHU5GcHuDWt4Iu59R1LWL66fzLm4dJJHxjLHd27UUVpT6GNXqd/ABgVYj5LH2oorc5kPxmVQela2nAGQA+tFFIaNDVlAtXIHRc14pesZZ7kvzw38zRRWdTY7MNuzPs1BgTPpUNkfL8Rx7eNyMDRRXPH4jar8DLHiMAaK7D73mJz+Jrmr3XtT1DS4NOuryaaC3d5F8yRmJZsZySecbePTJ9aKK64bHmyP//Z", "info": {"video_id": "170958", "label": "throwing head band", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "170958", "label": "throwing head band", "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": "daace9f6ea7b898b1fc5d314c851c67179a5b09fdeb0a96becdebae2773f9822"} +{"episode": 62701, "episode_seed": 421965993, "split": "train", "timestamp": "2025-10-13T03:31:18.111494", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 421965993, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from pencil with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51550", "label": "moving away from pencil with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "51550", "label": "moving away from pencil with your camera", "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": "969a58e522f22dc73a8ae19684709ece3eafee7fca0c241cb82f6b260a0ed00d"} +{"episode": 62702, "episode_seed": 2920436384, "split": "train", "timestamp": "2025-10-13T03:31:20.551940", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2920436384, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tape roll so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "9481", "label": "pushing tape roll so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "9481", "label": "pushing tape roll so that it almost falls off but doesn't", "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": "e955fee64c66ae64e342be0ce788899a47150005862193807fa178ba63528dd0"} +{"episode": 62703, "episode_seed": 3451657684, "split": "train", "timestamp": "2025-10-13T03:31:22.818640", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3451657684, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a hanging plant so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167218", "label": "poking a hanging plant so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "167218", "label": "poking a hanging plant so lightly that it doesn't or almost doesn't move", "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": "a979a8812788b5ae8080d2dd4356c9d304b087d5d627b7ee5a65869661664f99"} +{"episode": 62704, "episode_seed": 1611310466, "split": "train", "timestamp": "2025-10-13T03:31:26.044911", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1611310466, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 poke teddy bear doll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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2ra12xlv7dHjjLXlsS8ckXDAj19q7Ule55EbpulffY8F0TW77S7gPZ3MsDjkMjYq/d3t54s1qBpyCzYVscBQOtdff+FNHvrLNnFFaSrkh4xwfYjuKg8O+BdTtNeEl6I4rVUOSHB35HTH+Nc9mmenzwnG/U6nwhNeS3M8VrN5NnCqRrtAYu+ckt1wMcYru7CQQ2OmWcCZVYjIxB2hRkmuet0ttK0R47SJERCE2qMbmbjn8M1Jqmr/YtItXT5ZJYVVj7AkAVvWn7Okmc2Dg6mIl22MrxZcra6gb2zYOEl3MFHfrUOr+MbTUdKbyZl84phVJ2sren51zsGrCfVJopDuWVeme46f1rP1RLd3KKEyBnFeZTqOLem57dShGcVrsZ2rkeemxdiIRj8O/+fWuu8KaF9ggg1W8ZSbt/I2g58tGzyfckD6VwSaQ11ebAzBCMnnrXaaTPPaWJ0q4bfBN8kZJ5RjjH4ZArWNSPOmzmq0Zez5Vt1NzUGmsbtLiJmWW1flhyQOuf8+prB1a9/4RWePV9Nt1a31Bi0bPyLds5mhA7AnBB/TiugmlS90+2upOkieVMo4O4cGuehju7+zuNFEaSTI32i1Rjn99GQSuf9pM/iK9OfvJTXU8GkvZylSey29GdzZa9bnTbW7uWREuow8eW+UkcMM+x61R8VeLbVdGcadJG1yVIAXAx7815b4onvLHQ9MsJIri38me42pLwyg7OCPXpz3rF07TtZ1kbbO2nnUcFgOPz6Vyyep6NGjFRWuhu+GIjZT3Oq3sbMyf6tOrSH0A9zXs2n2UWq31hPqNjAqwxPIUDkg/IDz6kGvOvB/gSa1njvNXd0BPEMb8kD1I/kK9LiuYv7RmtnIj2W7g4H3SQCcfhxWtN2hJsyrRTrwitbajdQsbb+w/OsoEhRWJVUQKGHPbv0ql4c8QQHSJ7UuElRzvGecE8H6VkeKPEnCrAdixMNoHTiuev7W2mxdxHY7jIKnBrzPar2nPY9x0HKny3G+JtSluprsCZipYIE7HAzn9f0rB0LSrnXr630+I7VIzJIeiIOpqrqH2uNCsU8m3uDz/ADrU8N/2jpFylyzF0chnTp27enBNXKUZNXMFSnCL5dzvjEn9mR7RiNQbZ1/ulfl/lisee2k1bThaB3/tDTt7wKnDTREfvIQf9ofMM9607e5iubyZI3HlXsXmx7j0kXhhj1rGvbq40+/tr+13NOhOcn5dw6D8RkV6UXz0/Q8OcfZV/KX5l/wj4t/tWaWxt7fyxapmABju8tegOecgdfx61LefEqGzLNBCrOPVuP0rBs4n0jxlaalaWsyWdxIZ45I1+UpIu5lz03KQwx6V5XcXUs85VCTubgDvWM2zqoUoXcu9jsvEfjAa/Lm8hR1UkqoyFBP41V0rxvf6RF5VgI4EAwNqg/zpnh/wRqWuOkkpS3tM/NIXBY+wAP8AOvTdL8FeHtIinl+wRXEkSFi1yTJgDoADxyamEZSlozerUpU4O6v5CfDbxNqmsC7huLKLyDMHFxHHsLSsfmBPQ8c+341peNiIZXuIXRnwDIqnODjv+Rqy2qQ6T4YiliiWJkMkaoqhQucE8D6iuBl103OrASNlZAVYdvX+dcuIk2+Tex34aKaU1p5HYy+MLO/0ZGWZQ6x4ZQcMp9CK801mR5Yoyd27hmJJ+8Tn/P0q9qNtbZIRFya56WxnnukjSWQBv9o8Cj2vMtSXhuWV0zrvCujuB/b1yB5EEiqiHksCcMxHoAf19q6bV4Xt3IiJ3wN5iFeuPb+f4Vzfh+5m0m2ayusyWUo2ZPVM8ZHtz+ldEknm6XGzkGW1c28o9cHj9K7MJKPwrqeVmNOf8TrHb0MXW7n+zD/wlVlEJGuH2yhvu211jBk2/wC2v5H1zXZ+GtTTXNHhvpNsYk+UhTnDA8jH4j864iNHma90IhRb3oKR7znbIPmib8SAD9ateGYb60S8trq3ntG80P5UgIILDJx6jOcH0xWkrrQySjNKR0fjnWIdB0eRoXzLIhSME9zxn8K808DLDbTy6veMyx7wgYDJOTjA9SSa1PHFncajFbLAC8pl8vAyTjHU/StTQPDMgurKGQRrZWqiTJBLOw9Pf3qFqzXRRuztItLh1e7mSS4vI9Pity3kEhAHztz37Yx9Kra3aJp1rbyRbmtxGFRi27oO57npWvassv22EPhVSNX57bvm/HtXP+IddjnuYbIEC1OUC9l44P14FY5hNN2e505RT5aK5VZHTjUo4fDlutsylRHuwOM/5NeO+KdUnu1jkOB85ddvUjd398fzrTuX1HTrZ4IbxjBztR1B2564rjtSu7likQgibACjBOT6ViqkXGyOl4ecZ8xr+H9Lm13ViwUmG1XzpWI7jlV+pI/Su71FPtFqrocrcoJEJ7N1/nkVynhC+uNMlWC7CxoxbdIBgc4PP0IFdRGCEvLIEbrd/Ohy2f3bc4H0rpwkox07nn5jTlUV+q1RkakqahZJrDpJNNp0ax3tsvBngByrH1KMBnvitjwf4ouPEFtLK8aedbsPM8s8FTxnHp/9asJ75tK1f7QqGS2mTEyseGQ8SAfQc07wxaT+G/FMkVzbzRWLQvCZ+Vjlj3fI4b6Mue/FbyXK7HIrVYXW+6M/wHHqF1c2zXfzQbDO2R0Ufd/M4/Wu81S0vLqJlhuEiEvGdpJHr35rP8I28MOjxurK00yIWRSMqoGFHt3P41vSskIeRiEWNSSScAe9SzUy7uJrfTbfTov3rb0eWVu+3BJP1zVTxZod9/ZFqLBWn+zKyzDIUrzuz9OSPwpfEMzRadp0EO5XmhDkDgk8H/AVqeKbsafoxUt+9uXYyH3GeP0AqMc0o2NcqV25d7/meQRRzQ3JkPy7R161BiZ5TJGdzHrIRxSy3TWl3Ic5VzkqelWo7mO4QMrA57Zrzz3E0tC1aFbSPzHckD7zN1q5aXsN3f27iXMCTDcynuOcfyqSPTY2tw0ih3YcAjOBWfeWn2RmEQwMhsD2pU3FzVzKu5cj5Ts4sLqF5Y4xDcAXUOOmejAfjisi+821uobqBvLdWG1j/C4559u3vzVmO9Eml6ZqgABglAlZf7rcHNWtYtWYSIF4cbl47/5/nXtUdU4M+bxS5XGr20fozB8btbLrOmarb24mkvS0UkEgyI5UwGIzxyNo/AHvXXeG183RPtQhPmSkiNAAPlXj9SD+Vcbaw3OpavbRbt37tkj7hXJVd2P90c/7temQxR28KxxHbHEoRVHYDgVjNWZ0wd4ozLYahc6oRLGIbKJc5J5LZGOmeOafbJNf6lqFzbZEWZAoJ+/lMLgeuf5VoxpvuViLEL5byMB/FgjA/M1R8MXMl9c3kQIWJGjYFR90DfkfjTnb2OoqOuJ9LHl2qTTyyOrK4Kk5BGO9MuLqc2cUW/YgXBIPNdF461J7vUjLE/CHA9CM9K5yG6guGBKKJQP84ryF3Po07CWwluHG8bUHGG6tW2byNIdodQx4255qpZ2zXMpVWKju3oKW60mKN/tMe7zEYYYnJ4obTeom2ldG3ZSGLw/BdxnM9nOZmUf3ScMPpirepwJMGMfPmgOnGOe3+fesXwxdAX81nONySqeM46jFbdgC+kPbscyWcrRkd8A8fof0r1sO1FpdGfPYuLnBv7S1I9KMuraBdaI1yYZWYyWMgJG2QAttPtwTj0LeleGMxDHsa9euJbmxvXe1wjyEOhHZhyMfqPoTXj7HLE9MmnVjyseGnzRujqPBWo6kPE1lb2cxDSsUYE8FcHOfyzXtAgm0/QJYJH+03twhXcFx1Jx+GBXkHw1NtbeKUvb2VYIIonCyPwC5GAM/QmvXtVvI18PJdQSK32i4ZQ6nIK5IGPbrRS3ZOKu+Vd2it4h0a9k8KolkjzyiXzWjjHIVh29fug/jXmIgniugXRlcHJB7V7C929h4Rju5WYTyQRx8/wAI2jB+pz/KvHL67kTUHmB4c8qehrzqrTqOx7eH0poSV5ZrjzFbzXHQjoK0bJWi/eytubqeOB9KrQ3MU8eVAHsO1a1vYJLb+ZKMg9FrKTsdF7jXvYrvEccoKhlDledoJrrd6x6sUGfs2oRZz1G9Rz+JFcVd2ItdwhGzevQVu2t2brwyLhQPPs5RJkdcA8j8q6sNa11ueZim3O0th2qwtHtkQsjI21iOCDng/wD1/pVzVfENpFLp93MwW9uI/JuBztJUAgge+/P/AOqrWpxrPF5i4Mc6ZDfXv/n0rlk0xtSvYN43S2x8iIA9C57j25/yK9KouZKS6njUfck6b6fk9judPSN9PN/IybZThScfdHH8/wCVT6VqC3+qGCBCIbcqHfHyn2z0zwauW1vFaWkcESfuYYxGmfQcZpPL/cXESqFVYvMkI4IHIxWVNLnRrXbVJ2MmC7lWHUrlQTEd+5xkc+ZgZ9/8K4LU755blGUnCsMGvU/D5tr+wnt/JU26yuJFY8FNqnP1yf1rzrxAtlaasRb2qpblugJJU/j1rzsVb2p7eC0pWRU1LVZndVT5UUDczDrVa0AubhZmjxGrBgT1NTNFbzN5gfeOwJ4WrVnayT5EbBQPvNjOKwukjslqWb2VVtSFGSRxWulyLeLS9QU7lKC2nIGRhuhP41yk+mtZzfaFkZ85GGORg+1a3h2Vb7TbzT5Qd2w7eehzx+orowyVmzzsZJ8y7F/VrUKsiqMlDuHHbv8A59qmhS713w3FbWsoGr2BM1lv5WWMYBRs8Hg45/2TUsMxvdHtbojc6rsk+o4OfxFYsN9caNqCyRDKwyebtBxuXow+hX9QK9R+/BSPEj+6qyp9N16HO6J4rOmeLdPljQvH5nlyqo+8G46d+cGu8Mmo+JL/AMllMFoGHmDsF68nuxOOOwzXDfDbwzNfaxHrN3EVtLY7oywx5snbHqB1J+lerSX0cNwlmgDTSY2xr3BO3JPbrXPTT2O2vJc1yW8jR/E+mtOf3UbH9G4H/jtQ63Nbatpscxjj3bS0ijDY3cj6cfSsDUtRN/4tt4Y2Yxowj+pIJJxz71Pr9jKvlPCWiIhCIIyc4CDg8+prWuk5amGBT9mrM858U2ZtQGi5EmQnqDVTw/oqTxsJQN2V5J9SQf511y+HZbm4uJp5GmxHgbjkj7w4/Kk0i0ED3J5IUDGB7qaypUlyto1ninKUUaGkRGWyhjxulA2sT7dzUmqaVbRWMkrzs0wXK44ANR317LocUlxbwJKjyhHRjjgk8g/lXMaj4mm1MNawW0kTsGwzsDyOwArKOFSbk+p0zxbklFM2vCri+0C/sWkGBuAy2Bg9OvvWvYXw1bQwzEefbYSQdzx1/H+lc54McWuoRxvxFMuw/wAxUmkRyz+P9R0g6nNZxytK0ZijBMjKpdVPYDGefb1NdEZcjTOWUFVjKD6nQeHLFY9curkt9yLCgDgFjyf0x+NdDqWtWmmWYQ5lum6RL19s+g9TXk0PiTVdPLSx3soHBKnBDDr6V6Zp+n6fc6ZDevEJmuUE8jOc7iQD+XtRUac20TShKNNKW5P4fku7qO81O5C7ZE8mD028kkegJHHqAKv+Fobe10iON8rPcs75XsFUAA/99fzqC61SK30y7lVwVjQAY6ZI4H5H+VZGimW+0iSR2cyYdEAO3BLpk/59KqaTppMmi37aTXkYfiTRwDK8O4sRlkJz+VeZss0upbEd0ROCVOK9J1KXVp45Asys2zJk2Dd37+tZN1oH2GVBsw2PmB9csK5qVGLnoddfFShBxb1RZ0Wzks7wxvK5jlDY3HJyDx+hrozpj3cZAYRxH+I85+gqv9lXy1ZSMowIIBxyoP8ASqN94ztofMiktriGSNjGVCbgSvHBqJYXmnzdDdYtxhy9TMmA0nxXaqkoZQ23d0ODXUPcjTvErRysBFqEanJbADjgH8f6157JcS6jqf2sqQjKGjGecHnn3zXTeLZmk8LWGqQECYSDdt4IOPX6j+VbRjyqy6HNzXldlvW7ZkV2U4aE5B9v8/yrzl/DqQkyzyEJ/dH+Nd3rjD/hH7fVbHWb+4V5/s264iVFnwm5njHXapO07vUe4ri9XvVa1IB3MT1J6VVefNytE4Oj7Nzi9uhBJewWsIjhAAXoBXoHg+e41HwVbJdEiCPUXWPI6Jtyf1Y15/4b8Oya7OZJ5vs9mjbWkxks2M7VHc4GfavTNblg0u00/R7BDDFboCUzyCfU9znr706MbXYsXNScI+f6HXa9Ja6jYzQpGuYZigUnOUX5c4+teQ+IdP8As0JmjH7sHAHoa9B1mycWtu0LNEVc/OpO4lpDnp9K5JdMvL67hM8jSqq5KMe/y9h35rCcItnRGrKCTvuchomnefI5lzvK7hk49DXfaNBttfs5y7xOUUe2eKzNM08RXzqc4CNnC5xwf8K257h9Kjm1CGFZWVAXQnGQcZ59eTWlbD8yUURhsU0nJlm70eI27STz4YKSFTkD8e9ZXg2YST6jYu42Nk/ewCOhrOv/ABabs/Zo7WWORzsy5G1SR7dah8KyPZalFJKfvsUkJ/2uv61MKShsKpWdTVs6zSLn7VpsunOwNxZHaOc7lBIH+H5Vb8P2m3U57nghVBA9GIIz+WfzrnrIwSfE250651C5tILmTy454pY4wnAJ3F+MYB6ck49a3PDH2qHVtetbg3LtbyhFS42hxy33scZ45xxXRGfuOJzVaV6kaq9H+h1d1PDY2AuLiQKp55+uAPcn0rPtb9r7SNYu1BRGUwxeh2hiT785H4VTk0O7v5Un1C8KuGLKsfSIei++O9a901vp/h2aNIlSCKPYqqccEAY/nRStzGeJ/h281+ZZ8PaabbwrJsdVmnR5WDddvCg4/CvN/E+mT2yu0jb1zw4H867mxv7htJS9TYpWJY0Vh94b3yPpxXM61e3V9A8cVphpdqncdwUNjnGOetclalGT5up6VKvKnHyPM7K5vZ9WEEEmxCwViRmu+0GKcJJBO2TgOGxjI6EfmKyYvD/9mXsahSSSrbu+cA11otxFcJKBnazI6gglgG6frTq4ZOnpuKjjG6jvsiOfSZr2LCBUjzw78Z+lc5okr2Hi825ZfnBTI5GfWtfUPGulCAtFcsnHCNGwb6YxXG288za294VIZZAVBPOByPzpU6Hs/UVbEOr6Hf2Uy2ur32jy5VZmM0OePvDJGPw/SsrWInhcTqQro20nrx/n+dQ+NXaxXTtUsztdxnzE4KnOfx4J/Wm+J9L1rSdE029vrq682+8wTRMmBCAFKBjj7xVs49sdQcddOfLeLOKtT5uWot1+R3l832VY44FWNEQ7VUYAAHAHtXGtcOviua5GPMh0+WROuA33c/kx/GiiiG6FP4X6F3R41bxlGp6LLJj/AIDG+P5VuazIZZFyAMWztx64UUUUVd2aYP4V6EKgRyzKBxtbHtgsf61laNErzXyn/nmx/wDQKKKdD+Ezh+3D5kXiBf8AiS3WST8ob8flNcVaoFv4yP7w/lRRXRR+FfP8jar8RoadK0ciyKfmR9w+uaZrmoT6R4+bULXZ56ScblyPmUqePoxoorjlsdVP4jm9cYxxxop4IIPvjivUrC5mTwBaMkhVlsAQR/u0UVP2jSfwr5lWPc/gm03uzfKznPc+aVH5BQK6nwwip4cV1GGZpSSPaQY/lRRW09kcuH/iS9THiIkjJKjhP5oxpPEyhbyBOu1gAT16n/Giis8P/EZON3n8h0khB4wPljOfcr1/WuG8SRJHrs6AZDOG57ErmiitofaLq/ZIofkgsgoHKmtzUMN4Au1IBCXC4/Oiipq/EyqeyMy+8Svr+lwxy6Xp1sYEEUTWqOpRFzhQC5AHc4HJ5rjbzlQPeiiueXQ7Ybv5fqeix2kFteeHdPiTbbrcxggHls/MSfUkipZZWvtWt5JvvStGWx33SZP86KK3h8LPPq/xY/M7PV/3kkEZwB5w5H+81YNnjzYuOsan8SFH9KKKwl8SOir8EPmVrCJTrr+5YdB6P/hU97Ep024UkkeUVwfo3+FFFdc/iRy4f4JerPPYlBmjbAzlD+tasJP2ib/roR+RFFFOrsvVhSHavrz6Zqcrtp2nXq3EgkZLyDeFZACpUggjqcjOD3BpreKtXstc/tFLgPPeOWuN6grITg8jtjPGOlFFcr6nfBXR6bqF5KmhSXS4EnklhxwDjNZGsSO/h62LOSZZA8h/vHJH9BRRW1HqcNfaPqjo9FiWLwjbOOS8Jc59d0g/rWbbohkj+UZBQ5753RiiiueodFT+D8ynrsSDVYcDAKg47dD/AIVdnjWG4kVRwrsRn1wD/SiiuqfwxOSh8c/U8r1GFPOl44EkigdgMnircQHnQDAGYwp4/D+tFFVU2fqOk9fvNzxEok+HEEjD5llQg+nzEfyrn59f1LUvD9tY3l3NNDbs0q+ZIzEs2BySecY49Mn1oornXxHV/wAu2f/Z", 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", "info": {"video_id": "166978", "label": "pretending to poke teddy bear doll", "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": "166978", "label": "pretending to poke teddy bear doll", "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": "4289543515671bf98c67134275ccf525f410310fb51a0416defa453cd8f99bcb"} +{"episode": 62705, "episode_seed": 3758411417, "split": "train", "timestamp": "2025-10-13T03:31:27.772124", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3758411417, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 turn power card wire upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "123625", "label": "pretending to turn power card wire upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "123625", "label": "pretending to turn power card wire upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2729e110c7cc1304bd90f8822ee9087da4cfae87e3af02b6da430d192533b900"} +{"episode": 62706, "episode_seed": 394718320, "split": "train", "timestamp": "2025-10-13T03:31:28.822604", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 394718320, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of pincers, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178699", "label": "lifting up one end of pincers, 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": 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": "178699", "label": "lifting up one end of pincers, 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": "8fd3b5136f4bf152e2ae5f944f2642bf5cee765851daa1f6ddcdace317a79d4a"} +{"episode": 62707, "episode_seed": 1912363861, "split": "train", "timestamp": "2025-10-13T03:31:29.826703", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1912363861, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pen in front of bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "75016", "label": "putting pen in front of bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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4KiH9qvMzAERMFU/xZxn8q9esL2VLYxsHe3lfy4yq52Ec5J9D0+tYGjeHoNK0545pY1mVSYpLhQAD69Oa6tVt7eFBDdpPIEEbmWTHytg5UAYz0xXLU1lc6qfwWsXYn2RsSDjHWqit5t7CAOC1Wxj7K2arWwBv4z6ZNZiNMxkD7vNVpbi3jm8hpVWUJvKE4O31+lPupb3ev2WOErgljIx/AAf1rkLm01gzrdfZ3G4ElJMPtz1Xj/OKLIFG5r6zZwXtr5NxlQ7AIQPm3dse9eM6xov9l30luu549xKkjBx717FFZ69qkLo6W6ooBIYEMfoQeKx5tDu9Re5vb6yjtXYBILctvYYJOXPTPsK2o6GM1Y8rjmFtY3MT5UOvGVPNZDygnjmvSZvCguJWW4DDdxx/nis+w8BXMGvx/aIoprBSW5bO4YOAR9a35kQcZYWjXt5HCCBvbGSDj9K9g0SzljW1tLsRo2wZRQXLKvfaOg+tRxroOjwKPNiiKuq+XDhiC3IOB1GOc+la9vrjQyXEscFqzLEqiRG3swzx04xz0rGq7m9BO7sa9pDLGsZlkdxIu+MSLhkQ5IUjtipbsEEAfdA9aq2Mwlnmk+zJAXfcwXPzEjqeetW7snqPSsS2rOzJtLQfZ3J7uf5UaheQ2Fu0ruQenTOD2yPSlsQfsgGDyTVabw/ZyFNqPEFLFhHIRv3dd3r2P4UaEaX1KdjrCX0IMzxRPtOQJP4s9BkenNcr40shqNq0iiN/Jb908fPDYHJ+vatW803TrG+NupMjEZIPUGrEOkaZezwO1r5QgYHEZKo7dmcDqRjjPrVU2uYqpTtHmR5JPpdzaPucAFTwCOTWNeyTNdOXTaxOTgV7VqGhwz3LPtw5PK46H/CqF74PstUhWO4hkSRPushwff611cxynltj4d1TUPLeO2cROu5ZHGFI+tejeG/C72enmdYWku1UL5cMh+fkdSRVpdRs9Ikh0+zia7+z+VDIVPEYJxyQOv8APmmW+p3moqEuYBEzPx5b7FCMchX46gY54PqKzqPTU2pJuWh2I082UUYmhWTA2r5ERIic8lmYnOMYHuavYzamuXhnLahta4Zizq6qMkEdOT+ArpFIMODXPc3nFxepDbr/AKbF6KSau3eoG2YBba4m+UsTGnCgDufX2qrapi83Z7GtLC46mi5kzhrjVrk6h9qAd0lj2hoyU3L2P1/lV6a/utUhzBpk4MZDCVSpCHkZ2nGa6eSOMrhkVvZhmnW139kZsRhlYYIHGPpTjZvUUpJrY8l1Xw4s13e3LAhY5vLGBzwoP9a5u90a+e2dLaI7Qd23/wCvXsUelJZaclq4llYszSySnLu5OS5P+fSq8ekFG3JD8ueQa6eYwPEND0G4167khilRNke8u4JHXAH416JoHgiPSpY53kmdgvzkHCH8K27+Cx0LfLbWCte3RCpHDESX577e2f51lyalrkl7bJKyQkNKPs+P9cC7KBjPzABeuB6g0SloaQjd2R1lpZ6fI90bi/SSJ2EUcKSELGCvfHc4PNalqzTEvN5JdjlvJJKZ9s84rjLd41s0yyhhJ5hhhHIGcY65NdXpRAtYtoKjHAPWuW9zrqQ5VcW6A3sPyrQV3hsF8qLzHVPlTdtyfTPaqVym5i2elaUaKEUZPQUGLOS12TVroeS1rLG6RBm8j5o3B4Iz6g/zqrpeoaukf2eGzhd8gcqQARgc46DFduQvpwKiLbWDALwc9KA9ppaxzsXh+S4labU7FvMhdWSHzi0Q68hcAZHuO9GoadFcztmPcRyD7V1sl0b2MqqEMvJHY/Sueur+2e2nvbdvNFu3lOqjG5h1wfxra6WzMWnIym0COaFobi3jlib+8M/Ss2aPULdhaaLprJDAFUytHheXGQvrxu/n2rZtPFNrPcLFHAzADcz7sAD29a2017R5IUkkuol35GNwDDHXI/xoUkV7OS3POLSe8vPPea4FxEZ9zEru8ok9F/DHTitu0dJ74tEjyrlSWzjYR7fSt6XRjrLNcWCLaeRPsAYFfMAwSSBxj0+lO1PTzaXP7qxMuAJJLxyECLn7oA+8fWspJtnXCcVCxKjjy8HrSWqD7Xn2JqAqxXIIp9kSLrB9KgyNcYx92opZo4SAzhSemaeM1zOo3M82qyCMfuUGwNn060N2HThzux0MF40JLwupB4I6g0l5aoRcBM8jeRngkd65reQG5I4/hOK2L7ULiZLQ20b2cjzATpMmW2AZ/XGP85rSnIirS5X6jI7OKX7ybt3r60650Fr21e3iuZLXdxvUDdj0BPT61y2s6heXF1NcWAmiwwjaMAZX0YDoBV/RpNdiVFtraRzGu+VXJffn8evccir59SfYO17jNQ8BGGJP7NKq2QZftJyThcZHYsck5P4VWtLWR450snEZVgDDKmCSRjGfxNdII9buLeGPWWgtlnlQR20L5MjbwShHIxtHJ5610cVlF5M0i2gsp51xIIyNwxnHI4zySD71M9TWlPkRyVlbvYqYpFlSRSNwkYMenqParL3AY81nRyW1nqBsoLS7RduXknyxZu7MferU00KISWArNhLV6mvZt/oyfj/Oo7/UEsos5BlI+UH+Zp1mpFvGGBGRkiuF8S3WpQzXUn2aUxxnlwPlx2oaaClGMpe89DT8+FnaVsM7ZJc9Sa19CfzUutg4ygP615nFNqj3thp4BWW7Ac7h9xWPHHsBmu68JiV7/V7WzuvMit9sUm8AbyQec9sc0Qi1K5tWlFwaRr300FuHumkX7OzbNynd83Qjj3FNg1jTJ5xD5+5hyw2Ehfqe1Ymo2cthDa6XGpeJVJltohuJz1Oaj0PwlcXMLy/aXtvMfYBKAhYewGc4Fa876HMqMbXZ2aWWnG2HlrFHDKMjC4VsjqCOc4rlxoEWUOhWvmaeLjy5V4ZSwIDEEnPGcH6GthPA2nJO8sstzPtQhIY32Ke5Gc5OenJxzWlo8ubqWKTzop13u0Sr+4bLnJRsckdD0+lEtUKD5dUc5LZ2uk3xtovN+0MQ8kUK7oo0PALEjjPbFWyZAOBWx4h02/v7YpZXawgjDIVBB561lNZ3trCqvtnYAAuvGT9Kza7Fud9WOsnJueeu2tMH0rP060uNzyzqEJ4VM5wK0tpA9qfKzNyGsKy9X+0f2bcfY5BHcbD5bsMgGtVgdtZ9/F59tJCHK7xjPpTSJLt0FcrBuUTOSyIzDJA6/lmska7p1uGMkrDB2/d5JHGAKfqFtcRSyalMFS4S3EKzMRjrzx6+1cpFpE2rapAsL7ZnGZMxE/OD94E8AU3KxrGkpK7PRbCW1u4/3e4sBk4GHX6is7WNM0+7u4/JRZdUkQ+VJH95Qo5PJxjHH41SXwTdXNsxuNQaBpDtJViSE47AgZ46nOM+9aMdrbaRew2kd3LbOSVivbkBi7tt/drnqMKPbPvTvdaiSUZe6zHGkx2ukJe6yFtPKkbdIvyyltxACjoc9qtWkhe3jceacjrIMN+I9a669SWSzcQpG8w5USDIzXIW8eqrJcS6jbqoMhKsmST65H9aixpKbkrskeRs4IP41ro3yg+1Ywl+0XCQRKSxIySDgD61rSB44HKrlgOBRZ7mUmPOepNRSH1rzK58f6zZa7PaymLykJ+SWDB/MYqTRfFM/iPxTLYSatPZJIsjQiFdwLKhYKM9BwTnnp71apSZm2djpQutR17UUuSYVs2T7MY84ZWzlj/ePGMdqraxpUqSwWltlpFYynnavJzz65ql8MNVn1afVZprlphiEqW6jO6vQzbpIJG2qXK4BIolHoVCfLK5weleFrNvOm1AiJpJMKEffjJAPXgDJrrI/DelRzB1sY5HVNieb8wA+nSoNL8OLBp88eoP5890VMxUkDAOQB+PNdCF3HdmkkVKdzC0jdJdTSNGk+1pFF6hwC2cMm3sB269Kl1vRl1eDYbiWJgMZQ8H61oRWgt7mSSNysTqAYQBtDA/eHuRwfpWL4g8XaR4ckEV7OwnZN4ijQs2PX9KLNhzW1KTaRLawpFbzF1UBf3nX86ksNOlhZ5LhwZG4AHQCudufilpMV21sbG+Mgk2Z2qBnOPWpo/iVpDQedLb3MS5VeQDyenQ0+S2tibt6G9ql0LOzJBw7/Kvt71yn9pReWSGGAcHmqHiXxamqyR2+k2800pQ4GMEHvn2xXCapo+uWsLXU0m3zCNyo/Q9qz5eZndBeyhqtT0hLxXbg5zXo88Re2cKQHx8pI6H1rxPUYoLPRoNT0zV9QkVrv7KPtMKxrcEIGd4gOdqnCnd/eHfIHuMRyigc8VcYOO5y1qqnZo4rU9KsdHFs9xardXUj/IpY7pDnpn6kfnXXWTXnnzQXMZWJY42VwMLuI+ZAPbA596uNbQyzxTSRK0kWdjkZKZ64qfbgZzTSsQ5uW5kaxatNYgrEkiKczhlJZohyyrjnJwKt2SQJp9v9lkeWDy18t3YsxXHGSeenrV4jOKo6p9oGlXn2Rttz5L+UcgYfBwefekF9CC/ltoI/MnliiyMEyMFBH1Nc1Lq3hhJ8yajYFx02uGwfwz6145qttrl490lxaXc8jMn7yb942RnPOSO/aoLDQNcVdosp0yxxhcen+Faqml1M3I9vbxNoi5UajCzKcFVBJH4YqpNq8F9ZfaLJllgJI3leMg88GvKZPDevNNck2k2JHLFiRWrp9zq+l6YLCezYohJDBx3rOafQ66caKSbep1TSPNcGdXAmAKiTaN2PrWp8P8AT4rO51TZkmQxsSTnn5q4Lw7dxan4sGn6jf3VjDO+1JI5oo1j7ksZOMYzwOScDvXbfD17lNY8Q2lw1xm2mWILc4Ei4Lj5scZ4GccVMYSWrJq1IOLSR2VzYJ5dzcxxl7jYSoDY3EDgVnaVod4+nBr+4eO5eVJAFwfKVTnaPTPOfrXRR424Gc1OqjuAfersYKTtYiCHduGBj0qlYWT6e0sEXlixOGiUZ3q5J359Qev1JrS7GmkfKDSBHK+IfGuk+Hbj7LO8k12QD5MS5IB6Ek8CuCvfi/i6a3t9GVSHK7prjPIz2Uf1rofG/gRvEWrfa4riWIsEDjIKkqMA4+lc1H8Ih9oMst8+/cW4Uda0io2JbYrfFW82RsLWzLO+3ADfKMZz1qvcfFDURHIY4oNyjOPK4/nWwnwttTbor3MzFWzwfwp5+GWnr97zmHu1KSV9DanUpxg1KN2cxe/FfV4JIfKtrVkeNWIdCDnHPQ9M13Giaxc694biv5YBa3EoYbDkjg4DAHnBrC8Q+DdN0rRzc28O2ZXRQx5IGaNWsNd8N+H9LnlvbqN7rzN8O3AgA2lATj7xDZx2/Om0mtDC56TqFtHcwRpIPl3g445rHku5LfxJptjGFEV1J5chAwdozwD26UUVg9zoh8JvaDM9zosbynLLJJGPorkD9AKSSNbjxH5MwEkBtceS4BTO7dnHrlR+VFFWyFuzVY8496q3KjzPrRRUxFIrLCiqSF5z1pGHNFFaS2JRzviDw1petwMby3/eKPllQ7XH414It7P4Z8USXFgwMlu7ohlG7gqVOfwJooqqWwpHpHwQYsNZB7CD/wBnr2JBhfrRRSqbiROgw23tSjqaKKgtCHoK8w+KWlw701RHkS58sRHBBUqOmQQfU0UUReo3seNXQMuqNM7Eu824/XNTlR9hbrncnOaKK6XsRHc7PwCqmPVJSAXxGoY9QCTmrOvsTp0oIBAdDRRXC/jPWq/CzE1/xI2uJbRS6Vp1s1uqRxSWyOpRFzhAC5UDnJwOTzXv8J4UewooroZ5Ui5F93NSEcUUVIIafvqKZLypHY0UVJZlmyt+T5S59cUn2eL+6OKKK1RiJNbxFCSgritdtog0hC0UVLGjzeTWTo+p30R07T76GaQOY72DzAGQZUgggjqcjOD3BrufhVf3Oqaj4gvryUy3Nw8UsjkYyx354HT6UUVb+EGerRHDfhVleVzRRUjQHnNNI+UUUVJQ1o1Izjmq7KM9KKKaJkMKgA1G33D9KKKQjkvGwx4ekI6+dH/OvPtQ1zUb7T4dPurqWaCB3kUSSMxJbHXJ5xjj0yfWiiqhsDP/2Q==", "info": {"video_id": "75016", "label": "putting pen in front of bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1d00165ed16a77896b3b7410dbdcaaecbd141ed449962c9e559bbd75e5867721"} +{"episode": 62708, "episode_seed": 1160145714, "split": "train", "timestamp": "2025-10-13T03:31:32.278759", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1160145714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'tilting box with box 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": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78782", "label": "tilting box with box on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "78782", "label": "tilting box with box on it slightly so it doesn't fall 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": "95e4c438cdfeec3b7261368d6d4d290011317f656f0d0401414fd902c193b6e7"} +{"episode": 62709, "episode_seed": 1211154229, "split": "train", "timestamp": "2025-10-13T03:31:34.697239", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1211154229, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 put the phone in front of in front of the glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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7uLVWVflj2kjnuaqlCy5grVOd2bJ31a98P6YVEj/u1wFmTqx/+vU/hjWrj+y767KoJtywIy9MEbm6+2OlM13xRY3M6WreYEj+ZwUzz6f59a1vDS2F1FCESKQzMXKbMZGMDjFTiEvZ6rqvuuctTVWubVqkV/Zw3EkZRyMq6O4ZfYMvOP8APNY+u6ek0Lie5vplA+5LPvUZPoSD+LflmuX8VfESDSVfSvD/AJbzKxWS6X5kjGfup2Y+5yB29asaB4uXxNpUkVwQNSgXLgADzF/vqMHn1A+vTNeRUw043mtr/gcdShNJzKuh6Rpt1fQ7LspMVfKhxwee1Wdb8LZv7cyXO6JoyCFTBPPrXL+FrW71PWLl44xIkczjlsEZBPGa2fEFnq0JtwsV2v3hhSQO1e1TXurXodiVlqie30F57M2sM6MADHhzyPTOK5C60i+twyyESLgqcMe3Tg10OhWupfZbi4himRo3DFs4Y54P16VharqN7FfTKZyRuzhlHfmravdFp21MfThIbpFRWdnO3Ga66Lw0AqrDcneT90rnJ9K5i0RkbejFWBwpB5zXY+G7i/WX7X57NHCdqhsHLevI7VFKFve7mtSa+E6BfDVzpOlZ3QzCNSz4bBJ/H8q5vT9D1O51KNntXOW82Qq+T69jW54g8V3Rit7XZE2473yuOB06H61d8La6hhkuJ7Vl3MEBVs9OTjP4Vp7yVzF8rYDVLrT9dsdMvLKWa3u5FaM+YUeOQHhj/eX1HtXY3PNsx7Y4rl9Q8Qafea24EoRoAAqyADkc5H4muvsjHe6bFPPtVpBk+WwUNz1rycZhZSkpwXqclei5O8Dx/XGEPjBb2WFnjhjKx7SB8xzk/h/Wut1HV9Nm0ub7Rb7WRFYbogSTkVS1rSbXVL152MiBTtRUfAA59fzz3zV7W/CrjTZjbT5Ij+7IOw9xXfRgoU4xe50U4yjBIytD1TS0nnijO4zxnKpHgk9eaytYs9JnuEkRYwZV+ZdxUqRxRpWg30WsW2ZIACdpO49+PT3pfGXh+5sZIpUHngtklFOVz/8AqrayuWm7Evg6CxtNSunml2gBfKJ5Gec8/lXV63qccNiIYJ0kafI+UgkL3/wrzrw+ksM1wrI8f3SAwI9a2tPaOfULi7lGcDyo8jHA6n8TWFaSow5jpoQdaaj0NTTNPtdSuoYhDEyMcsdg6DrXWXWkadFp08xt/LCoT8jEYPbArzq7vpdIvBdWFw0DEYbHQ/UVen8dXtzpaRvEjtuBcKMblHv9ailiFUt0YV8O6V+qNrwVo6aXNeqkkbtdbWU7drORnKnseufwrprtSIyq8MTyoH88A/r+Rrg5fEUFtp0F29vKN5Pkxsu3zWXrhumBnk+/rXMX/ivWZdXXVnvXF3GcxlekYHRQM9O2O9cmLwylV5r7nk1aPNK9y74rt0g1T96CbgqPMzn5MnIXnv3P1ArT0qZ7fTrOWCR1KgHINX9Ovf7X0iDUZIjGs5bGRlSVOGK56jP+Haurt9KtbnSbbfAm4xD5lG0/mK9CmlTpqB1U6birXPKrrVtRjvblhc7x5jHDYPet611a9bSLa5NwXeHI2t0wD0xUOq+FIF1C7VLiUfOcAqDWz4a8OWz6ZLHJcyuA3ICgdR+NatxsNJpnD3erp9ouY3tyCGJ+VuMe351laDpr3kr7mKQAfOR39q1vEOh3Vlq8giRpIzwG4z6c/pWVZyz2q/u53QDkgHjNJwUrGsZctzqbDwmt7dpDFdMqnltwzha39b0a8sNOfyfKkLjy02tjH5+gqHw5qN7p1vvn2PJNhiWQfd7DioNc8WGXVNhtlKQLj5GI56n/AD7VXvNkvlSM7RfD1+2orI1mSkI3HYQTnt0/zxXVT6pF4ZtHuddhRrSIrNZQlispnGR07rg96ki8Saf4Y8Mf2rfxyLcXBLQWzcPJ6fh3rxbxD4hv/EuqyX9/Luc8Ig+7GvoKxqxVRcskHsk1qex+EvHkPiwXFncRi3vVBaNN2Qy+30+lcx4wA/4SOyllgLxW7F2UcZbjA/r+FebWN7Pp17Fd20hSaJgysK9bkEHjbQ7fVopGhaM+VPGgBAkPJJ+uPyArnjhoqsprYylQ5ZqcDa03XrWfTraKeN1V4yCXUEd65y21jTI72O4EyqY2HVMHHtW7B4XnXSrZoJxIQgwGGDXBXGjakjuDZtkORxj6V2xUXcq7Ot8QrpeorOdq74yJE8wbSw7/AFrkpLKC3YtDGAGGWGciulvtE1C60JLp4QB5XzDcM4xjpXAw3LwwyqCcng5rGvG9JpHVhpWqJmsIIWlClV4rUt777Lshj2GMdB0xXKQ3MsjoN2M8ZNaB1SytEZt3mSAcAHqa4oqpHZnoS9nJao6Gz8I6rrd+IrKVJprhywABHHqfQD1p/wAUYdX8GyW2hIvlW1xbBmu4/wDlv2ZAeyjoR1PU8ECvb/hdon9meD7O+mT/AE+/iWV8n7inlFHoMEE+5+lR+NvDieN/Dj2l0sMZlfdYyHJaGXBC5Po2CpUdMjqa7lOTilI86cIKT5dj5DdQAMHkjNXdDGoHWrRdKjkkvmkCwJGMlmPGMdweh9s1Hd6ZeWerS6ZNbyreRzGFoduW35xtx3Oa9j8P+HD4A08rwfFV3EPPmGCNMhYfdU/89mH5D26lhNoy7YN4W8WXOk20UDpDKzMVbo5XLLkddpJX8Kv654jiOnIZbd94mIO0ggDHvTNN8LWp1iNllnDNuOSQ3Y9c8mk8T+GbyKy3WzpKN4zk7T39a0XLdGHvEWieIbQzzW8cUj+ZEeG4xjB/xqlrN3ZTtDIdiytlJEkUdR79+tUNK0jU49Zg/cKATtJ3jHIx61Y8ZaFc2NsLiRVKlgcqc7T0P86bSuOLZYgs4JgkfkI5PyKNo5rt7bw3p9vp6QhPK2rlnQ4Ge5x0rzfwybmO6NykrqkPCgnI3fQ+3866jVfFtzaaaY3SOR5vkH8Jx39v/wBdDTvoUmramTe6C17eSzpdHa7bYxs7du9dRb+F7zTdPjSMxy+UMtg4J7nr/jWFoeuwz6jDFLauEQ7mZGB6e31xXcX+v6f/AGdIBOFdxtUONpyeO9DctiVys8ju4rtpZ55baVS7kklD9a7S1Cx6QkecGOEcfhVu2USz28YOQ7jkfWuxv7S1a2nkktoXIjbkoPSiUhKHU8Lt7+7ij/dXMi/N03V6NN4iu1sJlmhjl/dHnlT0rnbzQLOecFFMDE5/dgYPbp0rrLvwvP5TG3nR9ykYYbT0/EUSaYoprY4iLxWEnila0YbWzw/vn0rovEWr/a7QsYNqDkFWyR+lcTNouoxREmENtYA7HB9q6yKwvrnTYybSY7ogT8nHSnJRGmzE+3WU2mzTxzbpV2ooHoc5z+VO02PMGW6nmsBLZ7W8u7KRCjLKBgjBxya6W2XbCMeleTjn+8se1gF+7uY2uhlyT6U/wJE2s+LdO0RbcnfNmeT0iA3Mfy4/GptYTfDzR4Z1i98PX0d9Yskd0iGMOyBgynqD+VRRmorUqvTcn7rPfvFHhax1/SI9DNvHbxRKPsbRx8wt6rjoB/EO498V4MfB8ml3N7c+KopbTTdPl8uRF4e7k6rFCe+7glhwFOetd7F8YdYgKvd2dkYcjesQZTgnqDk9PSsvX4dS8aS32uajKLazgc2+m2w+cBd3zSc9z6/X2rtg4VZXR5Vag4ayRxF5rV/qM5vWZbYKBFDbW7FY7eJfuxqOmB+pJJrvdF8QXcOl2izIkwEagkjDdPUcVwE+kXdoGRVaaPcSGjGfXqK620Bj062BBUiNeCNp6V2SSsc13e5FqviaA6tOrW8qkkH5SCD8oq94X8R2W6eImXJQHaI+eCR/WuQ8QKo1hjt6qh6exFR6BKIdY2hsbwy9fbP9KfKuUFJ3Om8R3cFxcrJGHQ5xhxjOfT8cVzK2Vh5ybg6ru3Ntbr+da+u24u7F0BAbBx9a5/zzJLgDAFclecoWUTvwtOFS7mddbyx3HKvux0yMV1vw9+GJvbka1rQ325ffDEf+Wn+0fb2rjPAdp/wkHjO10lSTEqmW4I7IOT+ZwPxr6bHlWlsqqoSONQqqOw6AUqU6jvzMrEQpqyitT5a+OPhrUNL8YPqDu8thdDMOfuxY6oPQd68rr7W8b+F4fFnhm406cDzipaJz1Vx0NfGepWM2m6nc2NwhSaCQxsp7EGtTnGWVncahew2drE0s8zhERRySa9p1Kzt/h74Os9Dt2SbVbiVbm9bqBhSAP14q58LfBS+HNKHiTVIR/aNyuLSJxzGp/iPua5TXtP1K71Ke+M/2xp23Njgj2HtVQSb1M6jsrI7bRPEsEmk2guIXQ7ACV+Yf41z2o6vppu7lVuFGHbggg9adYwTQaRa+bC6fuxnepFcnrCKusXKgHDHP5gVooq5lzM9J0/VdPm0EIbqM7dycHPv/AFrzbxFHELoeXtIJY5XuDitDwxPi1ni3HghsfXj+lZ3iCJUvkcdJM1hXjaDOrCu9RXKaaNo1xpMTS66tnfsSPKlU7MZ9R0pPB/hWXWvG+naM2yVZJQ8jI25TEPmY5HbAP51YXRor+2O44I6EV1nwwksvAuv3OpX6NOJbcwpsHKZYE/oMVzQxELWbszsnh6l+aOp9KxqsSBVAVFAUbRgAdgB6VCLC3S5+0lWLKSQpbKoT1YDoCe59z7157efFy2YbdM06R5M4BmbaoH0Heudm+K+uwalb280doYZ3CbTHwOfXNV9Zp3snchYSra7Vjo/G1toGh+JI/ENvYRy+K54/Ltt5yiAcfaHX1A4B6nge48S13xfLZ6q9jBcyyYlMlxcM24yynqxB/wA9u1bfjXXvs0d3qn9ovcatqEzKMgYjjUYGB/CBnAH415G+4uWYksTkk966IyVro5JRd2pHrHh7xPcrrUHnxJImG5X5T0/Kuv1XXNPn0mUyM0ZBU4denI7ivJvBU0kt/GkgO1NwVjnH3ema7LVUEmmXQI6Rk5Htz2rVpNpmGsdBE1ax+1RSJdRZXn72Ohz/AEro/EF1Y3ViyLcxFmHHOeteSyBSg5PDevrXZ28oudKhLEENGAfyxRKA4yZbtPD95p1skCx+ao5LRnOT34rktVufO1Nw2QkHyqCCvTr+v8q9UvroWWnSSjhz8qfU1zAiR02squX6hgDmiMi5Iy/DVuDBJcsPvttHfp/9eneKpAUtrYN94lyB7cD+Zr0W28OWC2UMPkKjIvLR/Kc9643xF4cNzq7iC7OIwECyLkcDJ5Huaakm7kSi0jA0F7iPW4BBM6BMsQrEDgenT0rtdT8QajFpNy3mhv3ZHMYOCeO1c74e0S/t9Snke3d1SMgPF8w5I/wq5r5MGlTq67CxVcMCvcU3ZsnVIyI/E8jIEuLVGYHO5G2n8jXpllrVpckRTS+RLxjzOM/j0NeLOQI0bAI5969AkQPEkibcgDoaU4oItlG5vLcS3EQnhc5I+Vx1BNdXotwH0iEcHbuT9f8A69eUXsI/tK6jYL/rG/hHrn+tW/Bkl5e60+kNrV3ZxlZHi8ob9zqhIHPAHy8k+nvSnGyLg3c2PF9oq+IYJguPMjyfqDj/AAoto18vGeaw7PVb3VnWS+uXmKKCu/HGetbtvIuOSK8bF/xGe7g/4SKWrIq25DVy11deTFuFdJrUwdDzXFanLhMA0sPHmdgxEuVXJX1gSKEkcgDrjmvX9LtJrD4f2a3Rbzrqb7Qyk/cDfMF/AY/HNeSeDtJj1XWgbgEwQL5rDHBOeAfx/lXoviXWr6K2toxd5O9jh1z0H/169WlSSeh5Fas3oySQFApP3SvYYxXf20UU2lwJLGki+Uv3lB7CvJU8QuYVWa2DcHLI3tXo+ia1ay21vEXMZMa4WTjt69DWk4uxhGSbOc8WeH9P+3wusTpuiHKOR0Jrn7bQVg1qBo7l1Uuv313deP612/i2FkktpI+QUccdODXD65eSw2kc0LtHKCMEcd8003Ydk2dRc+G5jE4+1RNjsYyK8ivL2a2do1Qr2Br1HVbuWHQotRsNc1GZXuDb5uI1RZyE3M8eOdqnCnd6j3A8qvr5dQlgjhDMSfukc7ieBWE1zas6aT5bpdT3T9nnQCmn6l4hmGZLl/s0RP8AdXlj+JI/KvbpEEkeOuCD+Vc94H0MeG/Bul6VjEsUIMp/22+Zv1NdIOlCFJ3ZGIy0yyN/CCAPr1/lXmvif4YaNe+NI/FN2QkES754sDbIy9Ca9PJA61458TfH1ulxPpkUoNvaRl5yp++/QJVJXJbsYHxI8fw2enNDYToby4Uxxqv/ACxj6Z+prz3wd4geUjTrqTLjmJmPX2rj9S1CbU7+W7nbLufyHYVXheSOZHiZlkBBUr1BprQm11qfUOjusuiwJjI8vBU1yXiXSdPfVg/2SLLIpOFwfTtTPDut3tro9nM7+eNuHEgwep71B4r8Q20k9vJ9mmVmiPKkYBBq1FpmTkrEGg6JZLqlxCDKgZDgK/TBB7/WqHjrTIrF9PMTO3mb87jnpt/xqDw1qdvqHjVbS81O7so5n2RypLHEI+OSxfjGM8DknAqHX5LuTVprO7luXNrM8arcY3pzj5scZ4GccVhiW+RnXhF+8RDp0hQAGrzsJPl7VRjxH+VRXF/5Q4NeQ1dntqVkaqyR2w3lulc9r+rCS7tmib5o33n2xWbf60zoUVqw5J3kJJPXrXXQw7vzM4q+JVrInvrx725aV2J7DPpTbKzl1G/htYRl5GAHt71VrpdBhutLdb1d0crqCuVyNp/xr0IR6I8ypPeTPUPCWnQ6TeW1kigBQ2cj75xya6rUtG0+8hkV7dFZo2GU+Unj2rz3RfEdzNq0Akt4nOSNyHafumvQLLWbK+j8qWXyZR/DJwacotMzjJNHmFx4atzDKIpZkKjIBIatzRNBeXSkAu0wrsvMXvkd/esnXL77Nbyi2ukJ37co4J6kVdutP1/wz4c026uL26ilvWdpICmBBgJsDHH3irZx2+oNVKTCMQvNUub1II5Su0KW+UYycgVo6OizapbhxkbwcfTmiihbDO/jPeuKMrSXMjscsztk/iaKKSHI6Dwwg8m4f+Lco/SrPiVEk0bEiK4Mij5hn1ooqPtB9k4K50HTrmAkweWwB5jO3/61X2XyGeBfmRcAbuvSiitLmXQ4jWF2a1OVZh8/TPsKyNM1O40nXHv7bZ50W7bvXI5BU8fRjRRVz2HDcv6KAqygdgo/nWnJIyOwU4AAoorxcT/FZ7uE/gozL6V2VsnpXI3jFtue5NFFbYXc58Vsdn8OUAS9cfeZ40z7YJrY8ZMYprVRhhsb7w9xRRXpUzzJmDKoRgyZXjsfau3h+fS7bcA2Ilxn6CiirkYrcxvFTOkNltdhy46+wrkdSvbhbZAZWZdw+VjkdKKKH8JUfiOjvfFEniCwtEm0vTrZoolSN7ZHUoig4QAuQBznp15rlvA8Mdx470SKRdyG8jyPXBz/AEoormZ1RPtiPkKfXk0y7meGFmTGR60UUh9TkdT1u9SSZVcAKvHHsa+VvFtzK+v3sbOSpkLH3PvRRWdNvnZpUS5UYFaGjxLJegsM7eRRRXRHcwlses6FmTQoFYnGG/8AQjWH4mUeXbsODlxx+FFFax3OdnNR642i3Nwn9nadfxTOrmO+g8wBk+6QQQR1ORnB7g1eS/udT1C6v7uTzLm4fzZHxjLHrx2+lFFcuK/hy/rqd2D/AIkf66FiRjg/Suc1K4kyVzwaKK4KC949Ot8JiscsaSiivSR5D3Cuzt5nks7N3OW8pBn2AxRRWlPcyqbGnocanX4lx0kPP/Aa6y6UR3Clf1ooq5bmSPONZVRLPhQP3zdPrSDxTrN9aQ6XdX881tbPJIgkkZiS23qSTnG3j0yfWiilU3Lp7H//2Q==", 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", 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", "info": {"video_id": "167394", "label": "putting put the phone in front of in front of the glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "167394", "label": "putting put the phone in front of in front of the glass", "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": "a4330b39beec5a0383a952d199935fad95456b1367a6a27c89193248a9241c0a"} +{"episode": 62710, "episode_seed": 1389812657, "split": "train", "timestamp": "2025-10-13T03:31:37.277121", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1389812657, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pen into pouch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "111971", "label": "putting pen into pouch", "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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z3V7cdeMfmafPeQiFlRstZXNuxHqCdp/8dNeVmFVOVux6OGgla67kmk2y2fie/UcpKQq5P3VI3pj25YfgKpXII8TOkgxBJIkbk8A+cJE/HlU/KrrrI0qeW2J5YXtg3pLCcr+YFZj3DT2t5cO+HmtY7tFA3FRFKM4H1Jrz4voexG0o+0vul9+i/wA/uMjxfGDpGqGFWPmQJdgyDow+V+nfK8/jXBSclVHSvUdYiFzD4ghkUY2MsY7DcJC35nmvM5LLUIY42lsZlBRXyV7EZB/GtaEr3XY8zE+8oyfVfkVe+KhcHBpY5hJI3ylcNjmnMM5+tdF7HEerfAobW8Q8d4D+j10miaPHJ4ijmdQdheT8Sa5v4KERQ+IZOmFhP6PXoOgBW1CZu6oB+dephv4TZzVfjSJfFwjOhsHAJ3jb+teRSXENvfJM2NsLpgngbiwH9Gr1DxzciLT4Y88sxbH0FeO61P5OlTruIaaZYfr8uT/6FU1pJUbdy4K8zQiBOnyxDDlbe4ztXjckwZcVoXMkj3Sac4URpd253btvyOwYLjuc8VQ8PiXyHuhIw8qwndHQ5IJkA447AVZ1qaODXrqeTLPDBayx5xyQykH3ycD614G87f1ue5hqsnG7066/Ilt4D9nhwBvQqwIJydlw6geh4J4rg71RFrFwsWPKaNJI+OcMCcGvTLm0aJpI1k3D7VNGuFOUBIlA6DkHdyOxrjtb024ngsLu1gknxaL5pXnaMLz+eaVKa57dzKv78ZPs/wDI5g/dz601h8op1351sFWe3kjYtjBGKAcx/jXZsea0VZB90+jqf1r6a8VWouoLNT0Qs36Yr5qKhiB7ivp3XJABGvomfzrvwWsjKtpEseHLGOw0WCNFALDcfqa4Xxb5SajdSKvQnoOpzXpVsBHaRDsqD+VeVa4/23UG2nrIXPoMdDXVzpc0mRb4UcVLE0cr20akyNEiEgcBhkk++Dir0kL28SrBEWnCySNIBwG2k4PpnmraLCokuQDtTIy3Un1rKsLr7VMoadWut13IsQPO1QF6e2f0NfP153d0e5SkqNNSZW0K9k1K/fTNMuJwIiJmReV2Mu1skdDkr7fjXrenaTDpGlSXd1nKJn5Rk57ADuc1x3grTNL8P6XcTW1vI014yRyTbshYwc556DPWtrxV46so9Ut9IjjYq5YSTNwAVIO0Dv8AWuWfLOXu7GVOvPENJ9TnfGes6jPoGi6Vqaxi/VfOuShBBIyqnjoSMkj3rhW+/XReLILg67LPHbySRyKshcDIBI5/lXLxzebKw2lcNjnvXZDa6OesuWTQjjivVfgeAr+IOOjQH9Hry5gCSK9S+DB8qPxBIfSE/o9dVB3mkc8trnS6No8Ta/HM6glS8n4k10HicR/2M5cA7TkfgDUOiBWv5m7qgH51X8bXPk6UFH3mzx+IH9a9eT/eI5ofBc421tImGoMW2bNO2SSeh6inWt9b3RvUkCxyPLLHIPMzhSQuT6YMnSk06Ge6tda8p8+YyKoPGORuH5Vm3EotBqi/Zwspt7mYSFuATKW24/AHPtXgY2SlJr+uh6sG4pPaxT1G9uG0mOwFuXeVDDzztliIDD15UAg1LJMJre4SDlGyyKD0SUCVG46bW3/gDUGtGOXS3vrdGSYPBdtIG+XMi4O3046+tJDfaPplnbG7u4rSMRrErSPyyL91cdTjJ59K4XP3VZa9jtrYmDstr6r+u3zJdJ0G51WN4pgsMQXy0lK7mILliQPy68VvX3wxsbm1kewuZo7s8qsmPLJ9MAZUfnXSaLpgSJZQysjgMrKcgg8g1Q8U+MB4dk8izjSd/s8zSSc4hkUDYpPTJJPHXgUqc6knoc1aSmeKXELQyNG4w6MVYehHFUZ1wucdGBq88hl3OxJJbJJ7k1BIm4EetejF9ziaR7p4m1GJtVeMOQodEJPb1rc1fVbSx8MXDx3Lk+UVQtuySeB1FedRX/8AaHiiyDMWM96XPckA5rqviPdO9nZWEcsm2WYNIpXAIXnrivZrzUIa9DkpJyk7GJYnbEisM+Z8zGsK21GKfXdTQNuja5gQjPTB/wAavm4a1triZugHyj6V5to+oE3tzMdxzJG7HPIxJXzsv3nNJ+X5npzlyxt1/wCAe32s0DTz+avMeo4Qj+8VH+Jrn7GBWvpIpMBZZrmyODgqrjIx7EjP1qxb3aj7a6sCRqMTkemQKzYJSniq4QSfc1Hcoz1zG5wf0Nc0ZaO3b+vzPRwybjJvdLTbzL1wABHBcGMzS2yliGyN3lspOe+cfqamuryGW0giayhCrZxqrgkltqgHIxx1461xyTm88ap85McUUO1M8KRHk8fUmjUvH62tybRLGYyQRiBmM2V49Bjjt+VdeBlyzkpPdJnBjGpQi4+ZxswKalcLsCr5h24PvQx5qvPfG71CSYrt3nNP0OzXWvEr6bPqM1qjJIYvLTeWdULBfQDg8n0967FFydkcd7Hp3wsuUt9I8RMxILfZ1GPUl69B8L3UD3Ny7zMr7gAozg/XFeHfDXVJTZajFJKzCSSB8E8cB/8AGvb/AIfSCTRJ58t+8nY8Ln2r0qPu0bHLN3qmJ8Rb6Oa+t7aJyxMRyB2JOK8m8SzEi0jRgw82SclTxgtgV2PxC1T/AIra4diWjt/LjAPHG0k/rXA6m0c94WhcPGQkaYOcDOa4sRVfOo9Eb01o31Ox8OPK0USR5LPZ3UYypxneMD8/zrS1GGV9YaRwu2O1tUkyvIJkH5/d/Cue0q4kt7BXPmDFpc/UEtxzXQtcQLaGOaJGdbS0kd3c/NtYYzg9jz714lSbjO/9bnp4R8sLr+tv8uxb1C+MUVzPJlvKmvJDxzwyKB09D/8Arpug3otbSLbDFctLZLAQ74Vm2Bs5AP8AdboO9ZOtapDbWt2WOR/pkeDycs6Vj+H7g2mivezTSO9uFPyOVICIcYI6dSM0U5csoz8yYq8JJ6v/AIYtePXjntraaCBVYkNgHHBFcgp/d1o674ubWbVIRbGFUwFBbIAHTtXO3c8kenl42KtkcivVl70tDz1saKH51+or6E12+jbUTHuwoZEJPb1r581axs7XQrbVNN1a+mVrv7Lm5hWNbghQzvEBztU4U7vUe4Hr9tffbvEFmCxYzXZbnkkCu7BwcG2zGvK6SPRp7y2g0iZxOxVYmIZs56e9eU2kq3AuJCGKggsfXj7or0Txzemz8H6g6s4dkCDK+pA/lmvErfVLiGPbHJgKxI9jjGazxTbpuMeppBxjK8i14jvo0nisIo186V0aRt3EY3AbR7+v5etZEugalHdza5plygu41uY4YSfmZsn7g6Z2ljj2qASedrsO9lJMsS/Nz1bOPrxXU6UQl3pocpxNdzZ98N6+1ePUk6Wkf+H0/wCAdlP967yE0i5uZtAje5KrLLp8Uxhj+QAGcDgE9SKyvHNpc/27a3+0+R9qmjBH99XJwf8AgJ/Q11IujLpizsoy9gr/AHAB/rB/nFYPjrVHtjFZlCYn1GSbf2UqWHT33fpWdKXNJ6W3N3ywkrPRW/Pc6q3vIJY3jkRZC0CPk/UivK5gU1K4XYFUSHbg+9dZFq8GhadLqEbvcPcFYQgcEKoBYFfbBNcXPfG7v3mK7d5z710YeXNTt2Msb/GbXUtFvmr0f4X3KW+leIGYkFvIUY9TvrzHQUtdU8VDTdSv7m1gmfYkscsUax9yWMnGMZ4HJOB3rqfBVxNp95r+mTNcr5V5Gmy4ADgJ5g+YDjPTpxXoYak1UjI4akvcZ7H4auoHuLl3lYPuACjOD9ayPHmoQm8igD7h5JJ9Ad1avgKQSaJNP83zzseFz7VwHjy8e58YXYDsY7dEjx0J4zj8812V6nLeRlTXuo6rSrPOhxQOVD3cwYYXPAOeffiuFuJWvPE1+CrENHdw+ZuxtAc4GP6+1d/oJV9L0+YAhlDKMdiR07+nevN9LnFxrF/cuiqlpFeF5Hb5jliOO2P5cV8y5ObbPUc9F8jP1TxfZ2Fxa6TJmWFtMg3SbdwMp5QEHquCD7GtGPwx4fvGOsarbzTmBUXyRcbYz8u4BuOAV54PP41FrHhDSNVn8xHuZtWj0yALBGflYjAVye/AIx6DNdRJapZ/bY3EbwysVEaucqY4gAM9ickevSqlUpqzptp9R/V3L3579Nf6/MqWfju81CG5aJPs2nxqzqija7D3P4YwKy/HsyzWFs0EeBuD7NxA5HX61x1vr9lJG9rLa3cMQdj5SMAWUEYUsf14rQ17xgdatFhFoYVThQW3DA6dq6qEHBSuTiJwtGNPoZ0bYipd1Zd3cSR6eXjYq24cir2v6Bq/h7QdJv7ya4We+MnmwmMgQABCgY4+8Q2cdvqDW0aTkro5uax3ng52k8c6OrHj94fxwa6/x8W/ty0QuSvlMwB7UUV25j/CZhhPiRyGuyudGZQcZGMjr0rg9LAWwncKNzWaSH67qKK8an/D+aOqp+h6LpCi4v8AU45MlTJCxwcchRiqzOyXt9cg/vY9WBDeuFUAH8zRRXAm7v0X6Hq0Yr+vmcJFLJB4s1EROyCO4cKFOMYY4rOup3nvJpZDl3difzoor1YJc1/I8+r/AAY+rI0PzA1Uj1S40bXP7QtdnnxM23euR8ylTx9GNFFddLc4zb8CsY/toU9FXH4Bq+jfhxn/AIQezIOCS2cfWiivQj/DRz/8vWeMfEaV38V65ubJWQYP0wP61yWl/PKN3POaKK4a+zOuh8Z2DnyoYlThTZTEj3yKtak5g0+5dAAw0+EZPPA6UUV4U/iX9dT0ZJOk/X9Dn7h2u9XuEmYsqSllHoW2ZqXV3Nrp08UPyrIgDe43CiitlvFegLSlL5nLZPFMvjiwPf5hRRXpR3R5g/XPFL6/FbQy6TptqbdEjiktUkUpGvRAC5ULzk4HJ5r1/wAHuz+MtKVjxtc/jiiivRpbM56u6O3+KUjp4KnAbhpUB/OvDo2Ow+7GiiueuOexW0SZ/wC34s4Pm3Sq2R0HzHj8q6jw9Iz3Gl9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", "info": {"video_id": "111971", "label": "putting pen into pouch", "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": "94c562f6d0b6741728807c83e10294181f701ec0389796b13d0591b023b0cf6f"} +{"episode": 62711, "episode_seed": 3130948054, "split": "train", "timestamp": "2025-10-13T03:31:39.570221", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3130948054, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving binder clip away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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ST1OulfkVjzi10661FxHZWzzN32jgfU9BXa+HfBd1aM1zd30FsSNrQtGJUYH+FweCPYV0cl3Z2dv5FtFFFGBwqAACsm+1yMQFN4YHGD7j/wDXRGdzay2ZJZ+B7HVZImsLyVJA5S6tZFyIivBIYfwnjHqD9a6rxB8PdO1uw0u1GIfsUi5ZRgvH/Gv1PauZ8G6ndpeT6stwpt5GKvA2fmUHr7HuK9WVlkRZEOVZQQfbtWsdNTkrRlG19iSKOOKJIokVI0UKiqMBQBgCkZATnGKjD7QeaPNGDzTuYoYdo60xgCo96ZIxJPNN3nIGaTESKBs96841bwZDeu0tnKsEpyCHyVOf1FekCuKn1DaWINYVG9LHTh+pxMPw7vDcn7TqNuiDglFZifwOK3tP8M6JpEqylDcyrz5kvOD/ALvQVFqOskPhWycVz95qswXe0hULyeaV5HQmkdTdalaP4gtWmt1mZswyCKIM3lgg5HuOR9DXpVvDZyW6NbpEYWGVKqMGvFdBjuZYDrmnSNdGFTHd22P3sGTkPj+JSO46HivWvCD3Mvh6Ke6VleR3dVYYO0nit1daHPWjBx50zoUVVXHpSMowSKjDlRzzmnlvlqjnRGQOB61Wu7ZLqMI4GRnn2PWppWx09KiD5Y0AU4NLtIGASJfwGKx/Fk6Wa2oXCht/T8K6VeTmuC+JkrRf2Zg/e8z/ANlrOWqKhpJM5vUdQYA7G5rng95eXgtbKNJJ2+80jhVX8aW4uTDbvM5BbGFB7msCDUpIkkRsEyElj70Rgtzo5r6F77BOuvx2mso0Y3fMQ3BX/ZI4/EV6RpHhzQo7eG4uGnuYWXIEj4A59q81t5XmjRZfmx0ya6rS5NQuYWigZnVF+57e1aehEn7tup6zpuiaC0ayWdnbMvrt3EfnW0ttFGnyIqj0UYFedeE2vbGdhKHUN2PQ16NHKJFBHSncwaI2QDjFNIAb6VO5BNVmcZ60ILGDq/h+PUgsDKpgSRpF+QcFsZ5/CmWfhSwtxny1JHqM1v5BSheBSbYrHz1c+H9Yk1Ap/Z1zuwOAmRn69K1dI+G2o3EnnalcC0iJyY0IZyP5D9a9JuLkRvkms661kIhAauTna2PRsnqxLHSdM0LbHa28ak9ZCMuf+BHmpbrVfIEQRwEyQ/qx/wD1GuZvteIbgbi3yg+lZge61q9On208cd1MjeQjnG98cKPQnGBnviqhf7ynJL0O/wDhtrNu0j2UkbJHgrZOxO0DJLIM9MnmvRnzmvFtF1lbHRordlKSxKEZGGCrDsR2IIr2SOQyWscjcM6Kx+pGa6E1scmJpcrUl1GHk0xgf607ceTTHbg0HPYjb7ppYTiQA9DUbthRTFc9e4qWwsYXji5NqtiQcbvM6/8AAa851HVsPhWzXU/FG+McGkgdW83P/jteYTO6wSXLo7JHjcVBIGemT2rNq7OmnK0UW3ubi5kCIGZmOAqjJJ9MVjSakbO8j2xxyGCTLpKMgkfwkenrUMepXsV/BdQXL28sTho2jOCpHeulvYm8cu17bWIXWrWPffLCMLdICB5qjs47jv1FaRgkU5N+hvQeGbyezgu/DatJp13hvIdsPaseSrZ6qOx9K9VghNrZQ2+7d5UaoT64GK4/4cXE9zbXTMrLbxqkYJH8Qz/IV27jdyDkVaS3RjWm78jeiK0jHGKiFTyL83So8YHvilYyuiJs1GxO6pWGWqJhzQx6FmNi0PvXj1/qDglUPP8AOvXY2KN7Ef0rxeztJNRu1hLBdxOXYcKO5NQ1c0pytcyr+/MGAPmmcZAPYeprZsX0LxTo0WmajHDpOrRDFtfxkiKduyyjsT6/y6VW8UW+hNcomnRukkahXlDk+ZjuQe/0rnY7dkfHmApnvVqPKXzKW53HgWG88PeIk0+4tpI71pwHBHO3uc91xnnpXsK38Rk8tmANeN2XirUYQmZfMKjaGYcgfWtI+J5bmMmQFX7EVRnUblY9bYAjIOc1GxbPFcl4S8QTXULR3J3AHAautBBHHSgy1RG+W61GRgE1MxwPwqFj8vSkBJD82B3Brz34rv5Q0n/tt/7LXfwvtfPYV5x8ZZNsGjkfxed/7JSsVF6nlN5dNK+M5xVhfD1xJYG78xVPUIepqhHxICRnmulmv/tFoiwjBOF2irRZL4P8PtrN2Y5mdY14JHUGvatF8KWulW0axgO3TfjlvrXO+AtHNpZIzL87ck16OBtUewppGc5u9jOewi3Z2AfSlRTCuByBVxxgVXkX5c1LRKZD5pPaomPrUu2o3FSXcaGwQO1SgHr2qBhzVqE7o/ekFzzHUtTwn3stXOzXMtw3B4p0EVzqd1HBDG0ssjBURRksT0Arv9Q+C+tSaTbmz1K2W5Zf38EgKgH0DjOfyqI02zolVUdzzeyl02fVI7K9v/syyZX7SU3pE+Pl3c/dz1I6CsVLPULfxUltOfIvILgBpEOcMp4YdsdxitrxH4G17wrO8Wo2LNA/C3MILxN/wLHH0OK6Pw78OdS1Twqmt2oIvVlKxxSnHnRADkE9CD07EVooW0Q+eGkmz0GLw9o/iWSDWbiHbeKQLgRHCSsO5Hvwf0rppBxisvwjpF5pOh7L8bbmWQuyZztGAAP0rVkHJxVcvWxy1JJysnoiAjH4moXxip27+1Qkc0rCTIZB29qZgAYqWQcnFcMby/vfGd5ph1m5tIQZPKWNQ2SqbgvsODyanluFyp8R7Sa/udFtbeNpZZHkREAyWJ24rvvDvh+z8M+GF064SGWSUbrskblkb056gdBXGeCtTkuri41HUrh557aMLbmQgiPfncR74UCjxJ45jgjaOOTc/TArWEVFXYNuWiI/FPh7wXJbsn2CKzkBLCW1Oxs/ToR7Yqv4Dg8PeH7m4uINQkuLiVQgaVQuxc5IAHUnA59q86vtWuL+dnlckZ6ZqGOdl6Ej6UnLU0UXa1z6Dl1O2kj/AHLKAeeKzl1lIZ9sjcGvH7fXLyDAWZse5rROtyyptmyDScieQ9iSZLhQyNkGlY8fjXDeFNWmaPa7Fl7V2iyB1BB7ZoJaswJ6n2qI9akJ+Un8KwfFV5cWOhvPazNFKJEUMp5wTUsDaY46GvDLm+a3EsML8E4Zh/F/9au81W8ng0WLULHXdRlDXBt8zxqizkJlnj77VOFO71HuB5VcSkuaLWLgTwpJd3Cxx8kmr1/pkVlGpMr7+4q34etBFCbp+SelOvh/aN/FbJySecVdtB31GaXpd7eGIRwuRIcBscV39h4KJsVinBEg5yK6jwzpKW9jDFsxha6xbeLyJQQu8AFfWrUNDN1Lnnen6DJpLkLkoTmuptWzHg1bniBOCOlQ+WFPH1rML3Gu3WonbgfSnNjNRyDBOKljQgbCmvM/jA/mR6Kvp53/ALJW3Dfy3PjW40y61a7tLZ5dkbxSxosfAJLFxjGM8dScCuC8bTX0mpfZLya5f7NLLGq3ON6cgc44zwM44os9xx3OTVK6bwrphvdSTIJRDmsSGFpXVFGSeAK9c8F6B9ngSQr8xxmrirsqTsju9Es1igQAdBWs65FLZwCOEDpmpJADkjpWrRz31Kr+lVpetTuffmqzHJrORSGdBn8aiYZIFPc9aizyahlDG5PNPjcKy89a5/xXe3FlobTWszQyiRBvTrgk5rB1lfEeiaPpl7daleLNdl/MiK4EOApUE4+8Q2cf/XqbNgdb8HdJtHN7qTx7rmEiKNj0UEZJHv716160UVtHYJ7laYg7kIBU9QRnNVZOFGAAB2FFFanOZd85VTiqETsxGaKKyZpEc/QmoT98UUVLKIX715VrN/NpnjK+vLfb5sc7bdwyOV2nj6E0UVK3GilGz23hDUrmF2SRbm3iBB/hYSZ/9BFcZPI7tuZiSe5ooqmaQ2LulWcNzu80E8etMu7aO3fCZxnuaKKXQpbkUShpFU9CRXYTabbNFGxU5xjrRRQgZo6HEsDbEzjPeu1tmO3rRRQQ9y0fufia5rxl/wAi8/8A11j/AJmiipBbHH6v4hbWYYY5NNsLcwoscb26upVADhQCxAHOeB15rz9/vn60UVTHA3tJuJPs5TPygcVv+DLaK51p5JRuYNgUUVa6CfU9w06NVRcCrkgwTRRWrOZFKT7/ANahcYP4UUVizVEJA3CoX5Jz70UVLGeaavqx0zxHqsZsbK8iluAxS7h3gFRwQQQR15GcHuDXI+IbufUL0Xl0/mTzu0kjYxknFFFD2KjuXvCVnDPdh5FyQeK920C1iESjbwBRRWtImqdFsXHTtVWQcGiitGYopS8E1UIoorKRoiFugqMjANFFZyLRzPjX/kXZP+u0dcLda3qN9YQWFzdSywQO0i75GYktjOcnnGOPTJ9aKKUdgP/Z", "info": {"video_id": "177069", "label": "moving binder clip away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "177069", "label": "moving binder clip away from the camera", "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": "449449fc246598be4bc00986850056e390285b5507dc7e274ed0d057c68ea0e1"} +{"episode": 62712, "episode_seed": 2096311612, "split": "train", "timestamp": "2025-10-13T03:31:41.095998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2096311612, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a stack of rags 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": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106834", "label": "poking a stack of rags so the stack collapses", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "106834", "label": "poking a stack of rags so the stack collapses", "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": "1fe31973cc82306d9d8a5889a83065fb1b9f1b742d65393db434f6e08c54db51"} +{"episode": 62713, "episode_seed": 2503463496, "split": "train", "timestamp": "2025-10-13T03:31:42.688996", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2503463496, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving slab down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "183735", "label": "moving slab down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "183735", "label": "moving slab down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d36e31870029bb811d65dabd42eb230999b1b91c0b601cf7ccf39c371136da1a"} +{"episode": 62714, "episode_seed": 2649173989, "split": "train", "timestamp": "2025-10-13T03:31:44.004697", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2649173989, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 lipstick from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "136941", "label": "pushing lipstick from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "136941", "label": "pushing lipstick from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e8c0052908420783ce2f9827b9dc31a6921dc5a1d78d284b02d6acd2744c8f25"} +{"episode": 62715, "episode_seed": 3898719294, "split": "train", "timestamp": "2025-10-13T03:31:45.706760", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3898719294, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'container falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "107099", "label": "container falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "107099", "label": "container falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "71739bf359061ce5ed79d772fc9d65e3c1c3aa163eb259b40ebff2fac52121c2"} +{"episode": 62716, "episode_seed": 1916516714, "split": "train", "timestamp": "2025-10-13T03:31:47.469798", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1916516714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting box with soap on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "130500", "label": "lifting box with soap on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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bpIwQQMfN3P40UfhsbYhaqRr2Uvm2uWxvxhvrXn9koNt5rDLDLIO59a7SCRrWQhuOzCuC06723DBugO5B6DpWsXqc9infwm3vi+crOMgjt7Vp3F4ZfCtwDy8IGcemeaq6gnm28sf8ULbl/wB0/wCf0rLF84s5FDhWPynIzz2/T+VUTPSPc2NI8XQGJYpjtI4yK2v7bs5RnzhivA5Z9Wsp3ClXTPyhwef61LDruoZ2i2fd28tsg9On51HNJaHLFU6nwux73rl1bXPgbUFSRWDgLj8RXmll4T0e7WDUrq082d2ctuY7W+c4JFZ2m6nqDRS20sxjR3VWjY5zggnH8q6vQ7qO50m3UYDRZDc9yTURlGpPTdI6oQlShvueaeJfD8ui64wXH2SZjJb7T2J5XHbGcflXdeCrnzbCCIHJ5QD3HNZPxMxCdOZSN2HAPqDjP5H+dO8BSmNLcggqsobB/wA981m9J2OyDc6Z7XpM2+MQMcsoyT6iqXispGLZDwHD7f0qeGF7GfAOSpyD6iqHi9hNNpew/eL49vu10w+I4pI4nUoWmniuT1PyyexH+TW/oMqXdtLZsfkUfKPUetR3loJ7ZrdOA65z/tjt/KsvSbpra7jfkbSFIrbYndHP+Ibs2GsPmcDc3c45HBqa08W3UEYBYuvrmsfxbZyapM0kQfO9i3Tjn/GuPexvbI5WaeH2PAJ/GueUdboyVS2lSNj1mPxsxGTwR2NbreLbbVPCV7a5XzdoO3PXkCvFrS01m4lEOfmBG/eo+UEZFdHpsSpEEk3l2fjA4Kg8fqM/jWVSt7Je/wBTelSpzacT0Tw3DB/ZUUrRJvDSBm2jcAXboetc18QvC1nc2E+onclzboDvTpIuQMH8+tb/AIflaK0hX2JIPuSas6zFDf6XdWkjhIGhfbIei8HOfYVqknTVhqTUrniVswgmSRTjDAKB9a+hfCdyJ7PynOV2LKPcnjP5ivm6GQC6QE5Ga978DPxECxIEOAPyP9K5qejOqsrxLGpHy5C4+orldWvSIi6/eQ8fTv8ApXX6nFvtmbptrgrlZJro4HDcAVrUujKJzl3bkalE6/dd1bPvkZrrB8QF0a8ls5JMbCeCprJu7SWKERRLmaBhIpIzwOR/h+Fc3qOsLc3rPLY4cnls1MbIyq05zfu2+Z3tx8UImU7Dlv8AZ561yWv+JbnxDbXUs2FSG3dVXHuP8KwJr14WQwW6h8nBfkc46/lVGfV7pkubYrCquhjfYmOM9RUVZTaSizShStdyVmJJlSm37gGQa7XwQm+Eyj7sedw+tcG0zeQsYOR0zXYeCbvyZUgI4ldU59zSk9bnXRjZWPZ/BWmJaQXoX7rT5HsSMn9TXcQBigI++nT39q5rw7tSORMcF+fyFdTF8q5PaumK0OOq/fZxfxAwsNowPEgc/jxXmLzMr4zgZr03x8nmmyZT8p3kD0+7XmWox/ZyWI47e9Y1L3Lh8JmakSbaSBfvr8yfT/ORVDRLryXniYDZMm3J9auMryusp65w59qzryHyLkxoMIvzA/0pR0dwklJWexXutFtwzGIcg5HGPx4pIbSzjLpPqRSQDbEJGIDHA5/A5pJ5mmbzVJGfTsazLze0Tkje20gccirk7xaM40IxkuV2Rratcwto3lxzROROMhDkgBTyazbC9NrbTP8AxFSE9jWHFKQCD1z3q28MjW6ybcIR2rKCdNWbudLjzO50ngoGfUfKGPm4FfQ/htz/AGRFE56ZwfQ5r5y8JTGzvFmPAHOa+ivDRD6ftH8Ln9eaum9bDrr3EzauV8yIy4/eKMMB3rySe68q8EiDAzn8D1r2B3CRGbHAXDCvFJvmj3enBrSehzw1NWS8xKkmcjGxvcHp+v8AOuZvLgwXrxKcorfn6VZkuv3ZiJ+Zhj6VWMQnjS5k6R/I/v8A5NPmuDLtxok0sKzRzI/mKDgnBI/UVzepRX+kASww7TECQdoK89c11WmXhkieNz80Q+Uf7Peor+JbpGhfJSRSvFa9NDOSU/iOCTxZOl2DNawmVW+fyyRuPetfQfEsFkzFpcI/3g1YXiDwpe6a5vYD9otepZRhk+o/rWLZkS3Coxwp6muONJUZOUVqzr92asjV8S642t6o0qljCg2RBuyj/HrXbfD0IbZw4yRggV59e2H2d85yp7123gp5LfUYLcDO/P5YpOWtzWMbaHv4QTwBP4woKH1Fc34hR2ihVQQ6ltpP8J4rodOLSWELceYEBHvWfryq20L/AMtFbI9CMV1w3R58uqMTIksBInVcSf4/1rC1GL7Nfeav+ql+bj36/rzWvZybRLH6Hcv9az9TA/s90xuaE7o/90/5/StyEynJohu4HmjnXJJ3xsvFYlzoF4kZ8uJmTphHyD/wE10Xh2Vn863dieN4J71qSLuIcfcHQVNiud7HkOp3Go6XKzWpe2nY4O8dfzqjD4uuhODNFC7qey7c4r0rxdpX9q6W2Dh0IdW9K8X1XTbvS7sGZCFYkq6nKt9DXJiKMartNXNsPywi2t2evaX4u0m60xFjuhb3aIAY5htz64PQ1k+LvGEQ0g6Vayq8k5BldDkKv90H1NeaJcZ5zWkdNkktFnQZBpObtY0VKPNdFW2YvcqfevobwIF+wWLgfMQV/Svn60t3F0AByK9s8B3/APoohzho9pB9Kzi7SKmm4M3zOLm18sHOPlb3IrHexWBmlZev3RUvh9jLctEx4IyfqK1b2JZJN/8AAn3ff3rsaurnLsc/cW3lqs5A3HiQ+3/1q4nXNLSC6c7eG+YV6JLhg0bDgjFcnrURmtGQ8ywnr6j/APVWEi4s5RoIZ7YlsZHBrkby1ltrlicsrd66B7rZcYz8mcNUt1aLLas7D5j0FRc0TaOfg2vCEIGR3rp/Czql/bbl+eGZWHuK5Vka3lw3atzRb4LdRuQPlNZT0OuDTPojw9cq8oGeHAI+tdW77Ydo+p+lee+F5ZL+CGS3jZ2ZSdqjkYrPGuatqHjK+07+27uzjDSCNI1B+ZUyF6cDg8muqm7xscFde8dD4zfbNpZJ+RvMX89tcHq8Xn/Mo4Xp71Tutd1LUYo0vb2WcIPk3n7ueuPrgVt2ai4sxcv0C5P1HWm1fQUdEYCWwhiMZGXkGPpWVqFvmz45kiOD7j1/rXQzRMjs7dT0HoO1Zt5tWQPj5HG1v6f4Vk1YtM5SDiYoeA386bexFI92OfSlvk+z3DKDgDlT7UiTfbRu79MUIDBubcyZkReQOferGnziSL7O/Q9K1ms/KIjx/rP0rCvIG0+/dMEAEFfpSkro1py6HSaHbfvmtpRj51ZD6jPIr6D8NSAxSIOFyrD2r5+0G/8AMniLYJUivULzWLix8Oy3NhcSQSSGMI6HBxnkUqXxF11emelSTDzCoPyAEV4tDOrWe9vTn61rajqt/DpMV/Z+IdSlVp/IJmRUWYhcs8ffaD8pz6j6DjbK8MrvDnj7y+571tNHJTJAXe5x3zkn0FaiFS/k4/cuPm9z6f59KqSxmFVYDMj8fSp4xm32KfmXkH3qUUysbhrO8E2MlDhh6jv+lbgCSopU7lYBkYdxWLfxiSFZ1HDjDexp+h3xVGs3OZEJaDPf+8v9fzropszlsXL0CWCSEDtlhXmmu6adMvVniXbDKcjH8J7ivVGtncrcRjIXlwO696xvFOkfbtOuDCuQq748d2HP8siipG6ClPlkcfZOupW5ibG8Diux8GRsl7b+YP3kKsmfUdq80srpradSpxXonhbUlW5WdsYxhhXntWZ6SaaPcNKmCaXE/B25X9apay4EsDA/f3Nj8s1wem6rcz+KZ9JuNYvLS1M5EZiljRY8gEklxjGM+5NLbalqH9tz21/c3Mn2eRo1W5xuQZxzjjPAzjiu6nujzKnxM17hhbXJOcKvP4GqXmme4jccgnYR7H/P61Jqz+aibf4R83vUdgm2M7vvSDaBW5mNkhbT5AIsjyzy3qp6VsErLEGj+4w3L9Kp3QMlmCeXU7ZPr/8Ar/nUei3Z3SWT/fXLx+47j+v50B0Hs3yNG44bt6GuB1q1SSeS0KhoScgEZwfSu+1NxDF5gGd3SuSurfdcGT+EkMG9+1RNFQdmeXanpkmnSgkfu2JA9iO1bugagjxm3k6HoDXVXWiRa3ZXBK7XZcD/AGSOh/P9K8zjMtndFDkOjEEehBrlqQsdlKae51j2gsdVjnK5hLYbjsa9J8JWiW0l73BZQpz2xXnMmordaEWVtk6soyO47109xZ+IfDXh/Trqe+u45rzf5kJTAhAClAxx94q2cdvrmsoRvqVUklodZbsbfynjOGcAk/jiujuVGwDsOBRRXb0ORmDc8Akda5rWmMbq69WUg/lmiisJlR3PPLyNRfyIB8uc4rQs3M0ab+doOPwOKKKwNDG1mNVk3AcmqWnuwnXB70UUn8LN6Z9E6W76boy6baMYY7iAGSVeJTlezdutcNd3cul+Mru4tyDJFKVUyfNnKbefXgmiing23DUyxJTjUFSK6rSj+4WD/lmDnH4UUV19TBfCVtTGDn2NYE43wurdDRRWE9y0c1rPzWcMh+8Tyao6OSb0r2K5x70UUkM31RXSRmGSp49qyPFkEYt7KcD523IT6gYI/maKKvoEPiMrRpGW4TB717dd2kK/CQ6gU3z+eijd0UA9qKKzh8ZtV+A5vU9cbVrWFJNPsoDEiojQK6lUH8IBYgDnPTrXN6ZxqcXpuoorefQ5qfU6NhvMjN1HAqOI4kHvRRWfUvoSbAy3MR+594D0JGa5t5XjuVmQ4dCCpHYiiitVsZHplmoW1YgD51DEfUVAIUFvJFjKxk7c0UV0S2MVueH65bx2mt3UEQIRJmCj0Ga2/DMr/aUGeKKK86oenSO6u75dLv7wfYrO7WeRXdbqLfhguQRggjr06Hvms9tQubnUbi7mk3TzEu7Y6k0UV10+hwz+JnUWLGaGMyc7tpPvkVLbEm+Yf3eBRRW5mXgoN3JGR8rxgsPfOP5Vzl3I9vLHcRMVljbKsPb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", "info": {"video_id": "130500", "label": "lifting box with soap on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a526022fc09f34517e2920062f111bfd8bf82ec9abeec50bfbb14d9c1cf1cded"} +{"episode": 62717, "episode_seed": 124230997, "split": "train", "timestamp": "2025-10-13T03:31:48.548274", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 124230997, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "76882", "label": "putting toothbrush on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "76882", "label": "putting toothbrush on a surface", "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": "9bbcd93f740e740ab3ac4849913d89537cb930aac25559e4f64715c5cdb82428"} +{"episode": 62718, "episode_seed": 2585078786, "split": "train", "timestamp": "2025-10-13T03:31:49.870688", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2585078786, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 bottle next to potato'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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1lordt5+zsm9jyTjk5/Os68E0k6RbwuflDEAkYOc89wRT7G9jOtR3QGyPKptA+7xjFX9b0+a1u4ZvlLE+aqkYByeRXI1Pmcl3/wAj1E6SioPt/mR332aaKJ7yRxOk3k7043Hg5PtV2ze9trmS0e5iZRkIWQksP88UywWzeW4Duk0YkDLkcB8f/q/OnC6mEEBu4f3wnITjBI/D/PSuvoecrqXIy1c3d3bwM32SKUryCr4J496zYvtF7dpFc2sY86MM0bygcdQQR3HNaN+4aCJ2i/dFxvQHnFUba+S+1CaRNNZZrbKRlnwCp6ZrKnVhNtRewSThFabkMkruHuJ1e0tdojjZZQRwwHP8qWRPs/l/Zpmwp3m3V9xcdCefrUMl7Ktla289ihEzldrNwpOWIb8aowandNqSyX1iodI3VWTkxgLgqQD0znr7VoxKyVrF02UcCo9julg80yMp4Kkjpz9f1pt7cznyreLCMzBSxXoKZdO2oGSOLaLe7RJYpecbh/XA6e1LHIAlxJDPHPOZNgVmB2j+nrQkK9tyDT7q5aC9ktkgV0cRh3Zmy2ccDFb/AIbitU/t1b5o3Mlv5WHHUE8gY+lZcl3pxhjeErsE5WUIABu2k7h6kHpWn4OkSbXr22RSyzRsqkEAkY9T0461nVk4tW6nRh6aqKUpdF/kYcEEMGpRrYwGQwvuCs20YIw31/xxV9reZbqCWwmiMcgLxwMOSe+P8aieOaz15InjYZ+QFSGAbr19KuwWscdut7J809oHVAHyDyevrToyclqGJgqbTh1Rbs783MG82MqsDgkEduOmc0l3qtnaxgyCdWJ2hWjbr2psE9qLiGZQ0Qni3Mg5wfUfX6U+8mijuozO7xwIpkyBncRyBTlOMWlJ7maipO9tLGdBJHIyzebPFHbOZMrGxUg9jQLme+jZ4pVjjZjyYzvC8Y4NMN5ZtYX13DPcSR3eAUKcRnoc+2TTdT1Oz+1JPLHcGW2AkaNRjCk7cn1HeqZmrO7ZLK1189nvjtmlQiKZRtLN15B6Ej696rqkqXLLOB5iogZuzNzkj+VRaZfWl49z54cNJIu6CXBCMR0XPUHA/GpYr8G1ZSGLQ5jbd6jofrjFK1xpa6C3SiQx27YAkJ3H2ApLKysr7VbRJrgx2jyqpZhgIRwPwziqkN1JJqVojJmST94ozwBV2DfJrFhJPsWL7UAAvTaG6/pSdktS1dtRiUXRo9f1GyjlWOVZjh+3Hetfy7X7cyF5GaaLIOflGOhH86k8ZRWI8R3VxGmGmkwxHQgjGf5VWaLfpipK4gmgiX5x3X/Ioi07pBOElaUtLmrZ7ntoyTjKgHNSmP0NULO4ubWSKOQxyxSKGRzxxWhJNLGjFrcNxwVam1YiSbd11M+aPddpltojjJJPbPGarS2l20dssgjbzN3mSL2PVTTvtEt3cQmS3EazEoFZuozyKfN5ke4BGitbcNHuDZwQKEgle6RT+zXgZ4bdUH7j5JT/AAvnkGljRoHGZEYSYDhegkHX86mk2LFGbebbJL8yLniUjn+VRz28CpJPAfKbzBLKkh6H/OaLD1T16kN2sRnkWJD+7ABJHUkZp+nD9+jH+E0RRMdUuFzujKl8Z5BHH9R+VR2N2hWSXAAU4P41pYzldOxL4guLRUle4MfkNhWDnAOeKybW9tLomeZ1FnGyiMP0LYwPqMHGD3zTdevrSO3N1KuWVQQO/JxxWPC9pqMEEMkrRtOwaI4zk9xioe5Svax2UcN3cyTwrMBFwHBUZwcdD3BFXWuf7OuEQZyU49TVLRnWXUjHHxGkQRseo6c1V8b+bZ2lpdRjnJQkevUf1rDFxcqTSN4P3lpZMfrOpSBo2CbJQRhSeh9yK1LeWGW/ZJ7FkkuItryM3G0dx7dOTjtXmT6vLMpkdiXONo9fevSoZWmihaUBRcW3lFgvPHPXoBj9awy+MopplYhRK+pLLND9jikjLNhklkYfvk5DKcD0PUe1RwQXFvci3CH+z0i+QhtzIw7E98g1aGleRZrbNdHzNzPEy4DIpGCADmq00l8dkUMUD9T5wYqhXsMDJz+lejbscikupWdVk1EXEa+ZbROVGxQcnA3EEHnoM8dcip/JivLKWKBVtmaQvGTjcXHfHepIt2n6MyuFEoVgWbpkn1A9z0FQ3mlz3F5aXFu4jjg2qQOw9qAumri6esCapYmRP3b3KeYGH+0Aa6f4gGKyuIgdiqCyjDc4yCM+nWuMvoJbNGdeS0/m9emSP8Kn8a6tc63fIZECRqFJYfxEgZP5CspaXR0Qkm02La273VhMPMS2jaZGQuu3OBg5/IEGtt5I5L7coDrEgyw5wep5/KsjSLhrlLuAw8QIrqf7w7g10MlvCllILaMKpjJGPpVy+DQmLjF83ULryXsUKkAquT9ayQ8l7pDx2Xy3MbqMrgE4PQn8f0rHk1qFYGDO3mjjG7jH09aNDMN1b6ixciZF3g7tuRjv7V4+Am/bfI3q07xsdPJE0d3IriMCUiQOF+UnA3ZPrnn865dEginllaWSPT7eTkZyVfOCp7kY6dua3riTD2+muvmQSIFWXHV+ufTrVeLy5P8AR7uKNZG+Vt6YEpxzg/h+ley0caaegjolsttKY1WCE7QqrkYYHkeg5BqiNLgstTFxIipG4O7HPPbOBVmOeC9v4YI3RraFSxUEMAygAe/AJ4/wq3M3lWUhKjc+FVi23GTjr2NJFN68pmtp0EmlRtZQgpHMZQJB989z7cdPpU+iWEMmtWUCfOskuUGcZ7jFJNZXg1mG4gIS2VdhHoMdMe/rVa1nuNF1XS5yVLx3IYvI+FxknBJ6cHFKa6jpTtddze8XBIdWZiGiDIrYKbe3OB6cVQ06K5kXT5LddluruXG/7yE8Hnk8GqHivUTqnil5lSSKFZcFXbccjqMg+prT0+WLVbNJJI3RY5vKfrkejAilDdmk7SUY3La+XJfTSHkq3lg+3H+JqXWI0VN6kMq+tM1GNLHTGaFdqowP61zt7rEclrgTlmbPynovtXlZjJ+0S8jajaUVbpobkSgSWENlADZz7hKoHTPU+1V5rdHspnYmGeOIxyTA5dAOmfXIGfxNV9Hjml0m1eC7dQ82xl3fKOTk+v4fSrd3di9nnEcZ8yA8oScSR9CT+ea9aL5opnHJcjs2YlrbC7Di6KqjHCKuQ0hUjDg98j044q9NHv1UPIyJHIu4An72Ce3brU0dvYyxwTRrhbVg0e1zlOe4PIB9Kz7+CTVHeUEYtjsjCkjPRif1xx2oLii7DNbNJtm2pdFHERXrtxVJr2Ey2EsXO1gzL2HQ/wCNXYbeza7DopMvkld390HNUPsCWy7SAGjXbgdx2P5CprRcoWLws+SopM6nxvYvuS9i2lZ40Zcc54z/AErOtFiunj84gJLBh489AD/+ut+9txH8PrGXIKHZIGznGQQa5PT/APSZZdmFUwsrSH1OCP5GphG0211NatRzpJPozVkk8uO6ieIeREF8hh+mKszytLp7sibW28g1VjVPstpaiRZWX7xHPHar6ywPZvG2A2TWONqypxXK7NmdKGl2ZIvI7i/ithYnZCgkjkJ6EdaZPc3dvDdFrZHzKCUXng4G76Yp1vcxyvdWJdVZ0O1j1q5HC6WsDmUS7YhHKw6gjkH3wCRW1Cp7Wkp9zGS5Zs543N8moxCRYZIYpggC/wAA5wR6HkCp3le/WOTaVhmBt5UK8hgeP8+9F1AJtSkkRGMQTcdvSbI4P1BFWfN86wW7UbSMSKjDG1s4wfx/nWgu6I7uU2N2J2DeW6sr4/hB5ye56YwP71Qm+tYonVbSRbcg4KxcMRnPH4fjV1pBK2Cu7PUmmPHGE4UnHrWlyU4PWVzjtRTz5pknDJHOn7tcjjaeAPfAzVaz0xJ9Qs7hJlVLVgChPYHjmuh1XTUvUAZcEfdbpisyHQ1SRQUQDG3gnkEHg+o5NY9TeMYyV72Om8OgiS4mUja0j7Tgj+LvnvWvq2lprGmSWM5+VxnP90jkEVBpoW3gRCMhRxitMyl1GOARWlrmVSd5XT2PIX0K60/UmtpEd2ZgFc85Feoi1R9CjjP34wCB3BHf8OtXFiglZfNUZH3WPappIV52kBe9ZwpqDH7Z3TOeuLSS9v8ATNQhkVQibLgb84wcEcdTyRUEUc2j27RMwMLzERN12hge2OvGasajbXcbSfY5dsT8YK52jnJA9SSOvpXL6fHdan4pl0mfWby3t0EvkKq7iWCEhSfpnk/zxW2gnD7S2N+1e5n0ueK9UmSKUxE4xu9/1ovUvG07TY7MyFicvtPtjJNZfg6+u9QhvEvLh5FjVNhY5xnP61rRm8t/9GTyxH0V8fdXnAA9uPzpBGLlHlW5V177RAZXf/VhcJ6YwP65o1KIz2UUgTC/e45/hqfU47m7sxHPsKqMZUfex/kVc0xHm0KSLZu2soPHoKlxuPWG+5S0q5c6YmFVWmIjY4HTHX34zxXYxiNbSFW6eXjHpxXLWyrNeQ2kcarHGwlJI46Ece/+NdSE+Q8Y7CnbSw5O0dtWeM+IbeXTNbuIWSQqHzEf4XB6HNdD4Egaa9ufN+beozXV61ottrUAifCyr92QDvUHh/QZNFR2LZcnk4rljQ5al0XKteOpZjlntrO8XZ5k1vGSm7nd7/XrxWSNSF7HZ+dADb3W6KT2ccce3IrYvXNvcG+VNybSkoVSSQew/HFcv4i1pLfS3jsFKxxOgEkS/KrZPA/xrrMZxu7xWjNlbmxhvIbVQoZ0+UgYB7bePoalvoQ2l7TnnpjqPpXIaikVvo9nqllrOoS4vDDG1zEsazME3M0QHIVTgEN6j3A7dk8y3KyfdxikTF8skZ1418Z9MjtS5jK5l29OcZyfzrN1uSWO6Anh81DMAEJK7hnAwR04rQjN/EPswaNVA4k2847AL0wOB+FV9Zhnu442nWPcpBGBkdPeiS0NIwkmm9jO1ZWhumYoFeJNzqHyoYtkAHPPGMnPJzXQWUoe0toEiVFlbzXGO4I/UnHNRNHHPYRObJvLJ2s7Y2n2HvVjS1F1qAAQKlspQZ6scg8e3+BqYR5XcqMrtN7I29Utku7C5tgwDSJgH37V4i80sN20Tq4mViuxh931+te5unyZPB75rlte8LQ6tN9otSI5xxnHDCsa9FT1ClVcLop+ErV5fD8g3fvI5C6kjPIPX69a17zUVs9LS9Nrl2kEb+qjnIz3qzounNo9gsPUY5z61WuTDbLNBdIDaTsHBYHGQMnJ6AYA/wAmtqaaikyZWmnbdFJ2tL6/nt5otoQLIrc4kT/a9uelWLP7H58kNsBthfbIqjAB/wAj9K5m0v7bWfGMun3eoXNrbyuYYZo3jjWNRjOS4xtGDx1JwK0fDEdwmsa3b3LXBkgkERW42hwAWALBeM4A6cVTMkupeubeW/sZfsuEleQnIPYHp+lQT2lwkYlkcsy24Qj1brVqAPHY6j5JPmY+Qe5FRSQ3q6PAZCd4yXBPI9P60M0lpMfea5JdeANM0/aDNGz5ZT0UHOCPWqPhud1ntbPyy0cgYM3cH1qvasbnw9IfKTPmMi7OpJYfMfwzVjRJJLaW7G3AiBZT+FZR+I1lLSx1lnFH5ORGA6sUcgdSDiuS1DV00/ULi3nHKsdvPSux0sgWG5jlnbd9a4P4haVMbwalbRF4iv7wD+Fh3/GsMbR9pD0LhLlqNSYuhahBc+IEWYArKhGDXSgXEVlEtku5g5MiH+I5rz7wjEz65bSOfm5yPQV6c6fZNUjOcRTEfn6/pVYOPLT5RVvfbSKDwyWkrBQXg3FgB1XOOPoOapmV7q6hZUbyUkzuIxkc/wBazNfl1a10a8YTvHLDdp5Ui9WBJyPpVPxBF4j8P6Fpd/Pe3SzXbOZoSmBAAEKgnH3iGzjt+BrqOXmlaxk22pX5Vh9tmGCFyCPSEen+03505te1KFUk+0l92CVYAjpM3/sqj6CiiqJBvE1/JHESIcllB+T18r3/ANs/pUOm+Jb+VIzIIWJCclPVYye/+2f0oorNjZt6f4kvZQAyw9M8Kf7pPr7V1FrfyvuyF4J7HsW/+JFFFaITL/mN7daf0BNFFMTImY5xXnWo6hPpXi26vbbb50Urbd4yOV2nj6MaKKlgXfBZKLeAf7A/nXXQkseeeaKKRQt9zFzS6axjt5FU4B5I/GiimtyoEdio+1scc8GtnezZyx6YoooRLbuN9farMUrPGQccUUUmCK1yd3ykDbjpXIeL7aOPRmKgj96nGfeiihbGlNtNo5rW9fOt28EMumafb+Sixxvbo6lEGcKAWIA5zwOvNehO7fKM8YoooRk9ghJxnvmodT6rRRTYImjZm08RFj5YfIXtnFO0kBSxHB60UUM0k+hpFmbOSaaGI5B5BoooMy0HLxgkDNZ94izbkkUFemKKKlblXtsea32p/wBk69qUP2CxvIZJgxjvId4DKOCCCCOpyM4PcGtvwle3F/f6re3Mm+4uGSSR8YyTu9O3tRRT6jqPU1LuVrXUWEWAGj3EH1zUQvJ3gkRnyGwxz70UVa2La1+4ZoAC/aIQBsJJ5+lTSuYoWKAAuGUnHbFFFZrcJfGdTaIqwxqBgBaZcRpJEyOoZWOCD3oopsmfxsxrHRbGz1CV4ItpPvWheoJYMMT8vIOelFFTDYcX+8Rw/jDULh9Ghyw+aRXOB3zXN3Gv6nqOnQ2N3dzTQW8rSKJJGbJcDOcnnG3j0yfWiirZC6n/2Q==", "info": {"video_id": "219192", "label": "dropping bottle next to potato", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "219192", "label": "dropping bottle next to potato", "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": "7ba40f134a488cfc9b531394dfd2a40aae3d5d1b1868b48c2b0353b176b2e768"} +{"episode": 62719, "episode_seed": 1010344502, "split": "train", "timestamp": "2025-10-13T03:31:53.440957", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1010344502, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'sprinkling water onto motor wheel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "34371", "label": "sprinkling water onto motor wheel", "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": "34371", "label": "sprinkling water onto motor wheel", "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": "3ac793d5d555390474aff50dbdca63988daadf5fdd320f7591e7417f3e94c944"} +{"episode": 62720, "episode_seed": 3800655354, "split": "train", "timestamp": "2025-10-13T03:31:55.580499", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3800655354, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of orange to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "44037", "label": "showing a photo of orange to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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+FeesVK+ux2vAwto9T0C4iWa3kjYZUqa5vxLdzx6Uk0UzpIqR7WU4ILHk/pWzpd8L625++vyuK5/xIhbQgfWKE/8AjxFdqkpR5kclKDjXjGXdEEN1rei31k2oXDzWdw6o25t2Af5GrGkahqk1zbXGp21i1hd3D2yBIsOjAsFY57HaRiqeq61BrK6fYWiSNKJ4ySR36YqfS5766FppjWEotoL6S4N2T8hjSR8Af7W44rWlZmmM+GMmrPX7jS1HwjYahctPulhdzlvLxg++PWr+maVa6RAYbZTycs7HLMfetCmnrU2RzSxFWUFBvQ5rxdJi3to/VycfhWFbMvlnNa3jAnzrX+7tb+dc/HMVHWvOxOs2e1go/uEWpnCZzVZLjYcjP51FPKWquH59qxjE7ow01Nuyuz9shdSflcH9a6O+05tU0/7IrhGa3iYE9OGrjrBv9Kj+or0GzzvhyOton8zXZhlujycx/dyjKO6LcaiOGOMH7ihfyFPFNrK8R6i2maJPNEwFw2I4R/tNxn8Bk/hXWeQ3d3Y631a31C+vLSEFhalVd+xY54H0xVW/8OaZfzmeWAiU/eZG27vrWF4CwDqABJA8vk9/vc12R5oi7ocKkoO8XYrW1pBZW6wW8Sxxr2Fc14tkzdWsYP3UJ/M11hrjvFnGpQn1i/qazr/AzqwTcsQm9yjbsDFgnvUdzIF4AqqkhTp0qOSUsa8xR1PoIxu7ky3DKeDitLT5iZxj0YH8RWGG5ya0dNf9+MH/ADitErNE1o+4zstQ0pNTfBlKeTcJICBnICjitXOKhh/11wP9pf8A0EVKeleofLym2uV7IVmVEMjsFVeST2FcTqujPq+g20tvzPDvZQf4lLHI+taHjPUDBpkNjG+JbqT5uf8AlmvJ/M4FaGmf8gy3z1KZ/Wha6Dp1JU3zR3OAa+17VIF0oo5H3CGTBIH94+ld3pNgNM0uC1BBZBlyO7HqaukDPHFBOBQlY3r4lVI8kY2W5wWqzfaNbuGzwG2j6DimlcAd+KqSPm7kYnq5/nUxm+UnNeVU1k2e1CPLTil2FMo3YPWp45QyFSeDWZJKS2QaWOUgjmpUTV07o7Cwm83SpV7pbsn/AI9kfzpNFUr4i1zKnmUc/iaraI26zu1/6Yt/SuoCKrllABbqfWvSo6wR4leSpznHv/wGOxntTnH+hXRz0ib+RpuapR6kly+s2kYz9lgXe3+0wY4/AAfnWxw7mPdXC6F41S5kbbbXMI3NjpkAfoQPzpfFut211p62FrOkzzMC2w5wO3610WqaNbaxarDcggryjr1X/wCtWVpvg+0064WZ5WuXQ5TcoAX/ABqGnc9KlUoNRqTfvR/E27SFdP02GLPyQQqDj2HNcQ85u7uWdursSM+naux1mUxaTdMCR+7IriLQqScVyYp6JGuAXNz1GT45IY/KRg06ERoiImQFAAyc0yU88VV84CTGelcJ6HLfVHS6TObbVolz+7lG00eIc/8ACOuc4Iij/wDQzWTa3X76Fucq4I/A10t1YDVtK+yFzGZLcENjOMPmu7DN8rR59dKFaE2WNN0uwtRFcw2sazGNfnxzkgc1dtraO0txDFu2Bmfk55Ykn9TREvlxIn91Qv5DFOZwqFiQAOST2rsWh5lWbnJtu5JmmnrTc0tMzOY8Yxn7PaygcBmU/iP/AK1cjn5etegeIbY3WjTqoyyAOv4f/WzXntcOIjaVz38tnzUrdgZqYDSPSDrWKPTNDTRuvYV9WAr0Oy6wf9ei/wA64rwxbGfV4yR8sY3n8K7OyH7yH/r1X+ddVCO7PDzWfvqJfArivHV1av8AZrYSbrmMsQoPChhjJ98V0us6qul2e8LvnkO2GP8AvN/hXJaX4ZuLi5lvdU3SPOxypHTPf61rUkkrHjtk3ghNn2454OzH6119ZmmaPHpPm+UX2yY+Vuoxn/GtCqp/Chga5LxhGwntZcHBVl/XNdbWP4ktDc6O7KMtCfMGPTvSqxvBo6cHPkrRbODLcUwml5FRsa4LH1CH5rR0obrrHsT+QNZi10Xh21EiXlww4jhYD6kVUFeSRjiJKNKTZ2sX+vuP95f/AEEVIarWzbri5x/0zP8A45WV4h1KaCP7BZDN5Mpxj+BfWvReiufKN6nN+K7+1vdVVIcM8I8t3/HOB+NddYHOn25BzmMH9KxdI8Ki0tZFuk855Fyd3QVsaYf+JXaf9cU/kKzpyu2C2LdIeQRQabWtgPMpspPIp6hiD+dMMhxirutwG21e4TsW3D3B5rOJ4rzJRtI+qoyUoRaEZuaVW6VETzTkPzChGx1vh4Ztrr08h/6V1o5UH2rmdCjMWluSP9ZDK3PpwK6VfuL9BXdRVoI+ZxrvWlYZMxSJ2ALFQSFHc+lcp4QmkltvEMs3+tkUO/8AvHcSPw6VP4u157COOxtMm7m4baMlV/xNO8N6dc2OnaubgKPMiUqV9cHP86pyXMkci3O26ACmmnHrSVRRla//AMga5/3f6iuGicR967/V4zNplzGOpjJH4c15yOBXFiY6pntZZZ05LzLE04K8HBqqH+bINIzVGp5rlUT1UrGlZy/v48+td/p/+rtc/wDPt/7NXnNid13EAOSwH616LZDb9nHpCw/8fFdeGVrnk5ptFF09TXNeMdQNtor26uUe5by8r1Cjlj+XH410p6VwXi+9tr29FvEC0luCjydhkjK/p1rpk7K54rZ3nFFY6a/BHsa82W8csKzRuW4wzYAPoen508+JdJ2s4vUKIoZiqkjBIA7erL+Yq0r7Fyi4uzNKUjY2RkY5Feb6nbra3johyhOV9vauym8R6UyR7blisgOGEZwPvfe/u/cbr/dNcvfWp1YG8sSzKHZG3Lghh1BH5fnWdak5I68FiPYy12MY80KPmFONrfRvhrV2/wB3oat22jajdsAYvLUnt1rlVKTZ7MsbSSvc6jwlCkSPIOXkIH0FbtkMSQ+n2Vf51BommfYYFRuoHNE0jw6aZY22yLpzOpHYg12whyxseBXqOtUcixdaRBd3kd1KX3xjCgNwKthQvHpXNz+I7nTowk1uZWMMk6mRwp2gFgCAOOFPX/Gucttd1bUfGV3pt1qFzp0eZPKSIiT51j3hOnAwCcn+dUoacyMJQ5JOLPQ5sfLioa4fwf4hv77SNRvNRupLgwxh0Dn/AHuP0FbMuvHTZAl8ryboo5B5MeTlsjbjPqKdnexSg3HmN41FOQIHyMgjBFY7+KbMMwFtdlgY1CbAGO9to4J9eP1qo/i+ykijYW85jkh83JIBXjOD+gz70+RslbnM38ccN5IiHCg8D0qk3Wugu9Hm1S3F9bq8ZcnhxjGCR+I461ljQ9VBI8kN7iuKdF3PfoY2DilN6leLA5NdvoSKmhzKo5aNi3ucVz1j4Tv7icGbKqOSMYFdrBYJY6bKgUDETfyrSlS5dWceNxiqx5I7E1qhNzOQP4Yv/QTQ2m2xvGu/L/fMeWJ9BVbUfktLgpu3bbc4VsE84I/LIrlfEfiHVtL0+WxhkjW5g8oearHdksAVb/vofl710cvM7HnOHucx3hOI2Hsf5Vl2C7NOtlIxiJR+gridX1i9g0CPULDxBfy7rk2h8+JUWchRveIddqscHd6j3A7a1YJYwF2AAiXJJwOgo5bELYnpDRuBGQaTINAjlvFtkW8q8QdBsf6djXJseK7/AF5WNkwUZBHT1rzxpFDlW+U56GuOtB810e7l9dOChJ7B1NWLaFppkjQfMzACq++McmRfzrT0PfNfqY0JVT941nGDkzuq1o043bO5W2WC3ESfdSzkXP5VdnaVLVmhj3yBPlXOMnFRlNqID/Fbyj9BUb6nFFcR20isvyJ+8P3clSR/6Ca70uVWPl5c05NmRpGhYZ7vUoy925zuY+vpW8YY4dOuwgPzIBya5GDVhd+NJtNutantbWSXbE8NxEixjg5JfjGM4xyTitDQru8kfxBaXc9xIbWVYlW4270+Yj5gOM4A6cUvZpakRWp2ROSfrSUpHJxSUFMayhhhhkdK801C2NpfTQHorHH07V6W1cl4rto8rcD5XA2ketYV4cyuehl1ZQqcr6nKN1pFGTTyoJzmnKqqcnpXHY+h6Gv4bsxc6xACMhG3tj0FdzbR4eAHqUkH5PXO+EQiNJIo+Z8A/TNdJE4WWAngYn5/4GK7qELRufO5hW9pVstkZ2v6k9nEtvajdeTHan+yPWszSvC5sg8jusksozIX/OrXjJmtdFa+t22XCyoqyr1wTzXPawfEui6Rp15c6neLLdl/MiK4EONpUE4+8Q2cf/Xq5U+fd6Hm2LN6BNHZ7x92GyX6gzrnP5VmXsm3WdUCogWNvLVQMAKLiEAAdBRRXTR2R04n4/67soG4L61bac8cbQ3ouo5CR8y5km5U+vJ5Oa73whcG+8MWdzLHErvnIjQKOPl6D6UUU6uxgjbNvDvH7tevpU4jRD8qgfhRRWSG2NunMdlcSLwyxMQffFUriJGksrZhmKRDAwz1QpnH6CiigIfER3eiafcyiSaAuyxLFy7DK4IwcHnhiK821aY6V4zvr22RfNjuGI35YZKbP5E0UVXQJfEzR8FW0TWOqwbMJIihsfRqkluHuIbO9cL5y3ltGDjjaoz+pPNFFFP+IdNL+FIa1iv9rXRM0rEz78tgnKTll7dOcfTFR2mmp/alvp32if7NKUs3XI5Ty3cHOOCGA6flRRW/Q5T0C2i8uFI2keU4yzyHLMfU0+PaxYlFzjHSiisZbk3ZOAAnAxVPUSRaADo8qRt9GYA/pRRUPcCG+jR7y2jkRXSVXRlYZHy4YfiDWH480+zGiy3X2aIzmWPMm3k4OOv4Ciimty3sji9Y146xbwxyaZp8BgUJE8COpRQD8oBYgDnJwOTzXaXJL3GiW7cxOSzKejbY+M/jRRSkXS+I5I+INTs7iG1guNsIQ4UqDj53HXr2FTNruqLcwML2TCBcrgYf97KnPHPCr+IoorWKVkTV/iS9SuurX7yWEcl1K4lkjZtzdd3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lZH0+ZuPeulvdCsJncvFznsaKKiqhxZUt/Dmmk8wnr6101jplpbRgxR4PrRRURRU2yzMoa6jU9PKk/XaK53UFR4766kjR5YtNhZNwyASCDx+NFFV1QqL1foedQ6kumXt5G+naffRyzx5S9g8wAqzYIIII68jOD3BrrvAl7cakPEV9dyGS4nkheRyMZJZqKKufUyidzq95NZxJJCQDuOcjOcYrQByM0UVgaS2FUZYfWud8SQpJAVYetFFD2FDc8+eR4XaNWyoPANLbA3dyI5WOzjgcUUVzRS5j3a0pexWp6bodrFb20flrzxyatuoePawypiucj8aKK6Y7HhPWbPN/FWo3UGirbRykQsRJtxnBw2Men3R+Zrl5vE+sX9lDp11fSzQW7NKu9yxJYDqSeQMcemT60UVrHYuv/EZ//9k=", "info": {"video_id": "44037", "label": "showing a photo of orange to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2c5e9c2d312f1ea3bef196553b7d8054befc7f3e94352b2ad2f6b7253ef0ad68"} +{"episode": 62721, "episode_seed": 3755496601, "split": "train", "timestamp": "2025-10-13T03:31:57.729132", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3755496601, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58938", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "58938", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9a81b7196a4249309cefad217ae0715e37cd59f016ae1514770481ac5bfbc155"} +{"episode": 62722, "episode_seed": 212263278, "split": "train", "timestamp": "2025-10-13T03:32:01.131506", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 212263278, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving biscuit packet across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "182276", "label": "moving biscuit packet across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "182276", "label": "moving biscuit packet across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b6e256b7bc46bef039705d36e8c3c084d4121d230d8b87a9767256e2eab0c41d"} +{"episode": 62723, "episode_seed": 60934924, "split": "train", "timestamp": "2025-10-13T03:32:02.064281", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 60934924, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a tyre so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204273", "label": "poking a tyre so lightly that it doesn't or almost doesn't move", "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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XGc9fpUqcYHI7n2oEOlYoQOOPaljZWlAPUKe/tTJASByfTOK0tD0vz7xrp1Jt0GMsMZ5yFqZNJXZcYtuyJNRs9O0vwjf3moo7ytEWjkEhBjx0H1NeKXExuG8pFIVZGwM55Yjv+Arv/jB4h3W1np0RAW6IaRf9kH/GvObLyJB++kaNWLMCBnkZIH6VzJuSu+p6FKEYzduibO31jVhZ6HrFvGCpv4tPgQHsixF2/wDQlH41zFsodBnBNTapaTTW13NFcpNbWc6hmLYJDKiKFHcDBHtUdnzCTjJI4reC0OCRYmcpjaM7Rkgen/6qpzPvjJDNwBjDYx61rak9k8sDWEM0apAofzXDFn/iIx068CshcIqhFRnPJO0cY6AenvWhJ6wilQVJOAck47elSJ0yeFPQGkjBZRxgZ7mnIgLruOcc0hEqdCQAceopUQNkHjI/EU1WMgGUAAGM96mtbRry6SJCRuPJPYetS9C0rm94cs5beGW+mILO3HGAAPSvKPihqf23xYluhyltB/48xyf0Ar2O8u47TSpYwQFiXH4AV4DcRPq0erapks63St0z8hXB/LiuTWcmz0qElSlG5kreX+jw2t9by4ENyoQMpI8zYGJ9OBj86nsJZJ7qW4kOXkcu5Axkk5PFXvFaCHwl4ShyAbk3N4/HqwVT+QqlpQ4Gc4PcCumKPOqO8mbBGYzjuD9fxqhcckSHJRh1UHBrSKhU3bj0zgAH9KyZWfBUhyMbVK9MZP8AjWhmbnhg+bLdtnJGzA6HHPWumwS2O/3ia5jwlzLdlUwPlH1xmup2ZIXlmzwAPyH1oAUEMDg57E0r8kZOQO9TS21zYsiNE0bYOdw9aWCznuZEjjiLMeMgcCk2irPY1dBsS83247gsYKr6M/qfoK88+MeovdrY24OC3zMvv0FexTiLSdCWJOPLTk+p7mvnXxRfvqviC2kfcQbkIgzwQG//AF1yp89Q7GuSl6lKztJru4gggVmmcrGgX+8xA/xqss05klszPK0EM7eWrHjIJGcdM4ruNCsBZ+PuQfIgimvRz0URlh+prgNOBcKzElnJLfia2grEYqanPmXZHTWvCqDwPXrT5Qc4yQWUk46DFOtVBjG8Yz1PrUd1GzkJHnuOv4n+VanIUZG8v5CMAHqDXpkaDGRgAgbiD7dq8ybe+5gg6gNgkgA+/wDjXqESM6HnOB1H0pgAYD5m4x2FTAdCeBUYUNKqhGYseBjrW7L4b1COBG3qSTuMQ/h/H1qXJLcqMW9jEQhW3Ng9zjoRXUWdo2kaKZsbXnIkkJPboB+VUrTw9MbmNrjy1RWBIHJPrSfEjWBY+GZ2RtrFMLiuatO6sjqoQad2eA3kxvfFOo3Oc5uHJPtnAqxLZyjRbq9TcqQMg3qcZdn4H5Amk8IWY1B9TRyN7W+QxOMNu3Z/StbUVMXw3g3YDXmr4AB6rHHg/q1aKNmDqp0XHre5k2JeaUSSOzORyWOT04reTlfTpx2x6896xNOX5sgce/pW8EQJllOQema1RyMozKWTj+FiMMeuPStvwiRK13kcjZgZ+tYM6urPJgY3bTuJ4JGeK6TwTBPPPPDGv39hXPOR82T9Kd7Ctc6yzs5r66S3hALPyzHoP/rV0MvhQKqiK4JwPmLDr9K1tJ0yOxiCxqNx+82OTWxHGp+8M1zSqtv3TqhSSXvHHjwxtwZrg+WOu1avane2+l6N5cWESNeK2b0KLVwoANePeMNZmltzYQsfMeYp9F7mspylLQ3pwjHU838U63JrmvLLISUhG1cfXNFpBJKsSRpulwQikdSeB/Osq5Xy72QNyFOOnavRNJ0yN/GXh5F2+XcNE0gzyNgyc/gua6OSySRlTq6zb6o427tTaa5fWZJKwTGMjdn5hwT+ea27MFYwMcEDOOv4VivKLvVb25AJM1zJJ+BYn+tdBZp8igruGccdT7VpE5WLKCWXGTltvB6Z6VmykrlRhlIzkelaF0qkBFAHzAcnufXPFZxV2LqmwtGuSV6ADuf8+lWSewRthQh5GMml2EtvPAzjPGK35vDyw26rndIfvGqB0efKjsOlZe1ia+ykUozkjH4V2OlaYtpp5lkXEsnJ9h6VnaTohW4WWdshTkLW3q12tvZNzjArGrUVtDalTaepxHjHVEt7K6gjb95OQgGfw/xrg/Adkus+dppd44ru9aJ2Q5KoQOf6/hUHiPV/tms3G5/khQ45/iPtW58GbVrhbp4yI5Y2ncMwzhiqquf++qqgvd5n1FiJe/yroc98SrcWPiTSNFEglXTNLSLfjG7LMckeuMZqjp6iNA3epfiBdi9+KOuOhysTrAOc/cUD+YNJZJvhVQwBHetkc7NMKssK/KQf4cHH5+tZV5aP5KyhpniRypOMgHOcfzrSTeilmHGcYJzn1qjo8T6z4im0eTVbizgkEjxrEm7fIqEqPQDrz/8AWp3Ea/haR57y9cZaRih+VcZJzwBXquhaN9kYXNxhp8cDqF/+vXmnwcU3tzqlxIS7xrDs3ds7sn9K9ogiwPauerUd+VHRSpq3MyCa3R+WUH3qIwLChdeMdq1fLXYeKo3+BbEL25rI6EzhvG2ufZtCuCrfMPlx7mvErghNY0tSwYLOh9+oJ/XNdl401NmvJ7QHO2TzCPQCuGhmEviTTXx8vnIM9AeRWtGNrsxxMtoo9bm020sfAmq+IzuTUBa3FvnOVMb7VAx2O4nkeleUaXFhYx3CivXfiLt0r4TpDvbzLsW0RRugO5pGI+uRXlGnjayeuABW6OZm7auQ428DON3SnXEMUkiAouWboDjr3JpqQkjKt1PO7sKravPJFZMYmP3hgj3piK9zbyWEk1u4KlX5AfgsOK9LiDqEG05JG4V5/rmnWcHh+HVdO1S/uA919mZrqEItwQgZ5Iv4tqnCndzyOeoHrPh7T/tdwlw5zFF0H95v/rVMpcquyoxcnZG3oejpahJpkDXB55H3PYV0fllxjFNt4RjOKsgelct3J3Z1pKKsjNuIvLhkJA4HFeIfEzVDcQCz3H5ZG3D2xxXt9/LtDg9xXzX8Qbhh4lukydvGKIq8ipyag2Q/D6J57y7hjXLP5aj/AL6PFdV8WbSy0y90XSNMQx2atPdrFnIXewHHfB2k/jWd8F4Fn8TurKSsbLK2D2UMf6U74oTrL4+itI23JY2MMG49SduTk9/vV1HCY9ggWPdWxExeNlYAj+6TkfXFZVgAY9vatJY9mfm+XGFHc1QivJYLdLceUisY1DsS23I6Hj6mu5+EkHm3Gpuy5eNYkBY52j5uB+VcPosdpq3iv+zNUvrm1t5n2LLHNHGsfqXMnGMDp1JwK9B+EkE1nrPiizmW4T7NNHEq3AAkGGkHzY4z0zjI9Kzq/AzSn8SPUVUL0qdVwpJoRQfpSTHauB2rmR0mNqc2yNueorwPWZXGt6jM7EIj7UPuRz/SvadYmwjjPY4rxPxXIi+eEdQ5nYtn0KjH8qqjrIdbSBxF2xMrkk5PFe9+HrK1t/Cl7rc8OLqzV5bebo0YWEhhn0O5QRXz8z7pFZsnnoa+g9daLTPg3dT/ADLNcWhjA3cHzZRzj6LXUcR4vpKZij3dTzXSQsUIxwBjOTisDThtSP1xwK6FIty7lOG6Z7U0Jj7tUKbiobkYG3r7ms6+tPsdwwzGyuob5HPQ4YCptWmkt7ItC7AhgN3SneIPDWraBoOlahdSXC3F75vmwmMgW4AQoGPTcVfOO3Trmi4I+lHUEc1A6KFJxRRXAd4iEqox6Vzfi+5ljsJCrfw0UVM9jWG54WsjGSSU/ffcxbvXoPwQdovD2qzqfnN7DH/wFnXNFFdq+A4Knxs81lka68S6tLKSXe7kLH/gZrbsDtQEfXFFFUjNmkx+TOATzya5pr+fRvED39pt8+FmK7xkfMhU5H0Y0UVQjvvgf802t5HQQAfgHr2hQAoxRRXHU+NnXT+BDz9w/Sse/Y+S3PrRRSlsaQ3PnXxaSfEOoEnooxXN2fzeItOU9PPjH5sKKK6KfwnLV+NnrXx0zbwaVaozeVJMZCD2KxqoA9sV5zBhMYA6Zooq0Zs24JGCREHrz+NVNdYrZsMAgMuM/UUUVQipr/iqTXoba3k0nTbXyUSON7VJFKxr0QAuVAycnAyTzX0ppNvFBaxJGoCgCiiuev0N6HU2RwKf/DRRWcTVmBq7EK1fNvxCJ/4Sib/dFFFFL4yqv8M6j4E28dxruspIDg2JXIOCMnBwfoa5rxJM91491qWU7m+0Ov4A4H6AUUV1dTiH2jkPGOMMcGthGYhwT7/pRRTQjCGvNpV/dxtp2nX8Uzh2jvYPMAZc4IIII6nIzg9wa9M+DGo3Wrah4lv72Uy3E7wySMRjJO89Ow9u1FFRV+Fl0/iR7JH92qd8xAOKKK5uh0rc4jWZG2tz614h4m+bU7xj1FFFFH4jSt8JyZOOfSvdPisfI+HmjLF8q3CW4kUHjCxlhj05Y0UV1nCeaWnyiMDuBW1ZMzwKScHdg4ooqiSDxASlo2CeHHJ/Gsi/8SatqOnW2l3d7PNbW7vKu+VmJZwM5JJzjbx6ZPrRRQwP/9k=", "info": {"video_id": "204273", "label": "poking a tyre so lightly that it doesn't or almost doesn't move", "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": "9a720adaba635463daac1e3bab08ad3aba36fb70cb826b204fc9112602618796"} +{"episode": 62724, "episode_seed": 57193191, "split": "train", "timestamp": "2025-10-13T03:32:05.600559", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 57193191, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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P0rkdZuhd6jczBty7gqH1UDA/lVN3CCszFlPzA1JG2DUTkbqVGGQaqLNLEksjwwXLrIsZRS6F+mcZAx3Oc4rPVVutat0kXc8UY6+pGa2MWp0+6Nw6gqBtXGWfrwPSucjvvs1zHPkGVpgzH+n0xXFiaiVRJbnLWxHJKNNO7bWnZdW/vO4tZ5LIQOvAJ6e1bl24lRJPUVzT3AnZdvTtWyJP9HUHsKbOw6WBft2mwxBlFyiDywxx5g9M+o7Vgzw+RdFZFZGBx8wwauSoRHDGemARj6ClbUbpJinmkqrYG4Bun1rdGNiuNMmv54m/1dqnMszcKB6D1PoK5/xDKj+I2jjXakMaxovooH/163ry6uLi6RXmdggDKpPAP0rnNZRh4lu2P91WH4qKJq+vmOno9exn3HJzTYvvj3FJM3zbaarbVDf3Tk/TvWsdyy+p4FZXiC2jtrt4I2j/AH2DKUOQijt9Sa0S2BinnwXql9vK2ksKxKztJKNqqACce/TtXPjOZpKJw4upUguWnG7ldX7f8OVvDt7APtEGAPKIKH6j/wCtW5psp+27wfXNef6BKyzuxPzSYJrutP8Al+Y96xpq0bHXQpunTjB9EbYzJeJt6k/0q7dWxaVjkfu0XOf90VT0kiXWbRGxtaQD86uXNw3myMp+9IcfTpW1NFT3IraIibJjJXGcE46isjWITDqPy58vAYDOcetbURAV8Hpx+FVNUjWRdyjjb3/WtbXTRnflkmYmvkm9t/8Ar1X9WasR2zgGtrXc/aYsjlbaP+p/rWE5+en1NF8KJ0OFDf3T+lF6UjtZJGMnCMv7sfNyp79hnGaamDlT0PBqdLuBNOmE6SSOwAVV6bhkc06slGDbIqyUY3k7LuYEWX1O0hIyIkQH2YiunG+3ijYNht2cVxFxdtACRnzGkySepOa6xLo3IQ+oFcFFtpmWFrOrzTtpfT0OplmE9rE/fHNdVpYibw/G1z/x7xhWLf3Sf5j1FcRG+23VfQV2lyiw+D7eNTjzgG+uFH9TXRSWpvU2Rh3ejXNxcbyVmjP3Wgf5fy7Vfs9ENwxj1BsKVxHhh5mR0471kRq0Fyi5YqTyRWgLmO2vYpFyMsCPc961SM23sYnj64L6lYQgBUAYqo7DIrlpjlTnqK6zx9a7NasnB+UpJj6ZBH865Cc0WtJs0g/cRGv3SfTmrSH8qqowDCpYmwhGeVO3/D9K1iDPafii6R/Dy+XOGkeJPx3g/wBK8CtBsl49AK7HxL4j1fW9Ohj1C6UwyHzFgjUKq4PGe9cpbJm4x6muSrq7l01yqx0NuxCDdx6VaWTiqztF5abFYOBhuetPVuAahFs6rR2mn0l1dvkSTZCR94Fhkj3Xj86kjglhnKq0SqmASZMBexBBFZ0Mht4rdUPzLHu244JJrTuTCY7lPLRmumU/eBIGc5P8q2SZi9zN1a+gsYpLa0k82aQYlnHQKf4V+vc1yszZz/tCtLW1WG4YKCADgD2IzWHLKdufQ1b0Q4LUgZuf0pUPIqJz8xx35FLGxog9S2jptB8OXfiJbgWqxnydu4yNgDOf8K57xx4aXwzrlnaCXzHa3WaTAwoYs33R6YAr034R/P8A2uP+uX/s1cr8YMN45Qf3LOL/ANmP9azrQSvLqc1OhD27nbUy9MYuqsa3PNymM1zmmyYQAdMVrpJWe51HaShWktGH3fsyOD/wHNZqDuwOM5J/qan0qdrq0g/jMKmMj2HI/Q1prFBJPHJ5saIqYdD97PPQd81strmD0djOlhR9SDp91kyPyrm/EHy61cg/eUKjfUKK6uBTHKZpNoSPAIHQAdf0BrhdRvDd3l1cN1lcyfmaroOGsjOlOXzQmCSD0PBqKR8k0RycmnHc0LCynykz94cH6jivetVXyvDupSkcrZyn/wAcNfP+cSsvZsMP5H+lfQPiqYQ+DdXfuLKT9Vx/WqlsZS3R8y6UnlzCuztZR5QI9K5aKAq6lEICrljn1rftXPlgGuKJ0s2ba58m4hlBIKOG/I1usqteyrI21QSwIGc+lcor10+mzG50rzTGDJAPKY92XsR7jp+VawdmZzWhelsQLi7gj3MsUSsJduM9859DVaWJZZYIRIMM20g9dvqalj1abYIpHEqDHHmAAkjrjPHesu7nOnxNfy4EjAi2T1P976D17nFap20Ri9TE8Q3Ec+s3jxn92snlr/uqNo/lWCzDOanmbIbJznnNUi2T9aV9TdLQtRsM10/hPwwPEb34NwYRF5bD5NwO7Of/AEEVyUbYNeofCf5v7V9vK/8AZquSUo2ZjVgpwcZHn3xQ8N2fh6/0mC23NJJA7yyN1c7wB/KqOknMak11HxqO/wAUaan92zzj6u3+FclpjlVXntXK9JWNKcVGCSOlWQYx7V3k84ufB2nOiH92oRv05/SvOEevQPCVzFqfhybTHIEsLErn0JyD+BzWlLSQqi90pbUit4WnIQzcpnqQDis875r3YAcrIFAPUGugdIBJbxXTP/o7HKRgEn1HPT61fsNIMusPeOny794A5BPYfhWrWtjHm0OR+IDBNXtov4o4Mt+J/wDrVwk7ZNdD4r1FNQ8R3c0Tbog3lRt6heM/icmuYkf5v0ob1NoL3UOU8gCpN21z/trn8R/9b+VVVfkfnUsrYj3/ANw7vw7/AKVURssanLi6aNfup8oqfR7EzjzG+XcflJ9qxmkaSR2J5JrqLGER2IfP3VAH1rlb0K6laZminZSOQelTJPu4IFQshWfexyMUxW5JFLoNbnWWim68hlxt2AnPoP8A69U5rojXGj43B1SQg5IA7D8QBVTTNS8hvIaQI4bMTN0Oeq/4fjS3ESvfXFzJjdKdzueAvOSc9q0UtieXVlXXbz7TPLKON8pwOuAoArAkcnIq5eSiSTCf6tRhOMcdc/jWe5+am5XHGNhN2VU5pY2xx6VGONw9OaboVoNZ8TPp0+ozWiskhj8tNxZ1QsF9AOCcn096cGObtqeufB5v+QweuPJ/9nrjvidKLvx3ePCyyIkUUe5CCMhea5DQNV1A21zCt7OkUoQyIrkBuuM469TViXAHB6n86KrurGcFrzF7TmITGPQGtlVIUH1rDs2KoPrWlHckk5rFI1ub2i3DQSyvkiMKN2PXPGK6a1WFnWR2JyN21ehHqe/b9K5GwfbaTNux84JP0rUa9NrZIjN99XDMT91TyfzzWsdjKSvIf4q1YKkltakFJcb3AwMeg9jjk+2K4qSTOOevFbniJ0+XH/PJGI9Mk8VzEknB/SrlpoOCGO3P6UK2DmonbnPrVTUbiSKyLxMVbcMEUosuWhpu+DHJ/dbB+h/yK6rVvHOs+JInsnaK1s5RteKJeq+7Hn+VcfrFnaweHYdS07Vr+dHuTak3MKxrcEJud4gOdqnCnd6j3A0NFRmDP1PCj+tOcrIzVpak6K9rNK6IhMitFhhkAEdfyqRMRpyOgqS6LXd5DGAsZjX5yOAT2qG4DxHawwSa5ramqehMr55rft5fIt7cKTuCb8Y6kmuYjYnrXVWEQuYomXn90OP8+9XHciexrTSxI7yhI2mZwIyyKSB15rjvEUskmoO8ru7biMse3UfzrQa8P9tshP8AGqPg5AAHQAepGKxdduRcXEkq/wAcrkfQYH9K1VrXJUWZjyZwfwqsWwfoaR2JBFMY5wfUVKept0LCn1NemfCu7htYNanuJY4o1EJLuwUD7/c15V4fS11PxQum6lf3NrBM+xJYpYo1j7ksZOMYzwOScCopRPbanqFhMbkC3nMYjuMB12kgbgOM49Mj0rW9kYN82h1PxJ1a11zxWJ7GdZ7eK3WISL0LZJOPXrWPYKFtiSBkkAGqBYc561etgFEeTwRmuaWruaR0VjWCMm3I461p6BeS2V+bqJiBEhZgO/tWK1wGbhtwxwa0dNx5FywJzgZwaI7hLY6W6ub2+1nz4Cphnf5UkjBKtxkE+gNafiXxYlhoZsNNIaeSPy3uV4UL0bb7n1965uO9NpZo0bAtJJkkn7oI5OfWqGsyRtp1uyfxRO2PReMVutzLluc7I+EJz05qlK3JH5U95eo9RVZnyoPpxUN6msVoSK1ShsjFZd9M8VoWjYqwYcj0rS17w/q3h7QdJv7ya4We9MnmwmMgQABCgY4+8wbOO3TqDWiIk7aFaLmRQf71dchxawKOhYk0UVzPY1Y27AHPtVFO/wBKKKXQFuRTAHIPIpFy0Y3MxA6AsSBRRR0H1InJwKqN1ooqhiD/AFo9xWNHqdxo+vG/tdnnws23euR8ylTx9GNFFXTIq7E2hjb5oHQBR/OtBvviiiie5Edi7BwgqzF94UUVBb6HQaOBIk8bjK8HH5ipfFKrb6haQRqAjxFj9aKKpfCT9sxtUkaQuzHJLgH8F/8Ar1iv1NFFVIqJEx+RfpVHUj/xL274cUUURCew7WvFD69BbxS6VptsYEWOKS1SRSka5wgBcqF5ycDk8102j/JbqR2TP40UU6nQzp9SRHY3MpPqRUVwxMoB6YoorI0QkZ5Nb2kXMsUG5GwY5sL9CMmiihbjl8JTnUPqN7M2TI5Lls4OScmsnUOJtg+6iKB+Wf5k0UVS2F1M1/vH6VGDlB7UUUdS1sZ0WuNpN5dxHTtPvoZpA5jvYPMAZM4IIII6nIzg9wafBfXOp6hd395IZLm4k82R8Yyx9h0+lFFav4TmXxFhuoq7GcY+lFFYs1RPGelbWjyMssqjBDR4II98f1NFFLqHQv8AiiNLSz0oxKB5ud4x1wB/jWHeyu9s2452Rog+hOf6UUVr9pkx+FGHJ1qL+FvrRRUSNIlHUCfsx5/iFMvPEWq6lpdvpl5ezz29tI8qCSVmJZ8ZySecbePTJ9aKK1jsY1Nz/9k=", 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", 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", "info": {"video_id": "3411", "label": "pouring water into a glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "3411", "label": "pouring water into a glass", "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": "b696c965f677c52e607c2fcadd9e1b07a366eb3c064cae7b3d6f2b364e8392e9"} +{"episode": 62725, "episode_seed": 1185666955, "split": "train", "timestamp": "2025-10-13T03:32:07.057941", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1185666955, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a plastic bottle so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "19257", "label": "poking a plastic bottle so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "19257", "label": "poking a plastic bottle so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "75c59b355d436232725e0bf8460558086e300a769aea468d5e2f65c5b899abc6"} +{"episode": 62726, "episode_seed": 1548879052, "split": "train", "timestamp": "2025-10-13T03:32:09.153690", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1548879052, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tiger balm 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": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "22207", "label": "putting tiger balm that can't roll onto a slanted surface, so it stays where it is", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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jceeay57/AMslZGH51ltrdv5jDzBuz602yVFs6ouR0NKG4waxrTVEmUYOa0VlB5zTuDRleLNHj13w7qGlvj/SISqk9m6qfzAr5eHhS5DMsigMDgqT0NfXLqrDJ71w2radDb6hNiJNsh3jCZ69f1qZt2NKbseGWfhYr96Na1tC+Huq6pbfaViSGNh8jz8BvoOteqG3ijhYrCigDsozWlaXN1M/lCFI4lGPMA4PptFZx1NXLseI3/w68UC8EMdvHNubAeLO38zXusrJ4L8AWenxsN9vbBCfVsZJ/Ek1c0uxSFkiQlhncxbqfrXLfEi4aeHyRwg44rVaIzfvSSPIb6WbVL9553LMzZOa6XQLRYpY8D61mW1gPPBwcGu00W0XzB8o+tY9Tsbsj0XQlH2ZMeldNEcKBWFpaCOJQBjArbU/KK3WxxS3JXGVxXkHjLwDDeeKLi/jiTbdASNubHzdD/LP416+rZFZOtwia2WVQN0Zz+HepktBwdmePweAAr5CxADvvrL8X+F4Iba1T7XbwzYfarqcN06Ht+NeqIFAwWzjpjH9K8/+I2inUktnN7JbGFmACKDu3Y6/lWEouSsjo531PIJtPlViGlQ47KaqtEUbDSAD0Br1Xw74I0nT1M9/dLeznoHbCL+Hc1oXHgvRdUuHLWP2dUOA8Q27/wAKqKtuZuRp/A/S/I0S+1Rgc3EoijJ/up1/U/pXrJb5R0zWP4f0y30XRbaxtYwkUa8KD68n+daLSlTgqQD3rZHK3dg4O7HbvVdraBX8wxIW9cVK29iADx1pDuIIbFMBAQc9qp31uk9vJBKu6GVGR19VIwf0NW24AxTJF8xRg0AfHut6BcaRrt7pzISbeZkBPcZ4P4jFVE0uaaTDE/lX0V4v8LW11qq30isGlUKxXHJHf8v5VgR+FbIEMWfJ6DispSaZ0pprU7613SQo8iASY5z2NXLdWlniix95sdO1Vt2ApBUAdzWpoSB7l7htpCDAIoWrMm9LnRqAqADikZiO30psmZI8LlSehpyKUQB2ya2M0N2sccc0pyakLY71DJKV4C54zSGRtLuyq8kUxM55HXvUQfYrO2FBNToQxBHSjcCGSMFzkfL3Fcfdwm2vZIgGIDcYPau1kGJC3bFc94ghUGO4AA/hY4z9KicdC4PUxQ0f2oRlcl1PToMf/rqxHHDD9yMDJyT61DCwZvmIOOOB0okuCq5Ice9ZrYqW5vaP8wkl99o/rU99erbxMSegqvBLHYabGrN8+Mn6muO1nW5Tcsi4KeprbZGaV2N1fWjJIwRj9RWZYyPI5J3c1UyZHJbnJrVtQFXp0FZXOhKxu6VK0TDfXSw3BcDGcHmuUgKy7MA5yCBXTWnQA8EVojGe5rZ3RA89OKx9cty9qs/O9Dg8Z4Na8Y/ckd6ZNGk1u0T9GXBqnHQhOzOMX542Bzj/AGhgCt8lhjH5ZrBkVopWjKglWxy1ajysowNhJ7Z5rCPY2Zr6aT5M05452jNcB4yl86YqOea7m5uEstMSAD5guSK8w1rzLnUshyqZ6VtLSNhUleVyhZ27NIBt/Cuv0W0cSKdvGeKytPgUcjqa67SIsspGMCoSNpyOls4fLi3n65rQjy6ZHSqcTSCLG0Y6VcRxEFVm5NanMydAcYPOKjeMOrgjIYYIqVeuab90k9qBo46SNoblkLY2kjhea53xI6Q3Vi0iDYS2Qevbk12euQlZ1mVXw4wdp6EVyuqW0U89u0isSgbAbnPSsX7sja+lykLC3aZZ3Usy8qOOPfFa1hEJ7yKPJIJye/AqmHC/KASAOwzW34dhV5Zbk4wBsXjH1pR1ZjJ6G+FVQOPpTJGH940k0zRlcLuB44p4jDEMV25HIrUzGFvn5xSs2TwOPWnlVA6VFI6BGGQDTQDJJAF61EjEocEc0yNgyDOST3qVQNxGKNwMrVYDeWciYyyfMPqK5SM4yoUD8Riu5IyWB4IrjtStlsr+QYUAncpx2NZVI9TWm+hoXMywKB5WARyTXUaBAsGlLg5Lkkn1rjXnlklk3RGWOPoO7EelaFn4vjtJIrH+zLtX2EqhA5Hc5pQaTFJNqyO335HA4FBl3EAgZrlP+E1cMVXSLskfQD86Q+LL2fay6RIhB5DSLWnPEjkZ1eDuyWzUblVUkZzXG3Xi2/gkKnSp/qpBU/jUkXiW+dgiaeeRksXGBUuoi+RnQy7pI/ujrjbVm3Ajwua5Ia7qjg5tYIjnu+f5UxtR1Zzv82JMeiE0Kog5GdpJtXJzwRWZfvFLA8JIG4cH0Nc5JNqlx8z3rqMdFQCuBP8AaOo+MbvS5/EF9bxgyeV5YDZZU3BfQDg8+3vT9pfRD5LHbfcYkzruXrgVRimNzqcKxyExhsv9B/8AXrkfC2sXBsbxr6eSYKqbTIc4znpWpZX1tZ3RuHukjGM7GODjHFZrQb1Ok1rUVRnwcYGBzXCXF+Z7srliKtavrFtKuVuYyx/2qwo7yzWTMlzGGPbcKqUi6cbI3YA5ICjIPqa3LWMuFXODXMWus2UY/wBegwcctWraeI7Ayr/pCYHcHPFTdFtHY2u2Mqp+90GBWlaB/tJOTnvXLxeJ9LUK3nZBOAVBNaMXii3GfLt53z0OyqU0jGUWdtEC0XBxStgDJPauTh8VThMLYSZxwWYCsDxf4o1yDQjNahbWTzEG9JOR7dO9X7RGfIzo9agAuRLHGrBxyfcVWsil9qsJXISM7mT19K8+1jVNRXRre+tPEWozxtdfZz9ojVFnITLPFjnapO07vUe4HV22rabpNwZZ7xYpCCTG3fI4/rU/auXrax0Gv3ypv5HTArzuW4aS/wCgI781d1zxVps8WI7tGOOoNc7b65p0cgLy7ifRSacpXNacbI7OwiL7RHgGu20u1EcKhq8107xJaRliElKjkFUPSuksPHNrK6xxxTt9Ex0pKSQSi2eiDEYAUZ9qeyFnXgEdT7VysXi1p4naDTrh9nHIxn6Z61OPEF+4BSyjj46PJz+lU5oz5GddHgDGaRyq59K4/wDtTVi27zYIwT2Umo5TqdyGL30oz2RQoFL2iGqbN/U5IZrZ4mcKcZBzXG6g0eYwtwc89a412nu/GtzpV/reowW7S+WkiTxosfQktvGMYzwOc4qzodzdi/1OzvWuZfssnlotzjegBI5xxngZxxUybeoaJWNqefauxJcyY4ArsNJtzDplurn5yMsfU964PzILm5DiVItjY3N90kdK7a31bTzCqm9gwqhf9YKKZEzWDqp9vpStJ8xKnI9Kzv7X0pVy9/AB6mQVA2u6ZHKdt9CQRnO8Vq2jOzNQSMwPGPrVeUDad4AzyTWc/iLT8Y+1Q5P+2KbLrWnOmXu4v++qnmQ+VlmaVgyCMgDsPWrkLFlGR81YLeINLUrm7jbHpzSL4s09JDh2Yf7KE01JDcWbjqTkkYOawPEFuGtxOGIMfB2+hrC8Y+M3i0WV9ON1DKJUxKqY47jmuW8RX3irRdC0y9u72/Ml95nmwMuBCAFKBjj7xDZx2+oNKTTQ1FpnoFvK0VugUj8qfG+UaYqvmZxnFFFYmhKjjylbYmT7U03Dg8bR9BRRSGRNM7OFY7gexqV3KMUTCr7UUUhkMdxJtb5uh9KguLufgbzjNFFIaFaR3UbmJ4rzHVr+fS/F95e223zopm27xkcrtPH0Jooq4bksb4VQStNC+SnyHH0zWjrlnbtGWaJS2CMkc4oookJHKT2cEUSoqcDjmmW9rCW+4OKKKh7HRHY2La0gZdrRgg+tWobKCO5UImAeOKKKhlM621tYUiRVQAVrQ2kIXO3P1NFFMzZPGFDNhF+XpXP+Np3Ph514x5sZwB7miirW5D2OL1jxJJrKW8Umm2EBhCxxvbo6lUH8IBYgDnPA6812PiK3haMgxIcrgnHOPrRRWrIjucZeWsMSLDGgVEGAKLK3jyBtoorI647HXaPHHEo2xr+IrpILSB2RjGASe1FFCIkbKsIk2KihR7VY83YgKogP0oooMyB7yXzVUEAemKWWV2ByxoopoZ5RrmrtpviTVUNlZXccs+4pdxbwGUcEEEEdeRnB7g1P4c1S7u5tTu55d89y6PKxHUnOfpRRVvYye52cem2j2gV4VdSM4bkVn2ujWCzXMwgXc/GD0GPQdqKKgEPTSNP/AOfSI55OVzV6HTLNRxbxjH+yKKKRRnXWi6dFKJY7ZFbOeOmfpVm30yzWB3ECbn4YkDmiikMkis4VCqqhRjooAqR7dFRcFuvrRRQBz/jRFj8OMVHPmx8n61wl5ruo3+nQafdXUs0EDvIokkZiS2OuTzjHHpk+tFFaQ2IZ/9k=", 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jceeay57/AMslZGH51ltrdv5jDzBuz602yVFs6ouR0NKG4waxrTVEmUYOa0VlB5zTuDRleLNHj13w7qGlvj/SISqk9m6qfzAr5eHhS5DMsigMDgqT0NfXLqrDJ71w2radDb6hNiJNsh3jCZ69f1qZt2NKbseGWfhYr96Na1tC+Huq6pbfaViSGNh8jz8BvoOteqG3ijhYrCigDsozWlaXN1M/lCFI4lGPMA4PptFZx1NXLseI3/w68UC8EMdvHNubAeLO38zXusrJ4L8AWenxsN9vbBCfVsZJ/Ek1c0uxSFkiQlhncxbqfrXLfEi4aeHyRwg44rVaIzfvSSPIb6WbVL9553LMzZOa6XQLRYpY8D61mW1gPPBwcGu00W0XzB8o+tY9Tsbsj0XQlH2ZMeldNEcKBWFpaCOJQBjArbU/KK3WxxS3JXGVxXkHjLwDDeeKLi/jiTbdASNubHzdD/LP416+rZFZOtwia2WVQN0Zz+HepktBwdmePweAAr5CxADvvrL8X+F4Iba1T7XbwzYfarqcN06Ht+NeqIFAwWzjpjH9K8/+I2inUktnN7JbGFmACKDu3Y6/lWEouSsjo531PIJtPlViGlQ47KaqtEUbDSAD0Br1Xw74I0nT1M9/dLeznoHbCL+Hc1oXHgvRdUuHLWP2dUOA8Q27/wAKqKtuZuRp/A/S/I0S+1Rgc3EoijJ/up1/U/pXrJb5R0zWP4f0y30XRbaxtYwkUa8KD68n+daLSlTgqQD3rZHK3dg4O7HbvVdraBX8wxIW9cVK29iADx1pDuIIbFMBAQc9qp31uk9vJBKu6GVGR19VIwf0NW24AxTJF8xRg0AfHut6BcaRrt7pzISbeZkBPcZ4P4jFVE0uaaTDE/lX0V4v8LW11qq30isGlUKxXHJHf8v5VgR+FbIEMWfJ6DispSaZ0pprU7613SQo8iASY5z2NXLdWlniix95sdO1Vt2ApBUAdzWpoSB7l7htpCDAIoWrMm9LnRqAqADikZiO30psmZI8LlSehpyKUQB2ya2M0N2sccc0pyakLY71DJKV4C54zSGRtLuyq8kUxM55HXvUQfYrO2FBNToQxBHSjcCGSMFzkfL3Fcfdwm2vZIgGIDcYPau1kGJC3bFc94ghUGO4AA/hY4z9KicdC4PUxQ0f2oRlcl1PToMf/rqxHHDD9yMDJyT61DCwZvmIOOOB0okuCq5Ice9ZrYqW5vaP8wkl99o/rU99erbxMSegqvBLHYabGrN8+Mn6muO1nW5Tcsi4KeprbZGaV2N1fWjJIwRj9RWZYyPI5J3c1UyZHJbnJrVtQFXp0FZXOhKxu6VK0TDfXSw3BcDGcHmuUgKy7MA5yCBXTWnQA8EVojGe5rZ3RA89OKx9cty9qs/O9Dg8Z4Na8Y/ckd6ZNGk1u0T9GXBqnHQhOzOMX542Bzj/AGhgCt8lhjH5ZrBkVopWjKglWxy1ajysowNhJ7Z5rCPY2Zr6aT5M05452jNcB4yl86YqOea7m5uEstMSAD5guSK8w1rzLnUshyqZ6VtLSNhUleVyhZ27NIBt/Cuv0W0cSKdvGeKytPgUcjqa67SIsspGMCoSNpyOls4fLi3n65rQjy6ZHSqcTSCLG0Y6VcRxEFVm5NanMydAcYPOKjeMOrgjIYYIqVeuab90k9qBo46SNoblkLY2kjhea53xI6Q3Vi0iDYS2Qevbk12euQlZ1mVXw4wdp6EVyuqW0U89u0isSgbAbnPSsX7sja+lykLC3aZZ3Usy8qOOPfFa1hEJ7yKPJIJye/AqmHC/KASAOwzW34dhV5Zbk4wBsXjH1pR1ZjJ6G+FVQOPpTJGH940k0zRlcLuB44p4jDEMV25HIrUzGFvn5xSs2TwOPWnlVA6VFI6BGGQDTQDJJAF61EjEocEc0yNgyDOST3qVQNxGKNwMrVYDeWciYyyfMPqK5SM4yoUD8Riu5IyWB4IrjtStlsr+QYUAncpx2NZVI9TWm+hoXMywKB5WARyTXUaBAsGlLg5Lkkn1rjXnlklk3RGWOPoO7EelaFn4vjtJIrH+zLtX2EqhA5Hc5pQaTFJNqyO335HA4FBl3EAgZrlP+E1cMVXSLskfQD86Q+LL2fay6RIhB5DSLWnPEjkZ1eDuyWzUblVUkZzXG3Xi2/gkKnSp/qpBU/jUkXiW+dgiaeeRksXGBUuoi+RnQy7pI/ujrjbVm3Ajwua5Ia7qjg5tYIjnu+f5UxtR1Zzv82JMeiE0Kog5GdpJtXJzwRWZfvFLA8JIG4cH0Nc5JNqlx8z3rqMdFQCuBP8AaOo+MbvS5/EF9bxgyeV5YDZZU3BfQDg8+3vT9pfRD5LHbfcYkzruXrgVRimNzqcKxyExhsv9B/8AXrkfC2sXBsbxr6eSYKqbTIc4znpWpZX1tZ3RuHukjGM7GODjHFZrQb1Ok1rUVRnwcYGBzXCXF+Z7srliKtavrFtKuVuYyx/2qwo7yzWTMlzGGPbcKqUi6cbI3YA5ICjIPqa3LWMuFXODXMWus2UY/wBegwcctWraeI7Ayr/pCYHcHPFTdFtHY2u2Mqp+90GBWlaB/tJOTnvXLxeJ9LUK3nZBOAVBNaMXii3GfLt53z0OyqU0jGUWdtEC0XBxStgDJPauTh8VThMLYSZxwWYCsDxf4o1yDQjNahbWTzEG9JOR7dO9X7RGfIzo9agAuRLHGrBxyfcVWsil9qsJXISM7mT19K8+1jVNRXRre+tPEWozxtdfZz9ojVFnITLPFjnapO07vUe4HV22rabpNwZZ7xYpCCTG3fI4/rU/auXrax0Gv3ypv5HTArzuW4aS/wCgI781d1zxVps8WI7tGOOoNc7b65p0cgLy7ifRSacpXNacbI7OwiL7RHgGu20u1EcKhq8107xJaRliElKjkFUPSuksPHNrK6xxxTt9Ex0pKSQSi2eiDEYAUZ9qeyFnXgEdT7VysXi1p4naDTrh9nHIxn6Z61OPEF+4BSyjj46PJz+lU5oz5GddHgDGaRyq59K4/wDtTVi27zYIwT2Umo5TqdyGL30oz2RQoFL2iGqbN/U5IZrZ4mcKcZBzXG6g0eYwtwc89a412nu/GtzpV/reowW7S+WkiTxosfQktvGMYzwOc4qzodzdi/1OzvWuZfssnlotzjegBI5xxngZxxUybeoaJWNqefauxJcyY4ArsNJtzDplurn5yMsfU964PzILm5DiVItjY3N90kdK7a31bTzCqm9gwqhf9YKKZEzWDqp9vpStJ8xKnI9Kzv7X0pVy9/AB6mQVA2u6ZHKdt9CQRnO8Vq2jOzNQSMwPGPrVeUDad4AzyTWc/iLT8Y+1Q5P+2KbLrWnOmXu4v++qnmQ+VlmaVgyCMgDsPWrkLFlGR81YLeINLUrm7jbHpzSL4s09JDh2Yf7KE01JDcWbjqTkkYOawPEFuGtxOGIMfB2+hrC8Y+M3i0WV9ON1DKJUxKqY47jmuW8RX3irRdC0y9u72/Ml95nmwMuBCAFKBjj7xDZx2+oNKTTQ1FpnoFvK0VugUj8qfG+UaYqvmZxnFFFYmhKjjylbYmT7U03Dg8bR9BRRSGRNM7OFY7gexqV3KMUTCr7UUUhkMdxJtb5uh9KguLufgbzjNFFIaFaR3UbmJ4rzHVr+fS/F95e223zopm27xkcrtPH0Jooq4bksb4VQStNC+SnyHH0zWjrlnbtGWaJS2CMkc4oookJHKT2cEUSoqcDjmmW9rCW+4OKKKh7HRHY2La0gZdrRgg+tWobKCO5UImAeOKKKhlM621tYUiRVQAVrQ2kIXO3P1NFFMzZPGFDNhF+XpXP+Np3Ph514x5sZwB7miirW5D2OL1jxJJrKW8Umm2EBhCxxvbo6lUH8IBYgDnPA6812PiK3haMgxIcrgnHOPrRRWrIjucZeWsMSLDGgVEGAKLK3jyBtoorI647HXaPHHEo2xr+IrpILSB2RjGASe1FFCIkbKsIk2KihR7VY83YgKogP0oooMyB7yXzVUEAemKWWV2ByxoopoZ5RrmrtpviTVUNlZXccs+4pdxbwGUcEEEEdeRnB7g1P4c1S7u5tTu55d89y6PKxHUnOfpRRVvYye52cem2j2gV4VdSM4bkVn2ujWCzXMwgXc/GD0GPQdqKKgEPTSNP/AOfSI55OVzV6HTLNRxbxjH+yKKKRRnXWi6dFKJY7ZFbOeOmfpVm30yzWB3ECbn4YkDmiikMkis4VCqqhRjooAqR7dFRcFuvrRRQBz/jRFj8OMVHPmx8n61wl5ruo3+nQafdXUs0EDvIokkZiS2OuTzjHHpk+tFFaQ2IZ/9k=", 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", "info": {"video_id": "22207", "label": "putting tiger balm that can't roll onto a slanted surface, so it stays where it is", "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": "4cd58de431c0765dfa779a971ed77bdc4a5309b8bd9ddc3282194784adc3307b"} +{"episode": 62727, "episode_seed": 1350962858, "split": "train", "timestamp": "2025-10-13T03:32:09.594409", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1350962858, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking bottle so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "2653", "label": "poking bottle so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "2653", "label": "poking bottle so that it falls over", "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": "afb2c1fe59abfa222a591ceb3d0c10d28e21d7434e478493dc9a9aa1210c209e"} +{"episode": 62728, "episode_seed": 1700003397, "split": "train", "timestamp": "2025-10-13T03:32:10.714922", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1700003397, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "173964", "label": "uncovering pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "173964", "label": "uncovering pencil", "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": "42a9a94b948b60268b2501ead6c441f801b3bbf869b3675da996f2c90f297eaf"} +{"episode": 62729, "episode_seed": 2421200117, "split": "train", "timestamp": "2025-10-13T03:32:13.557985", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2421200117, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'tilting chappathi maker with spanner on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "77559", "label": "tilting chappathi maker with spanner on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"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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zjLBUmGP7y5Vv0yfwrOrTbgzCVRKpF/Ioaqgaza52HKDay9uvWuVSP7TK9ukqKyuDxzxXTXlwqiaMN8pUkg/ia5J2WOWaZSYjsIyp7c9a8xS0ae53NEGRjaXBVccjt7V7J89psiiRgflAxwGPYf8A168OWZgAMA9O1e+XAmRUaFwZCc7iMgCvVw63PFk9SK41z+xbprm7Zyp4hBfaplxhFPoCeprldI1XWdW1+1u9UDpJJYvuXyjEuBLtXap6L8rY9etaOv2KahE9rPIXV1+dFHPTjB7VozSq72V1dM7zPAISzHnAwwz/AN9GukkpXeTcMDyQOTXN3bKZ1k6YPIrqbkq8uHYgYyQP0rltUtg43RZ3AghccHmonqrDpu0kyDTp3knaPp14/wA/hTrlUW4KsMKGzjvVexzHeRyJ2O4g9x3/AKVNqMqteh1GMkECuZP3tD15awJZFeO1LKoHGB61f0tn2RIYzwcj8KZFFJNZtFMAJEyQw7jNSWsrW8kIxwoYA1sneDRwyVp3Oja5cW+FXJRgMDnv/Sq9sr3l7eHACo6E4PUc1WXVoLOSAs6f6RLs57ZU/rmregNuvdUERBJCEMegznj9K56X8VL+tiqt/Ztl+1vXV/LjyQIzgEdPr+PSquqeNV8P6C8rIlzeGeNDFJ8ixqDnzj3IzwAOrYq2zSxXLpFGuCo3SE4Nc+lu0fiu01IvE8ke6PBTerggkZHswUj3Fdpx+ZNomo319aX0l1Kzut7Om5upAfH+NVbxwIHYk7d3r3rYihhtGuoI2yRNIxU/7TFv/Zqyr6JZYHDMAM4Cj3ovoLqYNzfBbjy1Qqu7BwevvWdqbH94pBO5eDjHSlkIkVZ15JAbA9v/ANRpNXIVIHByGFcc3qj2qesGYaZaVXGBhv6VYhm2IeTjcDz/ADqjMrrGzqGwvf8AA1nWt88s0sbtwyjlu2KyqR5rvsVGfJZdzrLmIzwo8ZAYM349Kx7uQNgcMytyRxnntWrZu/2RMnJDA8dQMVl69sim3qVCModcjueteVCV58h0zVo3PeojtxlCc8Aj1/wrC8RJkwncBgHkdMVsApyC/wAoY85rn/EZPkhcliT27CvpJ/CfP0tJowftwllZd/I59qyrx28tlOQUO4fQ0lu2y4XGeTt5/T+tLqwKSqf7ykVyyfLOx60PehczXvzbIrBAQMHnpkGtjwjfLqWmXdnIQPnKE+zjr+DDNc5dw+ZYSHPzE/dHaq2iz3dpFdw2EgS9uIykR4++DkYz3wGx704OOrMcQpctl6nSyTNHMgLcsNjKT6DBrliPJ1J5ITyqlcN09q3rW1m1LWxYSzos6kGZuwfYGYfnXM6pM1i1z5g/eLlOvfpXkwoyjJpeh3zqxdNSfqFtISp3gHIOTnv6/pW7YzuwjeZ5GkA43HovX8q5zSmMse2XIbO0542mulgUW8oDLkHkAAc/j36V6b2PBb1O28F7Ddaoi54MfCA8/ezXV3UCMsZXORww/wAa5Pwpcst7eTFQiTpEwAGOMEV0bu5LFeQBxXVQ1pIzlpIkfDKGA3c/xdRWHryEQxqNpxkf4fpmtuNQ0XzEZx06ZPesbWR/ou5ACVUuR3Pr+maqWxUHaSZS0YbpJYHPJXIGfwNZU58u6ZGY7QTk+tXLWRMeYJF3ZwCDkg8fz61Quo2OphJBwTk+hFYJ+9c9P7KI9VgVkilUAoQCCPes+e60ezure71HUJ4JbBXkt4FUkXG4fdBHAOeDns1a9wojspIlOVTkVz05t5Z/3yq5RVZQecdafN7noYTgnK3c24LW4vNKkvECkqgVkJ5ORk4/KuK1zUfslm6xkGR2A5HIB5/wrqNJ1pIrmSCdf9HniKoCccjt+IP6Vzfifw9dXcLalboZQHyUjGTjPX8q4YRjzam9WUuXQiJZCqTR+U/BI+vP5V7vJIZJE/ebQUGQK8z8aaJLa2mm6jsVQ0KRygc4bAxXoEV3lGXcOxBrvwrvc8ytHldhJoit+zlwTjOSM/QH1pl2WaBAA2Y2RuOhyCp/kKjedmGDzuOB7Uy8uo4lSJ5445JlYRKzYLlSG4HfjJrfYzIL19pPOST+VZN3Jks24/e696uXTjeyljkNx78Vj3Ei+SzFgO59aljRmC/NnqckUm35wXj9+ecH8x+VaMtzFcpbzAru/wAK5fxC0jwRzI2xkJKOOx7fhVPT/EcJh+z3OIrgDA3H5fwNc7Vnod9KreNpHo8F+0r58sgbe30rKu9UIuLeKLg85B/rWNaansLLJKRkYHPH59qz7vVbaCZ3knSOMPjdu3Nn2Xr261pTa1Mq2jRuatcgadJGJFEjYcMeiY5BrV+Feu/2mdR8z5nR48+33gCK8j1LWZr/AMyKIsIXIJBPJx6mvQPhBvt4tX3IBkRMD6/eqKcUpp9RVJtwa6HrBad/MAdQQCBx1rPtEMZGQMbx36fT1qZ7kLCrxAAYwcdzVcTZk4GCoycCuuRyIbJITdtIrf6yJSMDuBtP/oNZlxMVYjI+UH3rQu5HBA6AeYDn0Bz/AFNYV1JkE5GGAqGM5+3nFtqtzZuDhHMqHP8AC/I/I5H403VZPMt45EPyE9B2ql4rR7doNSiB3Q/K43feQmore/SbT8rho3O7p0Fcs1Znp4epeNhEDtuVzmOROMdiDWOuyCeUAA4IH4GtWO48scnK8/gKw7+4QXMhBxvZcY+orBXcmjom0kn2Olt5imI8nlcjHpmq2oyM6BGRQdnzD+lFnfw293BIw3BCAV7Y3A1v+PLXybj+0o0XZKAW2nue4HsK8+NFudzapVSjY9Ot4yNz5GcbiP8APtWX4gLSRYUc44PYDsKfJqHlwKUXg53YOOOnNUdau5XtN7KFVhhe5P0r33vqeDfscmT5jKysAD0Oeh6j/CoNZuGMKs2dynbms+PU/st49pIygZO3Po3Ufh1qzO6T2MkU330JKnnNcVS6kmerQmpRsULdnEhbO5ZF5HpisO7H754iMbpVHB6Z9K0kuTGGAIOGxj1FYGqXLNecHBJDHPbmojdzNKjioHQaJdx6NqNsfMLAzBpWY5POQc/jip/F2gXd3O+oWULyRmQeYinJIz1/z2rDaVUhaR2ABBD57V1XgHxL9rU2E6s0sYyDnO9P8RUwvFORFSSl7pN4p0A6PrMF4kai3uowRt5Cvjmm+TK09uGJG7AyBjB9q6HxAhBeJsm3ba8f+y1cpockuueJf7Nn1Oe0QLIYvLTcWZUJC+g6Hk/TvVxbkmkcFaFpX7noOkw4jwAccLub2z/n8a3A4HG7IYZIC/lz2rgfh7q890t0LqdpFTYUDHoTnj9K7eK484bQvJ7E+prtoLlppGEtWMkk3IdrEbeBj0qrLIZVzxwOtRSPMbiWCI5B6Y4yPxrLvr0ouxV2ADnHXHerZBy9xfjT9Rms8gRMd8JzjPqv4ZP4Vbu7/wAwI2AMKBkdjXOeJoVkaWQM21TuX1+orFtvEk8ai3vBvQHG9ev1I71zPV3R30qiSsztJtQZ4Jdsh6cjGa5qK4LXbM7dR3qJvENptYLK4U9tpzWO+rAKTBGWlIILOOF5GCPfr1qo/C7iqS95NGjrWpx+WBGx8xsGPHGwg8mu28C60t5amCcYmjxvA6Edj/jXlMa+fKA33mPeu18MRyWOk3VxBJ5cwkAViOcZxisKkFay3LhJu8nsdvr9wzm406Q5gdA0WezD+hrftyzFWPAC469a4jxTCq6DDqlpq9/OftP2fNxEqLPhQzPFjnapwp3eo9wO1hnWO2Jk+9t4A69ua3wsXHmucuIkpWsWnf5SGKjYeoP3v8O9YOuyzGW2aHTormdspHcPIQbUNgM2P4sgYHoa1pSssLlAcDJyOM4rKa681Ywy4VTyR1P410vUwJJmUjdglcnPNc/qlyhiKoOWPSr1xeGbdHGwXClsmseSR0kjaQBSTwT/AHSOorKTKRj6pMWtk28lTnB9ea4+4iDzFSwPc10eou0TzBVLRknbXMO/70se+ahloiVGbKrIRjt60ixKJMSk8dcU4/IQVPNOU+YcnjNK7HctiyQEGCTClc8816R8PVEVveGReSIthQ5Uj5s/0ri/CFhpmqeJItN1S7ntIZzsWaOaONYz1JYycYxngck4Heux8GLLY6vrmnSJcJ9knESx3AAdQGf7wHGeOcHFFOL502XUqJwaSsd7DuZCSu4ZzjHanO4V9wBG77oOM/jTTJEqqpcZIORntxVS7kEOxxkrnHTv3rqbOUyYrm3Gu3sUEN4sspMt5LPjy92AqrH6jGT27CnXPlgNvb9PapZJ4y8j5Cr0CnnPvWTf3bSR71TKZI4OelZy0KWpk6w6SMIWG5MYYHoc1xYuZtEvnhDF7Vm6Z7f411Wohfss5UAMoDBv6CuS1CZZYsMPn9KyeprCTi7o1xcwTIkscgfvlTkj2NY12f8ASi2MjI/CsxXkjfMbEN0yDg1Ml/cIxPyMxx8zICQQetQoWdzeVZyVjpbeWNUzkZ/iLd1NdLoerp4ghewnKyG3Gwn+8OgYfhXmc1zNcAsxJY8EjgfTArr7zwpq3g3TdD1cvcQ3l8ZBNEIyv2cYQorH+8yvnHb6g4zdBWbRXtm3ZnphYlG56PV6aQyQxqQAHt5AxA5OKKK66vQ4oHkviMbJw68N6ip9OuZLrT0aXG5+CQMUUVy1Op2YfcqGMOhJJ+Xkc1haqoE2RnoD+tFFRD4zep8DINQdwyR7jtZAT7811/wyhT+2S4+/naCQDjj3oorSfwGVLWZ6j4kt0/s593zFcYJx/SvIk1KfR9dkv7XZ58Ttt3rkfMpQ8fRjRRWFL4mTW+FHT/Dw4fUUwMKIgP8Ax6vSQAkTEAfLjHH0ooruh/DRzfaMmXK6luBII4B9BWDfyNiXBxuJJ9+aKKp7Ize5yfiMn7Az984/SuLuFAtlbHJJyaKKwRsiiamtXKzrjvwaKKuWxUPiRfijR51DKCC4FdzBElv4Wt1jGAztn3+eiiuZ9Drlsw8TeIW1mzhik02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", "info": {"video_id": "77559", "label": "tilting chappathi maker with spanner on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c5333b7c5458a3f575fba2b5378523210b7e19e7b75b6b69af53230b8db74004"} +{"episode": 62730, "episode_seed": 2386874744, "split": "train", "timestamp": "2025-10-13T03:32:16.058541", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2386874744, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 orange next to jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "106052", "label": "putting orange next to jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "106052", "label": "putting orange next to jar", "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": "e205c5af2002f8f3d1250c181d5fae78bcf0a7c61449e3a1a70947a645bbce86"} +{"episode": 62731, "episode_seed": 2227090735, "split": "train", "timestamp": "2025-10-13T03:32:20.915651", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2227090735, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending plastic spoon 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": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "213728", "label": "bending plastic spoon so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "213728", "label": "bending plastic spoon so that it deforms", "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": "fcd833018b237e551b8f7e6c081d90f8a2cee4b2000f46d8efe753c1ff5cbcf8"} +{"episode": 62732, "episode_seed": 3936277758, "split": "train", "timestamp": "2025-10-13T03:32:25.495350", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3936277758, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'piling cents up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "157438", "label": "piling cents up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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/u1E8oyR5MR/CpZSIW98n3NMtUxK4xweeBUss37s/u4+BkcH1pLRo5ZhhQpYgjaKTKRow3yJeyWiwuqQRb3dhgceg6nPrVS01Wz0vTI5biQh7h2k2Llm5PvzjiqgmZNO1K7kdnaRhCjlNpYevAHHNche3DS3L5kMiRjYh7f5zn2rGrU5Foa04c7O0m8TWsd9MguImt9nylFJZiQO/51nzeKbd5QFgkIJ+8SM4+lceZCoFVjM6Fi2cZ/KsPbz3NXQgj0aDX7G5ujbxsdzfdYjAJ9K0wScGvHRqXkTq6u29SCCOxr1rStTk1HSbe63sC6AtgdT0NdFKo57nLVp8uxZBwTjuMfhUFyD8rDsecVbeWQOcMcfSmNO+D8/P+6K1ZCKqkEDpn2qCcAoQTirZmkz1XPrtFVpblg5XKkMOyikUjzMXyngGnrIJTya50T7Rkn8Ktw3R25xxXlSpNHepXNxHVCOaS4uY44zIzBVXqTWclxnoeB3rN1S+Fyy2kZOz7zN/e9qunC7JbN3TtQS51GMQtmQnATBz+VewWUDWdjbRP97btbnjdXjegynTNTtboR7nLBWB7ggg/pXrVhrCajPFHAjmKJDIxkGOcAAV2UdHoc1Z9DV69yfUUxm5PH4mpvtHJxEmBxkClMp2g+XGTkjpXUYIqPwQcjB6ionzggkD9attcHbuEceM+lVTeMWK+TED6YqWWRR+ZHDK0CM8nAUKQp5PJyeB0pUgkVLW0+y3SRM/mSNGAzI2eMsMKPc46Vla/wCJP7Ftw6KPOk+WNF43H39hVHSPFeomwmhu973SMcTgjqT6cDipGtTq4zcNqk9wbaVVhjYRfujhsHAxk4J6/XNWrWEfZCYIZ4xLJvxPnf8AjknA46VwC69rguGD6jKQRnaMcE05tV1eXkardrn+7JitFEltHc3ETrbN+7I49Ka8u1hGCctkjt0rP8NXdzcWr+fdSz4ZgTI248Y4rQ1AS3bSomI3t5FMbDvkVM07NIUWr3YscmSVYnjv3qQ/KucE5plosltDmSUSzOPmYrjnPYdhU/2h8DJUc+lOKaikwbTd0Vic8HGCKiOcdRn3q480gOMqe33arTXkq5xsPPpQ0NFOYA5OQSAT0rxXPX617c925iLEIeD/AA14YW5P1rjxPQ6aD3I5j1FUJyFHFXHbGc1nTHe2Kzpo2m9B0ZLqQa19Kh8y9jA4CkMfoKx4+oGa6zR0FnZCcoC8rKDnsucVpbUx5tDutMby7NJQchwCc961euMEn1FYmk2lyECPcKbZSzKm3knsM9h7VvfaXBOEjx0yB1rqpKSWpzTab0IXbn/HrUb8HqMEdPQ1cM7lQR5ZOSPu1C104GcJ7ZWqaEinIflIJH880QGSO3m8hGeT5VVUIB575PA4pxvZGJBSMf8AAayNb8Sto0G9AvnSHEaAfePqfYVDKuTazO2l6Rb2scUkJcl8sBkNnpuUbc4/HkVyQbauex4FPn1G+v0iF/MZZYwRk+5z/wDW/CmZHBPQCvNqz556HfShyxAg8ZHNP8tHVi2OmOe9ReaFJLfdI4qjPfYBI4peRdxytFDkIoHPOK77wfdvPpbI4OxH+Qj0715lHJ5ik9xk8mvRfBV3cSWADJHH5a7BsOc8nmumgnzHHWaaOqAKpnaTmmEFgQemKlS5kLLmTjIzgUjTyg7d+T06V2M5iowbHvnuKglGSW+bIGc4qzNdzqcLJ3x0qCS6m8ssWz36dKixR4rAiEqxOST+VOlJiGF+Zm+7gV0FvoFhaWby3dzPI8Y2MkIAAfPGCe2M5rCPlzXLMkoVE4jVmxz9a5XHXU3c7KyKU9zghXYquOnvV6z0o3CxuH5Vhz7GsgoXnY4D8ZwozXQ+GzcG5eNlIRI9w3Lxu3DFW47WJhWtdM7PS9PjGpaaOwkUEf3uO9dvaW8NtxFHsJJJCisGwtiuoaexdQPMzjIGTgdO569vWumWKVigCnr3FdUFZGMndk2R0wfYtSbsIVGODnP4UpVgcsG/KmHDOAQfxqgQxslSMg89DzVRiQ5IBwOtXvJ3bju2j/a71xsDT6l4xu9MOtTW8QMgjEKhssqFgvsODyfT3qWPYb4nsxdT2MjNlomOFHfkf0FZdvO7acPMGHYbgc+ppumXj3he5vpmneBQ0Zf+DI5x+laOr6hFJbRItsqBwH3A4Kg9FwOuAP1qHuXB2Kdp5skhbH7pG+YnvmoZr1j+4s8sx4L44HPapbW40+OxCLcoJSRuBTLH6Vagsbgwx+VA2z1IA/Stk9EjJ3Ot8JWq22jrhixLMST3OetaqIBcXuMsTMpOTntx/OqXh9JItMt45cJJh2ZB7ucfpirdvFIZbzh8tNkbgRkc+vX8OOlJgPQ7i2FPXsaQnIzge4Ap620gDE+vAprKycFW9qAI5W3sSWGT3Haq1x3Oc/WrWwupATn0Pauf8YXP9m6G80N00MokRcqOeT0pMouOx8shmAGPXOc14k7fMa9E1eX7LoMepWeu6jIhnNuWuI1jWbC5Z4++1ThTu9R7geZySAZJNctdXsb0HuNlaqZOGp8swPQ1ApLsaUY2Rc5aFq2UPdRxk43GuzEQMFuhJCiRB8px3rjtNikOoxs6/IA38q7m1tnnayCh3/eKSVBPA7nH9atLU5+Y66BfKRUK8561c6cEYB9Tk/hTBayu2VAHzHkEdM1M0EiZYKSAeDmukzIi5CFTgDOTx1OKiPMZ+bHP5VLsbd8yED1pHgVI2eU+WM8UFIz9x3kjGM+tcz4nt45p7SSRifL3EAdCeKvaXLa6p4vl0651W7t7Z5jEksckcaxkdSxk4wBnpyTisLVWnj1e7s55LhjazvFsuNu9MHGGC8ZxjOOK5q7tTdi6VnNJkWcipN4VT3AGagLBVqJ5gq9eK86KPQuE0uetZFzOCxANTXVznhfzrOPL5PrW9OHVmU5Fhd8jLGDhcgk16f4MjxYOQoxuA5NecQKAAF6mvV/DmnyQ6RFnG5sHGfz/AKV00NZXOes7RSRr5LAHqf0pkjBmyWJOeuO9PZWXK4H/AH1Rs3ggBc5ya6DnSKtwQFJBzn1qq5/dkFs49OlVPFl7Hp+mMYZpI5hKiZUjIB/pWZ4g0/WfD+haZf3t3drJeF/MiZcCDG0oGOPvENnHb86kd7GDrhNtALdPuSEuxJ5z0ri71FEvT8aKKwi/fKeyNbRkXymIUA5xx9M10mmou9+OuBRRTW4dD0a3doJtPijOFkcluOT04+nNaqzyhThzRRXWiBXml8pv3h4qq88u0fvGooqZFIW4md7CcuxbEZYc968vbUrjS/F1/e2+3zo5mI3jIyylTkfQmiipYMn8NQxtcXqMgZSkYIPfr/hVi9kY3MqNgqhwoI6Ciis38RUfhKRP2e4LoF3AEAkDiu7h/wBUn+6P5UUVtHYUjasEBWM8/cAx+NSRBvNuCXZi8w6np16UUUEEzribbubj3qnMzbh8x4OOtFFDGRbmE+3Jxj1rmviCgOhs55ICH6/NRRSQ2czrfiJtcsIo5dM0+3MUISN7dHUqgBwoBYgDJz0681wN2x457UUVjPdGlLZlQkmprb7xoopy2A2NOGbjHsa7mxiG22AJUK6Hjvz3ooqafxES2OqXpKcnO8jr70OP3Y5PIPeiiukkozsUBAJ4NSzDdps2STmMn8ciiipRSOEGsHSNa1aD7BYXsMlwGMd5DvAZQcEEEEdeRnB7g1nz3txqGr3d9dSGS4uGEsjYxlj147UUVhiP4bKo/wARDZWOKrS9aKK4IneUZPvVAPvY96KK6o7GE9zX06NWvEU9MivXLOJRCFAwABiiitsP8LOar8QsijGfTAFRW3z3O09MUUVs9yUc746z/ZDvk5UREc99xrnNS1/U9R0iPTbu7mmt4N8y+ZIzEs2OpJ5xt49Mn1oopMTP/9k=", 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"info": {"video_id": "157438", "label": "piling cents 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": "2000f2694c662ef57b3a67579d1b13935416f612bd1126033765269cd96cd04b"} +{"episode": 62733, "episode_seed": 1546906162, "split": "train", "timestamp": "2025-10-13T03:32:29.049026", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1546906162, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "158058", "label": "holding cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "158058", "label": "holding cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "573a49df9692e1837e1ef36d879abcad63281952965d4839e3c420fdbd9d6da9"} +{"episode": 62734, "episode_seed": 3819404355, "split": "train", "timestamp": "2025-10-13T03:32:31.452138", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3819404355, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing piece of wood'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "109956", "label": "pretending to be tearing piece of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "109956", "label": "pretending to be tearing piece of wood", "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": "ed9812cb66b0f31df454cb49df6010ac832b5f613474b95e2711c9525d449562"} +{"episode": 62735, "episode_seed": 2292280710, "split": "train", "timestamp": "2025-10-13T03:32:35.178326", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2292280710, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 charger so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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S2iWupVs96T7ep5OOmeePyFQ6g3kLOVAVXyT6VLBhbmBgQSJGB9eQarasP9AdS4Z1yDg+wrovoQl71jk9PeO50rXVUZkwGz3OOP61z2lQiyhnlbqwzW9psDWtrdKhx5rYPuD1rK1oC0sHA6mud7noxVlY4+AmXXnc/wAWasatJvdUHcioIj5Nysv1qES/atVjTqByaRE92ztNDzDbBVVVDcfWtdWKgkrkd8d6zrEKIkC+g3VqxsYmz1J429RntSZxMuRJs8pmdQowSvf1rvdYh8/VyR91EGTXnaklxuyxPXjiu/vb0x27TPjc4zW0Oo4LU4/xdciC1dN3OMcGvBdXmMt+wz3r0bxlrReSQZrzWJft2pIgP32xSep1LQ1tOj8q281jjdwOKoX8bM0kuMKOnrW5dRGHGxQQg4FVbmMTwfIjcDPFNpJGerdzlpF/fYwcnmvob4AW0sWh6jcMMRvNheOuABXg00HlyggE57GvqD4UWjWHw+s96bHmy+PqSajoTM3tSdTMQTWZkB8Bs1b1Q/vvT6GsuN9rffBOazpvUia0JpSVP3h+NZl6+Cm4gZz0rQd+uQQe1YmukxNAw+9z/Sul6owg7SGCUkluTt54PWpVuWXPmD3AFZJuQxxnDZ/PFK9yqp1JJPWpWh0v3izLI/3lwwHOPSqEl+JV+YrwcqcYB9qqG/ia4a2STMkah2UdgTVe5OYWIb+LrwBiquSopooag581+45+Ynp/9euUvsOCw2t3z61vXVyCh3lRn7pI6Vz12Nvzc8n8hiobKSsZd7sFvl12NgEc8cf0rm7hVWQ4xjvjpXQ6g5aMo+eMLgYrDnweBjIFSnqNx0KZoHWnMuO9LGMtWpg9Ds/E9+0tyYx3Ndz4IsTpfhyORkxJcnzm+n8P6c/jXndtbnXfE0FrzteT5z6KOT+levNKI4gqIFCjaoHYelEO50vUSe9Rw6sBj+dc5JYQ287PCpA6gdq1ZEDRPkHgcVh3c5Qls57DNNyGooyrxn3ue3Wsu6ZvJwRwASAOM1o3EvB8zHPeqV0FNsApBA/OspO5aVjAmyG6Hj1NaGnWXn6rBaowkWSVF3KOuSKrmLJ6Dn1rqPh9p5uvGenIQdiv5pJHZf8A69KJnUR9V2iJb2NvAuAFjVQPoKoayB5ZyR+eKsRsryDY4IUV5fq2q6pe+OtQ0n+3Lu0gDyCFY1Dcqm4L04HB5NKXvNmEdDoI1DeMtGKY4WYHv1Srl3mNATkFZgoOe2MVxvwz1C91fXvOvbqScwqNm8/dLK3T8q7C/wByxNgjImDcDrzQ1ZRLWtyvb4SRuMgTcZ9CADVXUV/0dkI+bP4VZ2kSSgNyCjAng46ZqHUFzux0OK2v7oo/Gc+Ydu0Y6muX8UEFtg6AV2EwxKPQVwuvyb7p+egrOR2o5e7kCrWZpVzs1hWbGDleTUuoy4YjNY3mFJ0cdmqCZ7Hp+jXxmvJY1IIAwBjNdGoLRlj8o6jHpXE+BSZXuJXyQxPSuj165uLHR3kt5WhfemCvHBPT+VFtTkkbcYOV9Tjg1veK78QQMmQoA4xXnOpTPb6LBqFhreoyqbn7Pm4jWNZyFDM8YHO1ThTu9R7gbPjbU95dAxPFax0KpLVnmfiO/M8smWPXpVfwhB9o1VpCpIjUn8aztSmMkrGuk8GW2LCebnLtjp1ApGrepfv1WRzhR7e1ZrhhAxZ+AcCtO+DNM3PX+lZbKxVmGeDyKJAjMSIvOqHkswXP1NfVWiJ9j0GwtwMBYh/KvmbQrcXGv2aEZAlUnPtzX0nb3JYxoOiqBWTdosip8SG35zNyR+NZxcq3Tj6Vcv5MuAMj8QBWUTtbJBOT1FRT3IlsXfNzHnOR9KwdbcNJBk8EkfyrE/tae68a3Gk3OrXlnaPNsjaOWNFj6Eli4xjGeOpOBVSzurx9Q1K1vpLqU203lxrc4DJgnrjjPA6cV1PYwgtSxM+2PHUj0rL1fUHtLB5YmJZR8oq+XGCNpIzWVq4Bs5cAEDmlc25exz3hrVPtd1ctIAZpOWY9W9K6KSXZG2QCCeQa4vw5Cbe8mkIxvziummkDHk9BjmiT1LgrxsZ97IPMLEjA6isuWYbirZMZ4zVu6DIpLH5c9ay5mL4Ubdp96zZRX1NtzDG3kfLjp6VjkBZlk2q4QglSODz0+laEjKJCAc85z2zUXliSVULCMFhuYgkD3460r6ieqMl1G4kdz09KkgiZpFVeWPAAq/FpVxPG86DFsr7fNIxnnsK7abwZd+EtL0nUpWmW5ui7SoY8eSF2FFJx95g2cdvwNXzGMkZ/gJFbWLyYjLpF8p9MnmvQ3P7vNFFaHQUGkbcwzxisbUP8aKKnqUjDmYsyg/3azpCcrz1ooqJFPYi9PpXqHwoiVtRkvHy8yKI0LHO1fQUUUo7mdTZntFhcSSGYs3cdK8c8WX82meOtSvLfb5sdw23cMjlNp4+hNFFTHdmL2Ok+C8CM+ruR80fkhT+DiuwvQPLuDgHD8Z+tFFW+gR6lJhm6ufaMgfgarXTlo8E9AMfrRRWvQcfjMW6ONxH92vO9UYtcT5Peiis5HYji9QJ801lydPxooqCKmx6P4EULanA6g5ra8Uf8gFnPJ8xP5miin1OWRzer+I31qK3jk0zT7cwIqRvbo6lUXogBYgDnJwOTzVvxRM5nk56UUVoXR6nm147Gc5Peu68NDZoVsFJG4kn65ooqS1uxZJXd2zjqRxVZ1HlkeoJ/LpRRSZpIs+D0VvEUDEZIORXudm5M+SBnFFFZS+Eyqbodf8Fcd6zWYqOD07UUUU9zOWx5rq+rtYeItUV7KyvI5Zw5S7h3gMo4IwQR15GcHuDT9Hvri+ub68uJN89w6vI2MZJyfwoorpexnDdGlIASeOlZ9+P9HlTt0oorNGs9znY0VF+UY+lTLIzFgegoopy2FT+IqXYHlZxzisfyw+SSenrRRU9DWXxFCcZCZ6MoJ+uK2vDej2upRM9x5h2PgANgEelFFTLYiO5qeI28rRzHEoRFZcBRjGDxVT+3tTv9EtLC7vZ54IZHlXzJGYlmx1JPOMcemT60UVNHYKm5/9k=", 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", 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", "info": {"video_id": "95954", "label": "pushing charger so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "95954", "label": "pushing charger so that it falls off the table", "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": "859d0c637de97893ba2afa61842c97523fc28ce19284d67de36ae9b3e4696718"} +{"episode": 62736, "episode_seed": 1732594320, "split": "train", "timestamp": "2025-10-13T03:32:38.436428", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1732594320, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving mantis toy away from mini teddy bear'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "208692", "label": "moving mantis toy away from mini teddy bear", "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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4yj3uXI7GS0S2iN1NPdtEwDl/nkRecMe+TgVzkWuajo/jWw8PiV1S3tsXTOCM+cwaJOf7uT+tb819e2etXd9Y6cb6W2iSJYMYbHUkDuckfhXMa7aajeXd14mv4TDJaXkURUn0cLjj06/jXHSqxVdcydm7eXZGbb5JTi9U/wArHe3UdwXJa4Y4rndXjZ4JFklYgqQQT1rqdTuLWztJb2eTZDGpdjntXMX93aX+jC+gcmGSPevrzXS3FPl6noOoubkvqeY3Pg3RZpHdoJo2Jz8r9azJfANi3+ru3jJ6Bua2Z7yZpCYWbHQDNZMt3dxksrqp9Op/WsJVZLRMwdjd8MaJc6FoPiG1triOYXkcSkkcgAt/jXVR3t813JdC9VSyIq2oj+5jq2e4xXLeDdSkmh1mS4jjdUWPbv4B+9ycVvWLNJKGdlOUHT6V10ZzcXfszhxEYucW+6/Ak1eTUb3TLmGS6QLJGVOVqSOwuZvDtpbSXwKxxBVKjBHHapLtYxZSljhQvPNXrGKJtJhwTjAOO9ZpXVmdn27jdK8OXbSeZ/ak808I4aU/e5BBz6jt6Va1TxPq3h+1ub19Slkt0t5J5CwDbZQP3ceewY1elney0i/mgz5zqsScdGb5R/OsnxTdeH9W8LJoVsyz3byxKzbSGDR5Yflk/ma58RVhSne9tFcxhH35KP8AV2cT4411dThW5kbLzIrPkYwdoyPw6Vx/w4tvtPjQSLkCCCWXI7fLgfzqfxJFPHBeW9wcT211IknHfiuz+HHhU+H7i9bUp4l1C5swVtwfmjU88n16cDpW0VCDnZ7vQ9F1ualS59G1+JmaYfsmjBOjM7N9ck1xPiOR7m6ZwCVjPze1dvelY7JEBwQvP1rj4oTdteK33CQMmvOwjSqSqs7sQ+SmiTTfBy6lpsV8l35TPztYe9evahc6jLq2pt58VsbiGFFmCbvL255x3ryltSurG1W3h2FFwqqAMACvUtTuM3ZijWJMRDdg/MxJr06FSble+lz5/FqM4O/mXhe6gI/Ljuw6gYDleW461m2cN63i57430au1t5ZGzqM1fgUeWuSDx2plssR17bn5xHk4Paqlf2jZUEvZRXawg0e5bUGuE1WeMAjekRwG9yPUZz+FbUSvb6xZx3FzdXCadb7vM3ZcktknP0H60+GFPMkAJ5Yc1s2dusPiK5aTBLxrgH0rKrTvCMVpqOorzT9PwueZfEy5l8TRy6vZWrJBYWske5xgqGPzH68gfnXl3grRE1bWLnzkLLb2U1wo7FwuEz7biK971CSyuPBusaLvRby5WQhSeSueD+dcBovh+60zwVqAdfJu7qFpmZeogj4X/vpmz9K58NiJqlKLd7P8zefLTqNL4na3yKvw20/+ytKvL+4QLNO3lID12L1/Mn9KyvEK/wBu+IrbT1Jwz5cryQo6muh1Mtp+nRxAgIsYIYdj3rjvD89xNrF1fDOQhjU59TXNQk6tWWIl0PVqv2VHl6mnN8O9PfPlXckeegbnFbvhrQLnw/oXiG1trmOYXkcSkleVClv8aw5r+7jLMsiqe4PJ/WtzwdqslxDrUtxHG4jWPbu4ByG5OK7aVapKW+h41RRcWn1Opjvb5ruS5F6ql0RVtRH9zHVs9xiodYl1G80y5ge6QLJGVOU4FRWLvJLudlOUHTvxVy7EYsZS5woHPNddVtuN+yObCpKM7dWxkdjczeHbO2kvgVjiCKVGCOMcVueGNKv7a9R/7Yu5WiBz5jfK2R1PqR0qnYRxNpMGCcEAj1rqtCiBlmZT2GaIR1b7nTZNR8v8mT2lvqkLyOdYnkDNuKsAfw6dKzNZ0q41+G4ttQfdaBdiRuM72x98j0HYfjXThV2sNu33qCWNQpz09jSlBS0Z0QjdHmjaPfafaQPqEqPDBMZJIbdSVIx8jD3U9qx/EWl6ZrvlPcKblMfKyvgivTbyMKy4GVIIJz09K8z8UTQWV4yW42PJyxXjJrl9n7Je7sJqSTXQ5W48BaM5AhaeL3LZrOn+HkIBaDUcAf3hV+51C5YD5zt9WNZt1rF7FEyh1fJ4GOKhVqjfusybSPRpYon1rDDlwFzXQw3eh2EYWGOO6kDNvdmB8thkAEdgSrAY7g1xkkzTa5GhlCBxgs3Rfc1iX8E8mvOTcvcTwjy/s8OdiDOSWPbrn86WLlJpRjK27NctpKpUlJx2tr/XyOnguQ/iBfmRTt529R7V1EEg81cHOWGfeuDOp2t34tSS1iWGOOIRfKMBiB1+tdZau730AAyGcZrsw8+eKe1znqLkcovodXpCtFqV8dm07vXORnisrxf4h0xYL7w9cybJ7iHz8Ads4HPqCAeaj1/RNU1C8Nxp2ovbFlCsFcocD3wcj+VeSePNP1jw9f4u5RMt0pkSZXLEYABBJHXofxrlnSnJeztazumZxc4Jx5dP8z1wXSaqmmW7yK8KRie4TrkgDYD+Jz+FcxHP9j0+/siflgkYKPbP+GK5bwMPEBhfXRNsgeGUIjDImEYBI+nX8qvXeppqMt5KiGMTJuKgdDtFOd21Pd82tul+hjCfJKMZfFf700YMl3IZmWIgqfTms2886XBbBA/CqEN1tn2hiAvFOutYkiwrZalySctDrujsvBKq9nrKsvGIs+/3q7/Q4NJECXGozrFEGwA7bQcDccn0wD+RrzPwdftLYart+XIj/wDZq6KZZm8KtONQitkf907EkOmeAR9ckfnV1ZShSaTs9F+P+QqUPaYiMbX3/r7zqPEmpWj2hhtrSO3CK3mKcZBJxg469M03RplfS4iXByOg6CuLsprfSvDl+lxbyym4iSG2kuFIdv8AaCnp9frW94fm3aLCqtkhajCTbi4vWz3OrF0vZ1ku6OpnPm2kQJX/AI+VPJ5454/KuiFnptv5F3PDBH5MgmebaFy23buY9+D3rnbQTtoFw8cTPKH3IqjJOPbv9K5TxP4q1u80G8tpdKMdoV8ufykkYmP+LJx8oxV4hLnlFr4lY86E1CfM1uLrfhiPUPiFd3okibTPMW+uVzk/LyV/Fh+RNYemajPfX1z4k6NcXzxpnoFXBA/ImuVtvE2oyzf2fpyu8lwFiRVPJAzxXQf2rNYaPb6Ne6fFaSArPEYOFy2Scj1PP41jKnP2fLLdL8uv4Eyne7nt9n77m94l8PPFob6hECQpDN9DXnsJljWYxgYY17BqetW03gYMHB8yLBGa8TOoGFHMbErk9KzoxvG0T3MZP936iS71JLjOSOBXtDwxSayAwwXVV3V4b/a7O+CvU9a9gMr3OvwxGUIJF2726L7mu+CcPi0PGrP3dFc7VbnQ9MgJiSO6kUt5jswOwjIAI7ZKsBjuDXK292H8QqCUUlOdvUe1c5qlpPP4gkDXUlzcRL5X2aDJSMZyWY9F65/Orr6nZ3fjMNaRiKKOIQnAwGIHJ/8Ar1w4WrN1Ped21f0PVxmGVKlFqy1/4Y7yFx5y7T1YZ9609e0CXVZFmt7yW3lC7SyHGRXO2rO99AAMhnBrrL3VbbTbWS5u5ljjQZJY16c1GVP39jz3Ztpnz54mvbzQdd1C2cu0sblBKe6YwBmtrw74r1PVrh7WawY2V/Ctusv9xVJ6fka6DxJpcfje1bVriNoNPjI8gAbWkXPzOfb0rUhuNKgmt0s1jW2sLYblX+EKQf5E15FatCk1BR1f5bFRp2lGotk19xxHjuxvtJhWG9UfvYiyMp7ehrifD1zInmxRjIwCfrXo/wAVdctNTnhigcS8fLtOcA//AFq8tsrhYJGVPkOecdzXRRhH2Uow2PRxlazUXu0a1+08uM4wK6PwLh7PWlZeCIvx+9XGXOsyqdpySPWun8FX7TWOrbflyI+n/Aq2pwlFXaPLk0z1LQLfSmgW51GdYoVbaFZ9oOBu5PpgH8jTPFOo2ptPIt7VLcIGLhsZGTjBx9K5sx3DeE2uhqENrHJ+5ZyxDpngEfXJH51BC9ppXhjUPtVvNL58CQ2slwu1m/2gp6c9/rXJWrSjXve6Tt+H+Z3YXDc+DdS1rq/4/wCR0uj3AfSoTuByOg6Cuu0CVikxyRz1rz3w9Lu0WFQ2SB+Ndr4dZxZSMwI3PXrU3dXOJO/KdE88gQjrVGeV8ZLY+hqWSQ+UxA7ViXV0UU80pOx20loJe3R2kCQ15D4zvSuoKA5zjg13mp35CY3DJBrx/wAZTFr6KQN82CMVhJqb5QraREa7uXi+9kkcHFZEjyoXL85OeKWG/kS3zknFQNqEjk5AOfanCk4t6HC3c9WiCT6xCMqpYELubAz2ye3OKxtV1Y2Xi51t7g29mvli6iiPEpzhue4Pcnk4pE8Y22g6ndQXNp5gntTHHcKAz27E8soPGcVyl3d2E8bf6YWdgF8wxsCeSclfx9awlRlOV2tLW/E7MDUpU1L2vqt916HoNxHCdWEtrDBHHyV8n7pGePxx1rqtKlJu4BkD2FeW2PjVNP0KTSIVlvZriZH8+4UKIsYHyDk5P1r0LRXZrlWO4bRwc1vQpypQSl0OOrLmqNrqd89w4Q7GVX/2uRXC+OoB4lvo9G2K0dtEbudweVOCFUehPNaep+JItNCxpG092+BHERgZPQk+nf8ACsrTWis0nl87zbq5k824mz95vQeijoBUyqc75U9jaKdSfKtlv/kXdG1TS5v7H0WDYohG1Y16BWUqR+Oa5uG4ttT0t7sBbbUNPZobtgN67RwH25GRx0+tZRittK8eaRc2k8gSW58yS3A+VPUj25putahD4U8SX5s7dcPNIs6tyJVY5IP58VwQw7ou0JNy3Ry4qh7SbVtUjI12XTZp1jsCtwwcyXF2ECeY5GMKOygDp681kSQLIpy647ZGa2JdKstTja68PndgZazc/Mv+6e/0NUtC0U6v4jbR9SubiwYxSOieVlmcIWVcHp0zk+ldtJuo9Hr1vuOg48vKuhr+EQILe/UuHDBDjGMda6e9aC08CXNw3lszIViO4l45OxA6DA79ea898MXj22narNncyIrKCe+Grc1nxppPiG2skCPp6wW3kNaiPMZbH3ww5z35FKtSnLRa2aOjDSjCupT22+82NI1BdU8P3Ueoyx3t/FIMSTE5VCvAj+h459619FzDbhSABjgeleZ2ep2Onat9sj1G5ESurGK2j5YKeBubAH1xXZ6Z4pk8TanqF8tolrG0i7IoznAx39+OadChKm2+j/ArG1YSnenstPl0PU9GlP2AZIwTmrNzdAwXCzujQMhBB/u45zWDYXItrJN7MFxk4Gf0rhvFXj6Ke4TSrSV7eKVzFcXDLk7ehAH9a1nV97ljuZqfIkt2SfD7StM07xVNrbsWt0DiyWUY2pkjdnvwCAfrV3X00sXGni9DeTdq8KXKYOxlclP/AELGfpVDxJAj6TDHZTLbmCPYqucI0f8AdJ/rWNMRrfw4sJriVla0v5FbZ3BGQPbpXnzoT9s6kp6PT0JxNG6jB73M3Uby4srWbT5p0EUTEFd53nnsPSudjdfLwMKT2zV67u7XWnAnfyrpRsEh6Pjuazr3TL6xXdJCxjxkSKMrj613UYpLllpJmVOb0hN6obsQSAiVQc9hXstqEudbtlyqlhgEtgZ7ZPbmvNdb0HSLTw5batpeoXk4a6+y5uYBGtyQm53iGd21ThTu/vD3A66LxtaeG9Xube7tGkW4tCkdwgDPAzZBYA9eKqvCVuVauzLktUSa5rT2HjZktro21ipiW7ihPEx3EMc+h7k8nFaN1DAuumS0ht44+q+Tnbjt+PrXnmpXul3duxXUC0pAUyNGwY4JOSvryO9adn44Ww0SXSYPNvri4mRjc3KhBFjAwijJ5+tctHCzUoy2srM9HG1qNSCjSvd6v1+f6HrGmTZu4O3rWreaXDf3JnumEm05SJ+UHTnHeuW0WRmuFdiw2jg10sl4FQZJx711yUZJKXQ4aMOdXLV9NDJC1uVXymTYVHQDFcRpvhhbHVLw/a3e3ubaWERHqNw6/pWxeXoGXBwo9TWfaagsmo2zCUFTIF/Pj+tc9dxcX3OyrTTpP0OJutNtrF7qKJi0roPJEjZ4A6Z+v864AK0d0yyptZTyDxiuj8V6gwupIwSHikIBB6EGssanZX0DLfwf6QIyqTp69ifWroqSTna6ZxVuZTvuipIVlXO8Y7Z611ngVkS31NdwYMI/bH3qw/B+naVrPiGHTdXuZraGc7VmSaONYz3ZjJxjGeOpOB3rW0qNtCuPEsHlzxtZyFFjuABINpfAYKSM8c4JHpXRUjaAmtLnfXLQWXw+urg7GcqyxNuy8cg6EDoMDv15qro99/bPhi9j1KeO+v4JARJMTlUK5Aj+nT35rB1bxxo/iG0sowr6csFt5DWnl5jJx98MvOc+orEstasNL1aS8i1S68jejGG1iyX2ngbmwB9cV5ssLUk3pZ3uv6/pHo0q1COFUZX51p8vyPRNFDQW4UjAI4rutFcrYDkcnOa8y0rxS/inVNRv1tI7WNpF2QxHOBt7+/HNeg6a/lWiLluma9Je7ozzqKbnbsbEty4WUFlKkDaAOR9a4nX9ZazdgXwT0rpJrhdpHf615n4pbzrsnc3ArmrztHQ7k3GJBcatNcBd5BznBBriPEsvmXiDBBxmtaSURomW7npxXP6w7SXgyOQtZ4WL9pdmVSV4kEUf7vGcEmkNsN+A4H4VCXdQNoII6mui8R+Db/w54e0fUr3zluL8yebC0ZAt8BCgY/3mVs47dOucegot63OZIr+KIla9Rz97bj9awGXgDJxmiilQfuIUHoa3h+0huNSjEik7cMOehBr1vSHbceTyM0UVnNtyYL44nIeObu6GthUuZUXyFXCNjIIzR4RLxNcwiRymwP8AM2eaKKyl8JtTf74o3NzIPEV3LkFo1ATI6Co/iRIx8W3AzwyROfqUXNFFRS/jL0/yFU+P7/zRzFrdTWzAwuUYchl4NW7TxDqNlqyaosiyXUW7a0o3A7lKnP4E0UV2qK5r9TJJc1y34cUNYaoh6FFB/Jqw3QI/y5GOlFFKP8SQX94YqD3r0rwpbRW1ghiBXzCGbnqcdaKKVVu6Qqmx1WvSyJ4ZujHIyMYgNynBGSBxXm2naLZ3Gm3VzMrySrExBZu+DzRRXM20m15GkviXoXtbvJj4QsTv5ljUMfXiqul3k0vw61+JmG2Ga3KYGMZJBoop2XL/ANvL80ViG7r5fmceOtWxqV2tt5PnMYsj5CcjiiiuyST3MpJPc1Nf8WyeIre2hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1qx4uiRryKQj5vLx+tFFRU+OPzHPocyw4AycA9K1/DlnDc6rGsoJC4Yc9CCKKKqq2oOxTZ7Ho5PqeQTVzUZXFqx3dhRRXHU2NcN8Bx3iC6nGgl1kZWLYJU4rnfDepXQurbdKW3XKZ3fUUUVjJJ0mzaq3f5GL4v48W6qB0+0McVip1oor0KH8KPovyOJfCjU0nXm0YTxnTdNv4pWVjHfW/mBWXOCCCCOpyM4PcGtrRr651ltevb+Qy3F2Q8r4xkncTwOg9qKKdb+GOXwnMSxiKbCEjB4OaZDEryYOcUUVSbsJN2PV/CtlBZaenkKV34duepx1r0G3JEa4J5XNFFcaba1LofGyC6GGIrg9eXcWG5h16HrRRXPXOuXwnJXmCmCO2c1gXbMLsvnJAHWiiujDHNU2GzyMyEk4OR0q1qPibV9U0m20u9vpp7a2leVBJIzEswXqSecbePTJ9aKK64bEI//2Q==", 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", 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4yj3uXI7GS0S2iN1NPdtEwDl/nkRecMe+TgVzkWuajo/jWw8PiV1S3tsXTOCM+cwaJOf7uT+tb819e2etXd9Y6cb6W2iSJYMYbHUkDuckfhXMa7aajeXd14mv4TDJaXkURUn0cLjj06/jXHSqxVdcydm7eXZGbb5JTi9U/wArHe3UdwXJa4Y4rndXjZ4JFklYgqQQT1rqdTuLWztJb2eTZDGpdjntXMX93aX+jC+gcmGSPevrzXS3FPl6noOoubkvqeY3Pg3RZpHdoJo2Jz8r9azJfANi3+ru3jJ6Bua2Z7yZpCYWbHQDNZMt3dxksrqp9Op/WsJVZLRMwdjd8MaJc6FoPiG1triOYXkcSkkcgAt/jXVR3t813JdC9VSyIq2oj+5jq2e4xXLeDdSkmh1mS4jjdUWPbv4B+9ycVvWLNJKGdlOUHT6V10ZzcXfszhxEYucW+6/Ak1eTUb3TLmGS6QLJGVOVqSOwuZvDtpbSXwKxxBVKjBHHapLtYxZSljhQvPNXrGKJtJhwTjAOO9ZpXVmdn27jdK8OXbSeZ/ak808I4aU/e5BBz6jt6Va1TxPq3h+1ub19Slkt0t5J5CwDbZQP3ceewY1elney0i/mgz5zqsScdGb5R/OsnxTdeH9W8LJoVsyz3byxKzbSGDR5Yflk/ma58RVhSne9tFcxhH35KP8AV2cT4411dThW5kbLzIrPkYwdoyPw6Vx/w4tvtPjQSLkCCCWXI7fLgfzqfxJFPHBeW9wcT211IknHfiuz+HHhU+H7i9bUp4l1C5swVtwfmjU88n16cDpW0VCDnZ7vQ9F1ualS59G1+JmaYfsmjBOjM7N9ck1xPiOR7m6ZwCVjPze1dvelY7JEBwQvP1rj4oTdteK33CQMmvOwjSqSqs7sQ+SmiTTfBy6lpsV8l35TPztYe9evahc6jLq2pt58VsbiGFFmCbvL255x3ryltSurG1W3h2FFwqqAMACvUtTuM3ZijWJMRDdg/MxJr06FSble+lz5/FqM4O/mXhe6gI/Ljuw6gYDleW461m2cN63i57430au1t5ZGzqM1fgUeWuSDx2plssR17bn5xHk4Paqlf2jZUEvZRXawg0e5bUGuE1WeMAjekRwG9yPUZz+FbUSvb6xZx3FzdXCadb7vM3ZcktknP0H60+GFPMkAJ5Yc1s2dusPiK5aTBLxrgH0rKrTvCMVpqOorzT9PwueZfEy5l8TRy6vZWrJBYWske5xgqGPzH68gfnXl3grRE1bWLnzkLLb2U1wo7FwuEz7biK971CSyuPBusaLvRby5WQhSeSueD+dcBovh+60zwVqAdfJu7qFpmZeogj4X/vpmz9K58NiJqlKLd7P8zefLTqNL4na3yKvw20/+ytKvL+4QLNO3lID12L1/Mn9KyvEK/wBu+IrbT1Jwz5cryQo6muh1Mtp+nRxAgIsYIYdj3rjvD89xNrF1fDOQhjU59TXNQk6tWWIl0PVqv2VHl6mnN8O9PfPlXckeegbnFbvhrQLnw/oXiG1trmOYXkcSkleVClv8aw5r+7jLMsiqe4PJ/WtzwdqslxDrUtxHG4jWPbu4ByG5OK7aVapKW+h41RRcWn1Opjvb5ruS5F6ql0RVtRH9zHVs9xiodYl1G80y5ge6QLJGVOU4FRWLvJLudlOUHTvxVy7EYsZS5woHPNddVtuN+yObCpKM7dWxkdjczeHbO2kvgVjiCKVGCOMcVueGNKv7a9R/7Yu5WiBz5jfK2R1PqR0qnYRxNpMGCcEAj1rqtCiBlmZT2GaIR1b7nTZNR8v8mT2lvqkLyOdYnkDNuKsAfw6dKzNZ0q41+G4ttQfdaBdiRuM72x98j0HYfjXThV2sNu33qCWNQpz09jSlBS0Z0QjdHmjaPfafaQPqEqPDBMZJIbdSVIx8jD3U9qx/EWl6ZrvlPcKblMfKyvgivTbyMKy4GVIIJz09K8z8UTQWV4yW42PJyxXjJrl9n7Je7sJqSTXQ5W48BaM5AhaeL3LZrOn+HkIBaDUcAf3hV+51C5YD5zt9WNZt1rF7FEyh1fJ4GOKhVqjfusybSPRpYon1rDDlwFzXQw3eh2EYWGOO6kDNvdmB8thkAEdgSrAY7g1xkkzTa5GhlCBxgs3Rfc1iX8E8mvOTcvcTwjy/s8OdiDOSWPbrn86WLlJpRjK27NctpKpUlJx2tr/XyOnguQ/iBfmRTt529R7V1EEg81cHOWGfeuDOp2t34tSS1iWGOOIRfKMBiB1+tdZau730AAyGcZrsw8+eKe1znqLkcovodXpCtFqV8dm07vXORnisrxf4h0xYL7w9cybJ7iHz8Ads4HPqCAeaj1/RNU1C8Nxp2ovbFlCsFcocD3wcj+VeSePNP1jw9f4u5RMt0pkSZXLEYABBJHXofxrlnSnJeztazumZxc4Jx5dP8z1wXSaqmmW7yK8KRie4TrkgDYD+Jz+FcxHP9j0+/siflgkYKPbP+GK5bwMPEBhfXRNsgeGUIjDImEYBI+nX8qvXeppqMt5KiGMTJuKgdDtFOd21Pd82tul+hjCfJKMZfFf700YMl3IZmWIgqfTms2886XBbBA/CqEN1tn2hiAvFOutYkiwrZalySctDrujsvBKq9nrKsvGIs+/3q7/Q4NJECXGozrFEGwA7bQcDccn0wD+RrzPwdftLYart+XIj/wDZq6KZZm8KtONQitkf907EkOmeAR9ckfnV1ZShSaTs9F+P+QqUPaYiMbX3/r7zqPEmpWj2hhtrSO3CK3mKcZBJxg469M03RplfS4iXByOg6CuLsprfSvDl+lxbyym4iSG2kuFIdv8AaCnp9frW94fm3aLCqtkhajCTbi4vWz3OrF0vZ1ku6OpnPm2kQJX/AI+VPJ5454/KuiFnptv5F3PDBH5MgmebaFy23buY9+D3rnbQTtoFw8cTPKH3IqjJOPbv9K5TxP4q1u80G8tpdKMdoV8ufykkYmP+LJx8oxV4hLnlFr4lY86E1CfM1uLrfhiPUPiFd3okibTPMW+uVzk/LyV/Fh+RNYemajPfX1z4k6NcXzxpnoFXBA/ImuVtvE2oyzf2fpyu8lwFiRVPJAzxXQf2rNYaPb6Ne6fFaSArPEYOFy2Scj1PP41jKnP2fLLdL8uv4Eyne7nt9n77m94l8PPFob6hECQpDN9DXnsJljWYxgYY17BqetW03gYMHB8yLBGa8TOoGFHMbErk9KzoxvG0T3MZP936iS71JLjOSOBXtDwxSayAwwXVV3V4b/a7O+CvU9a9gMr3OvwxGUIJF2726L7mu+CcPi0PGrP3dFc7VbnQ9MgJiSO6kUt5jswOwjIAI7ZKsBjuDXK292H8QqCUUlOdvUe1c5qlpPP4gkDXUlzcRL5X2aDJSMZyWY9F65/Orr6nZ3fjMNaRiKKOIQnAwGIHJ/8Ar1w4WrN1Ped21f0PVxmGVKlFqy1/4Y7yFx5y7T1YZ9609e0CXVZFmt7yW3lC7SyHGRXO2rO99AAMhnBrrL3VbbTbWS5u5ljjQZJY16c1GVP39jz3Ztpnz54mvbzQdd1C2cu0sblBKe6YwBmtrw74r1PVrh7WawY2V/Ctusv9xVJ6fka6DxJpcfje1bVriNoNPjI8gAbWkXPzOfb0rUhuNKgmt0s1jW2sLYblX+EKQf5E15FatCk1BR1f5bFRp2lGotk19xxHjuxvtJhWG9UfvYiyMp7ehrifD1zInmxRjIwCfrXo/wAVdctNTnhigcS8fLtOcA//AFq8tsrhYJGVPkOecdzXRRhH2Uow2PRxlazUXu0a1+08uM4wK6PwLh7PWlZeCIvx+9XGXOsyqdpySPWun8FX7TWOrbflyI+n/Aq2pwlFXaPLk0z1LQLfSmgW51GdYoVbaFZ9oOBu5PpgH8jTPFOo2ptPIt7VLcIGLhsZGTjBx9K5sx3DeE2uhqENrHJ+5ZyxDpngEfXJH51BC9ppXhjUPtVvNL58CQ2slwu1m/2gp6c9/rXJWrSjXve6Tt+H+Z3YXDc+DdS1rq/4/wCR0uj3AfSoTuByOg6Cuu0CVikxyRz1rz3w9Lu0WFQ2SB+Ndr4dZxZSMwI3PXrU3dXOJO/KdE88gQjrVGeV8ZLY+hqWSQ+UxA7ViXV0UU80pOx20loJe3R2kCQ15D4zvSuoKA5zjg13mp35CY3DJBrx/wAZTFr6KQN82CMVhJqb5QraREa7uXi+9kkcHFZEjyoXL85OeKWG/kS3zknFQNqEjk5AOfanCk4t6HC3c9WiCT6xCMqpYELubAz2ye3OKxtV1Y2Xi51t7g29mvli6iiPEpzhue4Pcnk4pE8Y22g6ndQXNp5gntTHHcKAz27E8soPGcVyl3d2E8bf6YWdgF8wxsCeSclfx9awlRlOV2tLW/E7MDUpU1L2vqt916HoNxHCdWEtrDBHHyV8n7pGePxx1rqtKlJu4BkD2FeW2PjVNP0KTSIVlvZriZH8+4UKIsYHyDk5P1r0LRXZrlWO4bRwc1vQpypQSl0OOrLmqNrqd89w4Q7GVX/2uRXC+OoB4lvo9G2K0dtEbudweVOCFUehPNaep+JItNCxpG092+BHERgZPQk+nf8ACsrTWis0nl87zbq5k824mz95vQeijoBUyqc75U9jaKdSfKtlv/kXdG1TS5v7H0WDYohG1Y16BWUqR+Oa5uG4ttT0t7sBbbUNPZobtgN67RwH25GRx0+tZRittK8eaRc2k8gSW58yS3A+VPUj25putahD4U8SX5s7dcPNIs6tyJVY5IP58VwQw7ou0JNy3Ry4qh7SbVtUjI12XTZp1jsCtwwcyXF2ECeY5GMKOygDp681kSQLIpy647ZGa2JdKstTja68PndgZazc/Mv+6e/0NUtC0U6v4jbR9SubiwYxSOieVlmcIWVcHp0zk+ldtJuo9Hr1vuOg48vKuhr+EQILe/UuHDBDjGMda6e9aC08CXNw3lszIViO4l45OxA6DA79ea898MXj22narNncyIrKCe+Grc1nxppPiG2skCPp6wW3kNaiPMZbH3ww5z35FKtSnLRa2aOjDSjCupT22+82NI1BdU8P3Ueoyx3t/FIMSTE5VCvAj+h459619FzDbhSABjgeleZ2ep2Onat9sj1G5ESurGK2j5YKeBubAH1xXZ6Z4pk8TanqF8tolrG0i7IoznAx39+OadChKm2+j/ArG1YSnenstPl0PU9GlP2AZIwTmrNzdAwXCzujQMhBB/u45zWDYXItrJN7MFxk4Gf0rhvFXj6Ke4TSrSV7eKVzFcXDLk7ehAH9a1nV97ljuZqfIkt2SfD7StM07xVNrbsWt0DiyWUY2pkjdnvwCAfrV3X00sXGni9DeTdq8KXKYOxlclP/AELGfpVDxJAj6TDHZTLbmCPYqucI0f8AdJ/rWNMRrfw4sJriVla0v5FbZ3BGQPbpXnzoT9s6kp6PT0JxNG6jB73M3Uby4srWbT5p0EUTEFd53nnsPSudjdfLwMKT2zV67u7XWnAnfyrpRsEh6Pjuazr3TL6xXdJCxjxkSKMrj613UYpLllpJmVOb0hN6obsQSAiVQc9hXstqEudbtlyqlhgEtgZ7ZPbmvNdb0HSLTw5batpeoXk4a6+y5uYBGtyQm53iGd21ThTu/vD3A66LxtaeG9Xube7tGkW4tCkdwgDPAzZBYA9eKqvCVuVauzLktUSa5rT2HjZktro21ipiW7ihPEx3EMc+h7k8nFaN1DAuumS0ht44+q+Tnbjt+PrXnmpXul3duxXUC0pAUyNGwY4JOSvryO9adn44Ww0SXSYPNvri4mRjc3KhBFjAwijJ5+tctHCzUoy2srM9HG1qNSCjSvd6v1+f6HrGmTZu4O3rWreaXDf3JnumEm05SJ+UHTnHeuW0WRmuFdiw2jg10sl4FQZJx711yUZJKXQ4aMOdXLV9NDJC1uVXymTYVHQDFcRpvhhbHVLw/a3e3ubaWERHqNw6/pWxeXoGXBwo9TWfaagsmo2zCUFTIF/Pj+tc9dxcX3OyrTTpP0OJutNtrF7qKJi0roPJEjZ4A6Z+v864AK0d0yyptZTyDxiuj8V6gwupIwSHikIBB6EGssanZX0DLfwf6QIyqTp69ifWroqSTna6ZxVuZTvuipIVlXO8Y7Z611ngVkS31NdwYMI/bH3qw/B+naVrPiGHTdXuZraGc7VmSaONYz3ZjJxjGeOpOB3rW0qNtCuPEsHlzxtZyFFjuABINpfAYKSM8c4JHpXRUjaAmtLnfXLQWXw+urg7GcqyxNuy8cg6EDoMDv15qro99/bPhi9j1KeO+v4JARJMTlUK5Aj+nT35rB1bxxo/iG0sowr6csFt5DWnl5jJx98MvOc+orEstasNL1aS8i1S68jejGG1iyX2ngbmwB9cV5ssLUk3pZ3uv6/pHo0q1COFUZX51p8vyPRNFDQW4UjAI4rutFcrYDkcnOa8y0rxS/inVNRv1tI7WNpF2QxHOBt7+/HNeg6a/lWiLluma9Je7ozzqKbnbsbEty4WUFlKkDaAOR9a4nX9ZazdgXwT0rpJrhdpHf615n4pbzrsnc3ArmrztHQ7k3GJBcatNcBd5BznBBriPEsvmXiDBBxmtaSURomW7npxXP6w7SXgyOQtZ4WL9pdmVSV4kEUf7vGcEmkNsN+A4H4VCXdQNoII6mui8R+Db/w54e0fUr3zluL8yebC0ZAt8BCgY/3mVs47dOucegot63OZIr+KIla9Rz97bj9awGXgDJxmiilQfuIUHoa3h+0huNSjEik7cMOehBr1vSHbceTyM0UVnNtyYL44nIeObu6GthUuZUXyFXCNjIIzR4RLxNcwiRymwP8AM2eaKKyl8JtTf74o3NzIPEV3LkFo1ATI6Co/iRIx8W3AzwyROfqUXNFFRS/jL0/yFU+P7/zRzFrdTWzAwuUYchl4NW7TxDqNlqyaosiyXUW7a0o3A7lKnP4E0UV2qK5r9TJJc1y34cUNYaoh6FFB/Jqw3QI/y5GOlFFKP8SQX94YqD3r0rwpbRW1ghiBXzCGbnqcdaKKVVu6Qqmx1WvSyJ4ZujHIyMYgNynBGSBxXm2naLZ3Gm3VzMrySrExBZu+DzRRXM20m15GkviXoXtbvJj4QsTv5ljUMfXiqul3k0vw61+JmG2Ga3KYGMZJBoop2XL/ANvL80ViG7r5fmceOtWxqV2tt5PnMYsj5CcjiiiuyST3MpJPc1Nf8WyeIre2hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1qx4uiRryKQj5vLx+tFFRU+OPzHPocyw4AycA9K1/DlnDc6rGsoJC4Yc9CCKKKqq2oOxTZ7Ho5PqeQTVzUZXFqx3dhRRXHU2NcN8Bx3iC6nGgl1kZWLYJU4rnfDepXQurbdKW3XKZ3fUUUVjJJ0mzaq3f5GL4v48W6qB0+0McVip1oor0KH8KPovyOJfCjU0nXm0YTxnTdNv4pWVjHfW/mBWXOCCCCOpyM4PcGtrRr651ltevb+Qy3F2Q8r4xkncTwOg9qKKdb+GOXwnMSxiKbCEjB4OaZDEryYOcUUVSbsJN2PV/CtlBZaenkKV34duepx1r0G3JEa4J5XNFFcaba1LofGyC6GGIrg9eXcWG5h16HrRRXPXOuXwnJXmCmCO2c1gXbMLsvnJAHWiiujDHNU2GzyMyEk4OR0q1qPibV9U0m20u9vpp7a2leVBJIzEswXqSecbePTJ9aKK64bEI//2Q==", "info": {"video_id": "208692", "label": "moving mantis toy away from mini teddy bear", "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": "57e0d47bd5370f7a48504130b617b7530a9c70ca512b1f4e49679300d73c6549"} +{"episode": 62737, "episode_seed": 3790453492, "split": "train", "timestamp": "2025-10-13T03:32:39.963307", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3790453492, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pencil box with mouse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "59466", "label": "pushing pencil box with mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "59466", "label": "pushing pencil box with mouse", "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": "df7702ff72436d5a9a5523eb2afc391b1615c6195a0c2ef4fe2f7c7cad194367"} +{"episode": 62738, "episode_seed": 1563626387, "split": "train", "timestamp": "2025-10-13T03:32:41.416072", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1563626387, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'tissue falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "131265", "label": "tissue falling like a feather or paper", "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": "131265", "label": "tissue falling like a feather or paper", "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": "d88771f2cdb6511192058de7e120f274035695012816c9d09871e0087c8aa5f9"} +{"episode": 62739, "episode_seed": 2545325318, "split": "train", "timestamp": "2025-10-13T03:32:43.085719", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2545325318, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 an envelope from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "217161", "label": "pulling an envelope from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "217161", "label": "pulling an envelope from left to right", "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": "6bc04a35ba99d9c7a1ffbf245ff8fe9ff40a742567324013a4ab9504797373b3"} +{"episode": 62740, "episode_seed": 1727007500, "split": "train", "timestamp": "2025-10-13T03:32:44.306106", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1727007500, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving connector rj45 down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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pNFFaVNkRT3ZJHUhHFFFZmwmm622lXVzEdP0+9imcOY7yDeAy5wQQQR1ORnB7g0msXtxqOofbbqTzLi5dpJGIAyTz07UUVp9kxe5Si+8R71oRnC0UVmy0JK7JbSMDyFyKzrE/N+NFFNbFHa+Bf+Rgk/64n+Yr0xRyPpRRW1PYwqfENlUYz3qMf0ooqiDnvGB/4kb+0yY/OuLu9d1K/wBOg0+6u5poLeR5E8yRmJLY65PONvHpk+tFFItbH//Z", "info": {"video_id": "15854", "label": "moving connector rj45 down", "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": "15854", "label": "moving connector rj45 down", "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": "096167eac3ddee5ff5837e613ca426f79bf0d25a82fe572949983a93704280b4"} +{"episode": 62741, "episode_seed": 4214594284, "split": "train", "timestamp": "2025-10-13T03:32:47.053354", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4214594284, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 apple next to macbook'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42743", "label": "holding apple next to macbook", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "42743", "label": "holding apple next to macbook", "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": "30baa1ac067e2592a76c2944d9a92d1c77cb55a55f7791eca74daaa2cf7be22d"} +{"episode": 62742, "episode_seed": 3260120736, "split": "train", "timestamp": "2025-10-13T03:32:49.596401", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3260120736, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a wireless mouse into a plastic box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "156788", "label": "pretending to put a wireless mouse into a plastic box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "156788", "label": "pretending to put a wireless mouse into a plastic box", "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": "987349dcacbe064e5586266251e87856731da95af502ed79e1f0bfd12ff0145e"} +{"episode": 62743, "episode_seed": 3148026587, "split": "train", "timestamp": "2025-10-13T03:32:52.552441", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3148026587, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 clip in front of comb'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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f61plvbacYd6y7mErEDhTxn8a8lu9BvhazSNPIt7E20wHhRg8j3NZV4Sk7rY6oThFa7j5pFkPyEelZN8uATjqMGrNqzCDZLw453g5596jvPnhOep61xWszSR5ZqfF8y+h/rXocmsKfIdTuKoVOP0rzvVht1OYf7VW4NVvIwUBDluBlckfSuiUOZIzpvc6pGNxfO+xi0rbkUDJz3GK6Lwhp72+qwXTEjzopEdW7EEY/HineC9OkhhS6vfnuyCFJH3B/U+9acapbaq9rNGGRpN0eRwQ2alR5Wi1PnUo+R2EK/OPrUyaJEC5IDEn5S5JxWXb74NpilPT7kh3Afj1FbseoKY1aZDHkdc5X866LKW5yJtbEf8AZcanhsDOTtUCqd/pkflsV3Zx3atpHWRcggg9xSSRB0INVyoOZnjnjDRDd2/nRgiSPqM9RXmUqMjkMMMDg19CatYhJG44NeT+K/DzwXRmt0yjjoP5U7G9Kp0ZyPTkd60tJ1Iac8jeYEL461mrn7pGCKay7iABk+lRNXjY2k9DozewSSRw+cZC5wqoN3J7V2ltoY0y1s724JNwHxJzwqkcD/E1yvhHTkhu1uJxmYH5B/d/+vXpjeXPYPFKu5CuG9q53BbIw9paSJ9KuVt7KKJoWWJMqrp8wwCeoHIrp9PeOWEsrBhnsc1x9gy2sQjVmIBOCx9a1LOaPzwQTGzcFkOM/X1rWmn1MJ2cnY0dUuRGWQLnHvXKXN8cN8gX3J6V6xoWjWN3pqXFzBFcySMSzOvocY/SsXxz4a0waIkkVnHAVnUExrjcDkYPqK2bSRUIXdjyqLOpSbYyWX+J8fL+FaljpFvZxCOKFUXqcDGTWtbW9tbQqkSAKKkmdXH7sjI64rgqTcjsjT5EY11HsIVcDIzXmPidz9qmJ9cV6jeEAbjnI9K8t8XgLftjoxB/SlS1kTIfZ2axYCLj+tei+G7cm1EkuQmcD3o0zwjEkivM3mY7AYFa99pk2+KKFSEXsvrXVY5ea5RvJSbpyvQHAojkfirv9nspCsORU6WIyOKqINk2nzkRMGIAzxmtaHyZEPmBWHbPr7VnwWBkIUcVox2LQx9RWhLKt3PPBEfLl3KP4ZDn8j1/nXMLq/8AxMoPO3RHzV+90PPY9K3r8nynHPSubliO7OM96ECPc4ChsopCRjaKxNW12HT4ndUz2HPeq1nr9u+hwhnC4QZ9q8v8Xa/NfS+VbsY0XoM8n3NaSlyq4UoucrGf8UNSfWpNLJXHlebgD32/4VgaFpEryrKwKxLyxrW0W2OpzSC7XzDFjbntnP8AhXXLpyJa7AoAx0Fc129WOq0ptI5h7gTwGGJGVQabFbuR3reOkRxQb0BzmlWy2gZHUZoRNzb+HVmBqd1dNjdFCFXPbJ5/lXpIO0KT1PPWuJ8FQMst2igcqp5OM8niurkkjt4/NuLiCMKvzF3yB+VdlO3KVGWli60m0K5YE5z0rzjxt5ltrctzDsKTRKzRtxkj5Tg+vArtFvre6kKW15bSMg+6soGPzrgPGd3DdavDHFOkmxNh2tkA5JqanKoXuDi3p1OCaO5vtWyvmQICC6EcHB45HWtK7g8qIoRy2SB6VriOK0t93GcZJ9a5y61IGSScnIUYUHua8ucuZnTGPLGzOQuIoJra4jkCZy2WwMg9jmq2m6eIpElf5pP0H0qWfTvtbCRo2O9j8y9/rXV6Z4bup5V3RmNe5YV0r4UYKWrOh8Oq80K46DqfStC+lRbrbgHYAATTNp0iCK3gTJPJJ70ySF5n3sPmbk0WBE6XZznNbNhd+ZAVPasRLNscCrtvHLF9zjNbRINy3j7QsYiDn5QMH6ipzfSRAebFvH9+Ln8x1/LNUbQzclifwFWSCaGJlbUZYbu3LRFXx1weR9R2rh9VaOaGSCROex9D6121zZRXB3MmH/vodrfmK5XWtMuoiXTEy+h+Vvz6H9KLjRwcehadcySi5EkUvZo24PvjHf8ApUF7oMGm3QNu7ujDGHwSCPcdjW1LA0hPlho5h/CwwR/jVvw3YS6zcXK6gFYQ7dhTjOc5z+QrN3Lc3bVlLQLGWS6XYpC5yT6V2VxLD9k8mFgx3c/hWtBo8VvZskKBARgYqjHozQxmQkHJxUWIvcy41c1bgsr7ULmCysVLXE74HOMAckk9hWhHY46iuu8E2CpqU9wVGY4toPpk8/yrWIdTpfDemz6TpCWdw6O6Ox3JnBBOe9M8T6Tda1pS2lpPHC/mqxeQEjAzxgfhWuvAyc5pSeMmh7lrR3R4RdaBqaXN5BdSbby3bYqhyE9VYHuD70li0saNDdjEpP3+uPavR/FlsP7RhuFX/WRbG99p4/nXCa/lIWktgBcLwGIyD7VjUguhpTrPmtIpTqWB6ZFcPqtlBcahcJNErgoAOOR15HvXepAfIPmZyUHPvXA6/aNcX8hDSLswNyE8Z9awpfGXV0R7Ta2iqASOlSPAPOT3qwnSnY/eL7V0nKiq2nhnZ/UdPeo47Fj/AA1qgVIBiqQFGO08k7jjgUyWQAEZq7cHbGax55OTVgiGdEdTwKypYY1JOwVpM3BqnIODTGLp4UyFSOPSq1/4Qt7uZ5g37w9PaprY7ZxisaO+v77xldaadZubSIGTyVjUNkqm4L7Dg8mokJNrYs6ToDaRc3AdtwkCkfhn/GtplHln6VzXhPVr3VPtJvLqSfYEK7z0znNdQw+Q1GxD1eoyGMeUARSSW6Mwb0qUHbH+FVzL704gaejvHbyzpnBkQYPuDn/Gsf4g61Jp+nWKWg8yQtvkRcEhASOn5U4yHsfyrmdf0u41GeK4t7nypYsgq3RwexrdS93lLpWU1JkcGrW+otE+QrEZI6Vau7uziVSCCwNcokKS37RzB7W4XqM4yfWrFzpbPgi8Y89xXFJanbzXRZvdTlvWEMK/MxwAKyNStvKwrSbm6YHSr5kttPgMNvl7h+rdWasHV4r6OITSEozHgA8ioS1M5M63w5YoNKWR1G4u2D7dK7+zsuBkV5xdslp4ctb7StZv5IvtH2UefEsaz4XLPEOu1T8p3eo9wPXIECoMeldEVY5OrZmzWEctwhdAee9Ry6fichUwMdhWwyAyIfSpwg9KaKMBLTJ6Vbt7TEq/LxWqttGP4alCADpWiEQLGFGMCozbDNWSKaaYFNrYZ61DNYRyrg1fYZFNIwKlgc3P4fhcsNgOfUUul+H4NLnmeLI87BZScgYz/jWR/aVxceOLnTLnV7y0tmm2RtFLGix9CSS4xjGeOpOKveF7q/l1TV7W9nuZDbSiNVucb05Yc44zwM44qWJ3Om8obMY7VFFbLJDhh1NWcfKaWMYUVIIqvZZddo4AxW/4bh8mW4Hqo6fWsotg9av6XdGGaYqQGMfy/UEVpHcL21OmBL7SASMUrlsABTiuS8V+IE0jQhcz3Dq0x8tdv+9g/pXOR+IJ0EVxaahMwPAy+4dPQ05tR3OiFOU48x1Piy68qO2XA3MGOT26VxRtGvdruSsaHIAOCT6mrGpyXuonz5rl3cgDoMY9Kjur9bW1O4jOK5qtVPYuFKzuzP1adIgkKdcjJrI0aGG61jUgQGCrGR9eawfEWpXf2OS7gdkO8KHHYU59J17wvpNhqNxeXUVzqAfzotmPJA2FAxx94hs47dOoNZ0ou/MKtK6sexw9BTj/AK0UUVucyLCjipBRRWiArXn3Kxpepooq0NETD5DVR6KKEMbB/wAfArhNX1CfS/GF5e223zYpm27hkcrtPH0JooqWT1NHwEMNejsBGP513Eg+SiismS9yOf5Yhis9icmiiqiA5Ohqs33jRRWqGild2cF4oSeMNzwehH0Ncl4gg/s2ULBNKVPZjmiisqhrBlrQrOHdBcsC8situLHPp0qt4xby/LRQNuBx+NFFYPdFvYq6h4lfXbW2jl0vTrYwBY4ntkdSiL0QAuQBzk4HJ5r3WHlF+goorYwe5J/y0FTKKKKaGSrSmiitBDD0qNqKKAE7U3rRRSYHlWuaqdN8TashsrK7jkuNxS6h3gMo4IIII69M4PcGtjwLeT39/q13cvvnndJJGxjJO6iiokJ7Hdt/qz9KRP8AViiipBEDE7qRXZWyCQRRRWkQOI8fXMg+wKx3rLI6Mr8jGBXOLPJYTxRW7lY+GCk5AzRRTq/CdtP4EdH/AGldeTjfxWPf3U09wsbudrOFOPSiiuNlyMrxfIY9MEKYVFZcAVmRa9qeo6RFp93eTTwW8ryJ5kjMSWxnJJ5xt49Mn1ooq6Wxy1D/2Q==", 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", "info": {"video_id": "23103", "label": "holding clip in front of comb", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "23103", "label": "holding clip in front of comb", "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": "2591f526c1712f3bcdfe5548097bc3eb83c864957d5a918f7edbae3f4a1d3b1c"} +{"episode": 62744, "episode_seed": 1654151575, "split": "train", "timestamp": "2025-10-13T03:32:55.414392", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1654151575, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put toothpaste onto strainer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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5VG+baMLhsDngdWPuCDWgu9tPMWo2EcUl2zRxvFGI2QR/MTx8rDOF9eDg0Jdzocnb3enX89DU+Hs0ei+J4Le53RnUIjAAwA2yAhlB9yCP++hXua7Fjw2QSK+blksDc2pLvbXZkjm83HyK6nBUjrgnOCOnHFfQ2j3i3unxSllkLFCGOGyrcda8XG0qbxCc9muhyYqEtJs5vx5fR2ehzRlUke5BiSNiQH43MOOfug9O5Feasnh2CaJrjQtSUEsrwpMGLYwN6kr0ByMf41v/ABUurm41extLA5nBdlCdVJ+UY9OM4NcuJfsols/7fm8tkV1MQcK6qDuAGR15GOORXRlsYxpu3Vm9CEo0uZdfUlvJdK3bCb4Rl8/aHG/aB8vIwvGAp9sVBq0tgtjOFt1udQcBvPYAJkjBZVxk85HOCCc0GdGiuJRrzWjzMCI2SQhtoB+YDjLfKR65NVrhbueZp21u3dI8NkKyuwPBHTI5+Xk9xXotrWwRi3yuprb1/wAvkzAk08aWbd9SFpIpXcsZYlhkgENt5z/LHNfRERGwemK8BltoreKGVdQhlaQsRHtz5YP9/PqMgjnBr2SHVFaMEN2rCo07HNWg4yv06GtLsbis++t45ItpAI7iqxvJ5ZAI42OTwaXULiKwtyZnMkoUsyp0XjPNTGnKWqRjzqJJo0Y+2pEvyjP+TXolrFaabAfLCqTlmx3PqfevF08QRwPFOcqkYM7sP7o9fxrvbK+XWtKju7e5DRsocs3HXmtFVjBJS0uRiJTlqWPE+rO9sVEnlwAFnbOBgDJzXgUWm6G9t5kmpTJcKNzwPakYAI3YIPXrge1enfEl30/wtd2zTEu5WMuv8IJGQP8APNebWk97OscradbC2nZmR7mMFcKTg5J7Mcn3NLDT5pzu762N8LFxi5IlnGgW0QNpfXVzbbTgNEiMM8HvnIIBx/jTYLjTIYEkbN2gOFiceWI8g53dSRu9Omfemob1rlSbq0tZoQWmIeNUj5+6V74PGB2NV549QkAtn1awJ3lHw4YDJ+8Tt5644z29q7HZbF3lONpPr/XT8TJubKWWS61Ce6Fu5OViAJLLkDGB/COBVXzk1EtDdzzxrCpMIZMnJI4wMY4xitBra3ZpDcan+8jj+8FZvNbsAT0A6HOKbpktlFfwXN480sMAZlhJ+6cfKM9zuwP/ANVZ36MJU7z5o7FzRtJt2uXs7nUhBZvG2ZlRiGbOACv51PFptxDaxCCKaSCRt0ezJ3gkj+Sn86ge8sruxtrS3tzBJ5pE1w8h3MgBOT2GMk8eg9aqRvJdAqt6IyqKqK2QGGMAcdO350W0uzpjJJ2irl+5SS+lie/Lwu6tykABO3qCOMYHT3Ndp8M9ejTVbjSrjEUcwFzBkbQrYAdPpkZB9j61yt3NcJcNaCZJmsHBgkf5idg/eAN3Bc9B6e1LpWsS2Op211c2ZeBJTHbyKuGQHHyg9wc5wfwrmx0VUouJmqTmrI+hGW5Y/JsCdRubjFeSfEfVYk1mC0nbNukPmFO7yFxj6cKR7DNenwajbnQDqZuI/skMLhpd3A2nH+NeLa3fW2seI7rU5PlW3CeRG658w5ypIPGO59q8nDSdSsnypKJlhaTdQzCdLeGMpHfs0cgSNFkUL5h5znGRnHT2qO5ktmFw8ltcz+VIBHNHNyATnJG3g4z+INKdWv57lljuBCt2jAAfIqycZAIHBz09Ae2afNqOoxoILPUbhYwh3ruK7Q2A4z/Fhu/oa91PQ6Zq07t/iVLy9SS52xWd0W4RlkbOV/hJwAfcflVW8S+uoV+1QSNbxSGOMElY+gOwflkYrXtrq5mnjtm1gbrhGjbMpXy2BOzcx4YZ/Q1n3Fo32DyX1IPJbv8APZgkiJd3O0njIPYdjSbd7oUoxUOSWx23iLU4bW2jWaYorSAMFGWI6nHv9ao6bfi41HyrZmaBHCgt1PFLq8NlPd7ru2llVVyVV8A9wPx4qz4ftLNbozQQPFsXayFsru9s0oqPJ5nNTjKbstjopQ1xcr5ePkHfpmut8G+GoE0mOaRAXmYynPPB6D8v51jaXpUlyrhTgyHGfTPGfyzXptnAlvbpGgwqgAD2q4XjqZYtRsoIfDbpAoVAAAMV458ZdZgkuF0eM7pMJ5xH/LMHkZ9zivZ2dV6nGa8E+INnpb+JdVlu9TdL6bBiihTfs2qdpf6jIx71nUXNozPDpc68jg7y8mijOn2M0nkwBjCUGGbrv6ckHqM9AKjluHaGWZ7uZpbkbiykgFG67gTkYIB4rqoorKw0Wze0e0uL1lEr3ITfscEZRSemAc5/D2rLunuo7Rb5wLx2V4CbhPMC49B2GGHFbR7M7qkm/egtL2MIt5SSme6n+18FdoyGYMc7ieo4BGPWrFzFo6zl2lneK5TdCYxtEJJ5znk7WzxxxTYJ4bq5Vb20iRMsVdSVUHbgAjPIztz3ohnSSKW9OjecFlG4Rb9qAjbwAeeRgjvSur6A01H39yDTElF0skNrG6xEF5fKLhNvJyO+cdO/ArTtte0y3haS48OWzNJKVP7x8BMkkDnAPOM57dOKq7NU1aWC1ttOj0+W0iZl2v5ZcYznLHPbj61rW+jyWE7JeysLcfLcIR8sgVQz8H64B689aV0nZEpt07y1/wCHsPFn4d1Wa9mtJL+0TcqQCXa6Mx7cc4wOT2A75pFRnSHTIZLa7k8pzBJEWOSPnG0nGCW3Z47Yp2nnQ7+2MF3Fc2MzSECS3YGME99p5AVRzzzmq9np016I9PYxxy8vEs5EXIBAXnoWP6ipclbQ66dOTlJTei7+gt9azwPOXtTMiqftHyfMuTjdnHy8rn/9dem/CvUC2o3emxSytaW9lAY1kwQjYG4DA9TXFafp+uaxaxw+XK8dqHDSMQA0YZVYA9wAO/Xmux+FU891qs032aGG3kstwMMARWIlKjnudqjvXDi1zXkOuksO4t3a/wAzjdasNbsb5tQu4LlHu5JbcTOOXJZsfTK4A9e1RXPhddNlRtS1CCFw4dIhEZTtJwysoHB5z145zirmoR+KrfUb69Md4XguCyTSRllIDsFIzweo/StsaRf+JLb7Z5sMQnfCm5byxI7KCSuRzyDnHpWtGNo3Rbk4qEZNKLvqvvscZcaZPcrv8tXgiJiiTcFZdpyvBO4jqpz6iq1rN5N/5M+mBoI42SYQqQzRNzuY85wDkfQVs+NNP00alItvqSzSIgLlYSUZtoztYevJz0rJm+1waWtpb3wuUlbzFljm2mNVXDI27HbBx04GK2lJN6GFGnNQTk9/VfP7ijLPbSItvFYxpLDLiKWPLmUnruz1yMEcVrL4otIFtkJeQn74JwBk8fjjnHvSS3WrRSBbPXNOBSKOQ/NnYQMbfu/MCOfYmufTxAlvLdXA0qyeTgJKYz1IALbc45xn2yKuEVLc5az5paHZTeNYNPtkaN/NnfJCA8AZ6k/n+Vc/NqV1dCXUfthmdplVQiEFUxvclTkYxgcnHNQrqukalO1xNoUCBLfa/kzMgeQ8cY4H17YNQie2tTGbRrtrPz8TFsYxnBA29jnv1xW7emmxnTppOyXvEb3F6ZEW1uFALblO8KMNk7ST75GD6V6f8MtWl1G3m0uaLyJ2hcoNm1cIUBOO3LHivOn0y2ns43W/ja3GU84KSQ2CeU+8MnPP867L4WxXsfiixad1MP2W4VcyhmbJDA4zkDAFcGMipR9DecU6TbRH8RNeXUtYl05Fb7Nb3Wy4Y8FiM8D2AB59a4u6jn1C5a2toHKtzbxckLjPyj3PP1Ndj4yk8PJq+sWnkT3N80rmSdX2CFxlgFHf72D60xr21/sK2ttLlmEAQF5MbGeUMQ7H254B6VWHgox0KpPlpqKTu2rX8zkrq1kto/KltJVldfObzP8AWKpGGAxweMHkdqqP5NtC0LQ+azfKkxcjYQc5GPUbetdS+lalb6LHqGmxXEYYtC8keVzhuOf+BY/Csi3OpRSNcahBJLaxOwkkeMMYmxgHOOCCQfwrpbVhR5+Z3ezsQz6hZi4E6aekr3CbZ0mbJVsYbbjABYYYH3qpFey2NmWS2W4hlZBGJ4srhWOCD684wPU1oW0usyWk98iQPIJUJacIpk7bRuHB5BGKjkg13UJHhvrhZYbNC4WMq2GY4UHbxuJ/rS6XZEvjUUTjxXZr9otLvQLNoFi2xRqpUq2Ou7qQeefQCnTJoS29sUjubK6RVJaNhLukOSowccjjJ/DtUNxs02w2XIF1L5nlKJOdiL9/B6jJwM+1LeRafqkavp1hPDdq67wsu9AG5IHfA4GfeiU+jHTg2k46JsdaFtSLQy3KpdQTHyYZ2wXBXgLn37d8iprewvNP1CBhtkZrhRJbY3yAAgglcenQ1RltYLvTprkXsaXMW1FiYENIoG1SD0zmtyPR7qbTJryzu4rjUWVoktbRy8hztUMuOwAYGueUnKNjujGMJN38j0rwzayXfwmvLfUCtoWa48wyrsEal9xJHtXCJouk3GvWNvba2r25+W6knTy8MgUZTPXOAAPevRdO0aZvhjrFhMyLJKLn5mkBA9Nx7Yxz6V5tN4PEFvuj1mwuZ4GMxEUhIVVXdkkjGe2K48OvemrdTGhKPNJ89rvQtX8sVlMkem29taQFlZwIw7gglTktnnHfFc/qbw6ZIbOSwSSaOR90vmMpbPB4HGD1xXYR6h4ctfLjvbc6nc5keR4nKRghQ4Qf3uTjP1rn9c1i48Q6lcuiWyI6MUjWFOFA3YBxnPHXrXfzWukwhR9ooycdk736mAqabJaXF88dwdpWNoNyjDFT82ccjcPY8io5W0ZQs11NeyTyIszbAnJzhsHv3yKmvrxJha+fZW+4jOY8xiVWHBbHcEdaVdZuXktlaO1AjQxhTbIdjZ5PIPJwOfrQmr6jqxko2ijvJrLe+5lHHJ4q1ptokW1AMZ+Y0+aVQG9TTIrtIQZGYAevoKxjLU5YVeSLS3O60NQiBwMBTu/oK3Zdagtosyyop68ntXBTeKLax0QMsgEkigoD1OSB/WuN8Q32ti7SCS3lMzLKuxDu46Z4z716HupanEqVStPsd+niDU9U8aW8EKbdMRwPPz8s37tyQvrg46VxXjHw7aT+OtRu7rV7a0VzETEwZpCDGBkAD/ZNZHhC5udK1R9akgmnXT4Zj9nJIwxUDH+z970rf1qC88UXGn6u1kIpbkiN44W8wIqqxViR0yGXr3rjmm8Qu1v+CdNCPs3zRdt1/X3GBpw03w8XS9kS+KjfFaLkK++PdliegGF6c5NN1rxVJqFpb2GnxJY26gN5NsSPMdgCSe5O7pVE+HdZ1eaO7SxuTG4jjRxGduANpOfbFWIX0fR7ue50yBr8pBmL7Wo2qyPhpMDnPQgenWtpXvY66fI7TtdvXyvb7jFvZr23jvbdppJImKmVHGc713K3PfIHNUPtt40Sqs8iq7LIiw/INw4IwO/ArUm1G8/s6az8wmx83cBj5st8y/N14I4/Go9Hnk1/xR9hlv2sB5crQrDbqSJRGSVHHy525JPp60kRVkoWckUZZ1guUknD7pCPMV87mA5wc1tXWvFmMGt+ZdANsVRKVaIsQzYPOVXpjFc5pGvyPbNFf77tFlikVXfn5dxwD15J/KrH7rW9bmR2SxuJ52aPeSyBmP3C3YZ4z780SWvMKhUi4+za2/DU6S40vTbcNc2mr/a51mUiIW7KpRgWHJ/iwORVxNCl1S3sbfTpJH1Aq5mVjk4jG4bc+of8MVN4OSfw9rsV7qNsWu3kaBYJcgAMcPJ6HoVHrz2qpc3MlrcXF3FNHK0oeN4oz80Qkbj25Axx06Vna7sjsdXki23eyuvPy06DWtm0Wea3RJhLDJGrSDPykL0JHuT+Vdr4X8WT6Q99qOs/abvesEFvDbovG4O+FXgDOO1cKniDUxciUSOYsO4hY5TBG05HccDg8cV20WoQ3NulhfanaaVPY3EEsJS2JyvlZwuMnO5jzmsalnBrzHWpynKLmtLa/evINU1K6TxDLeLd3BsiIblY2kJCLLlgMZx3xXFWM2uaveW0MMc13ccGFSc4RQQfYDk5rqdc1mIwQ2tpLb31vFbRLcXb25WScq5AyTzgdPzqhqmvWjC9tLTTbaxmYuiT2xZf3YIYJ1/iIOT9BTUlyJdgo0pwbajvb5W012KVrpb22lnVdTdUjCsiW+cSso+QttP8IBznvis270Ay3trbWd5a3rCLMhRtqM6feGWxzswatKW1C2inYOXa/wDJlKruISUZzj2Ias/xZFHoF1CmnamsirEskdxHjDOGKMMDPpzTWuw61Xld5S110ETSZ7e5y1zbBFIhiZpP9aCMrjGe2OTgVlW+n30UqNNO8U8gXzSeuX6BvU7Rnmp9c0yCLQ4NR0zVb+dvtJsx9piWNZyqbneLnIVT8p3eo9wEn1zfbJFeh5bKNN0Sq22QDG1cN7nnnNdFP3XY82cvbR5lvbUdFf6SZ7mObSkkg3fujHIY2xyqj075J9qYtvDa3LJMJorKWQjBXcwiVgQR0z1H50+TTdKNs88WqmRzEskEKRngZClXY4AOfTrV2z0y21CyhsgzRXlzcogkJ+XY5zj2IKjn0JptvY6KairziiDTrPT21Ke3m1VRZhjukWJt5AUjcBjjBPQ+tegfDvR/s3jA3P2iBkdZWgCuGeSIIqhyB90dOvPNcZJoVxp5ENmkEwMIV5klUoWZicByQCTj9DW34TOpeHIdQ1+3s/MuIoGh2SqdoJkjznp0GTWNaLdOVkRWldKKlfm/r8S54m0rQIfGOrzX1zem5e5LGCGEbSGjDD5iffOay7bUrLwtPcQ2im4vQrCJpl/dxhowSdv8RzjGemK3tV0+615rbV5Gt5JZUf7VLAwWNXVCqYye5UD6iuah8Iajqbx38wiWKfbJuM6AiJRtZsZzxj8yKqimqS77BGUW1Co9LfimQ634ivPEs1vBKwcIAkMaKFUblAIx6kisu8066tYbqa3jmFuNilxnYyuvIyODhq24dVttPnu7nw/Zi0drbgyt5jRqjYPB43EYYn64rInF/FpckpE66W8hKKwIiJfJ47HBH6Uzou7KKVkZRtbudUMkcsrTNtG8EkOnGBn2P+cVp217faGxkhUwTsm4vgEbFOSPQ5baKNJu5dV8XR6VrmqahZB9sSyLPHEISoxkmTjG3PA5JOO9Yl1dLpcms6RdLerLFcCKFZVUNEqudwcA4BPy9MjIqnscXtYykuZbM1lbTtZklhe5Wyu403ySSuWjc53MFAGQQPzxUkNhZ2uqoLe5kurVdkpk27GIxkjHbg1gW+m3a2hvIEE9rI3ls8ZyVJxhW7gnj616NbywQ+B5dGjiQ3UU6mW7ZhhmbLNgnsAoHvis5O7OqlaNu35GePBovLi6v7eQSadayGIIXCsQke4HHViSTwKqLbX8P2MLbT2iFVijmwVzk88/jVeXUJ9P/wBDWRZwDJIs8TZVxJ8u7P0GKv8Ahy+1WTXIo/PbdcXKI7yKHzsHQhs9OPyFTpFpmqUqlKcVa21z0Pw9q93p+m6Z4UXTfMWW3Z7q4eTbsWSR1J245PIPXvXI6hYXWnw3yRQyM0k9xaKoQ5OFGMDv1rb/ALS0DVV0/U73X70XUFpGJLeGAsd6kMxJ6csKz7/xLd3XiEax9tnS2S+Xy0L5WJduRx09a56FoybtuSqM5XsrdXvun+pz2m+GneVhqV29jAgQh2jOXkcfKi+/r6AVZEtlpWhpBZI7ak6F5LskhCUY5jCntjIJ4zUV74h1HU7T7HfXUs8ceXQscnfuzuJ/MfSl09Bd6Vb3LPAEsdQBnM5wrRuASPckr0/2q2T7HRUUormqPTsV57zTb7ULL7XpsNtZgeT5MBK4jPKtn1BP5VnX2pWsE0jx2MKzvgNv+dUKnBwD1yMc+uak8Z6jBcfZ9Q0yyFrbvCYPJwMKVc9QPUEHiqXiXwve+HtF0rUr6S433jOZYDGR5CgIUUk/xkPnHbp1zWvLdHnyxEY1FZNW0aO4u5nCpg9RzVSWV5GtoWPySTIje4LDNFFc8NzmK3jdjb+KIoIgEiUREIOnUH+dc7f6hdMjjzmCyF94BwGy2Tn15A/KiiuzozopfFT9H+h1uiahe3ejamstzJtaCThcDHzRr1Az0JHNXtTtTpXhKzt7a4nCXF3+8JfBIAUY4xxwKKK55N+0/rsaqKUrLuvyOWuNTvYLG0EV1Ko8qRMBzjDOc/nUenKJNeaJvuSpMrAehjYmiitOp0VElF28x15qM8ngO3sXCNFFBHcKSPm3ecy4z6YNctDrF5Ya1FqsbiS7WSVd0o3Zyu05/BjRRWvRHj1PjkvMg0i7eESyxxxLLCYvLfbyvv6H8a6bxRpVpp+ohrRDEDcSJtDEgbVQg89/mNFFRPY6sJo18/0NK3mkFjavvYsoABJJP3Qf/ZjVadjHbXIU/ee2z+RP86KKz+x8/wBDu/5iF/h/9uOh8NXb6xdS6FeJC1nIWwUiVXQmRSdrAZHXp09q6/xL4U06B77Ukafz4lhZcuNvG1emPQCiioew7uNdJf1sYF7olta+ItV0yN5TALGWQEsNwKkMO3qK5pbWPy2PO7zY0Bz0DdaKKhnXTb1+Rd1n/iQ6rq+jaduhgFrFK0oc+YzCRRy2emGPAA61y2uqv9j+WVBWGeQJ7DdnFFFax+I8eo70G3vdfoZ/inxVJrsEUEul6dbGBUjjktkkVlQA4QAuVA5JOByeah8RxLb6o8UeQkawhR6ZjBoorVHNDc6H4eIt34x04TAMqBmCnplUO3irfiSZrXxjdvDtTy7lwiqMAYGBxRRTWyOv7cv8P6mHcXMvmxLu4UKAO2ByP5mvQ/Ctodf0ee1vrq5eOVU3fvMkZlkzjOcdBRRWOIbs/wCupdv3MPkWvHGkW2i/2Vo9qZGtctMfMbcxZt2efwrhbueRba0KuwJg2nB7b2OPpxRRU0n7hvh9Ya93+pNpAE+vxxvys6yo49mjbNO1S7uI9Dk0XzS1nbWUFxGGALb2dSST/wADIx6UUVtDdHNjOvov1OVttefS/OSTT9P1COacsyX0HmAMoyCCCCPvHIzg9wapz6jd63NfajqE5luJJVkdsAAls54A/SiinLY46S/eI0vDF7c2l+Ft53iD53hf4sA4zW5PIx3QZ/dmRiR9FOP5UUVlHc9Cqv3T+X5lR52iFvgKQNPRQGXI5bP5816d4MZfFMltfajFELm0lkZHgQR7jhfvAcHr9aKKgvEaU215lqw8G6PHf2duI5dklxJbyZkOXXaevv8ATFVrPwvp02qeKdJfzjb2Xlywnf8AMGGepxzwSKKKQlOTT17f+lHF20cf2q3jaJGT7dsZWHDLgnB9uKybLVrvWDqRupB5flKywxjbGhEi42qOBRRTibVtaqv5fmQ6yuEuIsnYtw20enJrA1bxJq2paVb6XeXs01tbSNKgkkZiWYL1JPONvHpk+tFFbR2R5db+LP8Arof/2Q==", 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5VG+baMLhsDngdWPuCDWgu9tPMWo2EcUl2zRxvFGI2QR/MTx8rDOF9eDg0Jdzocnb3enX89DU+Hs0ei+J4Le53RnUIjAAwA2yAhlB9yCP++hXua7Fjw2QSK+blksDc2pLvbXZkjm83HyK6nBUjrgnOCOnHFfQ2j3i3unxSllkLFCGOGyrcda8XG0qbxCc9muhyYqEtJs5vx5fR2ehzRlUke5BiSNiQH43MOOfug9O5Feasnh2CaJrjQtSUEsrwpMGLYwN6kr0ByMf41v/ABUurm41extLA5nBdlCdVJ+UY9OM4NcuJfsols/7fm8tkV1MQcK6qDuAGR15GOORXRlsYxpu3Vm9CEo0uZdfUlvJdK3bCb4Rl8/aHG/aB8vIwvGAp9sVBq0tgtjOFt1udQcBvPYAJkjBZVxk85HOCCc0GdGiuJRrzWjzMCI2SQhtoB+YDjLfKR65NVrhbueZp21u3dI8NkKyuwPBHTI5+Xk9xXotrWwRi3yuprb1/wAvkzAk08aWbd9SFpIpXcsZYlhkgENt5z/LHNfRERGwemK8BltoreKGVdQhlaQsRHtz5YP9/PqMgjnBr2SHVFaMEN2rCo07HNWg4yv06GtLsbis++t45ItpAI7iqxvJ5ZAI42OTwaXULiKwtyZnMkoUsyp0XjPNTGnKWqRjzqJJo0Y+2pEvyjP+TXolrFaabAfLCqTlmx3PqfevF08QRwPFOcqkYM7sP7o9fxrvbK+XWtKju7e5DRsocs3HXmtFVjBJS0uRiJTlqWPE+rO9sVEnlwAFnbOBgDJzXgUWm6G9t5kmpTJcKNzwPakYAI3YIPXrge1enfEl30/wtd2zTEu5WMuv8IJGQP8APNebWk97OscradbC2nZmR7mMFcKTg5J7Mcn3NLDT5pzu762N8LFxi5IlnGgW0QNpfXVzbbTgNEiMM8HvnIIBx/jTYLjTIYEkbN2gOFiceWI8g53dSRu9Omfemob1rlSbq0tZoQWmIeNUj5+6V74PGB2NV549QkAtn1awJ3lHw4YDJ+8Tt5644z29q7HZbF3lONpPr/XT8TJubKWWS61Ce6Fu5OViAJLLkDGB/COBVXzk1EtDdzzxrCpMIZMnJI4wMY4xitBra3ZpDcan+8jj+8FZvNbsAT0A6HOKbpktlFfwXN480sMAZlhJ+6cfKM9zuwP/ANVZ36MJU7z5o7FzRtJt2uXs7nUhBZvG2ZlRiGbOACv51PFptxDaxCCKaSCRt0ezJ3gkj+Sn86ge8sruxtrS3tzBJ5pE1w8h3MgBOT2GMk8eg9aqRvJdAqt6IyqKqK2QGGMAcdO350W0uzpjJJ2irl+5SS+lie/Lwu6tykABO3qCOMYHT3Ndp8M9ejTVbjSrjEUcwFzBkbQrYAdPpkZB9j61yt3NcJcNaCZJmsHBgkf5idg/eAN3Bc9B6e1LpWsS2Op211c2ZeBJTHbyKuGQHHyg9wc5wfwrmx0VUouJmqTmrI+hGW5Y/JsCdRubjFeSfEfVYk1mC0nbNukPmFO7yFxj6cKR7DNenwajbnQDqZuI/skMLhpd3A2nH+NeLa3fW2seI7rU5PlW3CeRG658w5ypIPGO59q8nDSdSsnypKJlhaTdQzCdLeGMpHfs0cgSNFkUL5h5znGRnHT2qO5ktmFw8ltcz+VIBHNHNyATnJG3g4z+INKdWv57lljuBCt2jAAfIqycZAIHBz09Ae2afNqOoxoILPUbhYwh3ruK7Q2A4z/Fhu/oa91PQ6Zq07t/iVLy9SS52xWd0W4RlkbOV/hJwAfcflVW8S+uoV+1QSNbxSGOMElY+gOwflkYrXtrq5mnjtm1gbrhGjbMpXy2BOzcx4YZ/Q1n3Fo32DyX1IPJbv8APZgkiJd3O0njIPYdjSbd7oUoxUOSWx23iLU4bW2jWaYorSAMFGWI6nHv9ao6bfi41HyrZmaBHCgt1PFLq8NlPd7ru2llVVyVV8A9wPx4qz4ftLNbozQQPFsXayFsru9s0oqPJ5nNTjKbstjopQ1xcr5ePkHfpmut8G+GoE0mOaRAXmYynPPB6D8v51jaXpUlyrhTgyHGfTPGfyzXptnAlvbpGgwqgAD2q4XjqZYtRsoIfDbpAoVAAAMV458ZdZgkuF0eM7pMJ5xH/LMHkZ9zivZ2dV6nGa8E+INnpb+JdVlu9TdL6bBiihTfs2qdpf6jIx71nUXNozPDpc68jg7y8mijOn2M0nkwBjCUGGbrv6ckHqM9AKjluHaGWZ7uZpbkbiykgFG67gTkYIB4rqoorKw0Wze0e0uL1lEr3ITfscEZRSemAc5/D2rLunuo7Rb5wLx2V4CbhPMC49B2GGHFbR7M7qkm/egtL2MIt5SSme6n+18FdoyGYMc7ieo4BGPWrFzFo6zl2lneK5TdCYxtEJJ5znk7WzxxxTYJ4bq5Vb20iRMsVdSVUHbgAjPIztz3ohnSSKW9OjecFlG4Rb9qAjbwAeeRgjvSur6A01H39yDTElF0skNrG6xEF5fKLhNvJyO+cdO/ArTtte0y3haS48OWzNJKVP7x8BMkkDnAPOM57dOKq7NU1aWC1ttOj0+W0iZl2v5ZcYznLHPbj61rW+jyWE7JeysLcfLcIR8sgVQz8H64B689aV0nZEpt07y1/wCHsPFn4d1Wa9mtJL+0TcqQCXa6Mx7cc4wOT2A75pFRnSHTIZLa7k8pzBJEWOSPnG0nGCW3Z47Yp2nnQ7+2MF3Fc2MzSECS3YGME99p5AVRzzzmq9np016I9PYxxy8vEs5EXIBAXnoWP6ipclbQ66dOTlJTei7+gt9azwPOXtTMiqftHyfMuTjdnHy8rn/9dem/CvUC2o3emxSytaW9lAY1kwQjYG4DA9TXFafp+uaxaxw+XK8dqHDSMQA0YZVYA9wAO/Xmux+FU891qs032aGG3kstwMMARWIlKjnudqjvXDi1zXkOuksO4t3a/wAzjdasNbsb5tQu4LlHu5JbcTOOXJZsfTK4A9e1RXPhddNlRtS1CCFw4dIhEZTtJwysoHB5z145zirmoR+KrfUb69Md4XguCyTSRllIDsFIzweo/StsaRf+JLb7Z5sMQnfCm5byxI7KCSuRzyDnHpWtGNo3Rbk4qEZNKLvqvvscZcaZPcrv8tXgiJiiTcFZdpyvBO4jqpz6iq1rN5N/5M+mBoI42SYQqQzRNzuY85wDkfQVs+NNP00alItvqSzSIgLlYSUZtoztYevJz0rJm+1waWtpb3wuUlbzFljm2mNVXDI27HbBx04GK2lJN6GFGnNQTk9/VfP7ijLPbSItvFYxpLDLiKWPLmUnruz1yMEcVrL4otIFtkJeQn74JwBk8fjjnHvSS3WrRSBbPXNOBSKOQ/NnYQMbfu/MCOfYmufTxAlvLdXA0qyeTgJKYz1IALbc45xn2yKuEVLc5az5paHZTeNYNPtkaN/NnfJCA8AZ6k/n+Vc/NqV1dCXUfthmdplVQiEFUxvclTkYxgcnHNQrqukalO1xNoUCBLfa/kzMgeQ8cY4H17YNQie2tTGbRrtrPz8TFsYxnBA29jnv1xW7emmxnTppOyXvEb3F6ZEW1uFALblO8KMNk7ST75GD6V6f8MtWl1G3m0uaLyJ2hcoNm1cIUBOO3LHivOn0y2ns43W/ja3GU84KSQ2CeU+8MnPP867L4WxXsfiixad1MP2W4VcyhmbJDA4zkDAFcGMipR9DecU6TbRH8RNeXUtYl05Fb7Nb3Wy4Y8FiM8D2AB59a4u6jn1C5a2toHKtzbxckLjPyj3PP1Ndj4yk8PJq+sWnkT3N80rmSdX2CFxlgFHf72D60xr21/sK2ttLlmEAQF5MbGeUMQ7H254B6VWHgox0KpPlpqKTu2rX8zkrq1kto/KltJVldfObzP8AWKpGGAxweMHkdqqP5NtC0LQ+azfKkxcjYQc5GPUbetdS+lalb6LHqGmxXEYYtC8keVzhuOf+BY/Csi3OpRSNcahBJLaxOwkkeMMYmxgHOOCCQfwrpbVhR5+Z3ezsQz6hZi4E6aekr3CbZ0mbJVsYbbjABYYYH3qpFey2NmWS2W4hlZBGJ4srhWOCD684wPU1oW0usyWk98iQPIJUJacIpk7bRuHB5BGKjkg13UJHhvrhZYbNC4WMq2GY4UHbxuJ/rS6XZEvjUUTjxXZr9otLvQLNoFi2xRqpUq2Ou7qQeefQCnTJoS29sUjubK6RVJaNhLukOSowccjjJ/DtUNxs02w2XIF1L5nlKJOdiL9/B6jJwM+1LeRafqkavp1hPDdq67wsu9AG5IHfA4GfeiU+jHTg2k46JsdaFtSLQy3KpdQTHyYZ2wXBXgLn37d8iprewvNP1CBhtkZrhRJbY3yAAgglcenQ1RltYLvTprkXsaXMW1FiYENIoG1SD0zmtyPR7qbTJryzu4rjUWVoktbRy8hztUMuOwAYGueUnKNjujGMJN38j0rwzayXfwmvLfUCtoWa48wyrsEal9xJHtXCJouk3GvWNvba2r25+W6knTy8MgUZTPXOAAPevRdO0aZvhjrFhMyLJKLn5mkBA9Nx7Yxz6V5tN4PEFvuj1mwuZ4GMxEUhIVVXdkkjGe2K48OvemrdTGhKPNJ89rvQtX8sVlMkem29taQFlZwIw7gglTktnnHfFc/qbw6ZIbOSwSSaOR90vmMpbPB4HGD1xXYR6h4ctfLjvbc6nc5keR4nKRghQ4Qf3uTjP1rn9c1i48Q6lcuiWyI6MUjWFOFA3YBxnPHXrXfzWukwhR9ooycdk736mAqabJaXF88dwdpWNoNyjDFT82ccjcPY8io5W0ZQs11NeyTyIszbAnJzhsHv3yKmvrxJha+fZW+4jOY8xiVWHBbHcEdaVdZuXktlaO1AjQxhTbIdjZ5PIPJwOfrQmr6jqxko2ijvJrLe+5lHHJ4q1ptokW1AMZ+Y0+aVQG9TTIrtIQZGYAevoKxjLU5YVeSLS3O60NQiBwMBTu/oK3Zdagtosyyop68ntXBTeKLax0QMsgEkigoD1OSB/WuN8Q32ti7SCS3lMzLKuxDu46Z4z716HupanEqVStPsd+niDU9U8aW8EKbdMRwPPz8s37tyQvrg46VxXjHw7aT+OtRu7rV7a0VzETEwZpCDGBkAD/ZNZHhC5udK1R9akgmnXT4Zj9nJIwxUDH+z970rf1qC88UXGn6u1kIpbkiN44W8wIqqxViR0yGXr3rjmm8Qu1v+CdNCPs3zRdt1/X3GBpw03w8XS9kS+KjfFaLkK++PdliegGF6c5NN1rxVJqFpb2GnxJY26gN5NsSPMdgCSe5O7pVE+HdZ1eaO7SxuTG4jjRxGduANpOfbFWIX0fR7ue50yBr8pBmL7Wo2qyPhpMDnPQgenWtpXvY66fI7TtdvXyvb7jFvZr23jvbdppJImKmVHGc713K3PfIHNUPtt40Sqs8iq7LIiw/INw4IwO/ArUm1G8/s6az8wmx83cBj5st8y/N14I4/Go9Hnk1/xR9hlv2sB5crQrDbqSJRGSVHHy525JPp60kRVkoWckUZZ1guUknD7pCPMV87mA5wc1tXWvFmMGt+ZdANsVRKVaIsQzYPOVXpjFc5pGvyPbNFf77tFlikVXfn5dxwD15J/KrH7rW9bmR2SxuJ52aPeSyBmP3C3YZ4z780SWvMKhUi4+za2/DU6S40vTbcNc2mr/a51mUiIW7KpRgWHJ/iwORVxNCl1S3sbfTpJH1Aq5mVjk4jG4bc+of8MVN4OSfw9rsV7qNsWu3kaBYJcgAMcPJ6HoVHrz2qpc3MlrcXF3FNHK0oeN4oz80Qkbj25Axx06Vna7sjsdXki23eyuvPy06DWtm0Wea3RJhLDJGrSDPykL0JHuT+Vdr4X8WT6Q99qOs/abvesEFvDbovG4O+FXgDOO1cKniDUxciUSOYsO4hY5TBG05HccDg8cV20WoQ3NulhfanaaVPY3EEsJS2JyvlZwuMnO5jzmsalnBrzHWpynKLmtLa/evINU1K6TxDLeLd3BsiIblY2kJCLLlgMZx3xXFWM2uaveW0MMc13ccGFSc4RQQfYDk5rqdc1mIwQ2tpLb31vFbRLcXb25WScq5AyTzgdPzqhqmvWjC9tLTTbaxmYuiT2xZf3YIYJ1/iIOT9BTUlyJdgo0pwbajvb5W012KVrpb22lnVdTdUjCsiW+cSso+QttP8IBznvis270Ay3trbWd5a3rCLMhRtqM6feGWxzswatKW1C2inYOXa/wDJlKruISUZzj2Ias/xZFHoF1CmnamsirEskdxHjDOGKMMDPpzTWuw61Xld5S110ETSZ7e5y1zbBFIhiZpP9aCMrjGe2OTgVlW+n30UqNNO8U8gXzSeuX6BvU7Rnmp9c0yCLQ4NR0zVb+dvtJsx9piWNZyqbneLnIVT8p3eo9wEn1zfbJFeh5bKNN0Sq22QDG1cN7nnnNdFP3XY82cvbR5lvbUdFf6SZ7mObSkkg3fujHIY2xyqj075J9qYtvDa3LJMJorKWQjBXcwiVgQR0z1H50+TTdKNs88WqmRzEskEKRngZClXY4AOfTrV2z0y21CyhsgzRXlzcogkJ+XY5zj2IKjn0JptvY6KairziiDTrPT21Ke3m1VRZhjukWJt5AUjcBjjBPQ+tegfDvR/s3jA3P2iBkdZWgCuGeSIIqhyB90dOvPNcZJoVxp5ENmkEwMIV5klUoWZicByQCTj9DW34TOpeHIdQ1+3s/MuIoGh2SqdoJkjznp0GTWNaLdOVkRWldKKlfm/r8S54m0rQIfGOrzX1zem5e5LGCGEbSGjDD5iffOay7bUrLwtPcQ2im4vQrCJpl/dxhowSdv8RzjGemK3tV0+615rbV5Gt5JZUf7VLAwWNXVCqYye5UD6iuah8Iajqbx38wiWKfbJuM6AiJRtZsZzxj8yKqimqS77BGUW1Co9LfimQ634ivPEs1vBKwcIAkMaKFUblAIx6kisu8066tYbqa3jmFuNilxnYyuvIyODhq24dVttPnu7nw/Zi0drbgyt5jRqjYPB43EYYn64rInF/FpckpE66W8hKKwIiJfJ47HBH6Uzou7KKVkZRtbudUMkcsrTNtG8EkOnGBn2P+cVp217faGxkhUwTsm4vgEbFOSPQ5baKNJu5dV8XR6VrmqahZB9sSyLPHEISoxkmTjG3PA5JOO9Yl1dLpcms6RdLerLFcCKFZVUNEqudwcA4BPy9MjIqnscXtYykuZbM1lbTtZklhe5Wyu403ySSuWjc53MFAGQQPzxUkNhZ2uqoLe5kurVdkpk27GIxkjHbg1gW+m3a2hvIEE9rI3ls8ZyVJxhW7gnj616NbywQ+B5dGjiQ3UU6mW7ZhhmbLNgnsAoHvis5O7OqlaNu35GePBovLi6v7eQSadayGIIXCsQke4HHViSTwKqLbX8P2MLbT2iFVijmwVzk88/jVeXUJ9P/wBDWRZwDJIs8TZVxJ8u7P0GKv8Ahy+1WTXIo/PbdcXKI7yKHzsHQhs9OPyFTpFpmqUqlKcVa21z0Pw9q93p+m6Z4UXTfMWW3Z7q4eTbsWSR1J245PIPXvXI6hYXWnw3yRQyM0k9xaKoQ5OFGMDv1rb/ALS0DVV0/U73X70XUFpGJLeGAsd6kMxJ6csKz7/xLd3XiEax9tnS2S+Xy0L5WJduRx09a56FoybtuSqM5XsrdXvun+pz2m+GneVhqV29jAgQh2jOXkcfKi+/r6AVZEtlpWhpBZI7ak6F5LskhCUY5jCntjIJ4zUV74h1HU7T7HfXUs8ceXQscnfuzuJ/MfSl09Bd6Vb3LPAEsdQBnM5wrRuASPckr0/2q2T7HRUUormqPTsV57zTb7ULL7XpsNtZgeT5MBK4jPKtn1BP5VnX2pWsE0jx2MKzvgNv+dUKnBwD1yMc+uak8Z6jBcfZ9Q0yyFrbvCYPJwMKVc9QPUEHiqXiXwve+HtF0rUr6S433jOZYDGR5CgIUUk/xkPnHbp1zWvLdHnyxEY1FZNW0aO4u5nCpg9RzVSWV5GtoWPySTIje4LDNFFc8NzmK3jdjb+KIoIgEiUREIOnUH+dc7f6hdMjjzmCyF94BwGy2Tn15A/KiiuzozopfFT9H+h1uiahe3ejamstzJtaCThcDHzRr1Az0JHNXtTtTpXhKzt7a4nCXF3+8JfBIAUY4xxwKKK55N+0/rsaqKUrLuvyOWuNTvYLG0EV1Ko8qRMBzjDOc/nUenKJNeaJvuSpMrAehjYmiitOp0VElF28x15qM8ngO3sXCNFFBHcKSPm3ecy4z6YNctDrF5Ya1FqsbiS7WSVd0o3Zyu05/BjRRWvRHj1PjkvMg0i7eESyxxxLLCYvLfbyvv6H8a6bxRpVpp+ohrRDEDcSJtDEgbVQg89/mNFFRPY6sJo18/0NK3mkFjavvYsoABJJP3Qf/ZjVadjHbXIU/ee2z+RP86KKz+x8/wBDu/5iF/h/9uOh8NXb6xdS6FeJC1nIWwUiVXQmRSdrAZHXp09q6/xL4U06B77Ukafz4lhZcuNvG1emPQCiioew7uNdJf1sYF7olta+ItV0yN5TALGWQEsNwKkMO3qK5pbWPy2PO7zY0Bz0DdaKKhnXTb1+Rd1n/iQ6rq+jaduhgFrFK0oc+YzCRRy2emGPAA61y2uqv9j+WVBWGeQJ7DdnFFFax+I8eo70G3vdfoZ/inxVJrsEUEul6dbGBUjjktkkVlQA4QAuVA5JOByeah8RxLb6o8UeQkawhR6ZjBoorVHNDc6H4eIt34x04TAMqBmCnplUO3irfiSZrXxjdvDtTy7lwiqMAYGBxRRTWyOv7cv8P6mHcXMvmxLu4UKAO2ByP5mvQ/Ctodf0ee1vrq5eOVU3fvMkZlkzjOcdBRRWOIbs/wCupdv3MPkWvHGkW2i/2Vo9qZGtctMfMbcxZt2efwrhbueRba0KuwJg2nB7b2OPpxRRU0n7hvh9Ya93+pNpAE+vxxvys6yo49mjbNO1S7uI9Dk0XzS1nbWUFxGGALb2dSST/wADIx6UUVtDdHNjOvov1OVttefS/OSTT9P1COacsyX0HmAMoyCCCCPvHIzg9wapz6jd63NfajqE5luJJVkdsAAls54A/SiinLY46S/eI0vDF7c2l+Ft53iD53hf4sA4zW5PIx3QZ/dmRiR9FOP5UUVlHc9Cqv3T+X5lR52iFvgKQNPRQGXI5bP5816d4MZfFMltfajFELm0lkZHgQR7jhfvAcHr9aKKgvEaU215lqw8G6PHf2duI5dklxJbyZkOXXaevv8ATFVrPwvp02qeKdJfzjb2Xlywnf8AMGGepxzwSKKKQlOTT17f+lHF20cf2q3jaJGT7dsZWHDLgnB9uKybLVrvWDqRupB5flKywxjbGhEi42qOBRRTibVtaqv5fmQ6yuEuIsnYtw20enJrA1bxJq2paVb6XeXs01tbSNKgkkZiWYL1JPONvHpk+tFFbR2R5db+LP8Arof/2Q==", 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", "info": {"video_id": "98102", "label": "pretending to put toothpaste onto strainer", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "98102", "label": "pretending to put toothpaste onto strainer", "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": "3209563a98f03a1c808e94ad9b90049321a287a6bcc4ac164c6d5d037a850889"} +{"episode": 62745, "episode_seed": 3158614914, "split": "train", "timestamp": "2025-10-13T03:32:58.473400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3158614914, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 led night light from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115245", "label": "pushing led night light from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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HyxbIYNB1keHU1ZrKZbUHG84HB6Ng9u2ajjjuGi+dJWUDoNv9K9z8R2ial4f1DT42BnMAfy1POAcjj8DXkX9ji32tvlwR7tipxsYwasGEqOpF3Md4s9baX/v3/wDXqncKikjymjznrADXUpbwCNme4k3DjJOP0zVCYWqnEs0P02lj+hrjUjsOUliTb89wiAj+KHmug8J6lC2LCWcMf4HUYqKW10ycczIv0zWf9ktLSdZYbvDA8FTmtqVXllcicLqx6BLGyI0Z5Xs1ELhAFH41k6RrS3Vq0Uj7mHGcVdilCTsp7jivVjJSV0cbjbQ81sk8uIZ8tW69q14fOYgxsxz/AHRVPSokVVbavy/3Bkn8TXQ2l9bQSf8AHu5I6FiK85uy0NluXrHSLieINJIwUkHk5NbFvpwik8trlt/shc/4VWtNebgR2q4/2jmtYz6hdQtsiIQj+E4J/EVlaT3Nbk72MccCkOwdud0hUA/gc1WeW2twd92Xb+7HGCB9eKnt7SR1VzYowBxl5D1/Ory2jLH/AMetuueflcH889KfL5iuZSXOn7gZPMlP8X7sYrvvCOsx31rJbh2Z7bAG7qUPT8ulcZcfYoSRN5ZbuFOfw6VV/ty10/8AfWSOswz8wO0gf4VrRnyMzqw51pubPxB8WQWGrWFmpwq7nmJ4IyMLx6dao2N0Fu1wfklQEfUVxOs6w2oSSSmGISvyZHG5ifqaboWuSvCLefImhYeWx/jHp9cV108QnK3ToZujyxIfjWfMl0HDKmPO69/uVw1kGXG6UEdgorrviVqUdyNGfIYDzcZGcfdrl9PlDtwW49MVliG3MKfwl+FZS3yiTB5HGK7LwRo8OpeIbSDVER7VmyVkbhiASB+JxXOW85jx5UUbEf3ic1rWWtzxyh1WMEdOD1rKM3GaZbjzRaPZTbw6Hri28eyO1u8vFGOAjD7ygdh3H41s3lnFcxK2PfI6iq09nFrOjW90qAz3EMYWXumcNu/A0vhq9a90/E2BKhMcg9GBwR+Yr021a5w027WZxnjTQcML2JN+BiQc8j14715/PY2Ewy9xGpPABc173fWyyK0bjIIrznV/BNnc3sriPAYZ445rir0Od8y0OunV5VY85fS7MHi6X8GBrB1K2ERwkgZT05xXeT+AlV2IklC/7xqj/wAIJExw0bsf9pjWKw0u5q6yseY3QXYSU79M0tvMQRlcYI6jNekzeBbJYSpiCkDo2c159CsxwAUI6VUlyqzIUuY17S4BX5HOBxlTivTPhVeSHxBPZySGSK4tX4Y9wR/QmvL4IH2/8e+SeeOa6vwxqH9h6zbXwilj2nazIhOAeDxnmijJRmmTVg5QaPYvEtmw8J6lbuESKF1FqEH3VUDH1PX868tfTXZVKyJJ3AIzXb+J/FdtqGki2hvI5ZZcD9wp2oO5Oe56Y7DNcbHKG+U3Sbh0/d4z+VPHazVgwacYaktvLJpzpukh8oEEqvGPwr1fRbxZLFdrZGAc5ryeaB71NjS+Zjptfn8jW54Z1yTTz9guiRt4Vj6UYar9iRdaHVHd3yrKrjvWG9qo4NWptSiZCd4Oapm6VjuyK6WjG5G9pFjLAfjXmPxSRLSbSih4fzeR/wABr06SdcferzD4muJJtNwnmbfM/D7tZTtyhHc5KwdGUEgHkjG7P6V0Njf3FpKk0BUGI7gNuDxXM2yKWBMTpz2rYtfLY8u498n/AArnTSd0bWvufSsIU3NrqdvCGe9SNJXLY2pgsDjueQK808Q2My+IL+OGUCFZCVXJ4B5x/Ouq8IeKoZvDcCNcW4NtGI2eSQBo8DHKnrx0IrjdRvvtmq3FyksPlSMQm8HdgcDmunGWdNM5sInGbRQj05treZFAcc/MxBP609tPhKkiCEE90kDY/A1cRpTGUE0bKeOH/wARVK50yQ/MPMX3wMGvMsz0rmddafbRn52WMkdiKx7u007Yx+0Z9l61r3Gl4Qk+YfX5ayLuyMQY7ZT9FJq0vMlsylurXTpklt5rg88rjiuug1GO4to7hDn1riL1IkTLRy5754qLTb67hkf7LAWhX767uK6qM3HQwqLqi3p8k2070BHGCDxW9CJZVAMSuev3xWRp1omFXzW+Y44NdDZ2qOoQSXAAHBHQ1DkEUXrOGYSbhbPx6MMH9a6uyllEWwQ3KntyMfzrm7a0kDD5rrDHrjg1swW74HMwx7ilFXLbOgjknki8vySM/wATKpNVJdLkbkO4HuAKW1tAxAE8wI/vACrbWMjnc94WwMKeo/CtPZ2IUjJm0lVH3ZGJPXpWZe6YVi4tyT6lwK2by1kbcH1CUjHAHHA9hWPJpscjnElzL2ACt1/KpcblqRyepXRtjhY4FYdQDuNZ9hay6285N+YzCAwVF+Yj19ua66bwm0vAtTg87pWxWDp2jsfGFxpn9pyWQxKE8iPdvYIWC89Bx1PpRCDb1RE6itZMwPFqt9ptElBlGGIx3PGTjtWTbLCTwHQ+tSXN1NeSRNdXRJAyu7nrWhZyQLwJo2Pfg06krSJhrEsW4BbHnkEDjpWzaw7iMXUTAn+Jf8DVa3MbIp3RD13L/wDWrXjtIm+bbCCBk8Vm22aLQ9U8LeJIoPD8VvNdWyvAmw7mORjoVH8Qqh4H1TZqup2zsBi6eRVzn5HO5f5n8Qa422hiVAPkHH8FTW8x0fUoNVt1Zwg2XCqc7o89QPVTz9M12Qr3smc/sVG7R7dIVkXJ61kvbgyycdqrWOsw3dqk0bqyMMgg5p0l+pyAeciuhohDGsoyGzioTpyvgoBj2NSG6VgRXN+MdSudO8OST2Vw8EvmoN0ZwcEnIqEMv6hpa+UfkxkHvzXzfbuQ+VtZO/Kk16tquuahBocd9Y+I9SlVpzb5nRUWbCZZo++1T8pz6j6DymzmZXGJWyc8ZrmxC2sa0uprQS7XBaN1HTk1sWc0AUkMwBPc9azba8lXgtuHHBGRW7aTRyuFEcLd8MuDXKzUtRSREjazEY/CrKiJxgoD9eamt/s2Tut4gAPTn+VaMSWLxr+5XOKEn2HdGYLe3ZeY5EPrG2P51TubKJCPLmuFYdCOf/110bwW5ykabT/stnH4VkSo6OHWReDwHBFFtR3KQ1q4gCpJIZFHAIU54q9H4nV1CKG3AdwRWnDF5p/dpuB9FzxVW9t5IEO4AEjpXZFyOSUkRf24CeZB+dch4xu4riWyLyEbd+CBn0p2nw2uqeMG0+/vrmzgmk2pJFNHGsR6ksZOMYzwOScCuev/ALXa63eWVx53+izPGq3QXeoBIwwHAOAM449KVT4GOn8RatJodnyOfT7lbVs6tsxLg9MYrLtbgbVBhiJ46rgVs2htJPmNsgbPY4zXK7nQacIj5beuR0+XNXUWJgA2CMemMVFbW1mFBNuVJxxv6/rWxBaWOcFCOM4LZ/rU3HexTSC3OAUOD3U806SzhZCwnuAo6AitdbWzVcoGyO++qt3CFb5X255AcZ/WnYakc7dwN0W/nC84BzWNNBK3H2qdh34au5sgHUo3lsQ3BXnIP1rQ/s+aVQ3l7FxySMVtGndGM6tnY8ll0KWbOROxboduP51FBok+myF9jbHG1lZh09cV2vi6Sex05nikZH3qNy9feue8S6RrWiaFpl9e3VyJr0yeZCyYEGApQE4+8Q2cdvrmrVNozdTmMewuJW2MW7ZwOB1rprK5lG9t5OBgZoorGCR0M2ra4ldUJkYc44JFakUknA8xuSO9FFapK5JtWrHnJJHoTVpnf7odgOvWiitnsQty5DDHsQlQxweSOasSgdgBxniiir6GL3K2owJFt255Xdz6141rWoT6V4vvb622edFM23eMj5l2nj6MaKKklHHMieeoKBgo4zW7p0UDjmCLt0FFFcdX4zqp/CdBb6bauVPllf8AdJFa9rpFtvzmX/vuiiouyjXi0m2yBmQjpy1WP7NgiiLKXyOmTRRWsBMyZbmXSbyOK0crFMSSh6Kfb0rY06/uJNxZsnGaKK7aXwmE9y+t1KW61h+NZWbwy+45/fR/zNFFNknDa14ifWIIYpNOsLcwoqRvbo6lUGcKAWIA5z0681ydkFyF2L6Zoormr9DSmb1iF+X5F6+lb1kUMjZijOBn7vvRRXLI3RsLFGbiKMIArdQK2rW0gltslMFflGD2oorePwox+0wktotpYqT9Tmr2g6PZ3q3Es6u3lFQqhyF5HeiihL3wk3yM2TDFCrJHGqqOgAwK5nWEVsqRx1oorqZxnlV1rJ0nWNRiOn2F7DJNuMd5BvAZRkEEEEdTkZwe4NYct7cavrFzd3shknnYySP0yx6/T6UUVlU+E6Ibo2LGFCQOcY6ZrobW0haNCU5OD1NFFcjOlHRRWMKINu4YGfve1XtLs4pizPuyV9aKK0pbMifxIvLaRlSMtjPTORR9ljaRV+YAsF4Y9zRRTmCOuj0Wx04gQxbm/vyHc351FfAbOmKKK7IqyOKTbep5t8QEVdCdhwRKhz+NeYaz4l1W80uDTrm7lmt7d3lTzJGYlmxnOTzjbx6ZPrRRUyNI7H//2Q==", 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HyxbIYNB1keHU1ZrKZbUHG84HB6Ng9u2ajjjuGi+dJWUDoNv9K9z8R2ial4f1DT42BnMAfy1POAcjj8DXkX9ji32tvlwR7tipxsYwasGEqOpF3Md4s9baX/v3/wDXqncKikjymjznrADXUpbwCNme4k3DjJOP0zVCYWqnEs0P02lj+hrjUjsOUliTb89wiAj+KHmug8J6lC2LCWcMf4HUYqKW10ycczIv0zWf9ktLSdZYbvDA8FTmtqVXllcicLqx6BLGyI0Z5Xs1ELhAFH41k6RrS3Vq0Uj7mHGcVdilCTsp7jivVjJSV0cbjbQ81sk8uIZ8tW69q14fOYgxsxz/AHRVPSokVVbavy/3Bkn8TXQ2l9bQSf8AHu5I6FiK85uy0NluXrHSLieINJIwUkHk5NbFvpwik8trlt/shc/4VWtNebgR2q4/2jmtYz6hdQtsiIQj+E4J/EVlaT3Nbk72MccCkOwdud0hUA/gc1WeW2twd92Xb+7HGCB9eKnt7SR1VzYowBxl5D1/Ory2jLH/AMetuueflcH889KfL5iuZSXOn7gZPMlP8X7sYrvvCOsx31rJbh2Z7bAG7qUPT8ulcZcfYoSRN5ZbuFOfw6VV/ty10/8AfWSOswz8wO0gf4VrRnyMzqw51pubPxB8WQWGrWFmpwq7nmJ4IyMLx6dao2N0Fu1wfklQEfUVxOs6w2oSSSmGISvyZHG5ifqaboWuSvCLefImhYeWx/jHp9cV108QnK3ToZujyxIfjWfMl0HDKmPO69/uVw1kGXG6UEdgorrviVqUdyNGfIYDzcZGcfdrl9PlDtwW49MVliG3MKfwl+FZS3yiTB5HGK7LwRo8OpeIbSDVER7VmyVkbhiASB+JxXOW85jx5UUbEf3ic1rWWtzxyh1WMEdOD1rKM3GaZbjzRaPZTbw6Hri28eyO1u8vFGOAjD7ygdh3H41s3lnFcxK2PfI6iq09nFrOjW90qAz3EMYWXumcNu/A0vhq9a90/E2BKhMcg9GBwR+Yr021a5w027WZxnjTQcML2JN+BiQc8j14715/PY2Ewy9xGpPABc173fWyyK0bjIIrznV/BNnc3sriPAYZ445rir0Od8y0OunV5VY85fS7MHi6X8GBrB1K2ERwkgZT05xXeT+AlV2IklC/7xqj/wAIJExw0bsf9pjWKw0u5q6yseY3QXYSU79M0tvMQRlcYI6jNekzeBbJYSpiCkDo2c159CsxwAUI6VUlyqzIUuY17S4BX5HOBxlTivTPhVeSHxBPZySGSK4tX4Y9wR/QmvL4IH2/8e+SeeOa6vwxqH9h6zbXwilj2nazIhOAeDxnmijJRmmTVg5QaPYvEtmw8J6lbuESKF1FqEH3VUDH1PX868tfTXZVKyJJ3AIzXb+J/FdtqGki2hvI5ZZcD9wp2oO5Oe56Y7DNcbHKG+U3Sbh0/d4z+VPHazVgwacYaktvLJpzpukh8oEEqvGPwr1fRbxZLFdrZGAc5ryeaB71NjS+Zjptfn8jW54Z1yTTz9guiRt4Vj6UYar9iRdaHVHd3yrKrjvWG9qo4NWptSiZCd4Oapm6VjuyK6WjG5G9pFjLAfjXmPxSRLSbSih4fzeR/wABr06SdcferzD4muJJtNwnmbfM/D7tZTtyhHc5KwdGUEgHkjG7P6V0Njf3FpKk0BUGI7gNuDxXM2yKWBMTpz2rYtfLY8u498n/AArnTSd0bWvufSsIU3NrqdvCGe9SNJXLY2pgsDjueQK808Q2My+IL+OGUCFZCVXJ4B5x/Ouq8IeKoZvDcCNcW4NtGI2eSQBo8DHKnrx0IrjdRvvtmq3FyksPlSMQm8HdgcDmunGWdNM5sInGbRQj05treZFAcc/MxBP609tPhKkiCEE90kDY/A1cRpTGUE0bKeOH/wARVK50yQ/MPMX3wMGvMsz0rmddafbRn52WMkdiKx7u007Yx+0Z9l61r3Gl4Qk+YfX5ayLuyMQY7ZT9FJq0vMlsylurXTpklt5rg88rjiuug1GO4to7hDn1riL1IkTLRy5754qLTb67hkf7LAWhX767uK6qM3HQwqLqi3p8k2070BHGCDxW9CJZVAMSuev3xWRp1omFXzW+Y44NdDZ2qOoQSXAAHBHQ1DkEUXrOGYSbhbPx6MMH9a6uyllEWwQ3KntyMfzrm7a0kDD5rrDHrjg1swW74HMwx7ilFXLbOgjknki8vySM/wATKpNVJdLkbkO4HuAKW1tAxAE8wI/vACrbWMjnc94WwMKeo/CtPZ2IUjJm0lVH3ZGJPXpWZe6YVi4tyT6lwK2by1kbcH1CUjHAHHA9hWPJpscjnElzL2ACt1/KpcblqRyepXRtjhY4FYdQDuNZ9hay6285N+YzCAwVF+Yj19ua66bwm0vAtTg87pWxWDp2jsfGFxpn9pyWQxKE8iPdvYIWC89Bx1PpRCDb1RE6itZMwPFqt9ptElBlGGIx3PGTjtWTbLCTwHQ+tSXN1NeSRNdXRJAyu7nrWhZyQLwJo2Pfg06krSJhrEsW4BbHnkEDjpWzaw7iMXUTAn+Jf8DVa3MbIp3RD13L/wDWrXjtIm+bbCCBk8Vm22aLQ9U8LeJIoPD8VvNdWyvAmw7mORjoVH8Qqh4H1TZqup2zsBi6eRVzn5HO5f5n8Qa422hiVAPkHH8FTW8x0fUoNVt1Zwg2XCqc7o89QPVTz9M12Qr3smc/sVG7R7dIVkXJ61kvbgyycdqrWOsw3dqk0bqyMMgg5p0l+pyAeciuhohDGsoyGzioTpyvgoBj2NSG6VgRXN+MdSudO8OST2Vw8EvmoN0ZwcEnIqEMv6hpa+UfkxkHvzXzfbuQ+VtZO/Kk16tquuahBocd9Y+I9SlVpzb5nRUWbCZZo++1T8pz6j6DymzmZXGJWyc8ZrmxC2sa0uprQS7XBaN1HTk1sWc0AUkMwBPc9azba8lXgtuHHBGRW7aTRyuFEcLd8MuDXKzUtRSREjazEY/CrKiJxgoD9eamt/s2Tut4gAPTn+VaMSWLxr+5XOKEn2HdGYLe3ZeY5EPrG2P51TubKJCPLmuFYdCOf/110bwW5ykabT/stnH4VkSo6OHWReDwHBFFtR3KQ1q4gCpJIZFHAIU54q9H4nV1CKG3AdwRWnDF5p/dpuB9FzxVW9t5IEO4AEjpXZFyOSUkRf24CeZB+dch4xu4riWyLyEbd+CBn0p2nw2uqeMG0+/vrmzgmk2pJFNHGsR6ksZOMYzwOScCuev/ALXa63eWVx53+izPGq3QXeoBIwwHAOAM449KVT4GOn8RatJodnyOfT7lbVs6tsxLg9MYrLtbgbVBhiJ46rgVs2htJPmNsgbPY4zXK7nQacIj5beuR0+XNXUWJgA2CMemMVFbW1mFBNuVJxxv6/rWxBaWOcFCOM4LZ/rU3HexTSC3OAUOD3U806SzhZCwnuAo6AitdbWzVcoGyO++qt3CFb5X255AcZ/WnYakc7dwN0W/nC84BzWNNBK3H2qdh34au5sgHUo3lsQ3BXnIP1rQ/s+aVQ3l7FxySMVtGndGM6tnY8ll0KWbOROxboduP51FBok+myF9jbHG1lZh09cV2vi6Sex05nikZH3qNy9feue8S6RrWiaFpl9e3VyJr0yeZCyYEGApQE4+8Q2cdvrmrVNozdTmMewuJW2MW7ZwOB1rprK5lG9t5OBgZoorGCR0M2ra4ldUJkYc44JFakUknA8xuSO9FFapK5JtWrHnJJHoTVpnf7odgOvWiitnsQty5DDHsQlQxweSOasSgdgBxniiir6GL3K2owJFt255Xdz6141rWoT6V4vvb622edFM23eMj5l2nj6MaKKklHHMieeoKBgo4zW7p0UDjmCLt0FFFcdX4zqp/CdBb6bauVPllf8AdJFa9rpFtvzmX/vuiiouyjXi0m2yBmQjpy1WP7NgiiLKXyOmTRRWsBMyZbmXSbyOK0crFMSSh6Kfb0rY06/uJNxZsnGaKK7aXwmE9y+t1KW61h+NZWbwy+45/fR/zNFFNknDa14ifWIIYpNOsLcwoqRvbo6lUGcKAWIA5z0681ydkFyF2L6Zoormr9DSmb1iF+X5F6+lb1kUMjZijOBn7vvRRXLI3RsLFGbiKMIArdQK2rW0gltslMFflGD2oorePwox+0wktotpYqT9Tmr2g6PZ3q3Es6u3lFQqhyF5HeiihL3wk3yM2TDFCrJHGqqOgAwK5nWEVsqRx1oorqZxnlV1rJ0nWNRiOn2F7DJNuMd5BvAZRkEEEEdTkZwe4NYct7cavrFzd3shknnYySP0yx6/T6UUVlU+E6Ibo2LGFCQOcY6ZrobW0haNCU5OD1NFFcjOlHRRWMKINu4YGfve1XtLs4pizPuyV9aKK0pbMifxIvLaRlSMtjPTORR9ljaRV+YAsF4Y9zRRTmCOuj0Wx04gQxbm/vyHc351FfAbOmKKK7IqyOKTbep5t8QEVdCdhwRKhz+NeYaz4l1W80uDTrm7lmt7d3lTzJGYlmxnOTzjbx6ZPrRRUyNI7H//2Q==", 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", "info": {"video_id": "115245", "label": "pushing led night light from right to left", "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": "68efbca9a7e1623d6461d5793b6c64af11ffa91450f49e1437828d66e980bb5a"} +{"episode": 62746, "episode_seed": 3948456130, "split": "train", "timestamp": "2025-10-13T03:33:00.259490", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3948456130, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking shaving razor up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "3133", "label": "picking shaving razor up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "3133", "label": "picking shaving razor up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3e6298f5e83b5d287da1d7ba1a07bf375d66862df880a68dda06fb85f65dcac8"} +{"episode": 62747, "episode_seed": 2953741600, "split": "train", "timestamp": "2025-10-13T03:33:02.864327", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2953741600, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing toy tractor 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": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82139", "label": "throwing toy tractor in the air and catching it", "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": "82139", "label": "throwing toy tractor in the air and catching it", "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": "7638bbf536960d604e88510cb9ed6e4bcf6f74f1f35e6172ffd59e4ac21e779f"} +{"episode": 62748, "episode_seed": 2661848205, "split": "train", "timestamp": "2025-10-13T03:33:04.381650", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2661848205, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing medicine tablet onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "99766", "label": "throwing medicine tablet onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "99766", "label": "throwing medicine tablet onto 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": "0fe6d9a5f9f3406682f8fc0b237affd7c36f26d2c4d3f71b9499b54ac00770a5"} +{"episode": 62749, "episode_seed": 3689620292, "split": "train", "timestamp": "2025-10-13T03:33:06.338520", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3689620292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 candle on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "141889", "label": "putting a candle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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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aL6ev0r2HRdTsNWszcWFzHPHnBKnlT6Edq+a4mLH0HYDtW5ouqX2i3i3mnz+VKPvA8pIPRh3FbJAfQsqHa2OeK8et785PPeu+8N+NNP8AEtu8SsIb+NSZLZjzj+8v95f5d68iguyN3HTPAqJFxOkmvPk5P51Wt7O41Zm8plSIMFaRuxPoO9ZTTs8QJzz2rqL2K40Tw3bQxKouMiSQk4AYnJz9OB+FYVqjgtNzooUlOVnsLD4XnaRZNPeJ4sN8zDkkEDBJ7n+lcl460o6Pd2ZZAj3EbFwuMZB68cd69f08G5063nXlHVZAw6EGvN/jCwMelshBCNIpIOQcgH+lcWFxFWdXlktDkbbk7LQ88t9Yl05iy4aMnLKwreur2DUdDuJFYY8s5Hoa4p5Mk56VPpk8ipLBk+UxGT7ZzXrxVykdJaSkQ2NseSiFiDRLFsk4OVPQ+1Radme7ml/hQBfxrTMSupQkD+6fQ1dV3Y2N0+WSGeN0kaOSI7o3DYINdD4z+I7P4MNlJAx1e4V4AwX5AhADSH0OOMeprnEjEZw7c/3V/qag123F5ZxhgAyAkY6//XrK1xJ2OMtHkKoC6YA5HOa1o7kAcdfesRFMUzdM9KsiRwMAgUCNeNpLmaOGJS0kjBEUdyTgCvYNE0HR9N1FtKVIXulgVpncbmlHRsZ6DdXBfCSzXUfHEck3K2UD3GOxYYUf+hZ/Cuy1PS9UtvHtrr2nqk1oInt7uJ32kDqrDNceLk2uVOx0U4t05OK1NPxho2lW3gLV5be22SR2xABJ5KkfN9eOteBCTAPOTXs3xE8W2cPhW+seEknQRIM53kkZH4DnNeHbz271WD5/Z++YOnKm7T3LG4nvU1rO8M3yyFA6lGIHY9apqSaeWxjHfvXZexJ09uTcyRWaDA6sPRfeujMW+EgD5l5X6dxWX4ejt/7KS5jU+bISJGPXIPT6Vro4DAg4NaTlzFN3OaGv2Mz4Utt/D/GsnULhTLF5R+Qzlhj3NYk1r5XKHB7VaVjJc2cAOT5g5+nWlFW2KN+54zj159q7rwnb+X4XUk/62R3/AA6f0rgZWIJYGvTNGhNroNlCeGEQJHuef615+LlaCR04JXm2ZVrp17p3iBrqDabeSMrv3cjPOCDWlqWrXBuAI9o4BfHAA9TTNYvksbJ5nztQZOO9eb3ms3l/I++ZhEx/1anC/wD1656VJ1Xc2runSlz2vJ/gT6ncrc6nczRtlWkJVh396puwKFnHOcAjvTVy2AOSabdcNs7Jx+PevUWisea3fUgS4utPuBeWVxLbzD/lrCxU/Q/4Gug1HxDc+KbvTGnh8vyozkA5DsDgt+J7e1crLIUJwSDXUeDIfP1SNZEd4kYHCDO3HUgfXrSbBHb6vaf2ZoOloRjcHz9flJ/nXI3VzkMBXafERrm3h0yCeNFCeaVdGyGB29R1BFecTy5OB+dZp31LZHcSfKSTXX/CuDzdU1O5J+5AkY/4E2f/AGWuEuJQRjNek/Cq3aPSNQvCMCeYIvuFHP6ms8Q7UmbYZXqo1dc0C5vbqC7srlYJYJldtwyGAOePQ1f1TVJ/sKRvc5K9ycY/GrN/crbWskjEAAEkntXlGp6u+oXJfcdnRR6D2rjo03V06I7K8oU3z2vLoWtfvhfahvD71jQIG9fU1lLKFPH5GmB+COxpgGGOTx616UVyqyPLlJyd2XIowX+Q4Xvn+H61c80KNqfc7571QifIwOn86mL8VoiR6u8My3FtK8UsZ3K6NhkPqDT4L7YpKjn1NV0yWLA7QOSfQVmi4wDkjFTIpHSWNw95qtnbkkiSdEIHoWFeua1p8OoP5UvCnuOxryLwNGb7xfYqoJSFjO59Ao4/XFewX04iUsT2rzsXL3kj0MGt2YNzqsXhnRnt7nUDtztDP8oPoMCvKPFXiJdYeGCB2a3hyd7cb2PcDsKj8Y6ydU12UJIWghOxOeCe5/P+Vc2xyetbUKHL7z3MMRVTbhDRfmKTk4FT2nmyTpBCMyOcKPeqxIHAqayJF/AQefMX+ddadtTlR3VhYrY2iwbgz/eY9ye9TMVFRq/OR1pkx+bI4BobGSMok/eD7w+97j1rn/FsrRLZFHK53jg9elb0JYYbIUeprA8alAthsUgfvOT/AMBouBzO45JzTlk5qsrHpW54Y8O3PiXWFtIDsiUb55iOI09fc9gO9S2krsIpydkelfBi0MA1XVpQVWRVtYif4udzY+ny1t+OPEK6Jo91MjgSH5YQf4mPT/H8Knjjt9H0+DT7EeXb26bVyefcn3PUmvBvHfiOTxB4gcQysbO2JjhAPDEdW/E/pXEl7epfoejJLDU/NmRJLcXmqvNcXD3DZyzsc5PtV5Wqva25iiAPU8mpjgd8fWu9HmvUk35OM0oNVxKrPsQGRv7qAsa1dP0q6uZFaeJoIDzl+GI9hTEdR4dzHoyqc/vGLD+laKSEvVaAhAqqMKowAO1T7lWQYUHIzzTKPPbmUqhbqVHH1qxoUBe5e4bpEuxfqev+feqc7hUZvQE1v6fEI7SCCBTI74wB1ZmpKemozV0mwOo6pFER+7X53Poo/wA4r0SSQCP0A6CsfStMXR7H94Q1xJhpWHTPoPYVV1fV1s7Sa4d8MFIjXPVuwry6s3WnZbHq0YKhTvLdmD4w1b7RKLCJ+EO6THr2FcvFlevB9KiMjSOWclmY5JPc1OjKeGz7Edq76cFCNkeXUm5y5mWUO1S/ccD60x5gy7ZckY4YdR/jQzYAXPT+dV5Dwa0IKc4xKCCGUHORXqHwrsQZ5J3H3cD8uT+uK4PwjZWepeK7e01DItJmMbkHBHHX8Diu30iw1HRvFV/on9rXFmiPKImhUNvKqWUe2QM81L10Q0XPibqX2rVreBCCsCsp+pxmvPppcDHWoDql7qMjTXk7ysfmDMc8nrUMkvBzSUbKw27j4oJb27itoELzSuERR3Jr3bRrODRNGt7CMjZCuC395j1P4nNcd4D8MfYbYa1fIRcSr/o6N/yzQ/xfU/y+tb+pagIomchmVQTtUZJ+g71wYip7SXJHZHpYal7OHPLdmN4tvpdW1G18L6c5+1X8gV2HSOL+Jj+Ga5jXtBl8P3xtHkEsYH7qYDHmL0zj19RXXeArG3vtYvteuldri7HlRN/DCvQJ9eM5rR+JtkkeiWc7kBo7jYpHOQVOQPyFdVKPIkjirTdSTZ5VuO7FTAbwFHWqx4ap0OBW5gTxnatSDLHrj3qFfnxt+93Hr71U1e6kgsG8hyrBgCw70wL9w+0BVP7sjIP96sTzAc1oavbWtt4eg1LTtXv50e6Ntm5hWNZyE3PJEOu1ThTu9R3yBvfDvwyuqXh1W9jzY2rfIrDiWT0+g6n8KipNQjzM0pwc5cqOt8BaK2haS1/doUu7wA7W6pH1A+p6n8KZ448RyWWjsYmAmlby4/Uep/AVuareqqvLI2EQFmPoBXiuva1Prd80zkiFSRFH/dX/ABNcFGLrT55Ho15RoU1CO5i3E4iXcckk1XS+ViNwwaZfE71Xr3qIWchXzThUzgE9z7V6J5Ro7gFySMVsaHpV3crHqpgdbBZCiTEYEkgGcD1wOc10vhL4f2w8TaVFrbpexXFqt2kK5EZBG4K3c16L8S5LCy0bTLSCJIyZi0cKfKqqqkcAdvmApN62HbqebGXGAKkVsjB5Pb61VP3uOnUfSpVJpgTISzZJ5rC8Ynix9t/9Ku6S0WoeLzp1/qFzaQSybEkiljjWM9SWMnGMZ4HJOBWZf2s0+tXFheT3Cm2naJEuAvmD5sYIBxngdM+1AGLpun3OqajDY2cRkuJm2qv9T6Aete66LpFr4Z0dbC2w0h+aebHMr+v0HQD0qp4X8KWnhW2e6IMmozptZ2x+7X+6P61cml6knCjkk9q8+vV9o+WOx6uFoezXPLc5Tx1c6jeWaaRpkTST3X+tKnG1B2z7n+RrgZfA95pkUU99PAHflYkbcfxPQc1qan4iN7d3MsFxelZSVWLISML0HIyx9e3WseIszEsck+tdtGHLFI8+vU9pNsP7Nctue7jVQfuICxP49P1rqfCvhfS73ULn+0rBpo4rKa4EomJhcqAFwBg5BPIJ7dKwokJrq/C8gttN1+XHzCyCA/7zgf0rexz3NqLXNM8O/D+HStMjgGp3ysZ3iUBokJOdzdckcAe+a5gSmUBiSTnBzWOkxmlITpnrWxa25MTDvjP5UrFE8ZxjFWlwYwe6n9KxdXnkttNMkLlGDKMr1p+s6Xrfh7RNKvru6ulmvfM82EpgQABSgY4+8Q2cdvqDSA4i+OIGHqcV7P4M060TwbpuoeQrXc/mBpWGSArbQB6cUUVzYn+GzqwqvWRPqLtux2rzfxJPJNqjo7ZWP5VHoKKK5sHudOOehkpU8f3/AKDNFFegeYPJqJ+lFFMCbSFA1aDHHQ8e5rsNe1W603U77UICpnilIUuMjldvP4E0UUuozh4lCWkYHvWx4TsLfU/FFjbXS74SxZl/vYBIB9uKKKmfwsun8aPZLxyIjjjiqujoklxK8iBmDJGMk8Bw27j8KKK83C/Gj1cZ/DZjeBbmS11bVdOTBtkdiqtztIYDj86h+LV3MItJtQ/7omSQj/aAAH6E0UV6C+I8r7J53GcoCeucVP2oorQzHLwhI6nis7VziwP+8tFFNAQ634nfX4baGXSdNtTAiRRSWqSKUjXOEALlQOcnA5PNfQMdpBpmmQWVogjghQKqj+f1oorhx20T0Mv+JnGeOLiSLw/LsbHmOqN9Cea8xiQSTIhyAzAHHuaKKrDfARjP4ha1rSra01u4tEDNHE5UFjyR74qGezhMMZ248skrjtRRXWckPiR614bc3Nz4HmkxvazdTjjhSwH8q5nxjqVzqPiu++0OCtvIYIlHAVF/zmiip+0L7JmpzFGe+SKsYwKKKoDnm1ptL1O+ibT7C9hmkDmO8g3gMgypBBBHU5GcHuDXYfDqFNc13Utd1H9/foRKrsBgO5OWA9eMD0oorHEfwmb4ZXr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", "info": {"video_id": "141889", "label": "putting a candle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "619af4e8125ea9c06d1187474218d44d1530fe8f46ee78eeda8d4b6bf2bb919a"} +{"episode": 62750, "episode_seed": 2413730789, "split": "train", "timestamp": "2025-10-13T03:33:07.537936", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2413730789, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'paper falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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N59/bitxSMEuff2+tFgLCNhAPurjAOCcHt9amRxkK3HouDUKcnOXGOgBOP/r1LnI5ByeeR/WgCynPZgc4qGfKgOODHnK+q9wB+R/D3qQEDO5CoBwAR2FNLHkgHBIwO3r+X0oArSMCucpg8jH+fpVWTDEZIwB9akJaNjFuUBslDjgeo/DP6+1QFw3yBiQR1B68+tAEbn5MBvm9aid8Y7knmpJB8rDGR3Gc/hVZ+FyhyQMcnpQBE59eOSKfYPmWQdTgHGeagnY4J5bnselWNNyDKeB0OQKANCNhgMeGxyKtYw244JBJXPaqqscrhgDVgB+g5I+YYbp7Y/yKALCkjH8J68nPNdJbTK9kso9P1rmEcHIw2R3x+nvV61uvs4PmB2jPzFR6/wCe9JAas1yIUMj4J7L6msGdnmlM0uGc/wAQHQeg9KWa5lluQ74O8YVc8I3p9CP5GmsCOgI+nNMCIsQGz3+6OnFVpiynkHGeTUzgkNxxnA+lQSKqdF4J60gK7k7SeMjrx7VXlOASc4HJOKnkA2Nzz3HT8apucMQOB+hoA2oS4BjICvHwRirK7ThsggnPAzn0qCdGDM7KBcQ4WYD+NezfTr+R7VKvlvGpTgYGAvAA7fhTAmVl2YXZxnpyN1TBirKhzz83IOMHtn1qvHIJMkKduSMFSO+OKkyQoYjjGcgnIoAkYSFMyHadv8B5/DP9aRlznB2lc4yOxpiONqkFVkZTj0H4USH7xAwxwCRjn25oAguonlXKMBMhBRsfxeh9j6elV1nEluzlMuCdycAhh1B/Hv8ASrUm07uvBHOetct4n11NDUyxOrzzDaYicjp8rfUdPp+FMCv4t8RppVu9tAQbqQY9dgry13aR2dySzHJJ71JdXUt5cvPM5d3OSTWt4S0S18Q64NPu7yS2DQyvGUj3l3VCwX2HHX2qdytjpfhljGp59Yh0z/er0JRhjhDnPfgYH4/rXnfwyPzamASDiM8H/er0NduzO5emCcZx60yWTEgjLYwSWGc/5FOUruB4GexAGD9f6UwBFz8qjcRk+w6Z4pwfaCW2qCcKpYckHNAEisrDjaSB1HPrzSPu5wAR0z6H8PxpDISdoUqcjBJ79eP/AK9MJL8EqTztK/w89/Q0AQlvKl2t80cpxkdnx3zxz/P60hbKcOSOQGznFOnHnRtGyMmSACuM9un+eoqvHO0nDHEqEo/HfsRn25oARyAcDIwMnt07c1WmYFHPz9Pm2Dnr2NSy7uPTGAR39z/nvXCeMfEhQNptlLzn97Ih7elAGb4u11NQnWztyHhhfc0n95unHtXp6KAgPI6AkZ4zXmOt+H9HtPDVtq2l6heTBrr7Lm5gEa3JCbneIZ3bVOFO7+8PcD06MllXBzkZBxQNk6/d4BByMZ6nFPAG4A4+Y5HU/wCelQ7VIKk9sYVucdz7VIMZbanJOOPXHf8ASgRMp+VSR1GOD19uaXAx8owF/SmMyJuZ0OcZJCZz2x9aCzFvkAPPT09//rUAVrlWkQBRtdeV3EfK3b/PpVYOJI9yLtVeChX7p7j04NWnkAGfmwRkZBODkcfyqhNthuNxICO2OR9xscHP6flQAjhXLEYXg/mKqStlvTI+97VO0hIDEAjH8JyT6GqNxOsEbSykKkfBJ7fn1/8Ar0AVry7itIXmkkRERQSMcjr/ADqp4Q1GTVbzU5pAAo2Ki5+6PmrL0d9O8WeK007V7y4trGZ9sMiTRxrEe7MZOMYB46k4A61qeEbI6ZrXiCx8qeM28wjEc4CyAKXADYJGfXBIouB16scAAfripl4GVVfXPrUWcMOATgYy3Q/lUv3s9Om09wefT86AHhiTkR7iMkKcc4/z+tTgqARjJHTjH41WUr2xwcdDz3/GnsFIAYHg5A44OCP6mkA5syw7BjcRlWPAU9QentSeYJYw23BP3jnG09x+dK0gA5bG4jBPrVfzALrbvK+acgA4yw7fiP5UASORxtAHPJz3qvITgHAyTzz29qlIwGCgrnPb1quz544HJ5A4zQBDMAxJbgnjn6VUkI6f3hnkVDr1zJDpxliYpJvADL1x/wDqqt4g0fWtC0TSr+9urlZr0yebCUwIQAhQMcfeIbOO3TqDQB3mqoFltpQBuLeWwxkMpHII/Afl9azFUQ309uvKB+N3Wiiq6AW3AznrUcbv9olTccB8f+Og0UUgJhGNzAknjvUZ+Z0U9G5PHfBoopiKV9cyQ2VzKpBaMEjcM9s14xrd5Pe6tcPO5YrIyj2ANFFSykZ5q5pOq3OianFqFps8+IMF3ruHzKVPH0Y0UUgZ13w6GBqDgkMGiH4fN/hXo2AqMEUIFzgL/n3ooqkIliRWc/KAcqCR1PB60ISxEZ+6RnpRRTEI1xIIYWDY8xlBA9xT5vkkiUfxSYJ7/wCeaKKQyIuWGT7/AMqo3LGO5iZeC4KN7jBI/Ij9TRRTEYfiu8l07S7h7bCuX27uSeR/9avKGdmcux3MTk570UVJS2Og17xbJ4igtoZ9I0u1NuqRxSWqSKUjXOEALlQOSTgZJ59a9Qs0Us6HpCxCH04oooEWFUPO8Tcrsz1wfSnsxV0YdSwH86KKoQIQnmsqqOQTgdSe5qR/nQZA4OeBjnn/AAoopAMIwDjpk8enOKpTosqmJh8jkqRRRTAzkd5bWJy5DMAWI7nr/SuL8YXs6ypaq+IsZIHeiipY0ZOja82jJNGdN02/imZXMd7b+YFZc4IIII6nIzg9wa6rwdqV1q2ravfXsnm3Ny6yyuRjLEnsOnXp2oooA7UErGWH8OcVKEXYSVBIQjkZ4IyRRRQA5QDIV7YP8h/jQQqIWCjIGf0oopgJJKyK2OzbefTFQ3RJtZjuIKJvU56Ecj+VFFADBKX38AbduMe4pkjHcyjjEpT8MZoopAYviMkacwz/AMtEx7cmuT8QeJdWvNIt9Lub2aW3hleRfMkZiS2M5JPONvHpk+tFFAH/2Q==", "info": {"video_id": "117716", "label": "paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "117716", "label": "paper falling like a feather or 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": "d348686e16fdb5944cf751cef4d34919490207d9f32e15c0f4e7706576c58650"} +{"episode": 62751, "episode_seed": 3731889119, "split": "train", "timestamp": "2025-10-13T03:33:08.557541", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3731889119, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering flashdisk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "139564", "label": "uncovering flashdisk", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "139564", "label": "uncovering flashdisk", "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": "a730c2a1bc31bc2a96faf464fc0fb4c47b00017c4feae74d8863c0825ecf007a"} +{"episode": 62752, "episode_seed": 3735961148, "split": "train", "timestamp": "2025-10-13T03:33:12.679211", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3735961148, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175914", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "175914", "label": "tearing paper just a little bit", "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": "24e4f85417c535c6cfea55621bbd3114bb111caca7166b3bf03e28ef5aeb56b1"} +{"episode": 62753, "episode_seed": 1702663316, "split": "train", "timestamp": "2025-10-13T03:33:13.704818", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1702663316, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving lunch box away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "149311", "label": "moving lunch box away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "149311", "label": "moving lunch box away from the camera", "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": "9aeb69f885e7941e762a280e82896364249e056fd773acca4989978514b49c85"} +{"episode": 62754, "episode_seed": 3905976665, "split": "train", "timestamp": "2025-10-13T03:33:15.179268", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3905976665, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pen so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195584", "label": "pushing pen so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "195584", "label": "pushing pen so that it slightly moves", "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": "3543529b9abb6c281426a76c9d7dfcc5a37840ef7227bca644afd97c031ac13c"} +{"episode": 62755, "episode_seed": 122456402, "split": "train", "timestamp": "2025-10-13T03:33:16.507620", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 122456402, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 embroidery kit 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": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "20066", "label": "putting embroidery kit 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": 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": "20066", "label": "putting embroidery kit 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": "ad4e6b57230063b62758db0fb22f635d5502d1df704e6078b17021431b174295"} +{"episode": 62756, "episode_seed": 3398248069, "split": "train", "timestamp": "2025-10-13T03:33:20.141286", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3398248069, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a tissue out of an empty bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "113708", "label": "pulling a tissue out of an empty bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "113708", "label": "pulling a tissue out of an empty bottle", "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": "ca4c1e7c550c0bde6c916511e7f5a31234265db0aa134960921a11a0bc957078"} +{"episode": 62757, "episode_seed": 4210602501, "split": "train", "timestamp": "2025-10-13T03:33:21.697762", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4210602501, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "128242", "label": "taking tin", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "128242", "label": "taking tin", "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": "7cdad02ecd59f3f46a61c543ef797db151f85678cea763e64b8b6cd0bf99f4c2"} +{"episode": 62758, "episode_seed": 1281129565, "split": "train", "timestamp": "2025-10-13T03:33:22.111976", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1281129565, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 paper clip'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65385", "label": "holding paper clip", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "65385", "label": "holding paper clip", "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": "3dbf826aad70e64b3b3b51509cc6faf3f7814cd28a7877439b2a56a80aa2b23d"} +{"episode": 62759, "episode_seed": 981702552, "split": "train", "timestamp": "2025-10-13T03:33:24.906845", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 981702552, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) handle of pan'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "161943", "label": "touching (without moving) handle of pan", "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": "161943", "label": "touching (without moving) handle of pan", "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": "2fd1ecc3693602a257b0279f8e1f6190b630acdc134f6a6c30f86a60f4b6e274"} +{"episode": 62760, "episode_seed": 113299532, "split": "train", "timestamp": "2025-10-13T03:33:26.752507", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 113299532, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) speedometer of bike'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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uFhiBxywXpk/j7YrKUW/eHG2x1uoeLtX1grY2sccbzbtkUTEO4HYsT3z2xn1Arzw3V9NeXMd7C0Mls21onXaU7Yx6cfStKy0m+sbuO9W7Dyx4EbCZXwRyBwTxwaj8QXt9Lq6ahqCI1yyiMsDxIo7Efj+tOjJqpdEV0vZtDIpBIwwelX0fEg+bgdax1URyKY2Jif5kPt6fUVpxfMAFGTntXoKVzz+WxtxNhQetWYmx+PSqUbBUy3ArA8a39zB4XuPsbMruyRllPKqTgn+n40mupUd7FrxN4igiiksbecO6kfafKcblUnAUH+8f0A965URwR3JkiRPs/wBo8l1MeHjJGQd38Xfr6Vzun24W4aCN2aLz/wDWt1wMZJH1rsNGs4pbeea/l8q0S+W4lLHBKLu4HqzcAD3rjnUvLyPShSUYa7m14c8TS6VqS287bYkk2uh5UEHkj0r3iCVZ4I5VIKuoYEdDXzRZvDc+KZPt7NDbu5mchDkkckL65PA/CvbfDXijS08OJPeX1raqJHVUeYcDPAGeT1rOcUthJtnXUVzD+P8Aw/vC29xLdE94YWI/M4FY+s/EZLe2l+zW8kBA/wBbMASB6hR1+pOP5VnYZ8xaQ88l5HJBbhliK5PTp7+pr0/TZJn04NBaSIHfLIVJYEZGeByDkc9j9a830fxDcaVFMNOjhR5iG3+UJGjx2XIOD74q6t94ovrtbqbU75JOglkmZSoPYAc/hW95cycUYNKzTO5uLae7LNeHfbKflgTIT6v3P4/L9awvEk0032fT4gNoG+QDgDsB/OpZPFGrW+jy2eo3MFy5UiCYEeaGPQkHkH/aH4gisvTIZZpBJKxZjjJP5VdSs1GzRdGinK6ehpaZpzDy5GAyBwPSt2DTpN+duMnrV2wsB5aNjgVfmkgs08+ZvkUfdHJPsB615sp6nqRirHJ6jqH9mRDS40QG5UruP/LNM8ke5GR+JqtpImvLxYLGDzZ7qUhFGQMk9PwzWPfvc6xq8+ovDIsBOxPlIAA4Cj1P07mtXQ5W/teLTreQJM+UkkB+42MBQR6Hkkd/pXTBuMbo5J2lJno1z4A8Q6ZYC4hhs7p+skEIbePfkjd+Fc1BqzNJLbyx2ImUlTDdO0TZHb5hjPtXqXhWO88N+FZItRvvt900x8sKzNyQAqDdz1H61la34fiu45JvLt5NQcjzjLGHSdv7reg5wCORUc2pHQ8E8Vyt/b7CS3jthJGE2xuGUAjg5HWquhaxNaSo0EYS5hY+WVjDE5GCeQckY44rqPHug2Mf2KGwsrmw1CRmD2hJaNgBksjntkAfzxWTpMaafFJdTIkUjLhsHhR/TtXRTXMrHNUaTHSyeIdVkWSe6vDg8G5uCAPw/wDrV1WhazrugRMLqeLUrDG5opmO7I9M9fbBz6elcDqfixmYx2YwP+ejDn8BWHLqd1Od0szuf9ps1q4Q2Qoynuey6/ZW+teEGl0edZTIqtLE7YaKTduxnuvYH27HiuW0ewu106eC7iAZ32suAfl4/nXHaV4q1TQ52ksLjbvGHR1Dow91PFdZpfxIvJIZ/M0zRfMVS5drbBOOgAzjNS523VzRQ7aGzb2ZsWLW8SjgDc7Et74rFGjT2t/LcbwsYcsvPIHXn0rTh8aalcWxlaCxiDMFCi1hXHfI/ix708ajqniC4vrCCczx2ds91GY1VdpB+9gAA+ueTUSqJvYpQfc0vDepx6Tq1tN5Qkmh3SlCcYCjOCf7x/QYFe5eFvEKeJtG/tBbcwDzGjKl93THIP4186+AQp8R2zu29fM53DJbJ9+ua+iHumltorK1jETyZ3si4CIPvH684+prCUrM0sct4i8M6ZeXF5e2em203ZoXJQSPzudGH3WH5E/nXy1FbGWZyZAFDgFSeTzivsG5VXj8qABduVT/AGQB1+mP518eWltPc36CMqPNYgkngc859Kuk2zOaR3cFz4a8PSJIl7dXNxH0W0hOwtjkFnIz+Ara0rxF4b1S4hhcz2k27OJ4lZVPqpX5v5n61yA0extwXnleRVGCWO1cfh/jUEmuaRbRGGOxinA6DYAv59a3UJJ3vZmKcXpa56de2xs7pd0iyQsqskyOGRgScYYdensfUCvLYpyj3cYyrmZlPGCOTnntnvV/QvGzWdxLDPvFjcODJGDvHYA885A6N17HINR3awT6hK9ntMcshKlQRkeuD0pVaj5bSNqNJc2mxseDdPabUHuGHyxDIP0rK1G8k0yaBtP2rFIpb5lDhX3ZO3Ocdj9ea7fS4Rpnha+nXAbySAT6nj+tclJbKIYUkaAIgJ3SIThs9Bjj061y053kzrqw0Q/T5nmeHO5nOSzMcs7E5PPv3P417N4I8PeFb3TEhvbi2vtUnQlo3k+dB6KOvTnNeGzXRtZGt4lbzXG2Rj/CCPug9ye5/CvbPh7oNgktjr0004ulhIVNw8v7u3J4z096qTMehn+LfAMmgyR3+n+Te2hfDW1wMMufdMFh645GM81514qnu9IayEemG28/d+/Nx50LYxyhHuf5V9ATTm/n+2tkI2Utl77e7/j29h714Z8Y9LWG70uS1jKiY3DkBsIxG3LY6A+uOuAaKUryM6i0szE0a+n1aCWymkMswkE0DxNs2MCAQf8AZNdNJo4lKzXmoXnlOufKjuPLjXBII45PTmuX0XS9MsdPt7681yCxkmTICuzS47/IvI/HFdFH4l8MX87xz6hIgOEDy2h8uX3PPy5Pbn610xqKMtdjBwutNyo9pBMwGi/aLePODdmdyp/3VJ+f68D61m+JH1Gzmt7d9WubiCZCXjcAZAIxyOvP8q7HUWsNPtBcpdRyRBlQ7GyQScD5TyAex5X3zxXEa3NJqOt7oiGihVVVgcg9z+prSpVXLoFGm+fUNLh/fJFjP8TmuiW4aa1lYQpmJjLEhGQXCkAn15OceoFVdM08o2e7Vv2+mmNTu/u5xXnOetz1VTujIk0+a50jzXLAmPLs7ljv3KFOT3O4r+VT+FLibQ78X621pexB/KkivEBPuVPOCPUfkaydW1SSLVGsPMYWsBDui9GkA4z9M06ynb7OvlMiYGWZz90d2Pt/iBzW0Gre8c1SPvPlO+1/xrfau32ezt1jtkIYW0fAIH949z+n1qhpusXHnXMmqW4EE0SwbGTICqOAQetaVj4Ze60HTb601MNcXq744mtk2he5J5Pb9RWHf6jqfh+/8i5jRXC53GElGXPXjII/CobTdidkeb6e0Ok6eS7BMnczHr7Csq/8RzzsUtiYo/X+I/4Vl3d7JdPliQg+6vpUtrZrIiSO/wAxbiPHUepNdLqdImEaet3uaekWzyyCSQlmb1r0fRdOG1TiuX0e1xtOB1r0DS02Rqa4a1S7PRpQUUX7iePS9IuLpsERRF9vuB0rz+28UajsdjOI5HbLIygjHXOSOn410/jq7+z+GnVSAZ5Ejz7Zyf5V56t6bzY8iKxTYkqqMb0Axn64FOlFNXZFWbTsdLo9zd+L/EcmmNqMkiraTPamYk4YAkBf7uRWX4XlSz1m2lbC7mBj46fNgCsi2uIrXUrz7BNMmF8qKZDhhluo/Dg/jWjZ2F5ZfZRIhAeAS27r/wAtE344/Jvfit7GFz6OhmhVEuDHveP5kGfu5BG73qvBqNlc6jGkdwsjM2NozjfjAOenTIrynSL7VorsW80l0ImRkMUxcLgj3o8Mvdv4uk08avcWqxM5h8sbssqEgD0HGcmlGmlqyJSb0Rf+MiizudKmYlSPO4J4U/Ln868U1LVpbw+WCRCOi+vua6n4i63qWqfYRe3stwAZGXeRwTtzXDwRPPPHEilmdgoA75rRTtFRRHIuZyZtaBo66jcMLiKVsx7o1B2j/eY4Jx9Opra1nwctroAu7SJjPExaUeYSPL55wR1FdNpdrFAHZFAZiMkeg4AHsBWxfHyPD96/lCUiBzsPcbTn/Guz2KitTm9u5S0PDcHBOBzUtpnz1x1JxSY29RUyQZ2MvU1yyR1JnWrcxXzwZCwBwlvKyjhMDG76HGTUmh3934cv9SntGiluY4DbbW+ZWDblb8gM/hR/Yl1p2jWt/IjLHexu0Tf3gpx/OsXT0AeMOSpeXLBWwQBxnP4ms7X3KTOl8P3htb60ulBzEsZKg4yc9DXr1l8Qzewywra+TOI2YMZMq5A4B71yj+FbJdf07YrC1voLdpOvDFASc+pOa0fE/h218P2Ul1p809vJuUId+RgnleRUyUb6lXdtDp/DGoahq9/C0zkLk71bGCMcivnRXs9LM0yE4LHGTz9BXqR1C50XTY73Tde1Eq1w1vunjWNZyE3M8XfapIU7vUe4HhNxcPPIWb8B6VqpxWxi4N7lm+1O4v5MMxCZ+WMdP/r1EbK7CO5tpgqfeJQ8fWtLQ9LuZbi2uImKvu3q2PuKD97656fSvQrPToGW4jCkiZSjEnkg5zz1rWFOc9WKVSMNEeV2iF5vZeTXY6QgMm4jgDArFudOGmatd2gyVjlIUt1xwRn8DXQaOmUHqTXHXbvY7sOludpIC/hW8iGeYwcD6g1h+ILLZ4NSXb8zXEYx6kn/AOtXVWUG/T3iPR0xXP8AjifyNP06yXgPOJCPZa5qfxI6KvwsyPFUulz+InuNKdPLFvC7op4SUgB198EV6p4H1iwbQYYbuaGNwxDRu4zg9uvINeQafolzqmmXurwcvE8fnIhyXDseQOxGOfrXR2nhbVLjTRewQI9q24qQ4Bxn0Pbmutx0szg5j1TUPEdolytkRmZVXCxMMIMcYP0/SvM/jjI8lj4WvIlKRyC4wnpjy+DTLKOSXxuunaxfXlmCREkiyxIIsAfeL8YAzwOScCsjx9d3kl1Z2uoXVzJHYNMiR3O0MnIHzY4zwM4qoxjoluZyb3Zy0GkSSKr3E4TvtC5I9s0PfaRp25VgF1LjBLtkf5+lZV/rEtyDHGxWPvjq1Zma1corYiMG9zeh1l5nS3WECAElYwxOw4PIJzgc5x0ro9GtSxUVzOjWZdgxHzN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", "info": {"video_id": "218175", "label": "touching (without moving) speedometer of bike", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "218175", "label": "touching (without moving) speedometer of bike", "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": "e7be627b89a76e51826e54b445aa7e8e763405afdf6b67122016eacda38b8492"} +{"episode": 62761, "episode_seed": 2186775670, "split": "train", "timestamp": "2025-10-13T03:33:28.711461", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2186775670, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 green teddy bear in front of beidge tiles'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11561", "label": "holding a green teddy bear in front of beidge tiles", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "11561", "label": "holding a green teddy bear in front of beidge tiles", "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": "9bcfcfe8ce854858bbf5552fd0c30191d1abd244cacd540235277a8dd225e1c5"} +{"episode": 62762, "episode_seed": 2370677540, "split": "train", "timestamp": "2025-10-13T03:33:30.726184", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2370677540, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 speck's case on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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4U461BJdAZyapvKZWJz8tJgiTduck9TV61iLsBjAqjbqGcY/Ot7Trfcw+tJK7G3YvW9rhRnpVkxYA646VZSMBDSSAYHatkjK5nyLwaqswB6VcmIB9+9c94juJ7XSnlt5GjkDqNwosBcY4zzXGJLxWrq+LfQodRsNa1CZWuTbZuIljWchNzPEBztU4U7vUe4GBHMDWVQ0gXkk+YVeiYccVmLwQauxygAVlY2uWLhsR4HemRYCjAFNd9xGOaVBVJEtmnYwmWQd66WC3CIMDmszR7cAZIrfC4AxW0YmMpFSRMZxVWQdT1NXpSAT61QlOc46dqqxFys5OCD0qIferKsJEvvGL6ZfaldWlvJJsSSKWONY+5LF+MYzx1JwKTTmuY9W1SzuHuCbaYxqtwBvXBI+bHGeOccUmUbqDNSJFnFMjGfarMeMjAz9aVguU7ywNxCUBOD1qvaPf6bhEfzEH/LN+n4HtW8qZxn8qfJZLICABUyhcuM7FKXU2ubfyRGVkbAI61cghMUIGOetMttMMU+9iMVdKgKfWnGIpSuU3yOtQNkVakGBn0qpIRmqsTchY4bHaq79+fpVHxFdTW2lNJbyNG4dRuXrWfrun67oWiaXfXl7dLNeGTzISmBBgKUBOPvENnHb65pAdRETkCrqkhwBRRQIuRcEYrQhHyiiiqEy2vOKcOpFFFMkZIxBwOmapynJ5oooGZ05JBz2rzXUtQn0nxbdXttt86KVtu8ZHK7Tx9GNFFJlRKmjHZ5wHYLj9avzXEgwA1FFQ9y0Q72K5JqWM549qKKgtGjaqNwrqNOUY6UUVcDOZqDgYqKTlTRRWpmVJlHPHaua8WnGhtx/y1T+dFFJjRzGt+JG1yCCKXS9PtzAixxvbI6lEXOEALkAc5OByeazrTk0UVjM2iaHYVKnSiisyzRtUBC5Gc09kCscCiirREja0udyAM8YroUYlOTRRW62MHuRSHkVVmGA2O1FFDA4G+1ptL1nUEawsL2KaUOY7yHeAyjggggjryM4PcGrGhX1xqOoahe3UnmXFw6yyPjGWOe3b6UUVJfQ6iHoKvQdM0UUxFyEYIq4oFFFMTH4GajfvRRQIqSDOMk1UZRyfSiikBzviskaMwH/PRP51yl7r2p3+mwadd3c00FvI8qeZIzEs2M5yecbePTJ9aKKRaP/Z", "info": {"video_id": "4461", "label": "putting a speck's case on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "4461", "label": "putting a speck's case on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2f468c4177f6c3a993900c6bba4a1817b97fda8572b41c9c0a1a53cec8bcfaf1"} +{"episode": 62763, "episode_seed": 3313365546, "split": "train", "timestamp": "2025-10-13T03:33:31.407713", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3313365546, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'purse falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "200503", "label": "purse falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "200503", "label": "purse falling like a rock", "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": "215f1870e513f5096cf9ba90f239c8c5185054013acf60e912c58ca312948172"} +{"episode": 62764, "episode_seed": 1426267702, "split": "train", "timestamp": "2025-10-13T03:33:33.289225", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1426267702, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving purse down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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zyakXzJmTaarfL539ocx9GkgkMioPVozwy+4rSt7779lJ/qyDsXduC+qg91IIZT6HHaqcrGUSMqQ2+pwgOskP+qkDdHHYxt91h2ODWSl4vmRSonkAH/VHrHycp/wE+aB7EVy1oqcWjopS5WizPMTbJbEFyCY8DknB4/HpUY0aO1mxNHJF5jbmDjBP0J4/Cug8PWUT6jd3jZLROFT0GV5P1q/rqqy27MAQlxGSCMjBOP6151Sm+XmTOt1fe5TD0PVn0K9+yzuWspG6/wDPMn+Ieg9RXS6noNlqSmQARSkZEidD9R3rP1rw7G0DS2i8LkmLrj3X/Cm+GNUZojp87ZeMfuiT1X0/D+VTB/ZmZyV1zROd1PQ7vT2O+PfH2dOR/wDWrhrptxd/7xLfrXul3zbyD1U/yrwm5OFb2ropQUXoXSle9zCliEt5IpJGNzDHqBmu9+F84it9YH98wj/0KuLhj36jIMZyj4+u011HgQS2ovBIhXe8OM9+TXqU3+RwV1v6/qeqA09TUQPWrFqoknCHpgmuGpJQi5PobRV9CaP7opZT+6P1FSx2MEcskiBlaQgt8xwT9O1S/ZUcFSTXA8bSaNVTaZHAfkFPJqZLdEGBn86SaMBMqOlRDF07qI5RZWc8V5V45/5D7n1iT+tepOea8s8dnGvfWFf613R3HS+I4PUug+pqtdArcsCMHC8fgKt3wDdfU0t5DC1yWdpASqngDHQV2wdkjKsryPV5Y7bULFbeF/8AQr/Mlk/e3nHOz2zWMZ2F5BqDLsW+Qx3CjoJ4jz+Yz+dSwW0mmX97oXm7o5l+02D5/jHII/lVSadftd3EeI7jytQiH91iQrgfmakwRXcj7IFb78T7c+uwlf5ba9D8GT+b4bhGc+W7p+uf615ncsUEqk4IlJ/NRn9a9A8AZ/4R0sQQHmJH/fKj+lRJaDZ0lwN+5PVCKuWsvm2kUg/iUH9Kpuf36/Sk0d92kw+24fkTXE/4jNPsl2VVkjZHGVYEEeorjbjdYy3MLE42NGx9RtO0/iP5GuwY1zniG3BZJQPvqYz9R8y/yI/GlVjdXXQdOVnZnj9yfl/KqNrzJdL6xN/Ort4NryL6HH60zwxpsWteJpdOnv5LUSQzGMxx7i7KhYL6AcEkn09676KutDTESsjpfAel3GpWWsx2xTzFiVgrHBc4bAHvXoocxQKSpJCjIH09+K4T4PCSZtUnaeFFi8lm86PdlcPnHpVrUdQv76dm821toFbMcEkQllKf3mU/y64rrqU/3cfmefCX7yXyOzs7yDzmidJILmQbtsi4Lgd1PRh9DWVevtuJLXP7vbvQeg7j8D/Osb7QVtgHSOEEear2xJicD/lrEP4WXqwHVc8cVNeXbTQwTsmJQSjqvOGPBA/EV5Venyyuup6lCpdWZk32mG5vTLD93fl8dxgdq0tKurvQGSZQZLOU4kjzx7/Rv510Gn6HbxaYv2mHNy67nbcQVPoPTFZ0Wn3FxYSyL+9UO8brj5sKeD7/AM65qinFopzjK5r3eh6fq1ut1ZlYzINysg+VvqK5DUNGnsHPnQ4HaROh/EVseHNQawuzYTN+5lOUPZW/wP8AOurlCuhV1DKeCCMg1Sipq6M3JxdmeNaojKY/mcrznLZGe39awbs5U/Qfzr0HxzawWlvaCCJY1MjE478V5xqDFYWKnnj+ddlCNkkU5e42PYZtLU+m4frXqVpeoTPZCGVLgL++0u6YskwA58snkN3FcDrOk6bbeGLTUtM1O9nQ3ZtQbmARrcEIGeSIZztU4U7vUe4HY3dvdTXUWk6nIF1KNQ+nX6/8tMchSe+ex7GuzltucDlzAZobVEuNNLS2uHkgjk+8mB++t29iuSPpVfVJ0lmWVGBAyGPZxgMr/ivX3zUa3YuLaXUI0CTM2+eEDG25i+Y4HYOm78c1QnKxGMKcoN0Kk91U5Q/98OKze5SPUdAiWPR7dx96ZRKx9SR/hinawu+0k/2Qr/kwNV/DM3m+G7Bu4j2H8CR/Srt0vmiRP70ZFcdVWjY0i7yuagPFcfrNodN1VLmAbUkO5SP4WHUf1rqLeUSW0cg/iUH9Krana/bbJ4hjePmQnsw6f4fjWEoc8C4y5ZEYulurASr/ABLyPQ968Qu+sg+teqaVc4LW5yA4yAexHb+Y/CvKr/iaUejN/OtcPLmV3uawXK2ija/8hNR6hh/46a7X4b2NvfQaskqv5qCJ4nUj5dpYnIJ56Vy3ha00/VPF0Vhqd5PaxzNtSeOWOMRnuWMnGMZ46k4Fdl8PYLfTdX8S2l5HIsttMIoVuRiVCC45CnGemeo9K9WjH3k32/Q4K89Gl/Wp2ynNT2RI1JB2MTfzWqqnBqWB2j1K3bafLKurMOingjP5GvMxSvSkjop/EjdFOHDg+oxWes5OoLzw2VH4CrLT/wClRQKMsQXb/ZUcfqTj86+fqQcXY7Gi3SN0pM8U1nxzWQijcLsY+hryrx2f+J2p/wCmI/ma9anCypjv2ryTx4R/bEZHeEfzNe3ga3tI2e6IUeWZw94cg/U1JdYMin1jX+VV79iIzg4O7+lbfiTwrqXh7w/o2o3rTrPeiQSwtGQLcAIUVj/eKtnHbp1Br2IRujnrTSkb0l1K/h/w/es2bi2vTCj99mehqDXx5MkBTgpJcxD/AHQcgfmaKKnr95gtipqTH97z1mH6gV6t4ahSDw7YpGMDygfxNFFZz2KZoOf34+lJo3/IJi+rf+hGiiuJ/wAQ0+yXGrG1840/d3WRSPzooq3sStzxi/8A9bN/vH+dZFjqdxo2u/b7XZ58W/bvXI+ZSp4+jGiiuzD7GmJ2R2Pwvmki/tKNHKq/lBh643V0yahcN4pi0aQxvZTkgqYlBQ4yGUqAQQR1oorpqfCjjhuyjdSGK+EUYCxTWsd6YwPlWUuEYqOwYEgj3qTTSSsIJzi5i/mB/SiiuOt8KOulud8/3H+hqlowwl0B0Fy/9KKK5KvxIcNmYnia3jhvo3jXaXAY49c4roLKZ59OglkOXZOT60UVjT/iM1n8CON+IP8Ax62n/XRv5V5hqJxCT16fzoor0aO6F/y6Zd1vxU/iK1tIptI0y1MAWKJ7VJFKRr0QAuVA5ycDk813mopv0DVomZm/sm4U2jk/MgJ5GfSiiuqe6OFFGRtviKUrgC6tre6kUdPMJXJH13N+ZrNHOmx56rswfoSo/QCiispGiPQ/BTE+G4wf4ZpAPzz/AFrcb/j4X6UUVyV9iobiaQxOlw57ZH4BjVtqKKyh8JT3OS1AC31t/L4+dH/Fgc/+givL9R/4+rj/AH3/AJmiinQ+OR0Q2M6x11tIup4zpunX8Uzq5jvYPMCsgOCCCCOpyM4PcGtjw7qd5qXiC4vbudpJ7q6SWZum5ix7DjHtRRXrL4Th+2z1wdaLd2aZgTxuIoorgqfCdVD4i7Gc6jGvYA4/Kr9sB9pu2x829Vz7BQf6miivCxXxv0OqRMzECq7ufWiiuNgitNIyoSDzXlPjVi+oxE/3XH/j5oor0cs/iP0CXQ4jUP8AVn/eH8qm1DxJq2p6TaaZeXs09tbu8yCSRmJZ8ZySecbePTJ9aKK+kp/CefX+M//Z", 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", "info": {"video_id": "51284", "label": "moving purse down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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z3IleOq2PH9bhkg2RSxsjbiSGGOn/AOuuV1L/AFTfUV6V8RP9dZH/AGXH8q81v/mRh9K66EeWyNG707mZ5Qj8pgSd43HPY5x/SvpG9nEuoYB+7GOPxr56ktZXhs2jjJGznHruNe428/napce0a/zNeg3enI82S/eR+ZpqaW0laSQjPG4jFRl1RSzMFUDJJPAp9jLAscjK4LElsdCATXn1HZHdQV2TS6hBb6lCjsAMnk9uKt2lxbT3tzOsquy7Y1IPRcbj+p/QVwuv3AmujuxsSMkk9KxNHurmS+H9moS5TLxqQN3TGAepry61JzbaOmUUewPcKBwarSXI7muI/wCEju7dzHdRSRsOodCP5Zpw8RpKOHH4GuGVGp2Eoo6qe7WJS2envXjfinYddvmjGFaTePxAJ/U12N1qhlQgPxXA6rJ5l5dNnPzEfkAK7svpuM22Vsc7LGst5IGz0Yj6gEiu9+F04it9YH98wj/0KuKhj36g/wDtI4Gf92uo8Bh7UXofb87w9Gz3NfR03+R5ddb+v6nqoNPU1ED1qxaqJJwh6YJriqSUIuT6GsVfQmj+6KWU/uj9RUsdjBHLJIgZWkILfMcE/TtUv2VHBUk1wPG0mjVU2mRwH5BTyamS3RBgZ/OkmjATKjpUQxdO6iOUWVnPFeVeOf8AkPufWJP616k55ryzx2ca99YV/rXdHcdL4jg9S6D6mq10CtywIwcLx+Aq3fAN19TS3kMLXJZ2kBKqeAMdBXbB2SMqyvI9XljttQsVt4X/ANCv8yWT97ecc7PbNYxnYXkGoMuxb5DHcKOgniPP5jP51LBbSaZf3uhebujmX7TYPn+Mcgj+VVJp1+13cR4juPK1CIf3WJCuB+ZqTBFdyPsgVvvxPtz67CV/ltr0PwZP5vhuEZz5bun65/rXmdyxQSqTgiUn81Gf1r0DwBn/AIR0sQQHmJH/AHyo/pUSWg2dJcDfuT1QirlrL5tpFIP4lB/Sqbn9+v0pNHfdpMPtuH5E1xP+IzT7JdlVZI2RxlWBBHqK4243WMtzCxONjRsfUbTtP4j+RrsGNc54htwWSUD76mM/UfMv8iPxpVY3V10HTlZ2Z4/cn5fyqja8yXS+sTfzq7eDa8i+hx+tM8MabFrXiaXTp7+S1EkMxjMce4uyoWC+gHBJJ9Peu+irrQ0xErI1/CUyWiXk88FybcGMPPbOVaE84Pofx9K6+7khvJreTz0+3yDdY6inC3BH/LOQdm7GuL8CPqgt9TvbJlmSBI/tFs4yJYzuzx3xj9a2ytkqQxwSFdJ1RsxFutncjpz9cfUH2ra1tDjvd3L0V+nkNA6bYMK0YPWNGYgr/wBs5Mj6Mak8JRibWBDKc+WvmEepUgD9ay7ljLc7XG15T+8HZTIDHIPwlRT/AMCq14MuT/wkNvnrJE6H64z/ADFZSV0aJ2PS3P7tvpVXTV2ahff7Zjf/AMdx/Sp3b9230qG2YLff78Q/8dP/ANlXFV3RpDZkmsWC6jYvHgeYvzRn39PxrC8PXpjY2kmQGPyg9mrqGNcrrNubTURPHwsvzjHZh1H9fzrGrFpqcehdN3XKzE+IhybI+7/0rza86N9BXofjmYT2VhOP4i2frgV5tqDMsDFTzx/Ou2jrZou9qepI3NpaH03D/wAer2uDTLnT795ZSjRTwIVdDkZycj6jIryfWNK0618M2epaZqd7Ohuzaj7TAI1uCFDO8Q67VOFO71HuB6v4kurrS7C3t7d7R7hyzeaU2JCnHLevoAOtejGn+7l8jzZz9+PzJ5bhVbbJbTSRL8zlFDYA7lc5x+FPv7iOawW6tXV9q742U/eHcfj0ri7SS5+0P5n2S+flwIE8qYqP4onGCfoeR3FaFrf7bllDh45vm3AYDMQSr47FgCGH95T6152IpaXXQ78PUs7MZqaRXdtk4YSbWX3GayLPR7iOQKGxNuJjYHb9MH1rb0mw/tDUPKlQm2tyd/PBOcqK1NT0+KK7tY7YCITPsYdV6Ejg/SuKcZKN1sdMqkb8o7R7+HWoTp+qRK11GPlZhguB1+hHeqWq+FXjzJaDzk/uN94f41U1O1urG6S45SZCGV1OQcdwe/vXW6dqCalYpcLgN0df7rd6IWlo9zKV46o82mtzGWU+YhHVckVzE2QrBs7uc59a9rvbO2uGEssKNInIYjmvFb7ieYejN/M10UYtblQlco23/ISUeoI/Su3+G1hb3sGrRyK/moInjdSPl2licgnnpXK+FbTTtU8WxWGp3k9rHM21J45Y41jPcsZOMYzx1JwK7P4ewW+m6v4ltLuORJLaYRQrcjEqEFxyFOM9M4yPSvUox95N9v0POxE7ppd/1O2U5qeyJGpIOxib+a1VU4NSwO0epW7bT5ZV1Zh0U8EZ/I15mKV6UkdFP4kbopw4cH1GKz1nJ1BeeGyo/AVZaf8A0qKBRliC7f7Kjj9ScfnXz9SDi7HY0W6RulJnims+OayEUbhdjH0NeVeOz/xO1P8A0xH8zXrU4WVMd+1eSePCP7YjI7wj+Zr28DW9pGz3RCjyzOHvDkH6mpLrBkU+sa/yqvfsRGcHB3f0rb8SeFdS8PeH9G1G9adZ70SCWFoyBbgBCisf7xVs47dOoNexCN0c9aaUjekupX8P+H71mzcW16YUfvsz0NQa+PJkgKcFJLmIf7oOQPzNFFT1+8wWxU1Jj+956zD9QK9W8NQpB4dsUjGB5QP4miis57FM0HP78fSk0b/kExfVv/QjRRXE/wCIafZLjVja+cafu7rIpH50UVb2JW54xf8A+tm/3j/Osix1O40bXft9rs8+Lft3rkfMpU8fRjRRXZh9jTE7I6DwRLJY293f27lZ4Z4EHoVbcCCO44rotasoILvxJp8a7bZIUu41B+5JkdPb5iKKK1fxHMtijNM8v2WZzl5YizH1Plxvn/voZ/OrOhHZ4utNvGbnp9Qc0UVnIvoeoP8A6tvpVQMRqFjjv5gP020UVwVt0aQ2ZqE1k68oOkTuR80QEin0INFFN/CEdzz/AMUk/wBnQp/Clw4X6YrgtROITxnp/OiitcJ8KN6nwMua54rk8Q2lpFNpOmWrW4WOKS1SRSka9EALlQOcnA5PNeq6rfXSaY14s2J4x8rlFYj8wcUUV6b+Fnm/aRmidtU8NrqEypHdmGabzYV2ESRY2uMdCQcH1rPW4eaSCdsBpQkpCjADMEc49Buyf+BGiiuSWzOmG6Ox8O/6m8/6+P8A2UVY1Mf6RZHuLhMfrRRXFP8Ahm3/AC8Zbv4I7jT5VkGQqlge4IHWub8NStHqEkKn924OR9BkUUVzy+OJcfhZ0k5+U14hqH/H3cf77/zNFFd1MVLqZtjrraRcTxnTdOv4pnVzHeweYFZc4IIII6nIzg9wa2fDup3mpeILi9u52knurqOWZum5ix7DjHtRRXoL4Tj+2z1wdaLd2aZgTxuIoorgqfCdVD4i7Gc6jGvYA4/Kr9sB9pu2x829Vz7BQf6miivCxXxv0OqRMzECq7ufWiiuNgitNIyoSDzXlPjVi+oxE/3XH/j5oor0cs/iP0CXQ4jUP9Wf94fyqbUPEmranpNppl5ezT21u7zIJJGYlnxnJJ5xt49Mn1oor6Sn8J59f4z/2Q==", 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", 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", "info": {"video_id": "51284", "label": "moving purse down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "03d1e1c16a923f24fa730efa7f7cd98f5707194d02548602535a4f9b6ddaff7c"} +{"episode": 62765, "episode_seed": 2792763185, "split": "train", "timestamp": "2025-10-13T03:33:37.091504", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2792763185, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from ball with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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+db4eN9WRXlZWR3TXFtqHga2y6LKwXeGbncPvH/PtSaNLozzpHHK8mD94RkLn2NZQ06OHRwEEckyxkOR1AIxxWz4M06F9UtIXZfmcArnPHU10pKUrmLcoRO1Ph6SCzeWKxacsS5O8A888DvXnus3kMEqyrbO7EEBScYwea977V414vtYItfuI+QobcAF9ealTVRO62HZxkrPc5C7vBdWHEPlneM/zq5pMRJVlALEVRmmtri7gt4JN2GIcAfhXQadGsEW/ymCBsEgVg30NEne50mnbjDt4z2p97YyzsMsAo6etR2V5D184RezYFbAaAxh2YsPU8CspOxajc85XamNryEDrsQDAqSMl9zlWAC8Ern+VZTa3b7cLbOSRz8wpy+IwkLBbcgYGct/9aquLQmm3PIck4yOgxV/S7p7e8hkO7924cZPoc1zTa4ZJSy25/HtVi31K4LKxjIOO4raDszOWqPpG2lWUMytlWw6/QjNTMwVST2rzrwj4rE1nHayuFuoBhAx4dPT6itfWfFAitH2r5Zx8zMeg9ven7CTemxi8QkvM4j4k6mks+xMHL5/ADFebibO4HjHfFX/EuqPfXjOCdgGFB64rlLjfHEWd3IHXBPWtatrWJo3I7C2W38QTwA5QhgD+tdJZTSwQhUAIzkD0rltIJmkMpzlZSPwIrqI7hBGqqGJFcFR2OyK6kV6ZZ5EMo37QxAz9PY1hXsu7biEEjjJ9PyroJh5qFiWUqOCpxXP3oCS8FjjkLupwFIqwlo2Mg8vGePl616L8Nbop4liXODJC6AocHOMjGe/FeepDHhUbjPJyelbnhbUE0/V7a5XG2ORWb6dD/M1002kzmrRbjY+mNDn36VDkyfKNv7xAh4OPujoOw+lWp5gik5rlND1COFLmCPaNj7/lcucN0yT+g7AVeur/APdE5zkVvGnd3PNqzlsU9cu1NuwPNeFePrtXDgdMgcPuyc+nb6V6fr2pKqOxb5frivDPF1/9puQNxO9i5yMHHQZ96us7IvCwbkc0WOep/OkJJPJP40lFecewA616x4YsRIMNGACxUOqkk8fWvKF5cD3r3GC6soBHsDbVOeFHpTUrBy3N9IREoWTCgD+Lb/WpZWUWo+UENkgAAY5rLOt2igFIZmwckcCi88Ro8SotoQQAAc//AFqd7lOyRp2MpjkAzgk5H+cV7FZTrcWcMqnIeNW/SvBodVmY8RBFBHBNd74Z8XJBbC1vW2KpzHIBkDPUH2rZx542RhKXK7s7rUJlgs3ZjjIxXg+oX3m6jPKucSSM3613HizxYk9q1vaTeYzgruUYCjvj3ry2dWkcksQKfLyQs+pnGTnU5lsZupoR4jhnLAhwp47YOK6iynktYTEi5wxIrjQwm1aMDphlH8/6V1kM+2LaEYn9K5ajsdUFcsNNNIxLkZ9aWdJbnT5+Syx4JGOlVi0jdABmqWoard6QiNEwKzZR4yOGFZSbehcVrczLqxMtvcShWITA4GcZ/wDrfzrofDGmqLdJ9mCBnDcEe9Yuiaztspg0Ctm4bczHoCBgflW9b6lPGA0UMJVsDnJx+tbxk1GxLUXK7OlaON7eVZAJFxznnFXfDcsFlqds/lRoBIMsFHA6da5OTXNQSFot8SgnlQlTWd9cSHcZyceg4FbU2upFTXY93klWNCxI47eteN+I9UWbX7qRGygbaD244z+lX5fFGqf2b9m83K7dokx82PrXHTxbmLvyACetXyKnF3e5inKc722Mu0AHiS5II+/5g29OoNdZLfSSKUCNsPcsa47TQx1VnYYY5JA/lXTNK79E2/U1yTdpHVBXRYjbbwFQfUVM1xM6gPO+0dBnAqiqSE8tj6VLhEXLMD9aiUrlKJw8F9Cx3Z9jzxSXM6xKw3HBxt681m6dPGrshUMvfvWsXhJG7aVxxW1rMwvdFATAEFmIJ64WtG2liCbvmJ7DbjFPDwKMqgJ/3c1YhnBPCH8FpuQJE1velThVc4PUcVPeXsssYDea/sWzQspxwjn/AIDTJXkYcRtVe1aF7JMxrjzWf/VfmKytRgd1BZAqqODkDk10MwkP8PP1rLuoGuLhImA2L8zY/Soc7u5ahZWMrQkTzHcn92SGHvxXQ+YmcKCfwrN0WBYYpYwjMySMvA9DxV7R7WTVvE8unTX89mhWQxbE3FmVCwX2HB5Pp71jK8nctWSMjxJfXFqluYQUB3Z9+lcpNqd3NJueQ5q9rV1cTJbm4mL/ACkrnnHSsXdVxViHqyx9pnZhl+R74q3bXMqvjzAP+BVmhgOpNWVnRRhQx9Ce361cZNMlxuj2Pwr4qeWyh8yRmuLZdrDP309QPXtmunl16K4i4lAycYz35H8wa8FstSkt5Q8O8OvRs9K238RTSxkvbgkjBOa6o1bHFOgmdH4k8QIyOiSfJjDt2+n8x9RXlt7cNdXTytnk8fSr2oXtzdE7kwvZRWUQc8isas+bQ3oUuXViUUUVidA5QdwI4r1Ky1IRjazdRXL614f0i08NW2raVqF5MGuvsubmARrckJud4hnO1ThTuH8Q9wNvCLJsb5WHHTmnFX3Jk2tjdt7qOQYC43dPrULys8uArkAY6U2wkkWLBjbB77TV+GRuQImOO5GKew73Qll5n3vIkJ7Z/wD1VqQm5HHk4HuarwC5Zv8AV4Hu1XlEwHOxfxoU7D5Lle5WaRsAKtZ0kEhVgZBk8dK1JFcnJkX8BVK4ULG7b2yAcUpTbKUEjnECf2iiqcncSOOwOP610iudoCxH8ayfKjiuLNlZWl8wggH1H+IroYLWWTBZ1QewzWc7yY4pRRWxKe4H0rD8SRlYoXLbtof88DFXbE2974xfS77VbqCB5NiSRTRosfcli/GMZ4HJOBVKWGeZNbs5xcBrGcBUuAvmKAzDnbxnGM4OKlxtqVGV9DFsY3jimA6naSD7Vr2E87yLEWA96YlmFilyNrldwNLYJEzAzXAUjoAOv410Jqxg78xtGGSeQHzQABzgd60LO2wmw3DnvwKzYnh3/NO3PvitS0Fp13En3ak3YuKuy29tGkW0yOQeuTVKSG3UH0PUE1bkntEH8H4mqc17CVKpjOMDAqXJs05UjFsT/wATIbV+Yl2wR2z0reAmb0X6VkQvGt3aIitGQWDOw7Y5rdEtjEgMkkk7noqnilJczEnyqxFtUH55CfbNTOqpbtL5LlAOWxgVl+JdQuLLRzPZQi1Xeo3gZbk9KyvEFj4g0bRdLvrzULwzXvmeZC6kLAAFKgnGNxDZx2/OocBqZlaWytEcxx8DstXN3P3V/KiirTMiZJDg8Dj2q7bOzHk/lRRSe5USZ2IHWqckzgE0UUFlJ5nJ5NUblSTu3sCTggHFFFMlkvh0ZicnknDH65NZl1rN1o/iaS9tPLE0cjBd65HzKVPH0Y0UUIk53UFHlwg5OOOfwquIIwT8tFFBLFG1eiJ19KsRnAzgflRRUjRajJANDuSp+lFFMZnzE81nyH5jRRTEMpQcHOM0UUwOi13xbJ4igtoJtI0y1NuqRxSWqSKUjXOEALlQOSTgcnn1rrZ/vo/8RAOaKKFuJliC/nYbSwIHTiplvJg33qKKaBl6C6l3D5qsyXUoAw1FFQ9zWOxDBK9xG7OxyCRxTYYxLMyuSw44NFFCGVbqFIdUiWMYADN+PFa6J50B8x3OQT1ooqkZs4+51ptG1G8jGn6feRTShil5BvAZRwQQQR1ORnB7g1p6RcS6np+v6ldt5l3PJCzyYxyznOPT0ooqJ7FQ3JrqNRdyDtkirFtZwYJMYPA6iiiq6DW4+Ty4dpW3iJx3WooWM2qvH9xCyfKnA+5RRSA2fsUH2yFNvBJJ/Kpr62ht7iIog5Tdg+tFFMvoYzyfadWhDqoADDCjHcVpXj+TJHBGiBSM5xz1ooqkZS3MjxNvfTvnkdhvQ4J4HPauWvtd1LUbKLTbu7mmtraR5EEkjMSWxnOTzjbx6ZPrRRSkJH//2Q==", 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", "info": {"video_id": "102329", "label": "moving away from ball with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "102329", "label": "moving away from ball with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d3594f2e5bc1aff6388747e0474d28de308a446c12510658b8b3d7f0f4f3e055"} +{"episode": 62766, "episode_seed": 3948806356, "split": "train", "timestamp": "2025-10-13T03:33:38.545857", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3948806356, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 vacum cleaner pipe out of paper materials'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198298", "label": "pulling vacum cleaner pipe out of paper materials", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "198298", "label": "pulling vacum cleaner pipe out of paper materials", "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": "596fe400835dc5f799d54bd089bfc1eec293c0e275d8aa26bfdaf21839f5239c"} +{"episode": 62767, "episode_seed": 1445462020, "split": "train", "timestamp": "2025-10-13T03:33:39.928045", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1445462020, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering scissors with blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "153045", "label": "covering scissors with blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "153045", "label": "covering scissors with blanket", "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": "35a6df395741baaa53cbf3e1ae89e0d3a0330b1621f8d5d99c5d5d6f03000feb"} +{"episode": 62768, "episode_seed": 3032191192, "split": "train", "timestamp": "2025-10-13T03:33:40.956323", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3032191192, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 ketchup bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72498", "label": "holding ketchup bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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+P4iuGR6UdDnNejlmRoJ5JZQSFbzTiWIH+En+JT6/yqlp+i2EaFltwXB7kk1W1O9abW0gDyKkLkGFzlo8A8Z7rVvRp7m+aS3gcxBjukmHVE6ce5JxS5lFalwpupPR2SNy11DZEvyJHsH3dw4HvWusgdcjkEZrCVWZ0sNOtRIh4KAbt2eCzHHLHPB/LA62NHuJPKltpifNt32EkYJXqpx9KqjW5vdCvh3GHtFsaqyqw+VgaZM2S1IzI/8ArEB/2hwar3MgXkE4962OQaj/APEsuPeVv/QhW34Lv/sWtKxOFchG+hrm4pCdKY/3pW/9DNWNNlMcjMOoIrSnvqYVdWdz4m0iGTWVMhCoreYDkDqOnNV2d0hYxecxUdYrkOQP90jmrN34ghuYredjOmyILI8e0c5x3rF1G9W6GUYXOOSyL5c8fvgdawraSZ1UPhMvVJ7l4mZJ0VOjSRj92/s6/wAJrg7zToL7UHkuY23LhQu7IA9j6V1Otaj5VjLcB9235ftUYww9pF71xkN6627SFgXklOMdAPb2rJaas2leVlE6OztrfTJEMFuMHjOeFFbltd+Y5QkdM8Gsq3XzrePULxf3QGbe3b7o/wBph3Jxxnjv6AtuJbwRJqZgIgjfG8ry6n72f5j2BqYYjllY3lhHJNJ6r8+x0DSBQpY4HIzQHBVsEEY7VGkpAyp4I/OkZoxk+WFYjqvFdjPPK92wwg/6aJ/6EKS+fN19EH8zVa5lzLCvrKmf++hRePm6Psopp6mdTY3BY2Vskl1eRxybEydw3DGeFH1YY/76rPOm2M8pit7pcCBGmjlbKKd4JznmPHYLW4loheHY+UBjb5uAY0yS7DsCTgCuf1fSY5oQ5jxcNEbgherSO+EDe3Q/jWMnqdMUktDG1q8XT7iS2tp1PnqWMD/dKs3y4z3xznriubmMSwFIidscO51YDKsxzgHuMVNrFh9tuJBcSsblWKeb2lwcfKPQY/SszTRI9vqUUxMkgwMt3wDUWHezOw0a2lSw06xgBWSdFk+b5Q7OAec/gAPYf3q6BIRo1jseNDc3IO4MM/KPQ9f/AK+7PKiuW8La64gWaUF57eHybhFI3TQD7rj/AG0OOfYH1rZguxqEpnupw00kbTBB1cDjcfQZ/Pk+tcVTS76n0OGpq1ns/vb7GRa3vkeJvKBBgdDEDnl2yW3fidwFdLvBGOh9D1rkNRigtrc3MeftSOJZGHTIOcV1MVwlxbJIAHjdQy/Q13YGXtKdux5Wa4d0aqb6mHqOtLDqIt2x5ZIRWHJL55H4A5q9E2dFtfc5/wDQq5S5g3eL5vlG0SHb9dgOfrzXTw/LpNmvt/Q11cnvHkTl7pqaRbtcvIikjpkjrzWhJYaZAIoDM0D+U0rSJMUYrtIGT/tEnr2xVbw6hkE4B5yNqg8sxVgB+pJPtWrLp6TgRShJoJJUyzfxJHHyf93NZ1XrY0oL3bmG2lxQWSXDXEY/dxusyDY21QxZto47D5uMmuRvL9L2aOe6kUiGMssyqG3HGcOO/JGT/OtfUrKS2gMsRkaKeNfPQDLNuYlUT2wM1w2pWTWUTTW85aF8K6g5B6HHvjj8axOi5uaTAJdcg3xhvs8BmKKuVyMY49ATnHfGO9dhp+mTamUuJTvtg5DMzZPHJyOwwRz6bm9a4mS+bTtXhm8rfbzRGK4j6b0OMj6jAI9xXYDWZXtbfTzKGTy93n5ASaIYKOT2KgEE+gxXNVWup6uBjeKkt/y7si8S3i3FnJIixjCmOIYCjBBBYjpwueB7dhUujXjXmlwSEEuq7HI5wy8Gq9/FZzW1qzsZbZk80sRjcT047CqmhXKwajeWakjO2ZAeoyMH+lPA1HKo4svNMLaiqq2Rq6neC1snlVl3H5U3HALHoKx9F1MahewtzlCysccE7ece2aseKj5ug3GAof5fmx6sB/Ws3w3FsNqcDjzRx9SK9SUD53mNyU5uJf8AfP8AOugg0sTsjzyMkYB6PtA4+8foMn8PeuZZszOfVz/Ou0uLaWWKVFJ3MGTZ6s7LhB9FHPpU1LxViKC5pNmLdaWt4YntrkzGWOZo4ZG3FQTwEYfMDxkk8VmavM2klreN0lhcuUt3bcOMLuB9ck4IrV1jS4pJJZ0ZrZpHl+eEnPlRrjaAOxNcJrNpNeTeXcyGO6gQKAo+VRgYUerZPP41ynaV5FhRAY2DN5bu5YfOmTgLnuO9b2gQvHpdjBbgma9w5zx5hYkBcnsOn/fXqK5TTfNaS/huD5jpGqg+oGcV0vhTW/3UMk8fmSWkXkzx4yZbcEYdQf4kOPyHvWNVaHXg4qcmn/w/kdTb240iyZ5Ywbm6yuG67evXv2/HjgrXN216YPEvkZBikTyt2fvvktn6ZLAfStiO9GqTie5nBkdGdV7yBRgnHYZ6nuSa5vUYobaBruMn7WjiZz2GDnFc0KvJUSWx7FbCutRlbfqdfv4weD6Guc1XWxbagIDho8hPl5PmHHHtxzW9DcrPbK4w8bjcAfQ1xOowhvGJwq7cpj1yUJ/pXtyhpc+T5uh09u+dGiOc5kP/AKE1XdNjaVpAoyeOPzrNt/l0aBf9o/zatvw6of7US4XATkjoufmP5DHvmlbljcyvzVLF5dMCRxxteypNLMFRi2VBznhTwQB29WrLTSJVRp45PmXcEljbGXMnG4dN2M/drau7N50kEiF3Mflrn70bSSE4/wB7FctqtrcWBkks5nEEZlUIzEiKMEKWX1Yk1yPU7UkjH1S7XULhI5pFChyz3CDIcAn7wHXpWVaW6XepWEDRhYnLSGNOhAy20fXAFZ+oWctmklxazMI2U7kbqAeMH3xmr0d++nSaZfRRbwI9kiZxuQrhh+RqZL3dDSk/3iO4t7O51pwVBa2STaXAxt4zjb16f54p3iK8hFoY4EXyrQFY1HSQjIA+gyfrz61Fa6y0GnQWFsxIm4hlQAGWI9AT2dTkZ9zVe9itrmxgJmEsEjMzunTAOMD8c8159SXLqfRUaF4qC+X+Yvh+7a50mJW+aSL902Pbp+mKuXlyltayzO21Y1JPtWFpE8VrrM1rGSI5oxJGv04/lWvqr79LuQ2MiJyGPbg17eH/AHlJSPmcZT9hWlBnP6fqr3t7HFJgvHMm5l+6Tu6D8K3bo5un+g/lXKeHIioiJxlbhMkf7oNdLctm5f8AD+Qq4w1OGrLQ6l2nuCiSNs+0Mbm42/wwr91f8+1VGneZ1a4+U3En2uU/3Yk+6v8An2qxFOuooWjdQ19KVJH8EKdv8+lRTeXdOeiLeS7B/sQR9f5fpXI9TtRzuowwSNEszCOYwiQsoyyqSzFVHqQR+dc60Jtr+9DoqO7hmQdFyOn4Vt6/ceXfwXxzH9oDMAOSkeQFAHqduBWLf3iT3QCptZIwJPdySW579cfhUinsc9FdS6RrSzQtgo+RnoQex9scVuWOpXC+Ibi9uI8RyxMo2ghETgLj2GAKxtVhMi+co5XrVQ3dxOkUDMzqgAVB3+tYVIX07ntYLExUFKW6Ne8vJNQvPJhyQ7YA/vH/AArtrRRa2EMG7PloFz61zmg6aLcC4mwZz09FH+Nat/efZLGeYniNC36V6uCw3s4X7nk5njniavoYouoD4tlRnXf5h4J65jUf0roQwFjbD0H9K8msryRtajuXfLmXcSe5rvtEEms68unTapPaxtFI0QjTdlhHuC+w4PJ9PetOaN2efKLasdpoDswuLeLiacqm/wDuJyWP5fpmtGaSe4RyjFRdv5EQx9yBPvH9P0NcT4G1aSRb6Oe4Zp7hY4oS/RQxO79MV3cxDrMYTw2LK2+n8Tfj/wCzVyVneZ0UFaCRmzyLcZmACLIXkQd0hjQqPz/pXIapYwvpkrW4UxYDFQPljAxxnuzHP5V2k6xzCWKHGJnFrGf7sScu344/nXEx6jHBbzq6loowxVMcKcNsz6sSxP0FYm9zI1pPNtN69Yzn8Kr2eqXs2hy6ZEdy7s8LlgnVgD/dJAJH/wBerbsHi2HnK4P5Vglp9Pu2aJtpwQD7Gs6i6nZl9VJ8ktjpp9YKaJaW7ridIwu09SOxPtipfC8DtcSXzk4wUB/vHua57TbOXUJwXLCMnLOerfSu5t0SC3WOJQqKMACujAYX3nNlZrmPPBUolbxPdJFoszO2AGT/ANDU1F4cuYp7e3aJgwDScj3P/wBeuX8c37NPDaKx2hd7D1J6VW0K/mttNcQSlHV85U8jJFehOSUrHgpNxud/vy55wS39a7WWeZlb7H/y0ItbYnvn77/U+vv7V5rqsUVtoMGp6drF/MGujbZuIljW4ITczxAc7VJCnd6j3A9Btb2Ka3821fd5MSW0A7+Y4+Zvr1/SubESTSsaYaLi3cZcSNcO8SYxKRZ257BF5dvx/qaw9Ugt7p433JE0jySQu38ALgb8dzgGt+6QR+YkRBMSrZwnPV2++38/zFc34kMcUkNxEwWKNzbwsegRVwz4+p/M1yHZc514Bb6lcN5ezzERlU9duDjPuev41gfaZtI1oTwMVKPuXvwe307V0eo3sdxcptQrJsLSlvvEluAf+AgfnWBqsPmx+ao+ZRz9KmSujTD1OSrc17PVJv8AhJHvJItsDxNGixg7Ejxxj2H9ap3169/d+VDkh22gD+I9vwrGN7cSwxWzMzIgwEHf611OgacIcXMwBmP3R/c/+vWdDDe1qq56+JzCNCi4Q6nSWa/ZLCG3LZMaBc+tctcXsA8XsjyAPvQgHv8AuyP5mt68uhb2ssrfdRC35CvKIrx5dYS6lfLmUMWPrmvcqWhFI+VTcm2ethwLGEDpuP8AWtvw9K0MN5P94Js2p/ekOdv5cn8K4nw9NFquvQadqGpXVrbzNiOSOWKNY+5LGTjGM8DknArY8N6g+l6/qdrfPc4tZj5aXKjcGXcFDbeAenTj0rCrJODSCnB+0UjsZrm5tzIVO42q+WvcvcP1PuRz+VUZUDsIAAwR47Vc/wATht7t+Y/lV5XEMaMWDLax+c5/vTP0/Lj8jVOVRArRoC0sEQiTB5M8vU/gM/lXAd5yGoWMM9rcmDDeYrFl689WkY/kAPesO9jEulBF6ogK/gK3ftMNjqFzbv8ANbxyneo6MoIJJPplQAKwxN5kYYj7wzj60iW7NNFTS9Yu00y50+HDNIMxkjLJnhtvpkcGtOLVjb+HYLeVCsibgoPBYZzXNzCWwvlmhO3upqSzhn1C4+Zmwx+eVv6VzTpc75T36GNjTp+06m/4cjludSN67HEQxn1JHT6AV0OrXKppl0WYAeU/J/3TUFlDFa2yxRKFUD8/eub8cXzR2EVsrEGViWweoH/1zXvUaSo0rHzGJxDr1nJlrwxfQXMR8tvmWVCQRjHygf0NdBM+bh/r/SvLtEvZLUSeVKyOWU5HXvXea9pGtaDo2mX95dXKz3zSGWIpgQYCFAxx94hs47fUGpjNLcwqU29jtt22za8RQkkgmQhRgABVGAKyJ7qWNrwBuIbeOJP9kNjP48n86KK887jL8Wuy3UpU48ho4o8fwgJx/MmuduPkvrmNRhY5PLUew4FFFSKRes4ka1kdlDE5HPTGKz47eK3fMSBSTziiiuabfMaQ+E3bIkKOaoeLZnj0OYKcbiqn6Zoor6Kn/CPOqfGebBiCGHXOa66w1W50vUIdQt9nnxA7d65HKbTx9CaKK4kayOn8CbVS+TYp3eVGGIyVBznHv712WpSPaM6QsVFsJzH7HcRmiisZ/EzaHwIzBcyR2VztIBh08bDjoXI3H68muR1H90+ohRwjKqj0ySpP1woH50UVkX0IoFEk6I3QsAatajbQStGrxIQo446c0UVjV2KpbjLMbZdo6DpW2hPl0UV6mXfAcmK3PM/E0ry69c7z91go+gFQaS7LJIvYgZH40UU6vxsI/Cddq/iZ9dhtYpdL062MCpHE9sjqUReiAFyoHOeByea9Thhjgu2eJAhtpIgmO5O4kn1NFFc9ToaUupj/AGuaOeABsiO3luBn+/yM/oKyvEjkWNuv8MNpEyj3YlifzAoorFmpzdwcXjr/AHY057kkbiT75Jq7YxI0MjsoY8rz6YooqJ7AviM8WsNu5eKMKxPOK27InAoorXLvjJxWxV8UzPFoNwVP3sKfoTXmOT175oor0cTujlo7HX6Trr6ZblH0/T76Oba7JeQbwGUcEEEEdTkZwe4Ndt4MuptTbXtUvX8+4eSKZ9w+VnO7kgenYdBRRXJU+Bm1P4zpZlFvFBCmdjtFIwPOTszWZYXszPbSMQzkT3RJHVwDj8sUUVzs26nI3bFJ5GHVbXzOe7YBBP4sTVGHkKO2AKKKQpGlf20JgSNo1ZQeMiq0CiOVUQYX09KKKwh/ERq/gN23J2VwXjSZ31ZYyflSMYH160UV78/4R5kP4hgWrFLpCpxzXYXfiDVNR06DTbu8mmt7eR5UEkjMSzYzkk8428emT60UVxrc2kf/2Q==", 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+P4iuGR6UdDnNejlmRoJ5JZQSFbzTiWIH+En+JT6/yqlp+i2EaFltwXB7kk1W1O9abW0gDyKkLkGFzlo8A8Z7rVvRp7m+aS3gcxBjukmHVE6ce5JxS5lFalwpupPR2SNy11DZEvyJHsH3dw4HvWusgdcjkEZrCVWZ0sNOtRIh4KAbt2eCzHHLHPB/LA62NHuJPKltpifNt32EkYJXqpx9KqjW5vdCvh3GHtFsaqyqw+VgaZM2S1IzI/8ArEB/2hwar3MgXkE4962OQaj/APEsuPeVv/QhW34Lv/sWtKxOFchG+hrm4pCdKY/3pW/9DNWNNlMcjMOoIrSnvqYVdWdz4m0iGTWVMhCoreYDkDqOnNV2d0hYxecxUdYrkOQP90jmrN34ghuYredjOmyILI8e0c5x3rF1G9W6GUYXOOSyL5c8fvgdawraSZ1UPhMvVJ7l4mZJ0VOjSRj92/s6/wAJrg7zToL7UHkuY23LhQu7IA9j6V1Otaj5VjLcB9235ftUYww9pF71xkN6627SFgXklOMdAPb2rJaas2leVlE6OztrfTJEMFuMHjOeFFbltd+Y5QkdM8Gsq3XzrePULxf3QGbe3b7o/wBph3Jxxnjv6AtuJbwRJqZgIgjfG8ry6n72f5j2BqYYjllY3lhHJNJ6r8+x0DSBQpY4HIzQHBVsEEY7VGkpAyp4I/OkZoxk+WFYjqvFdjPPK92wwg/6aJ/6EKS+fN19EH8zVa5lzLCvrKmf++hRePm6Psopp6mdTY3BY2Vskl1eRxybEydw3DGeFH1YY/76rPOm2M8pit7pcCBGmjlbKKd4JznmPHYLW4loheHY+UBjb5uAY0yS7DsCTgCuf1fSY5oQ5jxcNEbgherSO+EDe3Q/jWMnqdMUktDG1q8XT7iS2tp1PnqWMD/dKs3y4z3xznriubmMSwFIidscO51YDKsxzgHuMVNrFh9tuJBcSsblWKeb2lwcfKPQY/SszTRI9vqUUxMkgwMt3wDUWHezOw0a2lSw06xgBWSdFk+b5Q7OAec/gAPYf3q6BIRo1jseNDc3IO4MM/KPQ9f/AK+7PKiuW8La64gWaUF57eHybhFI3TQD7rj/AG0OOfYH1rZguxqEpnupw00kbTBB1cDjcfQZ/Pk+tcVTS76n0OGpq1ns/vb7GRa3vkeJvKBBgdDEDnl2yW3fidwFdLvBGOh9D1rkNRigtrc3MeftSOJZGHTIOcV1MVwlxbJIAHjdQy/Q13YGXtKdux5Wa4d0aqb6mHqOtLDqIt2x5ZIRWHJL55H4A5q9E2dFtfc5/wDQq5S5g3eL5vlG0SHb9dgOfrzXTw/LpNmvt/Q11cnvHkTl7pqaRbtcvIikjpkjrzWhJYaZAIoDM0D+U0rSJMUYrtIGT/tEnr2xVbw6hkE4B5yNqg8sxVgB+pJPtWrLp6TgRShJoJJUyzfxJHHyf93NZ1XrY0oL3bmG2lxQWSXDXEY/dxusyDY21QxZto47D5uMmuRvL9L2aOe6kUiGMssyqG3HGcOO/JGT/OtfUrKS2gMsRkaKeNfPQDLNuYlUT2wM1w2pWTWUTTW85aF8K6g5B6HHvjj8axOi5uaTAJdcg3xhvs8BmKKuVyMY49ATnHfGO9dhp+mTamUuJTvtg5DMzZPHJyOwwRz6bm9a4mS+bTtXhm8rfbzRGK4j6b0OMj6jAI9xXYDWZXtbfTzKGTy93n5ASaIYKOT2KgEE+gxXNVWup6uBjeKkt/y7si8S3i3FnJIixjCmOIYCjBBBYjpwueB7dhUujXjXmlwSEEuq7HI5wy8Gq9/FZzW1qzsZbZk80sRjcT047CqmhXKwajeWakjO2ZAeoyMH+lPA1HKo4svNMLaiqq2Rq6neC1snlVl3H5U3HALHoKx9F1MahewtzlCysccE7ece2aseKj5ug3GAof5fmx6sB/Ws3w3FsNqcDjzRx9SK9SUD53mNyU5uJf8AfP8AOugg0sTsjzyMkYB6PtA4+8foMn8PeuZZszOfVz/Ou0uLaWWKVFJ3MGTZ6s7LhB9FHPpU1LxViKC5pNmLdaWt4YntrkzGWOZo4ZG3FQTwEYfMDxkk8VmavM2klreN0lhcuUt3bcOMLuB9ck4IrV1jS4pJJZ0ZrZpHl+eEnPlRrjaAOxNcJrNpNeTeXcyGO6gQKAo+VRgYUerZPP41ynaV5FhRAY2DN5bu5YfOmTgLnuO9b2gQvHpdjBbgma9w5zx5hYkBcnsOn/fXqK5TTfNaS/huD5jpGqg+oGcV0vhTW/3UMk8fmSWkXkzx4yZbcEYdQf4kOPyHvWNVaHXg4qcmn/w/kdTb240iyZ5Ywbm6yuG67evXv2/HjgrXN216YPEvkZBikTyt2fvvktn6ZLAfStiO9GqTie5nBkdGdV7yBRgnHYZ6nuSa5vUYobaBruMn7WjiZz2GDnFc0KvJUSWx7FbCutRlbfqdfv4weD6Guc1XWxbagIDho8hPl5PmHHHtxzW9DcrPbK4w8bjcAfQ1xOowhvGJwq7cpj1yUJ/pXtyhpc+T5uh09u+dGiOc5kP/AKE1XdNjaVpAoyeOPzrNt/l0aBf9o/zatvw6of7US4XATkjoufmP5DHvmlbljcyvzVLF5dMCRxxteypNLMFRi2VBznhTwQB29WrLTSJVRp45PmXcEljbGXMnG4dN2M/drau7N50kEiF3Mflrn70bSSE4/wB7FctqtrcWBkks5nEEZlUIzEiKMEKWX1Yk1yPU7UkjH1S7XULhI5pFChyz3CDIcAn7wHXpWVaW6XepWEDRhYnLSGNOhAy20fXAFZ+oWctmklxazMI2U7kbqAeMH3xmr0d++nSaZfRRbwI9kiZxuQrhh+RqZL3dDSk/3iO4t7O51pwVBa2STaXAxt4zjb16f54p3iK8hFoY4EXyrQFY1HSQjIA+gyfrz61Fa6y0GnQWFsxIm4hlQAGWI9AT2dTkZ9zVe9itrmxgJmEsEjMzunTAOMD8c8159SXLqfRUaF4qC+X+Yvh+7a50mJW+aSL902Pbp+mKuXlyltayzO21Y1JPtWFpE8VrrM1rGSI5oxJGv04/lWvqr79LuQ2MiJyGPbg17eH/AHlJSPmcZT9hWlBnP6fqr3t7HFJgvHMm5l+6Tu6D8K3bo5un+g/lXKeHIioiJxlbhMkf7oNdLctm5f8AD+Qq4w1OGrLQ6l2nuCiSNs+0Mbm42/wwr91f8+1VGneZ1a4+U3En2uU/3Yk+6v8An2qxFOuooWjdQ19KVJH8EKdv8+lRTeXdOeiLeS7B/sQR9f5fpXI9TtRzuowwSNEszCOYwiQsoyyqSzFVHqQR+dc60Jtr+9DoqO7hmQdFyOn4Vt6/ceXfwXxzH9oDMAOSkeQFAHqduBWLf3iT3QCptZIwJPdySW579cfhUinsc9FdS6RrSzQtgo+RnoQex9scVuWOpXC+Ibi9uI8RyxMo2ghETgLj2GAKxtVhMi+co5XrVQ3dxOkUDMzqgAVB3+tYVIX07ntYLExUFKW6Ne8vJNQvPJhyQ7YA/vH/AArtrRRa2EMG7PloFz61zmg6aLcC4mwZz09FH+Nat/efZLGeYniNC36V6uCw3s4X7nk5njniavoYouoD4tlRnXf5h4J65jUf0roQwFjbD0H9K8msryRtajuXfLmXcSe5rvtEEms68unTapPaxtFI0QjTdlhHuC+w4PJ9PetOaN2efKLasdpoDswuLeLiacqm/wDuJyWP5fpmtGaSe4RyjFRdv5EQx9yBPvH9P0NcT4G1aSRb6Oe4Zp7hY4oS/RQxO79MV3cxDrMYTw2LK2+n8Tfj/wCzVyVneZ0UFaCRmzyLcZmACLIXkQd0hjQqPz/pXIapYwvpkrW4UxYDFQPljAxxnuzHP5V2k6xzCWKHGJnFrGf7sScu344/nXEx6jHBbzq6loowxVMcKcNsz6sSxP0FYm9zI1pPNtN69Yzn8Kr2eqXs2hy6ZEdy7s8LlgnVgD/dJAJH/wBerbsHi2HnK4P5Vglp9Pu2aJtpwQD7Gs6i6nZl9VJ8ktjpp9YKaJaW7ridIwu09SOxPtipfC8DtcSXzk4wUB/vHua57TbOXUJwXLCMnLOerfSu5t0SC3WOJQqKMACujAYX3nNlZrmPPBUolbxPdJFoszO2AGT/ANDU1F4cuYp7e3aJgwDScj3P/wBeuX8c37NPDaKx2hd7D1J6VW0K/mttNcQSlHV85U8jJFehOSUrHgpNxud/vy55wS39a7WWeZlb7H/y0ItbYnvn77/U+vv7V5rqsUVtoMGp6drF/MGujbZuIljW4ITczxAc7VJCnd6j3A9Btb2Ka3821fd5MSW0A7+Y4+Zvr1/SubESTSsaYaLi3cZcSNcO8SYxKRZ257BF5dvx/qaw9Ugt7p433JE0jySQu38ALgb8dzgGt+6QR+YkRBMSrZwnPV2++38/zFc34kMcUkNxEwWKNzbwsegRVwz4+p/M1yHZc514Bb6lcN5ezzERlU9duDjPuev41gfaZtI1oTwMVKPuXvwe307V0eo3sdxcptQrJsLSlvvEluAf+AgfnWBqsPmx+ao+ZRz9KmSujTD1OSrc17PVJv8AhJHvJItsDxNGixg7Ejxxj2H9ap3169/d+VDkh22gD+I9vwrGN7cSwxWzMzIgwEHf611OgacIcXMwBmP3R/c/+vWdDDe1qq56+JzCNCi4Q6nSWa/ZLCG3LZMaBc+tctcXsA8XsjyAPvQgHv8AuyP5mt68uhb2ssrfdRC35CvKIrx5dYS6lfLmUMWPrmvcqWhFI+VTcm2ethwLGEDpuP8AWtvw9K0MN5P94Js2p/ekOdv5cn8K4nw9NFquvQadqGpXVrbzNiOSOWKNY+5LGTjGM8DknArY8N6g+l6/qdrfPc4tZj5aXKjcGXcFDbeAenTj0rCrJODSCnB+0UjsZrm5tzIVO42q+WvcvcP1PuRz+VUZUDsIAAwR47Vc/wATht7t+Y/lV5XEMaMWDLax+c5/vTP0/Lj8jVOVRArRoC0sEQiTB5M8vU/gM/lXAd5yGoWMM9rcmDDeYrFl689WkY/kAPesO9jEulBF6ogK/gK3ftMNjqFzbv8ANbxyneo6MoIJJPplQAKwxN5kYYj7wzj60iW7NNFTS9Yu00y50+HDNIMxkjLJnhtvpkcGtOLVjb+HYLeVCsibgoPBYZzXNzCWwvlmhO3upqSzhn1C4+Zmwx+eVv6VzTpc75T36GNjTp+06m/4cjludSN67HEQxn1JHT6AV0OrXKppl0WYAeU/J/3TUFlDFa2yxRKFUD8/eub8cXzR2EVsrEGViWweoH/1zXvUaSo0rHzGJxDr1nJlrwxfQXMR8tvmWVCQRjHygf0NdBM+bh/r/SvLtEvZLUSeVKyOWU5HXvXea9pGtaDo2mX95dXKz3zSGWIpgQYCFAxx94hs47fUGpjNLcwqU29jtt22za8RQkkgmQhRgABVGAKyJ7qWNrwBuIbeOJP9kNjP48n86KK887jL8Wuy3UpU48ho4o8fwgJx/MmuduPkvrmNRhY5PLUew4FFFSKRes4ka1kdlDE5HPTGKz47eK3fMSBSTziiiuabfMaQ+E3bIkKOaoeLZnj0OYKcbiqn6Zoor6Kn/CPOqfGebBiCGHXOa66w1W50vUIdQt9nnxA7d65HKbTx9CaKK4kayOn8CbVS+TYp3eVGGIyVBznHv712WpSPaM6QsVFsJzH7HcRmiisZ/EzaHwIzBcyR2VztIBh08bDjoXI3H68muR1H90+ohRwjKqj0ySpP1woH50UVkX0IoFEk6I3QsAatajbQStGrxIQo446c0UVjV2KpbjLMbZdo6DpW2hPl0UV6mXfAcmK3PM/E0ry69c7z91go+gFQaS7LJIvYgZH40UU6vxsI/Cddq/iZ9dhtYpdL062MCpHE9sjqUReiAFyoHOeByea9Thhjgu2eJAhtpIgmO5O4kn1NFFc9ToaUupj/AGuaOeABsiO3luBn+/yM/oKyvEjkWNuv8MNpEyj3YlifzAoorFmpzdwcXjr/AHY057kkbiT75Jq7YxI0MjsoY8rz6YooqJ7AviM8WsNu5eKMKxPOK27InAoorXLvjJxWxV8UzPFoNwVP3sKfoTXmOT175oor0cTujlo7HX6Trr6ZblH0/T76Oba7JeQbwGUcEEEEdTkZwe4Ndt4MuptTbXtUvX8+4eSKZ9w+VnO7kgenYdBRRXJU+Bm1P4zpZlFvFBCmdjtFIwPOTszWZYXszPbSMQzkT3RJHVwDj8sUUVzs26nI3bFJ5GHVbXzOe7YBBP4sTVGHkKO2AKKKQpGlf20JgSNo1ZQeMiq0CiOVUQYX09KKKwh/ERq/gN23J2VwXjSZ31ZYyflSMYH160UV78/4R5kP4hgWrFLpCpxzXYXfiDVNR06DTbu8mmt7eR5UEkjMSzYzkk8428emT60UVxrc2kf/2Q==", 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", "info": {"video_id": "72498", "label": "holding ketchup 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": "2c9a2bab6555df7648efaac30f55a8491b4505f053e7bf429b6c56b52f65058a"} +{"episode": 62769, "episode_seed": 1754708190, "split": "train", "timestamp": "2025-10-13T03:33:45.008222", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1754708190, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 camera out of a camera 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": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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zV3T/ANnzWpbu3GoXttBblv3xiJdlHt2zX0Ra2kFlbJb20SxRIMKqjAqarjorEyfM7mP4b8L6T4T0pdP0m1WGIcux5eRv7zHual8QXX2PRLmQEhipUY96uz3UVuAZW2qe/pXHePdXji09oFcEgZ4rKrNcrSKpq8jxfWJpHvJIdxYE5Oa53VZPslq4XiVxtUe5rTuVvr68EGn28lzeTt8scYycep9B71N448Iajp1np99clWldVjuBFyqvjHH5VFOnfU0q1baGd8PLaG411llTfIIiY1Pc9/0r0q60eGRdxg5PoMkmua+HPhycamupPGVhgU7T/eJGPy5r1OW1ChmA3kjsMYrZnOmeZXXhyMoWMQHuOMfhXGeJdOGnTWbRk/vGb9MV7pd6YvkbvLbDDnivLfiFZLaTaeSM48wrx0+7U7alJ6nGrH5yfO21fbqa5vUIBb30kY3bc5G7rg10SyM7YZQaq3eiajq19GumafcXchT5lt4mfHPfHSlDc0qO6Odro/BngrVvG+srp+mRgKuGnuHB8uFfUn19B1NdN4M+DHiPxLqJXUbeXSrCIjzZp0w7eyL3Pv0H6V9N6F4b0nwhoQ07SbYQQIMsx5eRu7Me5rRtJXMkrnKaT4c0T4beHjbQn7RdtF/pFxJw0uOQoHYZ/hH45rwTxj4p1bUNUl+1O8UcLFkt0fATd1Jx3xXovxE8QyadusxiUXIIZW5wPb0NeH6gSEYs5LMepOSa5Y3nK7Ot2hCyNXw5bLfS3MgtywBUDBxt4NdW2mhV2vGPauf8CakI5n08wrukYyLJ64HSu/WMygh8ZxngV0SOQ4+fSVY4CAe9Zk+jjJGNtd99jWRiuw4AzkCsy80/LN8pG31pID6be+hEpgLYkxwPWuX1fWZUD28xXH8JPGaddavBd2vnW7sZQMqwFc5rMs+rWPnAfOoJHY+4rHmk9GZN3OM16/MzsuSOema54Rlie+Ku3YLSZPP1pbW33ckVstgQeGfDq+KPGVpYX7N9jw2/YcEqATj26da+jdL0yz0bTYNPsIFhtoF2oi9v8T715J8NdNmfxb9qjT91CjF2I4GRgfjXs9aLY0QUn8qWigY3ow549DS84paKAMzU9A03V5IpL62ExiBCZYjGcZ6fSm6b4e0fTX82ysokf+/94j8+latQzuLeNptvA5bHcUmBNR0qNZ4njWRXBRsYNUr3UorfzI2OGA9aTkkJtIm1O/i0zT5ruZgqIuefWvAPFXimSeWeS5uC6M+5EH0xgV1PjTxa2pWUUCtsiVcyEdyM5/lXht5LLeXck0mfmPA9B2FZKPtJ3eyN1LkjpuyOW4+1XzTvgFzkgDp/nFe/fBiDZ4WvbncoNxdHaNwzhVC/zzXgHkEnP612/wAPL9dP1qEzySLCCR8rYGfeulrQ573PpCWJwobIVwv8Peoo3fC7WBJ4OKt21zFdW6NE3ykcE0rQJtzFgn61FhleSHz2YvGVOMHJ6mm6Zr+m6mfLtZ13jjYeDU4V1Y89R3rynxloV34R1IatpW/7FI+WAb/VH0+lS3YTZ7HUUsyxoWJ6VyHhfxb/AMJBphQuqXUYxknr9asz6sVVlkfDDIcf3TWc6j2QnIh8S6sqWr4IOFPHrXk+pavNqcPlFizwuYT6n+7+hx+FaPinW8XBj8w5x1Fc34TL3viqCEIW82eM4HXhuT+WamML7jpScXc9v8JeDrfQdIQA5upwrzuVGc4+79BVnV9CjvIGhliR489O9dJXEePPFi6AiLG480jJx2rpXYJK+pLbaWbOMwpCqRKuCMYNV3BSUKXG3HGRWN4W+IkGqu8d5tD4wQT+orql+zXIDLMHUfd6UmgKcbStAwKsynjjsa8/+I/h+81W40tLG1lmcebuEa5x93qe1ejvA6twPl7EGqGo3kaGG1nRnScEZUHjGP8AGpewXtqef+Ffha73K3GulI7Zefs6SAu/sSPuj9a9NFzaadbC00+3jtYFGBHEgUY/Dr9a8/1S11XQZzeadM89uDukiY/Mg9h6VctdfXVLRbiOQZAwVPb2xWTZLk2b8+pSRN5kUjLIpyCOtaEfi5L3TpEmwlzEMSAcBh2YVxV3qQMW9XHGcmuM1jXHt5xJE4XeCh56g/8A18VDTasVSlyyuc94+1j7Trs8u7ciHYgz1rhLmXzXD7mOVGcjGD6D2rS1e785mi2qWLbmYryPYH8aySMV0UoJI2qSuztfh3pk097PqCoTHAnlg44LN/8AW/nXockbxqSflbHQV45p/iDVNOthbWt5JFFnO1Txk9TXpGiyX5to3urtZ9yghqtoyNZHcbQp5PXFSzJ5pIdGVsYOTnmpFijaMFDlqaUcHk81NgNLRtYZY/KZmx2FWHvEhuGd3ZVc8KOea5W2ZlbcCa0XkM8I3FePbmo5DnuUb+NTduU+4eVrU0qyMkaqB88hCqD6mqBTzCB1Nd54Q0g3Oo25Zf3cA3sfftTt0NI6nd6BokGhaattFgyN80r4+83+FalFFaGoUUVFPcR20e+Q4GcUAPK5PWl6d6w11+CW68pXz82MDrXCXmtatdeONQ01dbu7SFXkESIoPITcF6cDg8mgR6Veapb2V7bW00gV7gNsz3xj/GrWVljI6gjFfOWpeJNWu57Oa6vpZ5IstGXI+XOM4x9B+Vem+DfGQv0ghnb97ja2T+VQ9HchyszblZrG5ezlYeRM2EJ/hPY/nXMeMNUkEEFwBtd0ZXHoynmup8TxZt/PGTxxjrXnHiu6S70VbhHyzTCTGPullKsPzH61lbUlnBandvLaeShJaR2J/wB2sBoyDg1rXKtuXANUymWNbR0RqtirHAZJAi55Nen+BPCCXdwJJyNqYcqeprkdB0afUb6LyYy2GyeK9i07Q9VgeFobdogOGBGBWgjuI7eKO3WOMMi46g9KSG3cMWD5x0weKit7e52Dc2Mn5hjj8Kw/HF9eaT4XkuLGeSCfz4x5iY6E9Ki5R0+SoIcDBPX3rP1nybuxubWdAY2XHPNeZajruqRaTFeWfiHUZQ0/kfv0VFmIXLNHxnAPBz6j6V2092PM3DLMe5rGs9iZHj1rfSeH9flSGTMav0PHFd3eapDMbS9jVWS4xHK2cAH161wXja0a1192xhZPmBIpuj3rXFhc6a7gBkLRs3ZhyMUON1cyK/i5w1+WB6naec4Irpvg1YxXHiq6mljDiG0JXcM4YsBn8s1x2pOLiCN8Hdxuz69D/KvWfg3pLW9hqGpOuBM6wxn1C5J/U/pWsSo7npdzOttayzt92NCx/AV8t+Ndfl1vWZpnfK54Ga+ob+1F7YT2xOBKhWvlnxdoU2kajKjIdpJwfxq0aM56K5lglDxOykHjBr0Pw74vllgEbk+cvbPWvONuKvaTdiyvklcEpnDD2oaJPbLPxBO+2FkbP3huNbJ1uKNoyQqs4PvzXl+jaqmq+KPsdxql1a28kmyKSOSKMRj1YuMYxn3JxVS/8QXmna5JaX0s7+VI8aifaHTBx823jPTOKiS0CS0O+vr0m583dknqfauAvdQ/sTxCyjHkSndtHTNa0Wpi4TIII+tY3iywN5YR3SY8yE4I/lWViDQuNQjkgKFgEuF3R4H5j+Ved6ldO5MbH5g/etOyvnksXiY5aD96ueuOhH5Gsi8he41cwxgl5pVVB6liMfqapIFuV/FWlRaP4lvdPguDcJAyqZSMZbaC34ZJrGKjPOce1el654cbwxpMz6vpkkmrvdOBK3zRvHgjPsQeR615uyEseO/atompFt+bArtdAv7qfyoANsaDBOa5CNDv5FdTo062wRlbcDwwxTYHf2EchQlXztHrV0kjhxyehrmrvUJbbSWltXeNjIoLr6elW9dsdd0TRNMvbq7uBNdiTzIXTAhA2lATj7xDZx2/A1AEsFWgOKKKDmLemor3ihhkZFe0eHLaK30pGjXBkOWPrRRQtzWma9FFFM1CsrxASulyuDyoyKKKAZ4/DdzR63JtbjriqmrX81l4xv72Lb5qTHG4ZHKbT+hNFFAkcrqZ2eTjtkfyq/ot1NbajGInK8iiikZS+I9pluZZdJG9s/Jnn6V5fqDt/ZF3H/Ct0QPbkGiisEIp21hBPBM8iklRxzXKBQLrb23YooreOxtHY9Z+F8MfnxuUBYueT2xXsFFFMEMlGY2+lcX8SAF8ISjGQJ4uv+8aKKBnmGpa02qRwxyWFnCYlVEaFWBVR/CAWIA5z0613ssjjnPaiisK/QiRyvxChSTS7W4YZlB+9XC2JKzRuDghhRRTp/CZsmugFnmUdPOPFfR3hO1is/CelxQrtX7Mjn3LDcT+ZNFFaouBsnpXhfxKiWS9uGbOctRRVItnlaop7VA4wTiiiqJLek62+l31zAbGxvIZnDmO7h3hWUcEEEEdTkZwe4NReI724vr37dcSF7iZ3kd8YyTg0UVAS+EvaDcykbS2eCc967Bf3ulMH5DKc0UVlPchHAQgJqO1eAWKn6Hg1ueBrKC9+JugQTruj8xZCPUqhYfqBRRTiNbnt/xZs4LjwuryxhmV8A/hXzItnEyFyCTuIxniiitkaFeaNVuMAcYrqNJ0q1MRYqxO3dye9FFKWwG1qdtEmgOVXnfHz+JrMu9a1C+0630+6uppoIJGkXzJGYkvjOSTzjbx6ZPrRRUgf//Z", 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", "info": {"video_id": "111341", "label": "taking a camera out of a camera bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "111341", "label": "taking a camera out of a camera bag", "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": "220190a3698b4df3c6dd4e3d527a861928085f6c805ec0511c63fe9968d95cd5"} +{"episode": 62770, "episode_seed": 2696217008, "split": "train", "timestamp": "2025-10-13T03:33:47.191597", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2696217008, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 battery out of flashlight'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8934", "label": "pretending to take battery out of flashlight", "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": "8934", "label": "pretending to take battery out of flashlight", "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": "fc9dde70efd9be181fabff753ff025a29e4572cedbfc6cd6d90d245738f54be5"} +{"episode": 62771, "episode_seed": 567128562, "split": "train", "timestamp": "2025-10-13T03:33:48.798332", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 567128562, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pen on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "121042", "label": "putting pen on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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az7ybY/NXUPy1UuYRP16158X712enNaWL1hcNHGpRirg7gRXQwIZ4UIkIaQEkKcgf55rmLYbAoJ5HGa6/Tzbv9nZCVKZjZh0bjIP9K66N3c4cS7Ihjsrxr2GG3iaKQcmRgCAPWo9VaRpFbLlSm0uwA3++BXRWC7bmH528wqdqsODzyAfWsfUEaVYbZI/3skgiAZcZOef8+9byi56Iwp8sbt9CnpsRk2EMVYSKFx79a1G05Z7psTjduO7fxg+xpdMsjBdRRyAJtlyxJ9Oa1Jo1tpmkjKsC3ykHIGc4P15qI3UdR1UnLXsZ1vag6nFAkzNtBCbzxu9AO3eteWQnbbRxqkQbBTnnv/Q1l6jB5LI6E5jCN9cj/E1rWF0s2nTXJjLzxAhgoyzHsa1SsYp3scvY26LsKsjBzt39MYqBlM84gTPmM2ACMc/5zV+KFJLFkJKgL8uM8N2NWora1Fn9rclnkQYIPKsDgj/69YxVjoqalSddmhTKgK3H3ZBnJDHjn2pbeOe1svNSVgIwsO78eRVi+8pPMYMQXOcbcbh1zip7S2l1DRUWMjiQyuCOW44q1rIia5YXRUtB5nmjBbK5J54wev4VoTSq0STwzfvEfcRxlOOD7jPNVLC3ltbpzKhaJd6EjjkD9OtSyxSz36PBbMbfAysYHAPB4/KqfxGEPhbLMFxCbxZFtAZ2LFlQZ3Z/yf51YisoWvHuJZPsy53xx9HPvz0+lMj0uVLxfKJTachz0+uKm1JJrfbJPIrRN97EfGf1oa8hqbS3K91L5qrbmR2kxnc+AAO2B3z71FfLutYOm1laIkdiDkfzp1uklraC6ljYpO2AuOg4rQW0jvbGSFjifO5S/BOBwcfjjNStGy0rxUjzbxbE8H2RT907yp9elc7DEZG9q6jxikxawhlRlZTJnIx/dqlp2mTXToka4Yts57GueSvI74O1NFnSNPLxvLtyqgg+tT6QNq7lh5Mxcdshc4rbjtTawgpGArxkSIOhIyM1BpiBI7lVjLPFDsVep3EkVqktEYzbs2YlxIs16x27UckbeuKURsYTICC8e0nH3s54P5VCUaK6XcpGGHJ+uKkuAI5lNurOSx3EA/lQ73MIvc2tNNvJcLcyIRMCuNvRvXj1xXQG0t7q7Ehxaw4AJcbSx7gD+tZdrpbJHF5W47wGXj1/lW5exXcdusskiMB8r7Uzx75rRLTYn2jWzIridT+53yPvY7WY5Cj6DvxUM6ldPQ5z5T4YEdVYdf0otoZkhn1BUbbu2xr90keuK0rXyjCyXS7UuAAhb8ScenrihbiSvFO5maXDJbX0ckCGSJhtdR1we9YdyN4jc5DkYbP5ZrpIbW80243JE00Rb5SgycH+Vc7cBmjaFFYMmXDY+8uf0xikzRK6IbKIzXKogBKkEE9APX3qnJcCLXbmQRk+VGSCezHIrcgs5rSEO0YW5Ugl+u5W7Vh6sy273bYwZGz1z2x/Opk9C6cLmH5pnm3/AEFSXLYjJ9BVe27VPPyuPauF/Eeil7tjpdIv0m0CKKYAiJhtfuvr9RW/DFFcadBAkWJFA/esCFCjvmuC0e6ETpbMSA+BmvS7C0vP7P2B0VeWUFcnNehTlzQPMqp06jYHyLGJVjnklQKSwRgASfSoLePeZATjzkKgY4BIyB+lRRW8t/eJEA2Uy0rbdv4fWrtpJI0vmyxMEibD9wVGcHH6+1U1qjCPvJ3ZjLAZ2EkZ2zgjk8ZIrP8AiAmV0qd4fKnlRxKPcba6e7093uftlhiRHGWUevXiuV8fzSSRaSJYZI3AkyHGM/d6VnW+BnThf4iOXQ/LTStIh+UU8nArzj1JEW4qy49a6HQyzrMvJAwxPpg8GsK2tpLudET+Hk10+gwS20ksrxb49pU9hkEcGu+jHQ8vEyvJI2ZpYZoUeKQ71JZ1JJIzjkH04qNXnv8AVrFBIu+Es6Mwzk9wf6fWpY7S5udRE/kl7dsA7TjaD6CrVlpqy6xceYPkhAHynBJPNddO+5xztexa/d2hl3Qiadwdzkjr3+U9qqK5u9zZVoYhhQRjHPXA6mr97pLsQ1oqglcMXJ/nSto8sMVsls/3f9Yf7xPf/PpUSTHGSctTPv4nSK3udg2bfLZhyDjof8+lW9Et0Wd54pCFZMMnUN7+1aC2smGspIhJbsPv5xjJ5qC30ee0mD21wu0DlJFzn8qC4+Rz9k8htyJ1QPgJ8rfez6jt0qfyrcTxWysdpDLIoOCp9ajkgiMBcEBk+8inp261a02DzzIORsT5Sy88+/51gnfY6kly3ZlalDJcvDKGZopHEKE9Rg81bS5GnyyRiTYqHJXJGV7Yqa+dbW6sLTGRCvmMM4/E1jXl9HLMTNbqQ55K/e7+vXrVaRIVOc0+VaG7b6ok9tKjRqy/xHcBkeppU1VLYFU+zxoOMFix49h/jXNhl2hUdJUAX5WO0nnnOagb52IeQR9flQFxnOaTmZqi72sdlHq7tuJI2DG19gAbP1NSLqwMatMFDZwBtJ/EY7VzFs9s29XmlwckARHg8cj9atG4hDllebJxztA6fjT5/MpYeT2izq1vrae3XfGGQjPUf1OabPc2MhjmdSeytkAc/j7VycThGX9/8mR8shwfrnpmotKE2reJn02bWpLaMrIYhAofcyoWC+3Qkk/1pc9xqi4uzRN43C3l7pwVcFfMbBI5ztqvptpJapcSkZiOOfQ56+1ZOmSXOpXCyyOZ5IwCM84zXRR+bJEtucru+X5ed/OefTqKjS9zdLTlI9QWS2s9rbvMLEl9+Rt5NZ9lK9lB9oxl5l3AYyTzitzUkEFhevKM7lWJM1z2py25+zxCRh5MYG5V7kfyq/MzV37q1JfMt5rhi6AvtwcAkEZ9PrVzTLeGGQypE7Y5JkO0Z+prBhjkD5gbzOThlbJAx6dq0Y42jVVy8WQMtL1PHb8zRcyUWtEdOmqESBQiFcEllBYDHqSRUi6sSrmRRgH5cLu3fTBrn4BbqAr3Hy7QGVY2w3X29KlMkIAAMzELtzgL+NVz6DWHlJ6RZ1EOqx+USwTjruJX8xzTn1OJoQwgUhDjB7fTIFcq7q6lg8qNnIz84655qpql+sOnM0NxMJlkGzC4ABPTml7Qaw04uzTO0k1dVkUbwCyjgIeOcc81z6wypeW0sa5Ckhht7HqKz9XEVtoEOpadrWpSo939nzcRLGtwQu5ni77VOFO71HuBejuZEOAmzAXD9QoHXj8qSd9zR02tB5L+RJcN5pj8v5NuMAjoPwrh9aleRnLHkEL/AI16FbWzrFbGQkx5aVyRjP4V5xrLK10RH91nZsVNTYun8VkVrcZAq2ygrVeMbVqUyYjJJ7VxPc7FsR2yk6hEEBJDA4AzXq0eqlHVcLt6Ehen4ZrzHQ1WS9815ljAPBwSfyrr0a3SMhZZG3YJCpgZ79a7aXuo4a0HUlZI6e31WMuRgAdgQVB57danXVYXZlVEORyQSQcevFcsJo3PWZR/vA45z0/+vTQ8MLEmeQoeCFQjPPetfaGDws0/hZ1B1VEhPCxbWAwEz7cc1w/xBvPtR0zk5USZBGMZ21Y0a4t9R8WDTrvU7y1t5H2RzJLFEI+5LF+MYzwOScDvXMeIvtEWrzWc5uc2s0kQW5x5igHGGxxn6EisasrxZ1UaTjNMz0alkkGKjRuajuHwMd65IxuzrnLQ0tGkKTFiwCk884PtXoWmXKfZG3pFtzht7YBz07Vw2kRxBVEsJ+YfeU8/rXTRsqlcSxsBjAkBH9K76bsjzqtKTd7HQHV40QkTRKvosZOO3HI9KpWt9IqXEhkZWuJcqQQM8Y6D/GspljMe6SZ9wHBjT5QfxxT4rm1SIL5bux5JZ8AHPbrWqlaL1MPYVHJJRNZtSdUxmIFd25yTyQOwqw2tlVwrOCM5+fIGP51hm9AJYeXGMk8Lk/mc0pukMfKRPjvgg9Mdqz9odDwU97G42qs7LtlyVGWGSQeO3T9KjfUisjMVj2tkhc5Y9K5bVNWmgsv3PlRHcAGReQO4qxrum694f0bSdSu7q4S5vfM8yMxAeQAEKKTj7xDZx26dQalzKWGlHRmzpaK06AgEFeQfpV1GYam6BiFZSpwew5FFFKj8DM5/EchfTO+u3Kk/LkYHpVK5JMjrk4HI9qKKl7nXT0o6f1oPU7kUn0qvFK7S8nj0ooqO51Sb90sxOxL89DxT3kYA4NFFSbR2HxOxXaSTxnmsiLVLnSNce/tdnnws23euR8ylTkfRjRRTRhJ3ii/4XdoZbgocFQoFdfHaxJKkgB3faAOvbNFFaQOGr8TM/wAV3MjGOE42eYCRjrXIXEzysS5yWXJNFFOpuaYXZk2mgSHc3UDrV6eVo2IXA6c96KKg61/DTI0nkMzAtxipDPIMfN2ooqHsaokSR1QEMTlNxz65qjqzE6aGP8TAkfjRRTOZN8q+f5C6v4ofX7e2jm0rTbZoEWOKS2SRSka5wgBcqBzk4HJ5rrFQXNxFvJG6HcdpxyP8iiitYnPLZF7Vp3tvDJePG7yR1968qc7pxnnAoopV9kTh92S9qr3JIQ49KKK5I7nXLYn0wlVXHGTW6sjBSc0UVuaw2JomY7m3HIIA59ad5jMWyT8oH86KKfQxbd36r8zKi1xtJ1C7iOn6ffQzSBzHeweYFZQcEEEEdTkZwe4NZ+p31xqd9LfXchkubiRpJHxjLHnp2+lFFEvhJXxMqJ1FVyS9+iMeN1FFZ0xy3OoteIh7HitmNjsB74ooro6F0n77ILktHBncTu4OfoD/AFqpE7eWOe/9M0UUT3MYSfInfuTNw6e7DI/OlnOIoyOrbs/nRRWfQqTftF/XcoaqS2nlied61Wn8R6rqOlw6beXk09vayvKnmSMxLNjOSTzjbx6ZPrRRRHYz6r0P/9k=", "info": {"video_id": "121042", "label": "putting pen on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bd89ab56f11e769f9a759ea18da9ab5687808153957d5a43164d980240758a89"} +{"episode": 62772, "episode_seed": 993115250, "split": "train", "timestamp": "2025-10-13T03:33:49.936162", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 993115250, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 beverage bottle behind electric iron'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "191584", "label": "holding beverage bottle behind electric iron", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "191584", "label": "holding beverage bottle behind electric iron", "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": "a68b98abec24081d5fc8816d14cd2e661530a26d6bf49de6079f97f04a60ed25"} +{"episode": 62773, "episode_seed": 235936246, "split": "train", "timestamp": "2025-10-13T03:33:50.452894", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 235936246, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 throw car key'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "31698", "label": "pretending to throw car key", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "31698", "label": "pretending to throw car key", "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": "367cfd6720dce21061b545f33a3ea53a1395368f87f06bbe22b74d996546fa9f"} +{"episode": 62774, "episode_seed": 1451743542, "split": "train", "timestamp": "2025-10-13T03:33:54.200036", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1451743542, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing electric trimmer so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "39835", "label": "pushing electric trimmer so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "39835", "label": "pushing electric trimmer so that it falls off the table", "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": "7a7949fc2a9649fb41dc5eec37b4f4ae946e862a2ae2c99df7b493dbc7271e0f"} +{"episode": 62775, "episode_seed": 4114592203, "split": "train", "timestamp": "2025-10-13T03:33:55.441006", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4114592203, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking torch so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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Z0Yb4zpJQDESeuK5+VzDrGnypwwnUfmcH+dFFefT+NHdP4Weu6NGjWTZUHccHPpXm3xJVY9EnVRwLhOPxNFFe10PKPOtW8QNrEUEcmm2EBhVUje3V1KoOigFiAOc9OvNekuSWA9cCiipEWI+1TUUUIDkvEoz4hsD6RHH51u2X+pFFFebif4h6OH+Ai1BRtrBl+Ulh1yKKKyW5q9j1PSEWS8iDDI61Z8QQojo6rgsOaKK9lbHlPc8N1vVjpvibVUNjZXkcs+4pdQ7wGUcEEEEdeRnB7g1e8LXk9/d6peXMm+ed1kkbGMsd1FFSI6yEYAqyKKKBkik7qsZyKKKSETQjKmgsSoPeiimMdASXFdfcRqdHIwMCPIoopoR5J49P/FPSf9do/wCdeeXmt6jfafDYXN1LLBA7SLvkZiS2M5yecY49Mn1oopAf/9k=", "info": {"video_id": "138698", "label": "poking torch so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "138698", "label": "poking torch so that it falls over", "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": "25a371324b3007f34bbce6a518aad721068c24b2fe3a77a651b03dd91aaaed0c"} +{"episode": 62776, "episode_seed": 4234153069, "split": "train", "timestamp": "2025-10-13T03:33:57.540383", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4234153069, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a snacks box is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157964", "label": "showing that a snacks box is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "157964", "label": "showing that a snacks box is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2eb1e54c1eef2b04baee2c192ea435f3680146c6837a5cdcd9c34cd3ca69846f"} +{"episode": 62777, "episode_seed": 3435141850, "split": "train", "timestamp": "2025-10-13T03:33:58.617270", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3435141850, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 open a gate without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "148397", "label": "pretending to open a gate without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "148397", "label": "pretending to open a gate without actually opening it", "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": "c144d2c6db074e5aa9e446768038cc4a0362d93e83af623479277b01f40061b3"} +{"episode": 62778, "episode_seed": 395776526, "split": "train", "timestamp": "2025-10-13T03:34:01.372179", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 395776526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or failing to wipe dust off of mobile 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": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "85845", "label": "pretending or failing to wipe dust off of mobile phone", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "85845", "label": "pretending or failing to wipe dust off of mobile phone", "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": "6c5344374ffd46728bd3266375817ae2dc2dab9be2243f15f5be3d8a8b21a0ef"} +{"episode": 62779, "episode_seed": 1206095718, "split": "train", "timestamp": "2025-10-13T03:34:02.730648", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1206095718, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 coffee box with plastic cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "9444", "label": "pushing coffee box with plastic cup", "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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zg0rwzosl5dIDm7u8ZLHknA6DPbIFc/r8WpjVBLq7wm6njVz5QGAMkAHA68e9R2j3llcLOtzh0XCIFG1eMdOmabcNPeTNLPK8r9N7tk1MItxvLcqcrydtSjIqqMVQul24cHoa0JU7VTnUNC647VZmZ0rbuoGT6VQk4J5q4xOznqOlU5FByRmmMSP5VBx1q7ECcds81UHO30q3Bn7xxzSZRoRJu6D2q+gIG3HOO9U42CKCMkntVuIFiCSAOtCRDH2U1pZatHNe2DX8SKSLfeVDN2zgHI9q7BfE/irxB5i6faWOmRL94gfMB+OT+lcibZZjku64zypwTVyyT7LC0ELypGxy6hyNx9T61MVLn12LcrxS6kc9vNDd3MU0yyzLM4kkUYDN3NVJep68VfuE/iBAHQ81LbWkbyKZBkdlPQ/WtIwu7IhvqzDFjcXhHlRlvfoKiu/DmpBPNEAdQOdrAn8q9JurSE2BlhiRXCggoMD8q4qxjudW8Uz6XPq9zaRkSGIRru3MqFgvoBweT6e9bOkoq7M1Nt6HGyxusoR1KsOoIwalhyWIxVeO5nuZmeeQuxUHJqxECSMdzzXOzZGhAB1PU1p28ZHOOnpVC2wTgngelaETsxwBgDuakllry96E+2Biuh024a4W2aSVindM4AwcH+VYMagKvOTn8607SQLFgYBVu3v/AJNa0tyG9Do9Wlh5t4UVVII9zxXEzqVXJ613rWQ1iC2KERvDHtb1Le/+e9c5e+Hrq2WR5GT5f4ScHHtRVqKWhoqMltqcpOecA/XNZky7QQCOla06EM2QRg1garJIkDMhIII5rNCs1uV2GO4psfCjjrWprelada+HbfVdM1S9nDXRtc3MCxrcEJud4h12qcKd3qO+QM1fm2+lUUWolzjtmtKFN3Qe3NZ1vnqccmtWJgiArkk9qkTL0SlcLjnHetC0OyeNcnGdp/Gs2EMxBY4FXEI2nHPPBJqlpqQzqLGW4gdHtV8x+rpngr6fWurgig1zRH3DDSDIJ4I9q5Tw5cia1lQhlmhOXlB+Yg9PqK6Dw5Mu+8tvMEmydmVsYyG+b+p/KpqtSd0dVNWitTjfEWntbWxieMLJCcqQMblripxu5J55r3XxDpMd/psm5Odp5x0PrXh9/E9tI8Lj51OCMd6mD6E1VszIuBlgeOlVG+Zx3rV8PWljq3ilNN1W8uLWGdtiTRyxRrGepLGTjGM8DknA71n3NvJY6zqFk6zobeZ4glwAJFAJHzAcZ6Zxx6VoZixHJPFX4R69TVCMHIHqea0rYZPJxj0pAXoIyMnH5Vei4Ib06YqlE7McAcDuauxqAFycnPT1ppEloElsnGB3NNZlZflOfXNNYk4AGBjHFSKg2dApPX0NMClMGVcn6VRlPbNaTIMtuPTiqEoBBPakBmSrtBA6YrPYY7irGpyOsBZCV+YcirXiHwtqXh3w/pGoXrzrPfGTzYWjIFuAEKBj/eZWzjt06g0DM6L7w+lXE5kReg68UUUmUacYAOO3WrKD94T6DiiiqILUJ3MqnpVv7qnHY0UUIBijzp4kfkFwDVyVfLcKpOCaKK2pmczsNPjWTSgGGfkrym/1CfR/FVze2uzzopH27xkfMpU8fRjRRW9TYzp7nMRgLIwHYAVehOEPA4FFFcMtzpWxo2ijyy3OetaI+6aKKkl7lqP5cAeladgMyfVc/qP8aKKun8SJZv2dzLDqKbGwGIVh2NdVcW8V7p1x5ygkJwfSiis6vxHZD4Uec6nFG2iz/IoMZO0gc8V55q7H7NzzyKKKVMiruhNe8Uv4gt7eGbSdMtTboscUlqkilI1zhAC5ULzk4HJ5qKPqDRRWjMy7GN0qr24PFasIAyKKKRMiyg/eMfQcVahO5gDRRTJNXSbmS01a28o481hG49VrrLYC38SRtENpuIm8wDoSrcH9TRRSkdFP4TuSqvZDcM5FeH+PLWK21djENu7OaKKj7SG/hZwEOvPpFzcxtp2nX8Uzh2jvYPMAZM7SCCCOpyM4PcGoTf3Oqajd395KZLm5fzZXxjLHk8DoPaiitTIuRcKTgcCr9ouY93OetFFIGaAGEOPSrCfJtA9KKKZBdhUGNW7k0juVBAPXg0UUIEVZTyfes+YkqD60UUhoxdVY/Z+vcVVv/EeranpVvpd5ezz21tI8qCSRmJZ8ZySecbePTJ9aKKCj/9k=", 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"info": {"video_id": "9444", "label": "pushing coffee box with plastic cup", "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": "500602c063271d696b61d9ef9298b5af308134adf48119dfede9203ae5ff7a39"} +{"episode": 62780, "episode_seed": 2016847839, "split": "train", "timestamp": "2025-10-13T03:34:03.940880", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2016847839, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 hdmi cable and plate on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "209980", "label": "putting hdmi cable and plate on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "209980", "label": "putting hdmi cable and plate on the table", "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": "1391165a609b82827ff8aa506a7b382a1e99e968a1c7a1ced2a98f0998b93f18"} +{"episode": 62781, "episode_seed": 901461219, "split": "train", "timestamp": "2025-10-13T03:34:05.759924", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 901461219, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "197882", "label": "opening bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "197882", "label": "opening bowl", "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": "1e5c2d0d2b8a3b1ce1f9b9f36cb10810f99a237f1c13ceb7b9912f36139a5835"} +{"episode": 62782, "episode_seed": 4118932989, "split": "train", "timestamp": "2025-10-13T03:34:07.120415", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4118932989, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 ball out of cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "70320", "label": "taking ball out of cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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hhkA10DwR/wB0VA8SDtRyu4+Y5qSW7HrimpdXAPzE1uTRJjpWdOgXPBxTUWuocyZUklZhk5zUtrbdOOKqTXMUfDMi9uWFb8MYAGKqWqQkSQRYHNXEjzTY1x2qwhqLACqabL/q2XGcjHNTjpQVB6iiwXMGRHa1cEktxhQSPwpW8xECtgsADgetbJt4+SF5qF4UHYUOLHzGDM869AarG4uA3et6WJaoTRLz0p8rDmRRaZ3GGJqOJDLKc84p8hCnoasaXtlkl46Y/rVP4SepctYMAcVpxx8dKZDGMVbQAVmMVIyKk2gc04c0/g9qdgMq83GddgwCOST/AE6VV2yC7lYZZQAck9PYVtvBHJ1Wo3t09KOVtD5jEkaQE7AeTk4qpJNcKa6BolAOBVOaJcdBS5WHMjKS6mPBNRyu55yasyqENVJJVArSF0SyD/hK9PjHIc/UqP60+LxlZuPlj/76mUV5kbmaQ4jtDj/rgP61at571AT5Dj32oK4HVqWPRWGpnpJ8YQqOFg/GYn+QqN/GZ/gWI/7qO3+FebrrsxleAtIjI2xvnHB/Crbm6ZfnvIB9JHb+lQ6lXqyvYUux2cvjO8/ghf8ACDH8zWfN401HkDzF/wCBotcfKCeGnBPshP8AM1WeMD+N/wAgKXPN7yH7Kmuh09z4w1Eqc3Kr9bgn+VY9z4luZM772P8ABHf+dYU2PVj9Wqm/XjFbQjfdiaitkaFzrUjk5uZW/wB1FX/Gsq41Fjkl5T9ZP8KilbCnntU3hvSLfxB4gOm3V9JbK0UjRlI95d1QsF9AODyfSuulRi2Y1KnKjtPhXfwRNqxuJViyYsbmPP3q9KXXdNQgG6BPoFY/0rwPwpdLALtpJGG7ZgB9uetdAmpRb8kk+5nY1lWqShNxS2FToRqR52z2Ndcsv4TK3+7EaU+I7RBnypvxAH8zXlB1e3j25CYJwMlj/WpUu3ufmt7MSr0LJCTj6k1ze3qdjT6rDueky+MLOLOUA/3pVH8s1Rl8e26khFi/76Zv5CuCkmvU6wLGPcIKqS3N4xwZ8ewc/wBBR7ao+o1h6Z3kvjyVv9XDn/dgY/zNZlz441Bs7UdfqET+dcTNLMRhp8/maz5TnPJP4VcZTlvIHSprodZeeMdSdT/pKp9bjP8A6CK5+78Q3c2S95n6bj/M1kue39az7xyqHacEY6VvCnzPVkScYq6RduNTlaRR58mSw6KBX0FHf2iKN11COO8grwjW9E0q18OW+raXqN7OHuvsubmARrcEJud4hnO1ThTu/vD3A6B9Q2gL5859cMo/pVV/3KSS3MoR9u35Hryaxp3a8hP0bNSjWrAdJi3+7Gx/pXklvqqqvM8o+s+MfpU39sxSLw7Of+u7HP5VyPET6I2WEj3PVW8QWSDpMf8Atnj+dVZvF1hF/C3/AAJlH9a8yN08i5Sykf3MTn+dV5LmcDItkT6xqP50vb1R/Vqfc9Gm8eWafdWL8Zs/yFZ83j8Efu4UP+7G7V5+91d9nVR7MB/IVSnubhs752P/AAI1SqVH1H7Cmuh3Vz44vmHyQSAevlKo/wDHjWDeeNNTcsPO2D3lUfyFclKxJJOT9aqythSa2jGT3ZPJBdDYu/Ed9LnfeE/8CY12Pwovpbs6sZZt4UxYyMY+9Xn/AIXsdN1nxLHpur3c9tDO21Zo5o41jPUljJxjGeOpOB3rU0JJNH1jW7I+fAIJ/K2XEYMg2lhhgDgH1wSPSt5wVKm5mF1UlyLQ97W4hj+9NGv1cCn/ANoWa/euoB/20FeOR6iTICZ3z/1yWtJdXMeAZ5h9Nq/0rieJa6Gywnmep/2xp6/8vUZ/3cn+VMfX7BP+Wjn6Rn+teWS62u7DXM3PY3GM/gKqvqCyk4heT3Yu1T9Zn0Q/qkerPVJfFdhF2c/Uqv8AM1nz+OrFOix/8CmH9BXmMlzJ/DaIv1jH/sxqu97dJ02J9No/kKft6jH9Wpo9BuPiDETiKKM/7qu9ZN347vdpKW7r7mEL/wChGuDnvbhs7p3P0Y1Qlct1JP1rSLm92J0qa6HVXvjXVJM4mCf9tFH8hWBd+KNQeRf9M5z/AHmNYd5IyodpI5FafiPwjqPh3w/pGpXpmFxfGTzYWjI+z4CFAx/vMrZx26dc46qVFtXbMak4x0SN1HIU9Kmbkc+lFFeO9z0UYQ+XU7tR03Kf0Nb0blo1Jx0oorat0/roRHYrysc9apzMSOTRRSgDM25z61X6Jmiiu6OxjLcryEkVXsdVudF1hdQtNnnxbgu9dw+ZSp4+jGiiuujuctfY1fC4GJ+AcBOoz611KyMn3cD6CiivMxrftn/XQ68L/CRma3LI9mhaRjiVSAT71Z04nZIO2R/Wiisn/CRt9pliUADpVWRiFOKKKziDM+eR8nms93fzMbjgUUV3U0rGUiN2NULo/u2PXBFFFdVLcwqbGlrfiyTxFFbQzaRplqbdFjiktUkUpGucIAXKheSTgZJ59a6SGGEJkQRZ/wBwUUVlmDaUbef6E4P7XyLDPsHyJGv0Qf4VhWkji8nYMQwnJBHHPBoorhpO8ZXO57o6SSWRuWkc/VjVJ+poorCIMp3EjAHGKzbiVx0NFFddJESKwkZhknNV5SdpoorrjuYvYLDXm0eS4jOm6dfxTMrmO+g8wKy5wQQQR1ORnB7g1raLdTa1qOoX+oOZrm4kEsj5xljkngcY9u1FFb4n+A/l+Zy0f4x0MdtbAf8AHvGfrk/1rM1dlVbby4o4/wB8vKLg0UV49Jtz1PSa0NPSrmaK3ZY5Coznip5pZZBl5Xb6tRRWcn7zKKbdDWfcyMPSiirp7kszGmcsBxUTsSAaKK7omMjPvCfLY55yKlvPEur6pplrpd7ezT21tK8qCSRmJZgOpJ5xt49Mn1oorvo7HDW3P//Z", 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", "info": {"video_id": "70320", "label": "taking ball out of cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "77221d3f0fea70635d22d523b2320e89d914069099456a8ef07b857240675df3"} +{"episode": 62783, "episode_seed": 2524045763, "split": "train", "timestamp": "2025-10-13T03:34:08.425770", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2524045763, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying book in tshirt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "53215", "label": "burying book in tshirt", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "53215", "label": "burying book in tshirt", "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": "821a40bf3e70245f971f57b4095c1643435499e94620a63ee098dce629553414"} +{"episode": 62784, "episode_seed": 192893385, "split": "train", "timestamp": "2025-10-13T03:34:11.026567", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 192893385, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning steel spoon upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "90719", "label": "turning steel spoon upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "90719", "label": "turning steel spoon 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": "6e5ad46d7319bd0b4eb66e6ba30177ab25904d0de9e621329f11f42dd5a6c6a4"} +{"episode": 62785, "episode_seed": 149308139, "split": "train", "timestamp": "2025-10-13T03:34:13.208689", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 149308139, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming remote car'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "153676", "label": "turning the camera right while filming remote car", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "153676", "label": "turning the camera right while filming remote car", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "257f5bfc184edbc97220b2860daacd854443f057b6e8cabad3ce292b9795e4b1"} +{"episode": 62786, "episode_seed": 4199296458, "split": "train", "timestamp": "2025-10-13T03:34:16.531289", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4199296458, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 poke ball'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177465", "label": "pretending to poke ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "177465", "label": "pretending to poke ball", "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": "f4ef7514727463fe39344d6ca43ad4a47974add0b96c480759b559073a1fe740"} +{"episode": 62787, "episode_seed": 2118964381, "split": "train", "timestamp": "2025-10-13T03:34:19.632100", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2118964381, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cricket bat 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": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101579", "label": "pulling cricket bat onto floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "101579", "label": "pulling cricket bat onto floor", "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": "d48359d39784597301948e41ce484663df4007dcc4142e0f3aba2e11b5a7c8de"} +{"episode": 62788, "episode_seed": 1336782219, "split": "train", "timestamp": "2025-10-13T03:34:23.293494", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1336782219, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend mobile phone so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "65827", "label": "trying to bend mobile phone so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "65827", "label": "trying to bend mobile phone so nothing happens", "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": "e39ec64a8b87a7dca8f6d4cba3582c5a7931e6425cec9f2a294563cb65019e72"} +{"episode": 62789, "episode_seed": 1987277906, "split": "train", "timestamp": "2025-10-13T03:34:24.879387", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1987277906, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving the medicine away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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puaJfmSwkVz/qjtXtxjgV2vhbyLn7Qk0iq21doY9etecaZdRW+msrtmaRyxAHQdqvxTvdIXi3r5WBuB9a0k0kedSi3UVj0DU9CcEtGu5TzxWQLF4zhlIrN0XxBrFrI6faGliXHyyciup0rxL9v1KKzu7KP95kb19a5pJPY9SnzLdFaxgeOTaVOCeDXSw2s00XlQrkkck9qiuZUgP7u3wc8ZrT0Sd2SVnPLEAY+lTGN5WZdefLT5kPt9PvFtTEpBU9QehpG064CMxjjBXjpWxA5WPHenSsFhY92I/pXUkeW6jOXk05pb6CKVidx5CjgCs7xVcfY/EuiRD7wDE/QKWP8q6Q6ha2V8XuS6pIqrvCFgpJPXHTpXn/AIv1O3vvGT3FrOk0Ntpsz+ZGcjLDaB+tRM9TBtKnzdf+CeS3reaGkLHLzuxz06103hy7X7K8IwPLAbPrn/8AVWDq8L2rQIOjxh/z61oaOBHBcTPhQdqLz1xya1jqjyKju2drp9sZ5gFXPNdrYxxW7BU/1igAsTWDoYeAbU+VmXczY5A9B6VdWVo7hlz8uetZwj1Kq1Pso6Rpio6+uKfG+BnNURDdvp/21YJWtxnMgXIp9vL+7QtkZXqR1rQzRr27luvUmrKSqsSuzBeuS3asuyuFM43HGAeP5VJ5yrCS/PIyD0pDG3V5afNiSWct0EKEjp615Zruoy6nYmxW2FvvlZpEV2Cbd2RxnGc5zx6V32pajKt4beOfbteMlFT+FsjH+fSvOr+GSO4licnzEkJUvwSp5H9fyrNe89TojUdJPkKt2DeW2vXBhI/dq6qecADGCR9BXGRNs2yKNjZyNvavRLCaG28IeLGuHUSS2Maw5PLM0m3j8686KkIMDIA6imlZsylJzfM9zsvCbyrDdO2Qr7CCT1xmt9cyybc8d6wtMEkF1cq42oYomj9CpBxiui0tA0gaT7vU/SspK8jWDtE6vRbRLeBZ3IMjdFx0FaxnLOPYDNZcF0rR8e9SQzZZhnkDNdEVZWOeU3J3ZsRz5+XPWrcbfKEHUDNZEcu1gT1q8Jdjx4HJT+dAFi4kJVVAJOegFY91rr6RNJFLHAwaJ5vLaXZIAMAt3GMeuOlT3dzIE/eXkiRMdirGoBz7mvO/EpguLqCSIT4lhPzysctg9PyzUOV9DejL2b59zC3m8SJ2xm91WWXHXgKABXGX1oIdUuVV1JV2GAeldtpsUV1remQbAha5jUlRjq2P61zfie2Fn4u1m3U5EV08efXBoinGVgrVfavmsNh1Dy7SC3RAFiGMk5JPrXaWkRublIx3NcLalLezNyRmRn2Jntjr+Nek6VAI7ea5brt2L9SOf0pSXM0RBqKbOksriPYI1+6AAMelWlmBmAz1OBUfhfw7daxI7RusVtGwDyt79gO5ro9R8HrDfIba8CQqheTzjyB7eta2Mb9WZiPuAzwK0EkHlB/RhWVe21zYSmKdCo3MFfGA+D1FSw3WbcIx5DZHvSZRpTXMihiiwbOrPLn5R9K47xbdyPb2/wDxMdzx3IKpGu1VbGQf5da37i43tLECBvjIBbpnFY19odxf6fLEH3zOFZTHGcF1HGfxH5VlLc2g7K6PO7pR9muEZ5N8rbpBn7xHOce2TVHx7YyWHjCSKQgv9nic46cjIrbk02eVJJHh8vbuDB2wQ3THPTB4rnfEurSeJ/F11deWIyY0jCht21Y0Cjn3wT+NVbW5EpuW7Mu0iWVZJpWIijxkDqxPavRPDOm6bfeDlmjuIo5fPkMqk8jGABz7Y/OuK0TTm1aC/wBOtwzXYQTwL/z02Z3KPfH8q7bRfDsmm+E9HuZX+fUJZJyn91RtAH17mna+jJ53Bpo0YtEtxppuLZCWDYbPf3qHRtPb+1o59uEhO4k+vpWzFfGxk2qgdGGGQ9DXRaF4dvNYQXLotpZuCUOMlvoPT3qXS1OiOKfI09yO7s4rqMTQSKVPJBPIptpCtsAoJ4OSfWrD+GdRtZ7kptkgjBAk3AbsDOMeo5rP+0EEHBGAOtUoJO5E8RKceVm5HIFaNmPUGo57g8otrJKRzu3ALmq4uFdYW4xtAx+NUtQuXezuFiRpJEYMqIcE80S0RnC19TC8V6hqVv8AZZIfKtsSZKRPkuV5AJ9Otef3MsxN7cGZS1whSQbei5yAD14x+ldprmmTvZPMsBDQyPKvzZbb1OPqM8VxkkSyl9j/AC4PUYxUxSe5q6s4q0XYp+MLea2k0remwT2ocDjkcc1hW6vNN5cQ56+wHrXS+OtZtdZvtFjs23Cz0uKCTAP+txlhz6cCsPSLaW4ubi2i/wBe8LGNT1YjnA/DNOKtGxlu7n0efAMqNusr+Ng4wEmUgj8Rnin6V4Fnt7lLvVZLf7PGS7RAlsgeprpo7mWSRWS2aOMZJaVwMgdTxmr0bWxk3b97MS3BJAHTntWrM2lcFWK+05RDtEEigowX5dvpj6VR1TQIL22cuVDoG8kKAgXIGB79P1rbY8DHcigjJ56Uh2PI9ksE0gcFHjOCPQ9KWWVjAQT1Nd5qnhiO/lkmjdY5WOScfe57/wCNcnrOhz6bGfNWQxnnzF+ZR9fSgCe30pXhDSzMHwAQqD+Z61xni6xged2tbR57m1O10eUfvVwpwAPQtkfQjvXeW8kRtY5F27iihmHsB1rn/EPiPR9CjE13Kgml5VYlDSP+XbjqayWjNG7nm9p4bv8AxqLxbWGKxS0gM5kljbDEfwjv361yM1kyaZbqucgfNk16RqvxFaHQXvtDcCSSVbaaK4jyQpBPTPt1BriNEs01vxG2lXeoy2oaKRoxHHvLOqFgvoBx1Pp71S5m/Ik2NMmMnh+xicI0ke9A4PzbM8Kfoc49jXQ2cY+y5IOWbA/D/wCvXG+GJ5p9OTzHJQElR6ZPNfQ3hbw/p0Gg6dJcadHPdOm4syg4z83Q8cDFJL3mOT9yxl+FvCMl5bR3d++yCRSY40PzMPXPYVLJ4UMU1y8F1kZZYYtpLsVGSDx/L1rt4LebzmZ2VLfYojhVcFMdckfhx7Va4AJ/lWhnY8juVuLWdop0MciYBU1aW73GMnO4DBrpvFmitctHeQopm5DqONyjp+PWuQaCVZT+7c/Njp0oB6CSeZfI0CO6MsquCi5JweR/SszW/DNxPpxkiik86El0aQhd3Ukc+oJro9DMgE+0BXVx97IyCDVjV7T+0Io08wJsfdkruz8pGMfjWTWpopaHj0bpYtFfx3VsZonSVF5PKkEZH1HNcnK1zqeqajdXiMJnkaaTK7SXZiTwe1ev3Pg3SDqIvpVlJDiR0BARyD1IxXGfEPxDYa/rl1qujys0bJHGWKFTkE8YP4U766CMXw1pw1+2u9ITal2cT2pJ+84HKfiP5V9EeF/Dmmx+GYVv7FLiX/WncvIJHA/lXhA02zsNPt9U0fWNQPmXP2UtNCsQuCoDs8PcKrYU7ueRznIH0ONQgs3K2aJIqMFkldjtbPQA85OewrWMbkylZWNmG0aIwpZwxWduj5kjEY+cY6DHTnv7VdEa4AwDx35Jqrp1yt5aR3UcxeOUZ5TbjnGPbGCKtKytIwDAnA4B6UhmP4j0wanpzFQBJH80bE9TnBz7VwUltNC4R43VkGGXHIOa9YwCMEcVXnsra4TbLChAGBxjFAHm+mgnU8FMsIyVyMc8ev41saks1zp0sMcnlysowdxwDkHqPpUPibT28M6bd69A7TQ2sZdoDycZA4Ppgk+1ee6v8WoYbt49NsBcwLwZpJCuWx2AHQVEou5SdkWtZ8DRX101z9taB2/1oiXIfntk8HGBn2rD8bR+H01GwTRDak29n5Fx5AAO9do+fHJbOetcnc+NtfuNTF42oyhlbcIoziPHpt6Y+tURfG4bVLyFf39zc4QHoN5zScH3EmbHhm2lj8TRm0Kxz7S0bnJ2t2I9SPSvf9Em0rXLK6je2WUQStHLE6/JG46snoD7GvnjwHB9o8bx2ep3t1bs4aNJopo0EZ4JLF+MY7DknAr2D4eC9ub/AMR295d3SpZSqm2YqG+8/wB7AIDcc4rSKFpfU7QeFfDwnWc2TNuGAgZio4yTjNbVrFMrmNYo4bNI1WHaTu9wR2GMe9ZltrMKukcf+qY7Ip5X4JJ6epOePToK3o9+MPgkdx3pyTTJjZjDawFtxiQkMWyR3xgn8q4/xfpJ8xdQhQhT8kg+nRvp/wDWrtFGVII6k/zps0KTpscZH+RSGeTZKykDjBqzpkUE0s8kxYqpAIBI659PpXaXvhSzlR3tx5cnUBhuGf51y0UT6JeML5BAs5VI3z8jsc4APqcVMthrRi6rFDaWgkt7SN381FO5C+FJwTjNeY6po+uQTN/Z9qGtZQGVFiC+VnBIOecDJx6fhXoGo+MdBsJpoLjVIFmiBLxgksCO3Hf2rhX+KFrPqQiOnyJaMwUys/zgHvt6Y/GoimU2ZXirwQnh2XR7xrp7ie8t2knVgAqPjPy9+/euW0yB7fxBaus3lMJgVkC52n1x3q94n13Ur3UdQWe/mkt7O4aOBWOdikkYX24FT6l4c1bw9aeH9TuZZ4rq+kk8yNo8C2wFKBjj7zK2cdunUHFRUuoj6R1K8mn1O107d5cDYLGPhjx0zUXhm8lfVJrcEJAYDII1GFUhyuR+H8hRRXS/hMIfGdNPKYzGAAcuo596noorE2Co5FVuGUMMEcjPWiimho+Y/iXqV5p/jLWtHtrh0sZrhJGiBwM+UvAx29vYVwrkkHJoopREyvJK6oEB+UupI9SDx/OrsWoz6V4hm1S32faYpDt3jI+ZNp4+jGiigDf8IwoLeFMcGQKfpmvppJTZQTxwIqrAECZycZAzRRSW7CWyNS0kZ0YMc7cDP4VNH9wfU/zoooQCkBhggEe4qlqGm2l5C/nQqSerDg/nRRTA87OdN11rSFi0byBCX5ONjN/MVyXizxjqemT6ha2q26iJBskKEsCcc9cd/SiiofxAeaWOs6imuQ3ZvJnmaQB2dydwJwQR6c1nznyvDsjr1a6Kn6CiirYG1F4sk8RXlrBPo+l23kxJFG9qkilI1PCAFyoHOTgZJ5z1r2y4upLXTrrXPlkuoYkMKSD93EWYglVGOcDrRRWtPqY1ehhaN411udJIknSCMyFiIUA5PJPfvzXpPgomW0vZ5GZpXmAZmOc4Uf4miilIcW7nUUUUVmamH4hAk0CaJlBSXbE6+qsdpH5E181+A3DPNaSRxyxRXG9PMXcQc4zRRSmaS2Os8U2cEGjXvlIqfuZCdqgZ49QPavN7KBF8L31yMiRJQ6n0KsuP50UUlsZh4X8Qz2WqyJJZ2N6lw29lu4N+1kB2lSMEdTkZwe4Net+B7qS7tvFGo3W2a4dYrht44Lkv2Hb2oorSG5E/hOn0xDfaJDc3MjyTXUzRFif9WqkEBB0XnB/CtfUvEt/bqkUYiBZRl9p3Zx164oorSpuRS+E3fDU0tzoFtPPI0kr7izN/vGtaiisnuaobISI3I6hSRXDfFmFZfhzqMzZElqUuIWBwVdWGD+pooo6Fo+ebXS4bm20qWSSUvdlzK27uFByMj1JqudLhNjPOXk3ImQMjH8qKKEQZUrtJBdszElrhCfc5/wDr1qHX9T1FLLS7y8mntra4aVBLKzEs4GcknnG3j0yfWiikM//Z", 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", "info": {"video_id": "185356", "label": "moving the medicine away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "185356", "label": "moving the medicine away from the camera", "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": "dcd914fda071fa7c2ae2487dff74d09ddeae2baf45e619abb1a3ec6d2baf0ce4"} +{"episode": 62790, "episode_seed": 3321844363, "split": "train", "timestamp": "2025-10-13T03:34:26.915238", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3321844363, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing bottle behind sunglasses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "199502", "label": "showing bottle behind sunglasses", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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JbW4jmTGco2cfX0qx714Nouu3Om30d5ACksfEiA/LIO4PqDXuVpdRXlrFcQnMcqB1PsRmuWpT5WdydyU15T8ZbSW7l0JIkLH9/n0H3K9WPpXM+KtEXWZ7DfI6Rxb9wXqc479ulVRlySUhTV1Y83+GVldWuv3BePCCEruByDyK9miHHNZWk6Pa6dGFt4lX1I5J+prYXgc06s+eV2EY8qsPAxWMX+06+102fs2nIUX0MjD5j+AwPxNcl458X3NtdyaZp07QrCP9Ilj++TjO0HtxjP1ri9I8SaxpcjTx3MrRs2Wt5W3KwPXOe59acKLtcmUj3KPXVvZ1QrGgyUAHUemaZrcH2vS5YQCHOGjb+668qfzArgrPVYL6CG9t9yo/y4/iDD+v+FdNdeLbOw0BL65BeVmMSxA8yOB/LuTV1aUlaaRxYbEJydGT1R0Njdre2ENyvHmICR6HuPzzU/avG9P8e6pb3ksMS28MDO0qQlCy4PJAbOa7/wAMeLIteDQSIIbyNdxQHKuvqv8AhWE6Uo6nenc6M03pSmm5znis0iiBRjFPNMB4z+lOAyD710Mk8R+Jks8viwsZGdY0CRpswEGM9e/JNcrFfXMYxgMK+idS0XT9VgaG7tYpVbuy8j6HtXGXPwn0ySYtBfXMKH+Dhv1NbQrQ5UpGbi09Dy5r5ZV2SgruwCRz9a7jx74q0jVNG0+DT78XEkcwcx7SCcKRk56f/XrrNL+Hek6W5kVppZCMb5CM/hirN34E0q7jYNCqlht3bRn+VJ1qd1psLlkzxH+02UYePBp66hFKpDnGeMGuz1j4Z39t/wAg51ul3HG5gpA7df8AGsy2+GuvXUpWWK3t17s7g/oM1rzU2r3HeRu/CvVUj1a+sSWPnqpjJHGUByPyNescEH+dcJ4R8DzeGrjzZNRM/B/dImFye/rXcK3AA71yVZRc7xNI3tqDjkHmk3DB46Ush4UetNGNvPShPQZ5/wCOfBd/rdx9ttZUYqBiBjjOBjg15VdaXd2MpjurSaJx2ZCK+lT05FNaJHIDIpPuM1pCu4qzRnKF3c+d9N0PU9SkEVrDKqN1dlOAP611esN4vu9AGkTwWr24VR5iqQ2F6dfpXr2xRjC+2cdKUxRkYIB+tJ4ht3sLk8z5naKaAnIZCDtKsOh9Kas80Z9R9a991vwppWtIRcW/lvnO6I7Sf6GsKH4W6KkodzdSJ/caXg/kK1WIg1qO0lseceE7y4Pie0uIJoYZImACyHh8nBA/A19CKQfu8CsKw8KaLprq1ppsKSKch8ZIP1NbKkhcdcelc9Wopu8UXFNbkvrUSj06VIDlOO9RZIHvSiUMuZjBbSy4BKIWAJwDgZr5wvrmZ9Wu7iUo08krOxU5X5jnivpGSMSoY35Vhgj1rgPEPw0tb3MuluLWXOSjco3+FbUpxi3ciSb2PM49SO0KyflXT+A5DL4zs3gIYeXKJBnHy7f8cVVHw38SGUoIINv97zgBW1Y/DS+gjWc3jw3YPDwybdv0rSUqaW5HvPoVPiPff8VbHEwKxW9soj46liST/T8K5r7ZEwDF629d8D65AWvnmnv3x85b5m2iuRnga3laKRSjDqM1UIxcVZgny7mm0u7ayMMg5HvXsfw9vRd+ELTLcxF4vwDcfoa8EEskQIRs/wCzivWvhQrwaddKJpJI22sUZCAjnOcHvxis60LQuVGV2ek5PX9KgnUu65HIzipe2TTZOq965Y7mgiLgUryLGhdjhVBLH0AoBwOaztet5LzRbu2hQSPLEVCE4Bz61TWojwebUWvtUu7qRx++ldxk9ct/hVzfGEAUKTjrWXqmj3mk3bR3ls0BLEqpHGPY96qo7JyrkV3ON9UYqXRnoXw/s1vbi/szMUMe24jAGcZOD+oFUfE9xH/wkU1kpLwWK+SnPVz8zn65wPwqHwhrdx4fnnvp9JuLlJ4hGkkfUAHJ49Dx+Vc5qV5Leatd3Sxy2/nytKEk64NL3m2r6GcaVNT50tWXZAsi4YY5zkdq0dC1VtM1u0nBI8qVdx/vIeG/Q1y/2q5Qg9RUjXjyhURG81mAUY757UvZt6G7krH04D8oppbj36Vm6HftqGjWl1IjxyPGN0b9VI4P8q0+ucj8K4LWNCspqUGoVOOKdmtGIk4wKMfMKZn5QDT1ZcfLUNCH7R3PNKQByTTDQeg9qkBrIGPt6UbcHgCn9RmmkkDAoGIAF+tKMAYNIBwTXAPqOo3njW903+2rq0hDSeSsahuVTcF9hweTWlOm5uyFKSirs76Q8LTNwHIFcb4G1i/1Rb0313LcbBGU3n7uc5rr+tU48rswT5lclLdD2pw5OSMVFk9qeGJwDis2hk28DtQWxjA60zIobpmpsIU8nJpNuaXtTSDQMXgZx+dJkKc+tAIHWue8YX1zYeHZLm0meGYTIA6HnBJyKcY3dgbsrnRg554qEEd6861DVr6DSIb+y8QalKpuPs+Z0VFmIXLNH32g/Kc+o+g9DU/KPpW0qTp7kwmp7Euc9OnrSZ59h1pgbnHalDHJArJljlwfelA5+YfSlX5RTgxJxipYhrDjgCsK+8L6RqU5kn023kc9WK4J/Kt4sTmkx2oTa1QWuYll4V0awGYNOtlI7lAT+ZrVjgSJcxqqAdlGBUuFUZpCcgj2ou3qxpWFB+bnoelErYI5rgzq91P44utLuNYvLS2abZG0UsaLH0JJLjGMZ46k1oeF7zUJ9Q1e1v7i5l+yyhFW5xvTlhzjjPAzjit/YyUechVE5cp1eeAB0pxwOfaowTinBhnkjNZssr3en2t9EYrmCOZD/DIoIrKi8GeHopPMj0m23diVzit3IyecUqD16UuZrYVkVF0yz2hFt4gqjH3RWTrHg7SNWh2zRFJB9yROCtdHhSeDzSNjG3rUqTTugseS3XwuvDcOYL+AISdqlG6frWhYfCm0TbLe6hPI64IES7QD7HrXpCrtHHX3pdv94jArV16ncSgirp1pHp1nDaxBvLiXapY5J+pq6rA85rnPGV7c2Hh57i0neGZZkUOnXBPNcvq83ifRtK068udUvVlu9/mRFcCLG0qCcfeIbOP/AK9EKMprmQpVFF2Z6AWIFSDoKKKZQA5p54GRRRUMQrE7c0FiQPeiip6DHDpUe45oopIBSc8dq8k12+m0zxtf3dvt82Odtu4ZHK7Tx9CaKK6cN8RnW+E2vhyAP7QHoIx/6FXdZJBoooq/EyqfwokFI5IXI60UVnIpjgSygn0pQSetFFQBIeFqLJz1oopADfermvHvHhWX/rvH/M0UVVP40KXws4LU9ebV44I5NOsYDCqpG8CupVB/CAWIA5z068168p+UfSiiuvE7oyobMUdaTeVkAHQ0UVys3Jl55NO70UVDENH3/rSv97FFFIBtDfdzRRTQzynW9VOneJ9WQ2VldxyXG4pdRbwCo4IOQR16Zwe4Nbvga7nvrrV7u5ffPM8cjtjGSd1FFd0/4SOeH8Q7akzyKKK5ep0DgMnmnk84ooqJCFHWmg8t9aKKkY5jgDFMyWIzRRQgOa8e8eF3x/z3j/ma87udZv72xhsbm5llhgdpF3yMxJbHXJ5xjj0yfWiiu3DfAc9X4j//2Q==", 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", 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", "info": {"video_id": "199502", "label": "showing bottle behind sunglasses", "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": "43f681871c468b2ae96901e4a50315639d2ab369320305bad0cafcc072e4a66c"} +{"episode": 62791, "episode_seed": 267700276, "split": "train", "timestamp": "2025-10-13T03:34:29.711504", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 267700276, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'handkerchief falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205688", "label": "handkerchief falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "205688", "label": "handkerchief falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2d2a5be2c7b9265a6be297e1727c811ab226ae4856a3d807465d9a11ded612e6"} +{"episode": 62792, "episode_seed": 2925069015, "split": "train", "timestamp": "2025-10-13T03:34:31.930680", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2925069015, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pen into bucket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "109102", "label": "dropping pen into bucket", "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": "109102", "label": "dropping pen into bucket", "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": "b4d817f245fc6bb4cecfeb74d154c678547cb9658d6e2b8d274b82da26dd1119"} +{"episode": 62793, "episode_seed": 3254963776, "split": "train", "timestamp": "2025-10-13T03:34:36.454791", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3254963776, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving earring and bracelet away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "3722", "label": "moving earring and bracelet away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "3722", "label": "moving earring and bracelet away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ac45f18751795487f30ef09d0d90d9bd500073e4beb3865f650ab597293154bc"} +{"episode": 62794, "episode_seed": 3541423779, "split": "train", "timestamp": "2025-10-13T03:34:38.892792", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3541423779, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving upper receiver of handgun'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "47005", "label": "moving upper receiver of handgun", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "47005", "label": "moving upper receiver of handgun", "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": "5733e8fb26706031d76a84e1ff460935e366ed3ce66bc9bc681b156c1bb7f6d2"} +{"episode": 62795, "episode_seed": 1581462414, "split": "train", "timestamp": "2025-10-13T03:34:40.976648", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1581462414, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering pencil 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": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "16056", "label": "covering pencil with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "16056", "label": "covering pencil with paper", "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": "6381f6a9573d26ea66ecc5b5a8055622b695ad08c83fe2dd54ad22b4233efbae"} +{"episode": 62796, "episode_seed": 3784735996, "split": "train", "timestamp": "2025-10-13T03:34:42.766965", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3784735996, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'wiping water off of table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "176587", "label": "wiping water off of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "176587", "label": "wiping water off of table", "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": "c072976070d9b5a7afca87ed50eaa574fcf4946b8dc4b3a119ac2359c145e192"} +{"episode": 62797, "episode_seed": 529376751, "split": "train", "timestamp": "2025-10-13T03:34:43.616463", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 529376751, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a padlock so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "5574", "label": "poking a padlock so lightly that it doesn't or almost doesn't move", "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": "5574", "label": "poking a padlock so lightly that it doesn't or almost doesn't move", "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": "3531d4a86bf4633f3ead07544fa70d1d8fe5a9c9f44247947b69c696d51b8461"} +{"episode": 62798, "episode_seed": 555159486, "split": "train", "timestamp": "2025-10-13T03:34:44.746025", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 555159486, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a book with a pen on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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"info": {"video_id": "82680", "label": "lifting a book with a pen on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "82680", "label": "lifting a book with a pen on it", "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": "df48f0a2c9efd37e4d8368a7659154af4bd217a97afc40dbc7c27d768d2d2d74"} +{"episode": 62799, "episode_seed": 1661757839, "split": "train", "timestamp": "2025-10-13T03:34:47.548491", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 669, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1661757839, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving glass piece up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155821", "label": "moving glass piece up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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XWTala3S4unLiP5izrwfYeh7V5xdtPeRFf7NjtPLZd2XLjbnOAa6O5u5JLad5YkGxACJOOg/mQf19qUle13cftpRm5UdB91HbtA2nmdnIlaQsBlnJIwAenHHJ98VBc2U+keLIFsPNEttZITM6/MNzk5b09Kg0XU3W5dZY4QsMrKWlziQDkYHbqPbirFzqEs3idpUU7ZbGLII9HbP610wmtbGdVzguaomct40vJ5/FEtzO7OzGM7mGP4R+XevRvh4Cui3fzqUNwSoB6cY/pXn3j62u/wC2ree/YF7mISEp0wCQB+QFdh4AuUtNG1S4mYRwrJHyTx90/wCIrqg7ocU3JJdTqdSmihNmZwPIa9iR2PRckkH8wKxtSgh1D4oQWzxCa1sLHe4DcK8jY7dOBUXiq9jm8O3UO4Nlg4IPQr/+usj4cMzrrF4xLGSdItzc5Crz+prSnDnnyHLmOK+p4d17Xt0262O28YaoYb+O2VXkR4FQiIglGBLBsdx0/OuC0eC1Os380pdVudkxVThkkUn5198Ej8TXU3cypqztHtM0kJMue5UfL+lctpNmYrtp7uRcXzlowTjjngH171yVajhVcG9hYTFRxUI1qaauup0kWjT2dz/aljJHc2ZBVhEALgDIJLKeGPLcDPSr3hWw+xatb7HaZHOdxXaUChsbh/e/SuQ1q6ns9VW3hlkFusQLAHqcEmtT4fapdy6tcwrbtNDuV5JOf3XXH55/Ss41OeXzPVqyqcylJ/FZ/ovzf3nq0swKtnkDrXhGtQ3LaqmkNdCaG6vYjt4ARnYkgAdOAK9muJikL4By3FeEXltNHOXDKJZdWeeKeM53KVJA+oxXXKzaYVnywszsPGvhLTvBGkpqWm3d5b300vlxqkuV29TkEemPzrL8Nxazrlp/Z9t4iltXtgJo3Me5mU9i2egJ6Y71a+K1zd3FvpEtxKWiMbgAdA3GT9cVW+GN2v8AaW1kG+W3YK3cAHOP0/Sn1scdmpGxqEPjqzjBg1HTZPJQ7mZSN468gjFYviDxD4hh0W1fXNGsp7fqHMmQzkcEAHjivQdTVbi1uYCceZC6/mpxWJqo0nxJb+D9ESVH+03sSyqrYZURCWB9DkYpWLaNzQmzpsB2JGfLUlE6KSOQKyfHc5TwxNGOsskcf5t/9avQbnwpBp9rLLb3cpRV4jkAPPbmvJ/Ht75c1hpzEO5ugWCH0Ukfj7VTfu6HiPDTjiIuW1za8NALpzqMZnuYLcfTNec6tqC6h8XJr1iDGlzJID7LnH9K7jR9RgttNsHVw3lyTXcg7r5aEgEdjnHWvJbXUIbbW728uOQI2Cj1bjiufpY9Wabpyt1ueuv4ffxFrUcDQgWlvhQAMBF/xrV1TSNN0S2NtLZyPA+BG2FI456+1cFYeOtZtnKMYGG8twmGJPqc12t34hN1YRrHF5vnRh9svO0n29a56bcYtuWrJxWHqYOm5T3fXf5GXpkQm8VO0czuU0nCN/EAZf55FO1u7vhZaTPHcN5rmW3my2GU7gCffKnH41Fatd2muvIoETtYKu0KBx5v/wBfNaPiO5t4HtkkRpFBWRQQMZwc59zxz2xThOSnbpbQ2w0va0o0WtdCTw0Hg0EeYckyMRznj/IqGTXLXS9asrm+LLbRMSzKMlNwK7vwrL0zWUtfDMvkQySSRyAuAM7ASOSffPFY3ih5bizEhhcGSPKoRyRnj9K7G7I3jScaafTYsQX1pr3izXNUiTMNzcLFbuRtG2NOpHoSavafot79sP2O+8u3SVZFcHLRnuAOmD3rlvBzKtqWLsqbHkf0BLEcntwBW4Ibufy73TL14CFOTEflkB9f8/SuKu5R1TsbUFGTV/uHeI9ZNr4gki1mZN8mFjlUgLtAzjHY9K7bwvby2Xhu41K3txPcXI2QxM2N6A8nj2z+VcR4Y0Kz8cCW3u4Avk5cyKcFJDkDI75bGapPrWraXLZWEbzFtKnO2LPzoxYMRkYyCOPYGtqVVzpNT31IxFLlq6LY6O91ae+W8LaJb292kCiIqWbeC2M8AcAHPsM1xhuZdR1KGNY0PlqN7R5AZzwSP9k8H2ya76TX77xJpbTPafZLhm8nCkFnQ89QAOea2tL8HwWOliY2yPeZ3EK+Dj0z3rnw0owaglsclarOVVwSsupk219aWPhjVE8wveWkDMxHQOV4H16Vsppvie3uLeW0kgurKa3QiCV9kobYMkNjGSQTj3rkdentru2uwlvJDI21CM5By6jn3rsL/X7zT7rTUZttrC5PmEdMjaM/TNdCrRTs+uxGHtVjKUOl/wADlrG7HgzzD/wj95DdXbETxQnzVCKT8wOffn3rVm8faGtzFbS3aRvIARnIxnsfQ1p6g0V9JpmsIdhddmAfvBi2P0ANZGo2tneYjuLa3mLEKBKgPU10I0ptyWpX8VahunsWtbdrzyWkaSON1DLnbt6/Suf8OaHcNrM+ozXkBZZTNOvfYRlcfjkH6VW8UeH7TQfHOmRWcYAET3Uyhzh9pwueeKvNYTPcW9xp7BZCMGLfjeh7HH+elc1SSUveN+Xnjy9zSvNXW9nILnZGMBiOMDvVSeOPUAsDoshf7uBz9R6UutS32maFaRag0TWwOJp4kAbjoreo5xmrfgyzj1HXIZo3DwQjz2YDjHpn3rojOFaPu6o5auFdF+8ZXirSToix6ZJcmWSRlGGx8p27gCfyBqncx3FvGsdxkxN975gT7kfhxn0zXSeLNVsdRM1vd6DdfaTKWSUSqGVx057fTpisTW9TupLKz1FbeOC3JcyxeXnzDkjZu642jOfXFeZRs21tqW6SpSfNLSyMzTzHLfMqIxAOcE8/5xXRw6Us3iyCHf5Yl0/cN38OH5z+Yrm/DltK7vqF4GKJmVmVTlsduO/tXZ3t1Zz67oOo+Wojlgnt5I89Dt38++Vro9lGDbfU0r15YmCpdDlfiYsaXVqRdG5CfIBj7mF5H5jP41teBdEhvPDlzLd4MN0/7tWbaVxgFh7nH6VnXWnxa9drNdwqLFH5RG2lSehz/Or8gutL0WfSrCOdnM2d1uoDmNiGOM/xBeM+tdFF3hzFKjVoTUZfEuxF4qsorGyW3g3CJVYYY5Oe+a5bw5q0ml+DtakSVo5WfMBBwQzOBuH4KRXV3MF7q2gxx3AJu448yFvvcj+L3xjPvmvOUVbuzhgEjLFHEvmKnUsrvkfUiqm3DUUoRqe7NX9T07wxB/aWkWjeaN6p++ZuSckkkn8azdTtBdM0dwzPb7gcw8OpB+8KntimiaLEltcvdGcmQMvRUPQfgOKhFxggPmOQjdsbg4/yK544OL/eN6sz+s1Irk5U0vIx5H1QMYLXVo7yNCVC3FviQD8f8TXVfD+RdOl1lJZGeaYxnjkqcNxTtO0a31HTrzVLhci3VRG4JDMxbGOKyvDWoQx3mozPj/XAEEEudpbp9Rj34rnqOpCbREKqhNSmtDrL3xBdiSG0a3RZpyVjKyZBIGSen0rz+/kaK2sbWO1UeRfShNpyTle+ehyT+Vb9zqs81w8CR7XQjymHAO5Tkg+vr3GKg1G2nFnp8rbY8X8aqONgDKVyG9AetdFKUtOZ3ZvWxPt3tZIyvEt62p+HGglmeSa1uA4JXhUYbTg/7wqX4Z24GtqxbCxwvkn345q/qtrb2XhrUlluYvLAK7y3MkvVQo7Cs74cWv2/VRLIVWK3TMiMP9YSeFx3GRk/QVvBt7mW7Ow1DV4ZreWS3lDEenpnFee6P5s/i/8AdHDWsU84554A6fnXouraRZ2en3TWkODJlmfJ5IPIwegrzfQzOfG+YCFDgwFif74I/oacrt2R0VJU4Sck7RXft5nuOneJrzUPD8l1qC+SFnWEJj+LfjdnrjkcH0rx3xdYvqmu6ZZGU28RklM0xBJRhyx9zhTivRNbvwnh6DTS4knuJBHvLYC4Gdx74yRXC6gW0zWbKOe5e4uCytGWG4/L1JP4VE6nK1B7nNPkm1Uht5dieS18N75I7wane3MsMUcUwlKSyx7uduOMkevUVyep+E4YdeuXtRPJpyyZWNgfMA9Gz/k16HHpNtqkKHTrmK1ljIdorg5WTB4Ct2HJ689Kd9mi82e8vBciXaUe1k2tufbjKsvLLwABx156VlJ8ut2dNVU1B8r1a9NdNPuv6uxVtfh5qCD7RqDRQIOiBgzN+XArXufKs1jVUCPtA5OSPbNdXPmQbM5AjVFJ9h/jmuU1Kze4b/WRo4/hZuTXDi4OMoroetSnHEfvKtmZd5qEra7Yyu+5mt5YSx78hhms/wAWyXVxZWUdoztcIxzGF3Fk7cemevsa0IdMabm7cRPaz+YjINxcFSuCOw96juLF4dWgF3u3FgFYDkDB6flWtGPvwk9jysZVjSqOEVu/uLGiX1vofh4tIoaYyGNvs8W8yvuxgD8cY9qyPGF3FNaW17aS/ud2d4GflYZBxXUS+Fob5MSiYiTbKuyQooGM7h0wflzn1rIutOhW01O1EaCKGyby0HIAUgD8ev416fKmmTZuOhi+DdIs3tLo38nlxKEjPzY3b03dfTmrcVo9hra29pdpLZQtwnmZwuMYHrWRDO1vayQW0rQ285jzGGzxgKoz16UgDJdKssmxweJCcfnXmVlzu5lWp4inBTprzOl0sf8ACJ+MRck407UYpIpCGAAJGQc9sMAQa7jSrzw5caq99a2cN0J8qZiodY36DqeOfbvXIW7WWoaQLG5AmToXVT94njkjrWHqfhm60fVxBZ3rCKUfe3FSB0wcda8+GKm1KEvdsz1qeLweJpqpVlyyt/XzOn+I17c6K+kyaZceSxMm5gA3I24yDn1NU/Dniy8uYbhbz5jGodGUbc84xV+/8CTXWj6VY6dIpWIySXE07YLM+3nHU9MUlp4eh0OORCyzcZaTpz6Y9PeuqhUdGipLUjEUKGIp8tP4n17ef3FPUJLvUoZppI1WJnjBYL/tDvWrqH2mXSdUiEm6cNsRn6AAjmsXVL1/7HvVRyAE3qo6ZUg/0qe51AxWt3csDIvklioON3etFV5lGTXU8p5fPDXjza6sbb6ov2/TbEylorYjc7H7zBSXb+lPvrtJrdpYWyDyCD27GsnQLe21HUZL27jUbF2+WrZSQltpIPp0/OtW9sLew0maG1Qqj5cbm3MCOOtemr21OlODimlZ6f8AB/E4e+ur/UfEUt7PM8nlLFa+Yx+7nJxXRXLGeWSC2nZLhVBDIcPGccGuP024kuNWjt5SFinvwTkdSFCfoDXY63pUNkVutKvAZJ/llHmglsDArkxEtNNzNVvZXb2M+Q3GqauNH1PfdTTII128Fg3HA6A5q1cR3fw9/tHRrSdngu4UZHxglMhiyH15IPHpSarY3cVtYa7b8XliVZyp7qQf8/Wu6vh4e8Q3NrfTkzCImX7OpywRiDjjkCsqNVU077nfXo+3hGpDVMydK8VWvifTotPvLT/T44Q0l1IojWRl4+93Jz6U6XR31fVY4pWVIYlUnJ4XPp7118miaOgea0to47Y8pgDG3HXJ5rw+TXNXi1CZ0v5gJG3FVOFb8KxVSNaUkv63OarlsqyVtkeuazaR6VamawtbeRMBXAzlffA4xXI3kkB0B7uOBo5rK5jumA5BQNhsfgTxU9vrt7caTbYGLiRCrtjr2z+NXDol23hvUZLyV900RREJPcV1Skm/dZ4zlUWKtb4dH2KNlpcz3l/bMrKPs7tGwHXkAEVZhkg0/wAQeXcRPJI9qqRtIcEZ2tgMMAnAOaS11todDsJVkVTNp6b1z1C8uB75UflWJ4svHH2OSOSWQRukhRTwvb8OCfzrpw6tC3U9qpWlVl7SS/pG/DeW/n30atH5xtJXZexbbXBaPHarZzRNGqtGXLt6/O1WGla3ikleVETacIp4XPbNcte6iY/tUtuW/ftyMd+D/jU1qntHZHX7GFFqUtb/AOR2SQXWmyxy20h2Ak4HTBHII9KrNeNNdzNdkmWRt5fruPYVFpniZJrSNG+aZ8II/VulWbq3H2hmjG7aVRsf3j2FYQqyg7MValTkrxPRIEu9D8J2y29lFcSyfv545GPyA429P59q4972a4vLuaTTLe1llwrLEDksCfmOe/OAR61Z0nU73RZnv4/MnkSIoYi/Dr/d5447VPqk0uqm21G0jWOSQb5oY+CjHoDnjg85FY1HGpVU0vI4qtKUKXLI57UhKt5C8D+SUYCRVbJdXB49ug6+tTajcTXOguYw/l26xyDe245V85H5njtVfUXWG3jlYESvIVOeFx9Pc/lk102i2a6hp08cigxyxbAVHJJHerSkpq2wrYeOFbmve6FO10eHU9MuZZnhLKPkWVvlJb+p6A9iansLeHQBDNYxKsLRtGysRvD53cueTkjbip9E+wXPh2wtHV31E3CQyDP3ZEfb+XeptUspNPjkuBHNcgXgkaIDeBjDZIx0G0/XJrrw+iaOTDbcr6GfpMGp209xDqRcLckEhpvM3N1Zh6AgqMeorETSk0jxq1o82EjEdyG/3WIwf++q6jUPEEEsYnjZZC43osQ4UHPPtnj8q57xLeovjFryOUPDOoRW7cFTgfmfyrWrOMYqUdzreG9snF/C1b79DX1LUbG/tpYBIrSjBTII+b6msy8tIZb+fUWBYxovkjPsNwFSRx2mpmYIQGR9oP4VRvYZ7QAMzEKeCDXBXryrVFN6GeEyKjgoOEJNrzJ7+4W50WGfTWZv3gLsmcgY6EduazYLi6l8QWMGGG6TByecDktSmzt2ZZbY3VpOR8/kP8r+/qPoc1c0pDp2vaddyRm4mDNgs293XHPNY1JKMZWfQurUtFRktEejrq9tNbXCwyhphHnaeorDaPdA8gblBuOe4q14e0JGS7vZy6gAwwEY/wCBH3HGKpXVs8RCBtwK5Ck9B6YpYq9Rxm1dWLy3E2oqMnZ/oNVvMtJC4JDKY/fnofwIq1dSx3V5ZlmVliPXoSQDUltauliWlQBmDED6DH9axNV1GNvEUEtu7RpiJnRFwD8ozx9RV4NtL3gxnJKonfS2/wDX3GzrOrLb6RDF9nYqoxt3YyPr27VxVxr7Wv8AaaMA5njMR5yMHnI+lT+Ir+W9mdFkZfNbbHn3P/165DXtJm06fyPthkJG/PYj+lehUn0TKw8XFylJaaGbNqrwShQRt80MMegP/wBeukiv4r2LBwSqZJ9K4uSPyRDKwyjSMCD2xitTSpFjaVQ3yMwOD7CsJwVroqFVu66HX6Xqt7aW0tpCwaJ8FkcZGeuR6GvQbFY9ft4icLLGhJDdSeuM157oO29uGwPkB6nqx7mtPSjczeM59NGr3FkgEhi8pd25lQsF9AODyfT3rirUnU91Izq4OlOPOzs/DviC81G+1uxucKLKRIIlAx8uTnPvxVnVULAnKhXHVjjBrkPB+tRNcahe3twxkn8vzGb1APXHsa6PVZhcX5wf3YUbcdMVpXjTjh0kuvQvLqlpyjfYxVsJYtQtywintmk2yAngg8Vo+KNGWznmiRA1qGU4XgY4I/Dmq67or3yM5wRkjpzXQ6hfxXOmpM3LOro24cHacfyxU4e0ouD3Qsz5qiUk99DD06whlhWRI5PLnPlr5RxznoB65PWoZtFitL62sbUzCGU9JTn5jgHH8/xq+syCxiki82MxTL5YHAycfkM/zqncaubbxJaiWNsRsJCJDyduM4/IivYjZfEclNt+6jgLuwFhq+lvG7GOCd5JX2/d/eZ/HpW9KltrYZ7V08zccqRtOfXFYt9qtsL4Rn5QkbuxP8RJ3A/0qYWmY47q1bBKgnafUV509fiN6+XqrH3XqdFosgthLbXkkbhh5YQturO1jw3Ppkceq6TcMI3c4AO1l5OMHuOKd4V1O2ttZX7bIq7VKruGBzjvWv4hmktfDs0MMhX/AEhRCwP8JYng/jXmui41XNPfTyMMHisZg4uMV5dzb8D6bc/Y7i/1O+kuJJ0MSxM+5Y19fqawLP4evLGt7e38P2duUWAEs354xVPUtYutB0C2l0vXdRaN7o237+JUWchNzPEBztU4U7v7w9wO5siy6ZZwvn5IzuHuTn/Cu6hQkm1I7YY+s58snbm3+XY5+6WPT7RIlVFI+X5fTtUVvqE7I0PmsYgA20nIzn/9dT6nbLMxiadEYHjvms2xtZ7e4nilkQqwBQgcmuGlGTlbqehVVKNHToV9Btra+0m0s5W2zxiXynHUDeQfxrI1pZDqH9nlpHidghmY/MQWwBXRxKFvPtaxxwDyWdNqbV44yB9asXlnDPY3N/5UMjwoXYY5z0BA9jzXr0JNJr1PBp4jmbc9lscp4u0/S7AQxW6fJg9TyCuOf1rz3UJn8zfGTsJGAetbevas+oMXYkMgKsuMYJrNj8ueNQ33h0pR01PTxE1J2jsMsrlV1GK4Xh1GfxrsbXUmcqkWFlYYLt/yzz1Pux/Sudg0Yxp9pRRvXtWjo9s89+m/oD0HSoqWepNNtaM9P0+GGO1hPBClSSe/PNaevXCwXVrbWUEc7TRyyK33sFV+T2wSetcZpkwvPFT6Ve6ndWttI+xHiljjWP1LF+MYzx1JwK07ee/T+07GWS5xZ4giE4UPEoJGDjgHgdMiuf2LU1VvtcnG4mMKLstV/mcbeTX9/ew2Rkef7OWLMyAGQ5J5AyOPmAIPSvRvC2o2uleZp0ibQkYdpWXAZjycZ5PHX8Kv6F4USHR5JZbeNrmQh41Y4x35I6Z/wrFnvbS51dYry0MJjYrkOTjHY+oyK6fat010bPDlXcEpT3ZTjv4tJ8c3kToFs4rsXvAwTlOmfTcKt61qKX1rd3AQx+ZJiNY2O1uBzn6H8zWR4sHl+LSxjIEtkpb8G/8Ar1Sv3lXS4GgLGTZwjN8ignjj8avD1Yt6bPU9ydGHsY1I76r8zKtpk+zrb3Mgja3LARqeQM9z3rK1LUlu3BTHlKx2ufXFdjpKWkHhC6nlhT7TI8jmTvlQcc159qEv2ljGEHGGYrwc0pe9NvodDk40Ix/ruSaXrU+mzSzM2+F3zx2NdjZXv2/T1lmYAzHc3/TOMf1/xrzFfNgiZCCVPpzXUaZeSwQK64AIBAboPQn/AAqKsOqM6dZ2sztbGyJm2Z/efe290HbPvUf2n7D4ytHjRUe1Qy46BxhtwA9elU7e8mttAmureWRZmmXdMfvNk81F4u0fVdI0vRtVvZrv7dcs+8bMfZ1GwqrHH3iGzjt+BrldD2id9noZ4t+4rbp3PTFuHS1lUYCxQkovYV58JXu9QeaZt7kjr0H0ooruxOkdP62Pk6rbsdpBmB2hQkoqgAMc9a4S7dzqzsXOVdlHsAOBRRUT3R7lDXCr1/UZenZCjjlkIdSfXGa5TxBcSS6oyO2QAo/DJooqvtHo/YfyMq8TCMuTtXkDtn1pdNXHmjJwSB/Oiir+yY9Tu/CAy7Gob/UZ9L8XXF/b7fOikYLvGR8y7Tx9GNFFc3VnS/4SG+HYw8d8CxABVRj8RXpeu2cen3ccEBcRiJQAT0GAcUUVhW/hP5HlZf8A73U/ruZlj897huec5q3r7G38NiSL5XWckH6pk/yooqcD8cj08Zr7NP8AmX5lKa4ePRbKRdoMiKzDHGQAf51xmpardXV5cTSuC6FlU46D0oor1KnwIww6/fP5nD3txJKJCzcg4/Dmug0S/uBpyLv44X+lFFZVPgNabfOzVuEVL59o74q5eSunhwxB2KB1YAnoc0UVx1leK9UaxXxfMZ4g1wa2mnNNpenwyQ7Io5IEcFYwD8gBYgDJz06816lbsVQsOoQ49uKKK76W0vRfqeU/94h8zl5OVZySWJzmltyS6k9Vbj8jRRXhw+Nep9DW+FieIp5LfT7VIiAAijp1BGf51Dp0sk1hrCO5xHCWXH0NFFe1E+bt7hxGq2kMjTSFMEgEgcAmuf8AKWG6VEzjAPNFFLudlH4Edfa825HbFLoij7d070UVzPZnoS3RNd6udL1e/jNhY3kUsoYx3cO8BlHBBBBHU5GcHuDVEeKtV+zXupvMr3U9yjyMyDBPzHp0x049qKK13SOCsk5Wfc7vwp4hv9YtpnumQMoDDy128n2pmrXsp1oLtjyQoLbASc8E896KKup/CR4GYe7XkltcsTRLN/aV3N+9mhgECM/PyE5/mKZY2NuYJQ0e4KqgZ54xRRWNJJKyPSozk0k30/U5bxWRaGazt1EcHlglV7k5zXAROwunOepoorWPU9S79nA0re3jluFDLxjtTpYES4KjJUEcE0UVLB7HWTxqnhM7eP3kf86wtV13Ur7TbewuruaWC2kaRPMkZiS+M5yecY49Mn1ooqafwhX2P//Z", 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", 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", "info": {"video_id": "155821", "label": "moving glass piece 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": "b7a7c7acff36e6f3cbded1e5f264861b8d2fa6c9b61b89dfb0aa3bf8c169db37"}