Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files
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"
这个图像的扫描平面是什么?
横断面
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"
图像在身体里代表什么?
头部
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"
图中是什么器官系统?
头部
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"
图中脑部是否存在疾病?
不存在
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"
这张图片的拍摄是通过核磁共振吗?
是的
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"
这是T1加权的核磁共振图像吗?
是的
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"
这个图像属于哪一个扫描平面?
横断面
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"
图像中的器官是否存在于头部?
是的
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"
图中是什么器官系统?
头部
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"
图中脑部是异常的吗?
不是
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/4JVftQ6lYxalr0uiaJLLFvi0vULoi6lwOVCKOGH9081zPxT/AGcvib8CcnxlbIY87RcW2fkcjgODypPbNAHEwnDyIHJXaSFfjBHpWdFc/Z9sq3G0B/mB68delLa3DzTb2AJ5GTwRUbW0ckzQyFD+84wcUAN8Q+MJZprfTNMt5ZWmkKiRUOBx/P3qnrXhu3t9EuJtZnIzGzStK5ZQMc9eMV1dgNMtbVIolSJgAVJIrC+LM9rP4Nv7eKYEvbFVjUjLEnnB9aAPx8/bm+DGj/BP9oLUNI8MGJdH1q3TV9JgiwPs8UzOrRbVRVRVljlCKuQI/LySc14/X15/wVY8JHw63w+1C7tVN3d2moo93JAqzNGhtmSJ2HLBDI5AzgGRiPvGvkOgAooooAKKKKACiiigAooooAKKKKACiiigAr93v2dvD9x4f+Afg/4V+KLeE33h/wAK6fpeobCWRpILaOJipIBKEqSCQOMcCvxO+AXiPQvB3x18FeLvFGp/YtM0rxbpt5qN55LSeRBFdRvJJtQFm2qpOFBJxgAmv3SEWq2aoNRiRmjXaJ4/4h70Aea+OPCGt/BLWz4x8JwtJo0s2dQ08DKrk/fUdj9K7rw74i0vxJpEWs6Reo0U8eVBfoe4q5p2sad4mtbnw/qoSQjMYDHIkQ+ted6/8C7rw+s9z4N8UyafC2WaB3yqknPyA0AehRCNiWZElXIG5WDYNOmtbe2mjCWxAJwfl55rzT4MaX490XxLMfEWqyXtpcRFQ5GFUjofrXp0E7Ryr9rlBOBkn+IUAW23C2ZXUZAGMe1YWuXKvCXnBBC5UZx3rbubmNY5AycMRtYVyviy9tFUQ3qunmJgFjgfgaAPPfjR4zs7bQZvDmmssl3cKBsznYGZVyfTrX6K/wDBOXQ9vjT4lfF7UNUi0tNK0O00nTdSzh4bvyYwNjdsJ1Nfm3468Nadeyw2wIEjXMUYJ+9zKvU/Sv0B/Yp8bR+MfgD8SvhT4fVJtebxH9pNuPvGDYF34HJHGCR0oA8G/bU/a++IXiH4pXw07xPqF3BotyUtr+zv2T588yhs5J4qb9j743+JviFq2r/Dj4naxe6xovjl0sJry+c3E9tc43RTgsSVw3BPpWJ+3Z+zR418AXtn8Q77TUtdHvYUjuE022YRK/Yc9T71hfsw+MtR8C6vDc6F4ftkhi2yyJInzylTnduPQkelAD9b0fUvCfjXUPCmrBvtNndvC5U55U4z9COaqXmo2tpcCJ2UF2yHxzmuh+PE1vdfF7VPEVpiP+0Cl0yM33A4zj8K5SWWJ7mOSPaQW6+n0oA07zwvpOurHc3V/coFI3JDcFQ2OQCK1NO0DSbZdkVjE5HGX+bj8aowWMDBXE5GSDtD8VZnu20q3EyxZB6kHp9aAPz7/wCC3sSWviH4f2kNu8cax6qyhjxk/Y849uK+Ea+7P+C3fiHR9U1/4d6Vb6nayX9tbapNd2sU6tLFHI1oI3dRyqsY5AD0JRgPumvhOgAooooAKKKKACiiigAooooAKKKKACiiigAr9ev+Cen7UPi/9qD9muxsGu4bnxP4XRNJ8RT3l3vmn2riC6YNI8jGWIDdK+N80c+0YWvyFr1T9jf9p/X/ANkr422vxQ0mGSezms5dP1uyiWPfcWkhViFLg4KyJFKACpYxBCyqzUAfrTqWj+N/BeqLq1/NHJGTuYxKflOfWu9lsoPGfhlZjIrSFVZWQ+nOKw/C/wAT/DvxY8Dab4t8PXkV9Y6np8N3CWjZGaKVA6na2GAIIPIBGecU/wAO6tJ4aneOGCQ2rtgof4f/AK1AG3d3NvaxqFaOBFX545Djb7Y71Xsb7V57qF5dJRLWRsB5JPnHo209q1YZre8hFzdIgVBkSGMMVH9Kht5dO1OR5bW9WcDoUbleetAEV4jPcmFWBUtjHPNYGsfYtRluLO+hH7sbWjk5+hrqmt98BkkOGDYGOK5D4ieCNa1lhqPhzXmtbpEwAYwyv9aAPM/iB4fupvFvh99PvXXZr1oPLU8Sp5nKsO44r0X4QfEX4n/B34lw/E3wtctDqNpqE37yzfAmhMpBjkXuCO1eNyal4os/iXpdn4xmuodTsr4SRQBFMEiqpYPu/pivXvh1c32oaBp+o3ka/wCkRGRjjn5mJzQB9uL8V/CH7Y+l6db+PF1O8s7UAw6NKoSCF8fMyhOvsTSfFL4YfBLwnp9jew+Ek02LTE8yJJocidQODvHXnrmvI/gj8ZvCfwssUkl0+5aaAMRswyEn0P8AjXOfG/476t8So5LDSYZre0eQ7w75kfPO3PQCgDzLxBrUvjXxjqOs377xNckoucKqg4AHsBXN+PvFumeCrYalfRvIPNWK3SMZMsjHCqKt6JpGqwX091cyxqhblI8kgduaf4s8Nvrl7ZmGWN/s5DrE6g/P2/GgDkbT4w/EIyvBd+GYoj5pRA8ZDL7e5rWudV+I2r6fsuLpYo25MhOCSeyiut0fSbTUbWLUb632EIWKyRDcpBx19Kj1bxN8N9A8Max4s17U/s+n6FYz3urXSq8nkwQxtJI+1QWbCqThQScYAJoA/Kf/AIKW+L5PEv7UF3osumNbv4e0a005nefeZyytdGToNv8Ax87cc/cznnA8Ars/2iPimfjZ8cfFPxSSS4NtrGsSy6ct3BHHLHZqdltG6x5UMkKxqSCclSSzEljxlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB9Bfsb/ty67+zpv8ABvjL+0NQ8LsJJbJLEq1zpdwctmEOyq0Tt9+IsoBbzFIO9Zf0h+FP7Q/hP4i+F7TXbTWre+s76JZLS9tmJWdCSCQDgqwIKsrAMrAqQCCB+LlfT/7BfxzvYreb4Ka3eCRYfOu/DnnysTG0mBLEmX6A/vlRF6tOzHmgD9StO1qy1nSJW0u+RVXI4fqBWh8PLfS5NCCWgTfHuEpUgEnJzn1rzrwn8H5ZvCNvpul+MrtftECmbypSCTjJP516H8MfCVn8OfD50d7qa4beXaWZ8tlvrQBv62kFrbCKSYIUAZvm9R615v4h+Icnh7XTYZjlhkBO7dnOK7zxj4Ug8W2MZnu5BGjBpEjbbv8AQE14P+09bJ4MTT47NZAtwrLCFOfmHXNAGN8VfGkt18S9J12ARn7Hp1w75QHPyEDI9q9X+GeuW3iXwTp+oRQ7P9GUkgYHToBXy9pk3irTtUXVNZs2aK9HlO0ik7YyRnHpxX1v4ZvvCbaFbR6fe28NvFCqqigLjAFAFuytHnmN1NIzE8ohGFA9/es7xRqxtgNM0CLzryduNoyIB3dvb0FdHoktldwtBFeRs4Unyg3zHPTGKyNaTS7KVnur1IzGNzJ5gXI7lvSgDkbjwnrFnNHrvhXU5hfZ23cN+zGC5Q9cj+Fu4IFbOkx6tPe5uUtw4Xn7NuIBHuQM1zukeJPiLrEE/iDwve2s1i0pW2s7hCflU43bx610Gh3fipdNd7gxCVjlo0UhVPpknNAFX4t+LL7wj4ZkksoHeR0z8i9scgD2r8yP28v2q/EnjvW5vgp4U8QSx+HrNkfXIoSB9uvQ2/Y7Kx3xxfJ8hC4lViwJSMr+l3xW+IHgTwV8KNb8ffFCVV0vQdNku7k70WSQhflhj8x0VpJGxGilhud1XOTX4hXt7ealeS6jqN3LcXFxK0k880hd5HY5ZmY8kkkkk8kmgCKiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKt6FreqeGdcs/EeiXXkXun3cdzZzbFby5Y2DI2GBBwwBwQR61UooA/U39gP9tXwp8aNBXTtUuPsHiTTYgdU0sznYy8D7TDuOWiJIBHJjJCtkFHf6t13Vk/4RqPWY5gzSMqRsBxyetfgXYX9/pV/Bqml3s1tdW0yy21zbyFJIpFIKurDlWBAII5BFfo1+zT/AMFSPgr41+D2lfBP4xz6l4Y8R6bp1pZW3iLUrs3dpqcsSQRCaWcAPBLI5kdvNUxIqEtPk4oA+87KeW90ZRayDzBGCAe/rXJ6n4K0vxHqv2vxZZRzpaAm03sD8x6kis3wp8Q0sYbKG+fa3miKVXGME9Dj61s+KdQhttKe+81uZM4j64zkn26UAcF8Z/A1kmlxtpun28YeSK1DlT8iyNj5QO+PWqGq/CfULCzS58Ia1cK0YACMxKnt0PWvIf20P+CkHwy+Fun+H/BHg68tfEGtt4gNz4jt7GZZTp1pEJI9jSK21LnzQp8k5IWNw/l742Ppf7Pn7WXgn45eCI/GPhvxPpjeVbxtd6WsoN1ZOxYBJo85jOUcA/dbaSpYYJAPSPhT4c1zwlYT+JPGOpCSeU5GV27eMBR61zMi6X498WapoN1ardQS/MJXBKc8FQam+LPxX8FaV8L5fEHxA8c6boVrMTBa3WoahHbrJKysyorOQGchWIUckKfQ15D8MP22v2c/CfhqefxP8VtCWSyhZpDDqcUryKoJyiIxZyQPuqCSeACaAPdbybTfhJ4F8yDTXeKAYjhhOOOwAPWvHPiH+3dZ/Djw3qniS/8AA0pgsLGaaOC8uBAJpVUlIw5Ugb32qDgnLDAJ4rJ8Vf8ABW79j7TPD6XT6tq/iKV7gRnTdK0OQSIuGPmE3QhTaMAYDFssPlIyR8IftV/tufE/9qu4XS9e0jStF8O2t79o07Q9NtFJjZTKEkluGHmSSCOUo20pG20MI1NADv2wv22fiF+1xr9t/aWnjQvDmn7X0/w3bXZlQT7cPcSvtXzZDlgp2gIh2qMtIz+L0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGl4W8Z+MPA2otrHgnxXqWj3bxGJ7rSr6S3kZCQxUtGQSMqpx0yoParnjb4qfE/4li1X4j/EfXvEAsd/2Ia3rE939n37d+zzWbZu2LnGM7RnoKwaKACiiigCW9vbzUryXUdRu5bi4uJWknnmkLvI7HLMzHkkkkknkk1FRRQAUUUUAFFFFABRRRQ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这是核磁共振扫描吗?
是的
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这个图像是用什么样的权重生成的,t1还是t2?
T1
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/4JVftQ6lYxalr0uiaJLLFvi0vULoi6lwOVCKOGH9081zPxT/AGcvib8CcnxlbIY87RcW2fkcjgODypPbNAHEwnDyIHJXaSFfjBHpWdFc/Z9sq3G0B/mB68delLa3DzTb2AJ5GTwRUbW0ckzQyFD+84wcUAN8Q+MJZprfTNMt5ZWmkKiRUOBx/P3qnrXhu3t9EuJtZnIzGzStK5ZQMc9eMV1dgNMtbVIolSJgAVJIrC+LM9rP4Nv7eKYEvbFVjUjLEnnB9aAPx8/bm+DGj/BP9oLUNI8MGJdH1q3TV9JgiwPs8UzOrRbVRVRVljlCKuQI/LySc14/X15/wVY8JHw63w+1C7tVN3d2moo93JAqzNGhtmSJ2HLBDI5AzgGRiPvGvkOgAooooAKKKKACiiigAooooAKKKKACiiigAr93v2dvD9x4f+Afg/4V+KLeE33h/wAK6fpeobCWRpILaOJipIBKEqSCQOMcCvxO+AXiPQvB3x18FeLvFGp/YtM0rxbpt5qN55LSeRBFdRvJJtQFm2qpOFBJxgAmv3SEWq2aoNRiRmjXaJ4/4h70Aea+OPCGt/BLWz4x8JwtJo0s2dQ08DKrk/fUdj9K7rw74i0vxJpEWs6Reo0U8eVBfoe4q5p2sad4mtbnw/qoSQjMYDHIkQ+ted6/8C7rw+s9z4N8UyafC2WaB3yqknPyA0AehRCNiWZElXIG5WDYNOmtbe2mjCWxAJwfl55rzT4MaX490XxLMfEWqyXtpcRFQ5GFUjofrXp0E7Ryr9rlBOBkn+IUAW23C2ZXUZAGMe1YWuXKvCXnBBC5UZx3rbubmNY5AycMRtYVyviy9tFUQ3qunmJgFjgfgaAPPfjR4zs7bQZvDmmssl3cKBsznYGZVyfTrX6K/wDBOXQ9vjT4lfF7UNUi0tNK0O00nTdSzh4bvyYwNjdsJ1Nfm3468Nadeyw2wIEjXMUYJ+9zKvU/Sv0B/Yp8bR+MfgD8SvhT4fVJtebxH9pNuPvGDYF34HJHGCR0oA8G/bU/a++IXiH4pXw07xPqF3BotyUtr+zv2T588yhs5J4qb9j743+JviFq2r/Dj4naxe6xovjl0sJry+c3E9tc43RTgsSVw3BPpWJ+3Z+zR418AXtn8Q77TUtdHvYUjuE022YRK/Yc9T71hfsw+MtR8C6vDc6F4ftkhi2yyJInzylTnduPQkelAD9b0fUvCfjXUPCmrBvtNndvC5U55U4z9COaqXmo2tpcCJ2UF2yHxzmuh+PE1vdfF7VPEVpiP+0Cl0yM33A4zj8K5SWWJ7mOSPaQW6+n0oA07zwvpOurHc3V/coFI3JDcFQ2OQCK1NO0DSbZdkVjE5HGX+bj8aowWMDBXE5GSDtD8VZnu20q3EyxZB6kHp9aAPz7/wCC3sSWviH4f2kNu8cax6qyhjxk/Y849uK+Ea+7P+C3fiHR9U1/4d6Vb6nayX9tbapNd2sU6tLFHI1oI3dRyqsY5AD0JRgPumvhOgAooooAKKKKACiiigAooooAKKKKACiiigAr9ev+Cen7UPi/9qD9muxsGu4bnxP4XRNJ8RT3l3vmn2riC6YNI8jGWIDdK+N80c+0YWvyFr1T9jf9p/X/ANkr422vxQ0mGSezms5dP1uyiWPfcWkhViFLg4KyJFKACpYxBCyqzUAfrTqWj+N/BeqLq1/NHJGTuYxKflOfWu9lsoPGfhlZjIrSFVZWQ+nOKw/C/wAT/DvxY8Dab4t8PXkV9Y6np8N3CWjZGaKVA6na2GAIIPIBGecU/wAO6tJ4aneOGCQ2rtgof4f/AK1AG3d3NvaxqFaOBFX545Djb7Y71Xsb7V57qF5dJRLWRsB5JPnHo209q1YZre8hFzdIgVBkSGMMVH9Kht5dO1OR5bW9WcDoUbleetAEV4jPcmFWBUtjHPNYGsfYtRluLO+hH7sbWjk5+hrqmt98BkkOGDYGOK5D4ieCNa1lhqPhzXmtbpEwAYwyv9aAPM/iB4fupvFvh99PvXXZr1oPLU8Sp5nKsO44r0X4QfEX4n/B34lw/E3wtctDqNpqE37yzfAmhMpBjkXuCO1eNyal4os/iXpdn4xmuodTsr4SRQBFMEiqpYPu/pivXvh1c32oaBp+o3ka/wCkRGRjjn5mJzQB9uL8V/CH7Y+l6db+PF1O8s7UAw6NKoSCF8fMyhOvsTSfFL4YfBLwnp9jew+Ek02LTE8yJJocidQODvHXnrmvI/gj8ZvCfwssUkl0+5aaAMRswyEn0P8AjXOfG/476t8So5LDSYZre0eQ7w75kfPO3PQCgDzLxBrUvjXxjqOs377xNckoucKqg4AHsBXN+PvFumeCrYalfRvIPNWK3SMZMsjHCqKt6JpGqwX091cyxqhblI8kgduaf4s8Nvrl7ZmGWN/s5DrE6g/P2/GgDkbT4w/EIyvBd+GYoj5pRA8ZDL7e5rWudV+I2r6fsuLpYo25MhOCSeyiut0fSbTUbWLUb632EIWKyRDcpBx19Kj1bxN8N9A8Max4s17U/s+n6FYz3urXSq8nkwQxtJI+1QWbCqThQScYAJoA/Kf/AIKW+L5PEv7UF3osumNbv4e0a005nefeZyytdGToNv8Ax87cc/cznnA8Ars/2iPimfjZ8cfFPxSSS4NtrGsSy6ct3BHHLHZqdltG6x5UMkKxqSCclSSzEljxlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB9Bfsb/ty67+zpv8ABvjL+0NQ8LsJJbJLEq1zpdwctmEOyq0Tt9+IsoBbzFIO9Zf0h+FP7Q/hP4i+F7TXbTWre+s76JZLS9tmJWdCSCQDgqwIKsrAMrAqQCCB+LlfT/7BfxzvYreb4Ka3eCRYfOu/DnnysTG0mBLEmX6A/vlRF6tOzHmgD9StO1qy1nSJW0u+RVXI4fqBWh8PLfS5NCCWgTfHuEpUgEnJzn1rzrwn8H5ZvCNvpul+MrtftECmbypSCTjJP516H8MfCVn8OfD50d7qa4beXaWZ8tlvrQBv62kFrbCKSYIUAZvm9R615v4h+Icnh7XTYZjlhkBO7dnOK7zxj4Ug8W2MZnu5BGjBpEjbbv8AQE14P+09bJ4MTT47NZAtwrLCFOfmHXNAGN8VfGkt18S9J12ARn7Hp1w75QHPyEDI9q9X+GeuW3iXwTp+oRQ7P9GUkgYHToBXy9pk3irTtUXVNZs2aK9HlO0ik7YyRnHpxX1v4ZvvCbaFbR6fe28NvFCqqigLjAFAFuytHnmN1NIzE8ohGFA9/es7xRqxtgNM0CLzryduNoyIB3dvb0FdHoktldwtBFeRs4Unyg3zHPTGKyNaTS7KVnur1IzGNzJ5gXI7lvSgDkbjwnrFnNHrvhXU5hfZ23cN+zGC5Q9cj+Fu4IFbOkx6tPe5uUtw4Xn7NuIBHuQM1zukeJPiLrEE/iDwve2s1i0pW2s7hCflU43bx610Gh3fipdNd7gxCVjlo0UhVPpknNAFX4t+LL7wj4ZkksoHeR0z8i9scgD2r8yP28v2q/EnjvW5vgp4U8QSx+HrNkfXIoSB9uvQ2/Y7Kx3xxfJ8hC4lViwJSMr+l3xW+IHgTwV8KNb8ffFCVV0vQdNku7k70WSQhflhj8x0VpJGxGilhud1XOTX4hXt7ealeS6jqN3LcXFxK0k880hd5HY5ZmY8kkkkk8kmgCKiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKt6FreqeGdcs/EeiXXkXun3cdzZzbFby5Y2DI2GBBwwBwQR61UooA/U39gP9tXwp8aNBXTtUuPsHiTTYgdU0sznYy8D7TDuOWiJIBHJjJCtkFHf6t13Vk/4RqPWY5gzSMqRsBxyetfgXYX9/pV/Bqml3s1tdW0yy21zbyFJIpFIKurDlWBAII5BFfo1+zT/AMFSPgr41+D2lfBP4xz6l4Y8R6bp1pZW3iLUrs3dpqcsSQRCaWcAPBLI5kdvNUxIqEtPk4oA+87KeW90ZRayDzBGCAe/rXJ6n4K0vxHqv2vxZZRzpaAm03sD8x6kis3wp8Q0sYbKG+fa3miKVXGME9Dj61s+KdQhttKe+81uZM4j64zkn26UAcF8Z/A1kmlxtpun28YeSK1DlT8iyNj5QO+PWqGq/CfULCzS58Ia1cK0YACMxKnt0PWvIf20P+CkHwy+Fun+H/BHg68tfEGtt4gNz4jt7GZZTp1pEJI9jSK21LnzQp8k5IWNw/l742Ppf7Pn7WXgn45eCI/GPhvxPpjeVbxtd6WsoN1ZOxYBJo85jOUcA/dbaSpYYJAPSPhT4c1zwlYT+JPGOpCSeU5GV27eMBR61zMi6X498WapoN1ardQS/MJXBKc8FQam+LPxX8FaV8L5fEHxA8c6boVrMTBa3WoahHbrJKysyorOQGchWIUckKfQ15D8MP22v2c/CfhqefxP8VtCWSyhZpDDqcUryKoJyiIxZyQPuqCSeACaAPdbybTfhJ4F8yDTXeKAYjhhOOOwAPWvHPiH+3dZ/Djw3qniS/8AA0pgsLGaaOC8uBAJpVUlIw5Ugb32qDgnLDAJ4rJ8Vf8ABW79j7TPD6XT6tq/iKV7gRnTdK0OQSIuGPmE3QhTaMAYDFssPlIyR8IftV/tufE/9qu4XS9e0jStF8O2t79o07Q9NtFJjZTKEkluGHmSSCOUo20pG20MI1NADv2wv22fiF+1xr9t/aWnjQvDmn7X0/w3bXZlQT7cPcSvtXzZDlgp2gIh2qMtIz+L0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGl4W8Z+MPA2otrHgnxXqWj3bxGJ7rSr6S3kZCQxUtGQSMqpx0yoParnjb4qfE/4li1X4j/EfXvEAsd/2Ia3rE939n37d+zzWbZu2LnGM7RnoKwaKACiiigCW9vbzUryXUdRu5bi4uJWknnmkLvI7HLMzHkkkkknkk1FRRQAUUUUAFFFFABRRRQ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这个图像的扫描平面是什么?
横断面
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图像在身体里代表什么?
头部
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"
图中哪侧的脑半球是异常的,左侧还是右侧?
左侧
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这张图像是关于头部吗?
是的
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大脑是健康的吗?
不是
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该图像中的增强型脑肿瘤是什么颜色?
白色
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产生图中大脑左侧疾病的主要病因是什么?
脑胚胎组织发育异常,遗传因素,化学因素
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"
这张图片的成像方式是什么?
MRI
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"
图像里包含的区域属于身体哪个部分?
大脑
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"
这张MRI图片用的什么加权方式?
T2
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"
图片主要器官是什么?
大脑
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"
图中最大的器官是什么?
大脑
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图片中包含脑吗?
包含
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"
图片中包含哪些疾病?
脑水肿, 脑瘤
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"
大脑是健康的吗?
不是
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"
异常病变在哪个位置?
右下角
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"
这是CT图像吗?
不是
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"
这个图像是用什么样的权重生成的,t1还是t2?
T1
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"
扫描的是图像的哪个平面,横断面还是冠状面?
横断面
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"
图像中的器官是否存在于颈部?
不是
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"
图中异常位置在哪里?
左叶
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"
图像中的主要器官系统是什么?
头部
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"
图片中包含哪些疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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WxtJtTh8cz3aeTNdAuVYBJiR8vB+9W/Lc3Ta/JcSFwLWJXLhSVTnhQRx0rgidSk0jwdodvAWeBt8+f93jPrivRJdA1DSfDnkz3bssj+fNtPIHbNAH2R4A+Kmh61+yHqXhjQ9KuZtd065sri5SxBSW4txICYgefvDOWr2fX/hp4Z8b/s9658R9R8ZaTZQQa3aWkWq7Ga7jtJ4xgsIyN6xSfKz5yB1r87PAnxf+K/gHUF8Z+B/EEmnXlkqiK4SPKso6Blbhl+orpNF/b5/aa1rxPa6Nf3NvqyvK8celSWipDMz8sdiADvnNAHp3gWx0Pwf8R7r4o215Dr9/JH/Z2nWtpIZn1ieKTgxZ5EOMEntXso8M+B9F8PRftVftM+O9MgMV3NHo3hv7X+8u5CMHYh6CLpg+lfFfwr+Ivxp+CP7UUPjXXPDN5dW12Z4IdJtkUGCKZwZFhJ4jGed5wBivq7xBqvwt+KFgngy/0+0uTbRJJI15suZodp3CMSRsY2fJwxUfWgCh+yX+0T4y+PP7UPin4h6lbyXOg/D/AMEXa6ZCbdUktxIfldFXHJ4yetfJ/wC074w/4Wh8dV1/xRbBrbRpIWC7+jv/ABg+q96+2fhf4N+C37HvxQ8SfErR7a8urPxD4a+zavavcBgHdchcf3RnpXw18UdY8Hax8Z31uw027/sIyPLeKqKZCoyQqqxCjBxyaAPi39vb4K6P8Pvi7L4k8FajqGq22uWj6t4huZlV0sdQnu5i8IZFGI9rQspbqZCMkqceDV9zfE3XNN8T+Ire7vvD6Tpe6bd20qSWMcH2jY2VVlQlW+U4yfvDIxXxl8Q9FtPD3jbU9I08weRFdMYI7aYyLCjfMIizc7kB2MDkhlIycZoAxqKKKACiiigAooooAKKKKACiiigAooooA3Ph1BdTeLrY2mltdsgfCCMMEJUqrnPAAdlOexxjnFfa2qfDltc+BsGq6Hpclpqc1sG1CxkdI1uI4j5heOPblxkjLA8V8cfBvWrrQPGkep2xUbEXzCybgF8xO3fnFfen7SfjDXdJ8P8AhDX7XUV+fTfKsvsqfKnyZZHCk7Q350AeUw674l8RfD/TvD2liK51WK+Q6aZh5k8LO2SEkPzbNoPBJFdFqGr+OdNa68P6cILlb5mg+1lQoQ7f3nA685xXNy+K/DunaNDrPw/0e+03VLiOM30ty/mTKDkFIFx8qZ79a6dvBfxG8O6F4Zk+IoTw03iO/LadqOsqYo7eBQWM7r94LgYzjqaAOo+Gmm+I9B0nTtM1nUvt0NtavEcqSXR+gPXoehruIUSS5keG3QrswMrwHAwRn6dq5Xwle6feWMDTav58ZuZYoLu2DBJxFIYywz1RvvKe4Oa7TTNOOm2/2CO+XybeZ90LMfnJ5BoAuaQ0mlWe1XEqSRbmB6P2wDXB/F74A/Eb9obxPa+F/Alumo6laWLmO2cxp+4TDooH3pPm4zXU/wBtJHbm1VSVZhuTd1ya7CW28MeD9AsPFXhbxds8Q2sm4Pal1aNT/CGPX8KAPHNBg+KeneMYPBnxC+Gy6RdWSbbi5kfGbh0A8tR6ADrXcatqcUd2La3nY+VbozOSFHHBHNYdj4i8ZeIbme48Yas93Kl9NJBLcN8+W/iLdz6VpQXTXE7XMyRsXh8pSQCaANK00zTb+LUJ5YF82LTvNUCTkL3G0HC5616L+wf4F8M2mveJ/iXqCWt3rOi24k0S11FT5DJt+bB/v15ReG+sr59TtlYme38thnPPv6ivd/2VvHOjaJ4N1nwlqtsba+1ARvaXZtS4jYHB+6M4IoAvfHvUL74qPpr+Ifh/pumx2YM0EukqSWRh90tnnn8K8z+DXj+0+EviJY7i0nNtDFNmExZPmknDe31r6i0PSvhnN4F1DwH4x03VPLDF9J8V2184S33D5opoioIGeQRXzz8SvC2jaRqLRwGGeCFebyElvMQdDnrk0Ach8Tfihr1n4XurTUZp5bnVbkTQyGcsSm7OzaenFeb29y8d4loYmuLu4mk8iAKciNh1c9EXtk+lT+Krq4vLkajcs+2OQxxI7HiMnHX1rnpNLh8R6slnqOqTiOGEq8UU5iBjz1UKfmPuc0AecftL+Kofh/4fuItBkgvZPD+oPFEY/nXbcQnIYggkK+0E56ZxXx1eXdxf3ct9dyl5ZpGklc9WYnJP5mvsH9oL9nrxYP2VfFvx78Ha3YxaPp/iS0sdX06eXN4bQv5aScg5DTSRZwRwCM4JB+OqACiiigAooooAKKKKACiiigAooooAKKKKAOh+FeoJp/j/AEwyJIyzXKw7YgpYsxwn3uPv7T9BX6A+CfGNz4S+Hlv8R5fFeqW0S37NqcttAkbz3aDbHbRFt3zY6kACvif9mW/0ex8Y7r1QbppkEH7okhDHMrHOMAb2iyM88dccfSk0uo+LfDnh7wbpimKDRLWaSVz/AMt7yWX5pCPZc/nQB6deftM+IPinFvTUNDtr6CDyJb2+0aI3oi/uLMBs3e+M14f8SvCXiKTXLfUNV1q41GWLCQwXl+07TLuyEIJbg+nA9q3pfhkl3qDLps5sZVuQHa2BdWUnAbHf6VHZ2i61rD+Crm5aCf7SQEuEKCdE/wCWoB4GSOMUAejeFtTmuNOit9T8M3Om6lAwC21/blGjYqMLjgYx04rs9Tv2tYfKyUZ0jP3c4OO59M15N4O8f+Jdc1qe61nT5TFLFGouNjFWMLbAwY/e44zXqM4N3ZG6UFj5YAz1C9eaAKYcLO1xcqO4BWXJVv7xXGCKtJZS3OmQ3GmuZX8hjIRIDiTPPB5PrxWfcebLayRLD+88vagY8DJ9axPFWvr4UsLe4t5mDteIhdT/AKlGdRJz2G3NAG7DeGzgjgngLzK7LIsqbTnGR+B9aktrm0iQzRRtIrxEhWTbsY/XqBXXfFnw+fEGs2fxC+Ffh+4vvCOu6yNI8P6opV42mhs/MkiLrxuLBsd+1cfFFGkVsIW3ILdTIzrjbIc7lx2INAHR+DLtdR0+WG+jLS26K0aFfvn619M/sn6j4V0OwPn6QuqanMxDQpErm1JPGR94/QcV8s6PdtaLLArZbCsrkdh1r0f4R/EvWPhn4iTxPocdtJdgBrea4hyQcZ4GRkj3oA+k/wBqmy8TeB9Ra5vbKz0ePV7VZI5Syb4gR91o16Z9O1fOGuX2m6cTp13f/azOjhJUOAAR39ga0fHvx48a/E7UWu/HV0+oXLTGXz5fuhvTA6YrzzVtUa5llkWICRj9/PT1xigDmvFqvFpIFvA0pEZLHHJIOBWfpJ1qO3TTbl1eC2uVVVlUMwV+cBsZ/Wug1aOE25uAqA/3QuSR/SuYu7m8trsJ9oICSfeA9uKAOf8AiouqWnwi8c6HoepLCNUim06OF5CFkWSM5Jx2Br8/dX0XVdBu/sOr2TQSlA6hsEMp7gjgjgjjuCOoNfcXxe1Oe0sLm4lt5JbKzsbiV4A2GmdkwH/A9vevlL9odbAeJ9LbTo5FRtEQnzXySfPnB+nTpQBwFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAd1+zve6fbfEaKC9mMb3EOLeUgbFdJI5jvOchSkbjgHkjjGSPue78JaN4I10lb+OSPUtLt7y3/hIDNtYYPrn9K/OnQtb1Hw5qkWsaVKEniDBWZAwwylWGD6qSPUZ4wea+3f2WPid/wu34fzX/AIqkc3drEthdyXEgO7ywrKI+4Qh1PYg5HOASAdrqukTWl5a+I9AsoZMoFu4JpXHmhWOGUqQAfapZfDvhPxrcwapfWlwl7YJi3W2kVGaTJ2pIxGdnrjrVzR/CcWk27rZzK8MMjPIsrliAT0BPatGzi0/zWuY51UlR86DPIPFAHPeB/C3juLXNRl8Xaqk1mtlFbaWkBCrbhpcuiIO3v1rtdcutP0KCW9luSkAjb5027fLU85z1470yFvlXZKQy5YuRzmvKf2sfHF/oPg1PD+nMyNqg8u5kC8+UDkqD2yfSgD0bwD4m+F3xc+Hev6s3je00nVDqCWPhbT5pS1xcnPMhVeoODj0rwqXxb4tvfiNqPgWbT3v/ALLe4jgB2i82fejYjsT3HNcjoMdr4E8ML4y07XBDql5cKFiTG+3QcDGe59q9Z/Y48HRXEGp/E3VrXz7iS8Nrpkk0mShyDLIAe+SRmgC9Y+A/2kLjRU0ax8V/2D4dGq/2tD4ZtNbmaO1nxgNErAhHA755rstO0vX9LIstYVpIGkVzdM4JkyOd3o2fzr0r4e/DXxh8VvFmq+G/CotS+jeHb3WZ45Cd08VuNzKgA5IHWuY1uwnu7M6JcSBZdR0+OVCrf89E3oQexFAFbT4Et5t4iEu1SqebnKe2K1YNSuLdow0TKjqo3sMbMHt7e9cN8DdM+KOp+Lzo+vTapPpsIM10sNiksk6oedruMcDsDk1ck+Nfw+1L4j6h4I0jUWw11ssJJYfKDoeDHtJIVwaAOi1q6vU1Z57C6MkEr+YY2OCpxjFR7pPLElwwXdlmO/gH09qkvNFSO6ePO6MRKoycHI/rVcpHcXAw7Kki/NHgY+tADdSubW0sRNdKMOobZHyfxrjdc8VWEMpuLpggaQY9ceprob9k8QTNawXIyzHdlMeUo6c96xdTg8K6bbH7ahuGXJRcABjnHXqaAPMPj98VdB8KeCdV1b7HLK0tv9ltG8rajTP0QFvvfKCxxnAUnBxXxv4h8Saz4ovxqGtXrTOkYjhUn5YowSQijsMkn3JJOSST9P8A7c+taGfg7pOk2M0KzXPifz0txKN4jjt5FJC9SAZByOBkeor5SoAKKKKACiiigAooooAKKKKACiiigAooooAK+h/2D/H8Wnajqvgm8XYqodQgmGFABMcMgYk8/wDLIqoH9/J6V88VtfD3xXL4L8YWGvi4nSCK5QXyW4BaW33DzEwSAcrnGSOcHIIBAB97afqtnqF9rdrda1q0It9Ekk05rGyVxcX+/McDbz8qEdWFVdJ034nRaVFpd5rGnOftTTTXa27M7xsMiI44G08Z9qt6LrOgLpNnr0WoRywTQrItxG4ZXTHDAjqCMHI61tprq+RFqOlrHJDcIXTY+SFHBJHagDW8NwX0du0upuSpZQu9OW45xnoM1yPx5+Gtz468LomlxCe9tW3wRKf9YufmA9662+129/syG5+zBWeHy3cLggDocUvh6++0QLJ12S5GfcYNAHy/4a+AfxU8c6g+l2/hm6t0gJInvZNkSgHsx6/hX1R4A8L6V4E8Daf4Ss4iDZx4YqR80jEMzH1ya0P7YEmlxxFyGt3LKg4KjuAK59PHWmXWsjQ5YJonlVliJUnf+PegDvf2fvGyfDX4v+LfGSeJUsJrv4c6ppVtc5ODcXKnAU9j2rn9JuHu20e7lnLLa6TZo7EZ2ypbhJAT7sM/jXGah4Z0w38Vw93M+4t5bGVtoOOOK1fC39q2ivNfXGy2UDcQeGx25oA7vTP2kvFv7PHh7+1NG8ybTWvy2p20SBsxyrtL9Cdo7gV8pftEzeCf+FmW/jj4c6yLuwvryO5tQHJeFy3zIeAcZPFfSVrcaZrtlJAUSeNhtljde30ryu4/Za8K2niU6vJqs7WMNz5q6eUyUBOcK390HtQB6hHqs0uhWd15TPJNGvzHncdoz+VSS2izJGzjEgjB3Y9qoa5P/Z2nxQqrKXwsQVMmMEY49Mip7h7vTND8203zMsO0CQ8pnv7mgBzrbpGzGFE2qA+zHQ965jXILO0WV1gZwdoEg4A9Kr6oupTLDb2fneYwLO7HAY+lY8/iex8G6TdXPjy/Q2lpG081yYmJjRFLFWVQS3A7DNAHzV+3h4ph1Xxd4d8OQWWxdO0VpDPuP7wySspGMdvK6993tz4RW/8AE34i+IPin4yu/GHiG5dnncra27PlbWAE7IUwAAqg9gMnLHliTgUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH2P+yDrfhTxv8K7OKXV5ZtY0ub7HeadMiiK3RFHkyLhiWV04yQPnR8DAGfdbOx07TbD+1LqZdy5IRVAP0x0r87vgv8AFDUfhH49tfFNoxNs2INTiWIM0tqzqXVckYcbQynI+ZRnjIP2laeNn8daZBrPhUTPZTLGWkeMoJEdQwZQQDggg8gEdOtAHc2nil9Qu3t1t42jyEeMrlgSOCal8N6fqEiuNRhMCNKwAU8n0rO8B6LfLcSXF7CI1DblXHp0z6mk8WeL9RTWo7G00xXTPyFpCNxx90Y6k0AdYiBGXMSnJILAYIGO/rXMeMdLtbokRhYpN58sBiNrgcNx2q94b8RNrmlATwvFOku2aBzyp9CfWpb2wNzdvKm7bgg76AMrwCU8bLplrDIn2hmlRopHwRKikkY/DIqW7SW60MWVsYi5iO4eaMbiSOfp6Vo+BdE8A6F8SNN8UapZyt9muWe5NlL5UsimMrgN0ByRziuej0DxS+pJq7TxGO3uZZI7cpndG0p2qxHVgh5Pc0AdF4QQ6TpSWs8yq4XjB5f3+la08iTwMQyH5hk9d31NcZa3+reJ/E0YsQ9pa28pE+5cO5Bwqey+9djK9vptt9pnjOApyQxwOeTj2oAqzkRSm4mJZVP7tWGcH39qbrPiV9NKL5BCOoIYjqeuKWz1n+1r8WUjwKWiLSKnPlj+EH1JHNR64kcelMLqBW2tiLk8D1J9aAKKeJ9Lubgsw8p413BGwSAeeR7mvC/22fG+h6B8Gp/Dl2N2peJ7tI7KHaT5cEEscskpPQZYIoHU5OOAceu3drot+pgjiMUzsA7yEEKuOSSewHNfD/7T3xOtvid8V7y80affpOmgWWlkEYeOPgyjDEHe2SCOq7c9KAPPKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr2j9lv9pK6+HNzb/D/wAT3C/2NPd5tLmTk2c0jovzMzhUtx87sAMgkt3OfF6KAP0p0bxIJ5D9n12yvYzbLMl5ptwJoJAy5Vkb+IY9K5TXrXU/Hd4PDmnxzW9vDKrXl+CVOw8mJPVm9T0r4x+FHxv8b/CC5l/4Ry6WS0uWDXFlPkoSCMuuD8j4GMjgjGQcDH07+z9+1H4J8d21v4dubmHTfEF1dMXtdSu1SOZ8gJslYBWLbgAnDZBGCACQD2XQtCm0+bZDuR1kBSJz96LbgLn1FXtaa71C3Frpt8sZC7nZME+2a4b4p/tB6H8FdGh1T4kaLqNpcXMxFnZx2372624DGPcQrKoYEnIAyO5AMPw08X6V8XLafxN4a1mR7IXHlxeVJwzBQ211HKnDA7TgjIyKAO28H2Oi+E9R/tC+uriS3v4nhvhEQ7yRYzhd33W3d6Twn4rllcWN/bSK4kIUN1aPPyZ98YzXLeOfjB8LPh5qVhpnjD4kWOnX02oQxxaZPFM8slu5CvOzohjiRWOP3hXIDYJ2nHfWmjQi6f8A0cC5VVkYMCrNERlGwecEUAFslppt9K0FqUIyWJYZfJ7VgfE7xlHo9jEtwcCQ/Km7JcZ5xWtH4nga7NrOCXYDnYQQD+HH0rC1jw3od/GbwxF50Voy0j42DOSo9TQAz4T3MVzavqKvIfNvJGnEnJHHy4/wq9qnjNEZrGWJCXf5EK7iD/j7V822v7b+gfDfxBqOg6H4YuNUs47qcx363qKGkXeqBAAwaJiE/ebgdrE7TgBvHfjR+0J42+NGpF9T8vT9OQsIdMsnYIVL7gZST+9cYUZIA+XIVcnIB7B+1Z+01oK6DN8O/hvqFtdXmoxvDr9/GCy20RAzBFxtJcEh2BJGCvB6fMdFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVe8PeKPE3hG+OqeFPEV9ply0Zja40+7eGQoSCV3IQcEgcewqjRQBY1XV9V12/k1XW9TuLy6lx5tzdzNJI+AAMsxJOAAPoBXs/wABv21/GXwvtovDPjK3m1vSY4Ire2n88i7sokKBAjNxKkcYZViYrwVUOqqAPEKKAPrzUv8AgoX8L38+7svB2uyzvG5Ec1vboszgfu1LCVvLXPBIViByAeleRfGP9sXxz8UtBPhfTNLj0WxuIdl/5FyZJZ8ltyBgqBI2UqCoXcdpBYqxWvIKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q=="
图片中大脑左侧的疾病会给患者带来什么样的症状?
视力障碍,呕吐,耳鸣,颅内压增高
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"
这张图像显示的是哪种类型的成像,核磁共振、CT还是X光?
核磁共振
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"
这张核磁共振图像用的什么加权方式?
T1
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"
这个图像是在哪个平面扫描的?
横断面
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"
这个图像属于身体的哪个部位?
头部
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"
图中脑水肿在哪里?
左叶
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"
这张图像是关于头部吗?
是的
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W9vdQHy5o0Z5IvLIyBtAGBXuP7N37RkXwqvdR+FXxbsHuvD+t3MUIbTRkR9t6lh8pHXFAFb4jXWo/E74vaZeeIPEDt5OozSPFIpYrI3MMQdTnaOvGMYr3e4+K/wAVfiRo/h6y1m9k1i20uM2i6pNpil7ScN9wSDPp1JzXUfAH4XfD/wAf32o6T8NPDmm+LrHTI5ru4vryaOymijB58svljIFzyRjNe4aH8M/hh8PfC994e+Bl7quoaRrOnG8mj1Nop2tZCvzrkAAOpzgigCh4S/avtfHvw5g+A3xG8TJIscckbaxMGJVSuFVh0+U8Z9Kg+Hnw41zUfhC+geL/ABNFJ4Zv4bl/O0bKLatGSqyIvG1T/Ecc189aB8PfEUnjnUfA2kCWd9RO+6g1O0cLNAeFaMjHIJ7Gvrnwp8PNX/Zo/Z0u/BHxG8QJrceuW7w6RpMWoAXGkwrGZH3BidqOcfLk0AfPfwxuvjt8MvGGk/Arw14llmj1bVVuZb1DvhNiG+QqpOMk/jXzL/wXl/Y/8Dat8eJPiF8G/D9nb+K7mKAeI7LToba0g1K4keaW4u5FSNd948kys8rv8yqc5bGfo79qn4oah8J/Dnw98f8AhKxEOu6R4Tg1C/tnOQZZJcJEfbaCcVt+Evi74W/ay8BX8/xC8HaTaeIr7TpLqK/sbNWklI7uXYnA6cCgD8G9W0jVtB1CTStc0u4srqLHm213A0ciZAYZVgCMggj2IqvX1b/wUD+DsCQP8QNIhc3OhXf2TVWZvvWkr/uX5YAbZGZcKpJ84E8JXylQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6N+zDE0PxMsNWjuLd3h1C2jWxdj5k+ZBISBjlB5WGPYunBzx9r6xqOj6v8AELXfE1pZS2Et9qi+XBdTCTDQwLnBXgxE9Mcg9a+L/wBmCze58WXE8MJMkSpiVV+ZAQ4PPoTjP0HpX0x4tvIPBWgaZYqP3pUSQboy2HJyxz70AerafZw3ktsUvI2+1WxEsasCN2N3ymuB8W6HNd+KNI+Ieo3dnBFbvdWlm88wEtw6oWVfLzkD5SATxVz4T+KdR1dVtLxo1ETMyJ5YBGePvelZvx58K315pUepWlvGbiKRrieXblxDDgiIegbvQBtfDuK1t9LtNIEkbXEVqHmYAqDK5Lv9a6aLxEbb7RBbRlZniAlXbySfuqD0A9a4jQ7fd5dzYyu7yNGyKhwCHjDH8q76Gz02KFry4gLo0aKig5LSgZwKAE0trme4HnMsMkEQVZN5Gc9QfUe9O1jSoLmaGX5S0j72dGzuA7Uuq3WkXvmJpiyJcBAVW4I27scgYq/ZQ6VZ32lW+ob5rd50e7WMbXxjJUfjQB4j4QhGr/FzxFrDxtJ/paRgkEkYAGBivSNS0uwgu7HVNQ0cM6oVZl/jwemR0PvVnQvDOg2HiXVL/Q7IwpeXMsihxkqewx3PvTvEyXF3pouLO3ybeNYJXP8AC7dPpmgD3T9n3xl4P+BfitviV4P1F7mLxJ4TlsTYXrApEzZDKT/I9a9m8HR+O9d021034ZaJFetLarNefZJgTGmOUaMHcAf72K8D/Zt+DVn47g0lrm5E8Nsu+9smUlHkzhYgfUn0r6huP2Tr/wAMeKrbxf4B8a6l4Mk1SCPTrhI9VjiuYWGTMkpZl2wheRk5oA4C9+IH/CovEtz4r174Saxod0kIthezwySQxrnJClgM5PpWrrf7en7M/j7RdSvPF3huW3jsrBFeO6nybq5QdW/iCn0r0WCzUfBHUvh5feOrfW7WzvnuE8Q6vqK3UsKRttCICSzo3b0r53/4Ka/scQeGfhfoHxx+HvgaGzTxHoEkV0lm7FXuo+S7Kfu5BzQB85/HD9oU/FjxG39mwNDbTyq4jE/DBeEjTP8ACB2rd+Buu+LvBvxQ0pbiwuLC3/sSWLMqECSBxz94evcV4f8ADjwlqfiOwGv2tpI//COTKs0s8GU87bu2lSQe4r0ew8X/ABMu9MPinxZqrqiqYorSVhiOP1UDJA9s0AYnx/8ADifF/wDt3wNottCbzXLZrayiuB8hugCYieDjBAOcZBAI5r89NW0u/wBD1S50XVbYw3VncPBcwsQSkiMVZeOOCCOK/RLw7c3N/wCONJ1Vrsh1vN6zovRz9w18QfHfwH4t0Xx94l8S6xbo9vJ4nuYpblJlP76R5JAu04bO0E5xjtmgDhKKKKACiiigAooooAKKKKACiiigAooooA+h/wBj9NDOkzT2P2gSRvGmoG5K7RcSSsB5O3kqYlhyG53B+2K90+JOr+KdC0+HUNJS3uYijG5s7mENG6g44PVD9K8D/ZBv00Pw7eSXW1YtVubmCGUx7ik8CW8qEe/ztX0/dJaaxY2Vz9jjkVk8ySCYfKQy5II/3ucUAcf4D8VaJNMZrXw0dPlkEbShbverhjyACMjn3r0a50yHxNoYlEYEx8yJ43OcqwwSfwrzwWFz4XuRCzQhXYsreWFGCc4XPAArsfBOvWstyyecrxygcA559R/hQA3wz4Ym0OKO0VuYAixMB95F4B/LiuxFnGtghmKQxxEtESerDnAqkyzTXgVnC7FPzY4Ip2pedcW6ROzYUELnoPegCvb6dEurG6RwY5bbzY2Yj5WPai1uUVxJdyBwQGPsQcUkk0SWzR2zMNkahUkbJb1xWfHHPbybLmM7FbdKSe5OQKANLSbqO508XVmEjmtpJVYLkiQBuh98Vq/D3SrfxL8S5vA0jrHb+IdKkW0uHb5RcxjcgJ9c1x3h+O/0e+v3FyhjmvTKkABBKMOVODW5pFz9h1OG7t5MXNneJcWrbuUHXK+/t3oA9q+FHxcutA0rQvAIji06YXbfa4b0/Z1N0rbSxk6qQRmvb/iRH+0F8Y/BM3gXXfGkOqut2LgaVI8U1neW6r/DP90zY6Zwa+H/AIi6j4u8ZeL5fEeq65NO80f2mdQApZugYejYHSvSf2Yf2j/D/wAMb3Vm8WX+u3Vzq9lHbQxWkqiJGB+WSQt6ewzQB9MfBL4UaX4i/Z98S3F14XuNGvfD1s0lhAtwPMVA2P3nPTPY9q+mtPvvHngvwNB4w+JPgbw74v0vw74bt7CFLm4jaF/tCAtII2PzFVGC3avCL7xLqGu/s++KLT4T+J98utW0JuLSWATXVxtxlQygFYya+TfHH7eXxD+Cer6t8FvFnw+0jxFqmtWaaeQuoyeVp8RXvEDkSAd6AMbxlq/w58RftEXSfC74dvDZahq81xJaWmoutk+wESYVUGQvPPTivNfi9qUV5rTaXYWogtJm8xYoSeIwSFwevNdT8INL1vQv7d8fX2qQl57ZrTTLSKZiYYn+8VZh1+lcr4zhs2uW1S4mchYljt4V6nHqaAMK3e4t9QgS0LEvMqSMnRGHAwfUV80ftJW+pxeGdfe4vmnhHjxFLHs/kXGf5V9b/CbwdqHxR+Jmh/CjRZrSxm1Pz5/tVzOEjSRBuVSx4BbGK+If2ovFmqXfxX8S+C5rE2Kad4ovRfWaykr9rR/JfOGKuF8tgrYz87880AeaUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6l8CviXpej6KvgnVDbQTQ62uoadc3MoijbfGI545JWbanyxxFcgDh8tkqK+pPAmpXuveF0NwF+0rdNDFaQksXIOMKRycdzXwTX1R+wfaaRc/DzVBqNqrM2sSqrkcgeRDwPSgD2aZdRjR7TXPC1/bxiAnzZ7Y7XHsQSDVeG0t4LqO800HAjUoynHA6DFdFFpcMWn2+20IUfIBGcjGOcY9arQaDeG/RBZeXFglVyDge4oA6WO6jNzHcMw2yWgZ2DckDrXO2HifVvEOn2niaGMx6be/a4LOaVCBLNATlQ3ToDxWs0E0WlyRwgeb9lkWBiB1x09q8p8IXPjk/s26jcSeIorSHwx4oebSklkG55JGbzIkHfOTn60AaGs+NfiZqmoNpul+EsRMdq3a3A5XbkGua1/xx8StG06LxFPdXiGICC5iuIt0RbPHPBH4123wd1i08b6EsOtWbwXUZ2zOsfyOASQVyOlbvirwZouqGK01UzvYmdWultrkxPNHGchN3OM9M4zQB4R4d+Ouu2XiY61fzFo9x82KNvlZhxxXeR/tEyT6dd66+ixmBTHHaRocl5Seea0PEP7Mv7PqfD/4j+PL746/8IpqWm6lZS+BPB2o2kt4/iG0nKCcpcAAK8RLk7vSsX9nzwjdwW2saoNJ027sFuB/Zp1S03i9hjOJHhzwrZ5DUAbKa/4zmsn177LNLdTShmjYlvoOcY4rYnttUWG11uZCIJduWDccHkH0rq10zT9dsW+yr5czKfLjZcDj29hXPyR3Fjcx6a0asJVwyMcAkd6APqH/AIJ8/FHVFPj+N9YaG8t/CLS6OGDsIlVxnO3P1rirzwf4N+Pnxb1rxH4t1TUrTWNL1BZdd8VWdor2l5beX+7hQBfllJwCSckV5F8LP2pPhX8G73xNoWutrseoarpjWdtNosQLJKxwvzEgEeor3Xxn8RfCvhL4ZQeAfhrquo3C3kdpea/JfIim5vwgG75R8u0AcZoAyPjH8UNP1u3s/BHg/SYobTSlEVvMIwrBccsxA5JrybxBokmphPs6xhopAG3N94mtKcOdMDRzMbiXd5h7li2cVzOsS3lndCJYd0hlVGKSE4JPp0oAS20i40bVFnubsxCBHlkaObJCqCTzjIr4s/aHs7OPW9M1lrO4F9rNpNqFxdS3AZZonupki+XbuDARtlizbgUAC7CW+rvi54vudI+Hl/fG48q41QjS7Jn4LAybX2+vGa+Mfitr+o6746v47zXhqFvp9xJZaZLHKHiW1jkYRrFt+XZjLZH3ixY5LEkA5yiiigAooooAKKKKACiiigAooooAKKKKACvfP2IfiA9nq198O73TTJaSZvxcwyESRHMcTjb0cYKHHBGw9c8eB1tfD3x1rfw48WWnivQrmRHgkAnijk2ieIkb4mOCMMOM4ODgjkCgD9CfD99HpKXOnanch0t2VQw4BHUOv4dq24J9OsII9QO2OKcAozD+L3zXCeEvGek+LfDdl4rtLf8Ad31ik7JMQGCsoYBsEjIB5561rQeMBqKLZxRxeWDwzKSox1GcfyoA6a8uJWczLGscgTcdrZH5eteWP4V8L+C9TI1XVbmeS/vze22lSy/6OrE/6wjua9G0u9bWLVZ2hkDxFihPy9/Q1j/EvwtonibSvDckFvHDqi63dafeShv9ZZvGzxyAequFH0JoAXwzq2i373EGna4thOikeXdWrpbkjqN4Bx+VQXGrX1/dxW0Sq0cePOcAhTk8le5/Ks+TxK3h+aPRtQhKtJbBfPIxiUcMpx14AINX9R8T2ljo818XhRY4FeaRmA2jPUetAH0t/wAE/v2efgb+1v4y139lf446Mb2XSIU13Qpba4MdxJag5u4oyOWOwE7a4D9rS18AeEvi/qngr4LOkGg6TqTad4Tlg6R6fEAUf0O47g2ecrUn7A/xv0P4cftk+DvjD/bosYtKh1BLi6hkB3CS3KqD7HPSvNvF3xC03xF4ntLLR7dr9ftV2ZpYVZwHe5kl5I/3vwoAmsfEtnqFsdU0u1+z3dkxW4gRTtnU9LiPd27EVJqU+o+KfDF54f0m1tU1adm+z3coCneB9xWPC7hXO6lrTzTSXunzSsypsbzQQoUNkryOgqVPFq3Xhu6utPujCIFLSSSxjY+O5J6fWgDnP2cvgq+s+NNS8W/FPRLuGLw23FtLDgPf5+SMk9RjB465r17UZUu7oxtEGVWLysMjc/cY9ulc/wCFvidr/wASPD+lGPUlWFYz5kSwAEOON7MOZOOhat63ZkgjcgYb5uPXP9aAGyT2y2wmFvgxsSDiub1iXSZT9xvOjOQQcc/1rU1jVltJRbyXEUETwu8lzO21VZegH94mueTWtL8T2i6pZToUMYZ2ByEPcH3oA+ZP24PH2rnWdK+GNtdOthZ2xvXVX4aSQsmOmQAFY9cHfyOBXgVb3xQ8aTfEP4g6v4ykeQpfXrNbiWNVZIB8sSELxlY1RT1zjJJPJwaACiiigAooooAKKKKACiiigAooooAKKKKACiiigD3v9j7xLZ3EEvhO+uJJTBdPK9tNN8hgdVwUXOcK6sWwMfvF7tX0VYSw6XK9zqdwgij5D7wQyn7vsor4h+EfxHuvhd4zg8SwWySxHbFeIyFm8kyIz7PmUb8Lxk49a+wPDuraT450u08U6Zdw3FjdBXbyWJjYemDyMHIKnkEEEAjFAHofh7Xnu72S1htVaBSFMinKlsZAB707X9KudRhItcRXFs/m2c4AzHJ3H0I4xWRo8szL5FhGLeNGDxpj5ffFdSLmyukVJHEjL8zAHbk4oA5fxF4QbxhpKXEIMN0i4I2/cbup9RmuQg8J+I4JTbap4eS4jJO/Y+VOO/PQY7V65bTEwh0G1m/dtj1PesLxB4V8Qa1by2J1b7NauMOUQb3HcZPQGgDlvBXh/wAK2HiPSr+yha2upbxvISOYEgFSCSBkYrZW50L4e6VLcR7YYYpnMccf32Ysc4x3Jq3oPhmy8Pxp5ixSTKSsThcsFC8KK5DR18TeIL+2utR0VopbSR5hHeOMN8xAx7+xoA6Wz1HV/E2mSXL6Otuk0TFYHbLFeoz9aoaX4L+3aB5/ixRiQFVsI1/d5B+UY7/U11+jp9st47qfTNjsSVjMgBDDrkZ4q1NJZ3AD28hfZGCXkj2kNnBHPGBQBR8PwzQWSNOiRzbBuWNABxwBge1Pvbm8iZooIVAjbKFuAfapJJX02ye8khYlQMLnsTwab9rh1W0LxTp0O5D1U+1AFCG+j1YSRX8LRrs/dKeRx/LmvFf2ovF1h8Nfg/qGm6ZOtvfeJXNlbwR7SfJzmeTa38JTMZYDIMg6dR6vqEGrRxwwJdp+7VmeTOAyDnLemK+Hfj18Vb74t/ES815rt3sIH8jSosnakK8BgCAQXxvORkbsHoKAOLooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACu7+Bvxy1v4P64FcSXWjXMoa/wBPDcg9PNjzwHAxkdGAAPRWXhKKAP0O8FeMfDXjPwpH4n8L30dxDPFujaM8D2IPIYHIIOCCMGq3hvxdLJrQjns2QMCkkrH5ElByNw6gMP1r5Z/Ze/aH8OfB1L/QvFmhzy219Islvf2jktbyHarCRCcPGVGcgbhg4DZG36V0bxn4Z8cW9te+CmN1BqUSslxGCPLQHknP90gjB5BBBwRQB6BDfxtCLyJgAQd0fpzVmaSHWNNe2MnlqyKqurfMOf4feszSbO20bTpFuL3zpFOFZ26gnvTbDxpoRnexDCIrLu+chCSD2Gfu0AUtS8PxaFcvqceuPul+cCSXcFI4yP61YsdR1W2utmracs8aDd9oTAwfcVbuPFF74XiutY0m0iupbvS7i0czRK+I5TyAD0b0PWo9N026s7mC1uL9ne2s0RonHVSvy5Pr70AaS6gdyxtEf3iZZo1BGPQkd/apBsO66CsUAG0N2qK9UWVoftk52uVBKNg89Oo4qNbyG3C27kkONvz560ALq16NTs5IIiVbdgqT2/wrjIre40LXY5B9oSNmPngy5Bz0YKe/vXQakYJbaU21xiRJANhPMjf3RXzJ+0L+18LwXngf4ZHJUCGXxAk4ITr5iW+Bz2Amz/e2D7slAG3+1/8AtEafp2iXPwy8G6la3d/qatDrNzBPv+wQKdpt/l+UyOdwfJyoUjblgV+WqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACtzwX8TPH3w8ulu/Bniq8sCrs3lRybomZl2ktG2UY4x1B6A9QKw6KAPqD4dftjeF73wmB4/1WOy1bzJBMiWkxidc5QrsVz0IHJzkHtjNfxB+2f8ADaw097XQ/B+pazdm4KyT3UiWsTJz80ZG9sZC4VkU4JJwRg/M9FAHffFj9obxv8UIZNC+2T2OhFkaPSBcCQbl5y8m1S/zc4wFGF4yua9e/Zp/bK8OaT4ZXwJ8ZbpLCLS7WH+ytWs7JiZxCqRRwyrEpORGqruC4YJlvn3NJ8x0UAfc/jD9qj4FxJYX0nxEspbe8ZZBHaxzTPEgwSGVELRtyOHAPBHY4xfFv7Z/wPXSbuTSfFF3dzIirbx22lyiRyHGCPMCLwDk7mHAOMnAr4yooA9G+LH7TXxG+J00FrBqVxpGm21nLbR2Nlc7TKk2POE0iBTMG6bWG0KMAZLFvOaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z"
图片中包含哪些疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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"
图中脑水肿是高密度还是低密度?
低密度
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"
该图像中有多少种异常?
3
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"
如何治疗这张图片中脑左侧的疾病?
药物治疗,支持治疗,手术治疗
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"
这是X光吗?
不是
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"
这张核磁共振图像用的什么加权方式?
T1
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"
这个图像的扫描平面是什么?
横断面
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"
图像在身体里代表什么?
头部
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"
图中脑部增强型肿瘤在哪里?
右上叶
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3hlx7YH+NZ2oW0JLMkeUC/MQaAPzW/b48BDwN+0hqc8FvZw22uWdvqVtFZjGNy+XIXGAA7TRSucZzuBJySB4xX1n/AMFTvDzf234S8YWst+0Mlrc2UsLZNrAyMjoy4GBJIHcE5+ZYV4+U18mUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoL/wSW1P7b8CdZ8O6k0jWVp4ynuFjVyBvmsrdGOPXEKflX59V+hn/AASXtEf9nLXp40JkPjScNxkbRZ2uPyLH86APou30prNnhSdwuSURgBk9z+P4Vf0mwubllWxhZ3VuURhknHYHn8qeXtp7J7a4hYMGykynBB9MdxUiW01vAkgkJ2nhh60Aa2kay8IktLiWWGRlw6SKQfyNaFhp1zpjt/YZiVbj/X2s0QkhkPXdtzlW9wRnvmude9v7uILPdPKGXARz0OfWpLC+v9OCu0uQhOxSxIUZoA9H024u5lF1f27LNnB+zqTGwxgDBPb37V9S/sd/tleMfht4SPgk32lte6bIG0OHV/lgkRid8Zk6oRwQOhr5C0LxvJFEqSR4IwG3Dgf4V0trqcWouJImjO8c5NAFr9qnw/8AtJ/GXxL4i+IHiM3O+W7N5cxacx+zRJuwCjd+Md/evmyHQtUvtcMmvb5pAf3jyksSffPNfUOlanqukRy6kdYlgihtyXzLiLb3VgxwQemMVwniXx9+zpJdyX+r6xbaddEgyRwzDYSPY9PpzQBf+E/hewsfh/evAP3tzcRRSLsxhRkn69qu6ra21tZhba1DOx2oq/3vUVwfiD9q34SaUF0fwrq5uEUFlS1QsM45LNwBx6muF0f9p3W/ih4vTwX4W0b7DZSOftF7JIWneMDlU6BM+v3selAHZi2PiHXf7XkkzbWIcQMvO6ToxHsBxTJYtysZFzgD8q1Z4rfSdJWxsgiKIwq4GMe1Z87pZWaK5K4BLkdPqaAMc2jRTEBtwx0Ht+lVLuO1EQkyDltuO3PrWtMsQbzVORk5x6Y4qhLaxMjzzShR1wRy34UAfOX7e/geLxD+z9rN22nJcy6aBdWxmY7bdkbLSALzu8rzAO2SM8Zr856/Tz9sTXrHwx+zb4y1PUrV5I20h7NfJQEiS4IgQ8kfKHkUnuADgE8V+YdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6k/wDBOPwBp3ww/Zb0S5tbuS8bxJPJrV55wUCKSVI49iADIUJEg5Jy248AhR+W1fr1+yXe+b+y38Oo54gBH4PtFjZBg4AJ5HfnPPegD0G78PpsN7YSo0bnOA43D6ioyWt/Mt2iDHurHrU7WLRRRywyqqMTtw+0k+h6/WmXVoU4jcvz26/Xj+dADIoGVwvAyo25PJp1xaTyDgLjjayLxj3q1aWjxYMluwAHyvnkHHHtU9wGSNVkDIc859aAKsVpJCgGckcs3rV+wlns5lIkZuOTxVWIQzzbftIHpnP5cVPE0zO438gfKCME/lQBr32v3erWYsb67eWJUIEbNkc/56V87ftD6TpCX0UdnbxiViSFQchR3x6V7Jq2oHTLQoyMXJwq55//AFVi694O8OarpsuteLNOU6/fxRJbG0QRx28Cn5ty/wAbsOre1AHjH/CvtYh8FafZaXpUsupa7M8kYzhRbxDO3PqTya6f9mjwK0Wrahr987Le6UuJrUqCAj/xAjOcHt71an8W6Rp3jWez1G7mtmFqYLCWKPcIc8HjIxleMil8BvN4Y8TXn2GdoxId25MoSDyBjPFAHq7XM8lopljK8nClcY9RUcxIgSJyqjHTA4+tSa3qt5fTR3VxK8zmEb2lbJJx+tULO7WWMs6bt3C9uO9AEF7KykwF/vEfe/xrK1QS7yYjwRzg1rXy7Zcpgg42gjmqtzPaQBZXlDsMAoV6mgDxf9snwlN4w/Zj8Z6R9sFv5OkG/DGPdkWrrclcZH3vK25zxuzg4wfy/r9Z/jNrvhaL4c+JrvxnZyzaGnh+8OqWVsMSS24ibzI05XDFcgfMOT1HWvyYoAKKKKACiiigAooooAKKKKACiiigAooooAK/Tf8A4Js/FS8+Jv7M9hpWqacLd/C93JoyzxSlhPFGkUsbFTyp2zbSMkfJkYztH5kV96/8Emdf01vhF4i8NJfKLqLxMbieAOCyxyW8So2OoBaJxnvtPoaAPsVULtsLBweQAetXrFtKe3eDUI5/MyPJkhkAx6ggjkVk6dOjETiQrGDgtszg+9XLOd5JThWdydxxyAKAJXjtSwMYMio2QGTBU/TpV2/t94j+XmRN2G4P+NFlbxpK6NHw/AB6A9jVr7LKY0UZZVHOTnnvQBiNDtJ3buTxkDAP4Vp6O72SG5ljEhY7QWYgEY9ByasRWcCuqXKAANjdgZx1qrGwuL+RoHJtlc7FP8Qz60AW5rHRNRlN1f6SImdQEAmYhB7Kf8aq61bJNbtBawRFQCFbycMOwGc5rRiFy+Ll1yDLyxIxj0xWh4u0y4s7TSrpotoudKWZdygeYrMcEflQB8oeLtMn0f4v2em66/lwS30JeVjhRFvBY/kKtaZ8RZvEXxQ1PWjO10Jb9nRnOQ0Qbao+m0DFem/GXwFpniWKDUZkYTwttjkQDv1BPoK8k0HwVc6FczSXCfOCQO30oA951d8SqltJuQRApg8AEd/zpNNtWW3XzAu4HHHJHvS6Y7Xmi2d9Ixcm1QHcuSeKsxwlU8wjBIzjFAFC9jkcsruv3fu5xWZdwIIFBDElshm9K1pYyGLOnyMOCepNZ88MzfuEhyT0AGSaAPLf2kbWGH4C+OFSMqo8HakF9OLaQ9O/1r8rK/VL9qT4h3Hwu+BPibxvayTJPZ6Y0dnNbxo7R3MzLDC5V/lKrJIhYHPyg8HofytoAKKKKACiiigAooooAKKKKACiiigAooooAK9T/Y4+NT/A346ab4gnjtvsOq7dL1Wa6m8sW1vLNEWmD9F2MiucjBVWHGdw8sooA/Z7TbyaUFre42ox3CRX4x/X2rd04xxqFZ13YwzY5Oa+ZP8AgnZ8bk+J/wAC7Xw3qkdvFf8AhMppciQXALyWyRr5EzIeUyuY88hjCxBH3V+jLDM8hiiWRnI43j7v+fWgDo7O5zJGyTKVBw+ec1pxNExkUgYBG33FYWmhUTDsAyDdgLzu9PyrQhvhHnLHfgHJ5AHrigC84L8SQZUkYqN40MYRlChc7UWmtdmNC0rfKo65/M0trrcgG+ydFZkwd6AnB6jnigAlu4xaNFGrKdprU8Uazcapqlvb3eprNBYadbW1sCc+XCq5CDHoSc1zeo3kJJmltFhZz+8ETfIe3C9jS31/aSX0sgaVckDkAnAAHNAC69pFvqSyWIlDJIMxORjH+Bri7zwHex3qi8hJ+bBPByK6+G9jZNkbuwYdDjg565FXpiJEHAJTgOFGfxoAzNL09LHT47NI9uFxkcYqWRAg/eNnI4wvT60s8m+6KkkdjjtUc90kC7Hl5Dc4HX2oAoTESyE7sYPLZGBis3UPNtQzJPkjhWVuMmrd20cYZAB87HGP8ay9TuYlikkYHGMkthgAKAPlb/gqF4/Oh/BnT/BMGreVd+INZUTW4h3faLS3UySfMVIXbMbU9Qx7ZG6vgqvYf23fjt/wvH43Xk2j6iZtB0PdYaMEkzHIFP72cYdkPmPnDrjdGkWRkV49QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAd7+zd8ddY/Z6+KNr480y1SeB0FrqsDRlmktGkjaVU+ZcPhBtJOAQM1+pvwq+JHh34p+BtK+IPhe986x1SzSeHLpvjBHzRybCwDo2UZQTtZSO1fjrXvP7D37Wtv+zn4g1DQPGMt2/hzWWid/IVpPsVyGC+eE3ABTGT5m1WdvLjxnbggH6eNqC29qJFYlGYZbjP5+tSR6tDG7oieXEjZYNy7cdz/SuQ8M+LdJ8RaVFrGmXqXVneIktpNE++OVWAYMpHDKRggjg54q7Pq832uabA3SDJB4DD2+lAHaXF55cT/a4jGQAWSVTn5hkH6Ec1Shu2t0S2ceYVjAheID5ueM+uO1c/pWtzgrMZSGQ7VbdycdP8KvQXolCETmItnBBPHNAG9pF+0WuWkvlLuF0peOaENgg5PBHtVW4u1udQnuo41zLK7Fj0wWJ4H0rQ8JX19Pqcb3QmuriKGSWyTaCzsqn7xOMLjPPPSuY/tNoVLlPMKgsyhup9D60AdLbQj7IJwi+XuIQmQAtj09aRbsK2FG/nGD0zWTZXsr2qSSXALsNxYjAFJNqQWMESY3EjaRQBfMrSF1kjHyqWYBsYrNuJDNM2Q2C3c8j0zTLvVA8P2cggiM5+XGfeqguiSNj4+UdRj2oAtDUIIbe4WdELFP3YkhDfgPSvkT/goZ+13ffDazHwc+F+uQx63qMBOt3ltL++0yBgNqJtGElkBJBzvRBuCgujj0H9sD9rvQP2cPDi2FkYL/xRfQs2k6UXJVFyR9onxyIgQQACC7AquAHZPzb8W+LfEnjvxLe+MPF+ry3+pahOZbu6mI3Ox9hgKAAAFAAUAAAAAUAZ1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAen/AL9rL4p/AK+ih0i+OqaMpUNoeozyGGNfMLsYMH9w53PyAVJfLKxAx92/BD9qf4Z/tB6U7+Etcls9Rt90kmkXskaXMaKQrNs3HK/MuGUkfMAcHIH5h1Z0fWdY8PalFrGgatc2N3ASYbqznaKSMkEHaykEcEjjsaAP19sb+IobeKYbgOUKnLDPHQVrxapF9lEEmAYgxBKjAHUHPrntXwR4D/wCCmviLStEsNF8d/D4ajcRKkV/rFnqPlPIoODIISm0vt5K71UtnGwEAeu6L/wAFJv2bT4Svdd1CfxGl/bw7LbRJ9NBmupCUAZGV2iVBuJO6RWIRsAnaGAPqfw38UPDej6nP4ZfxLpbeKNR03y9F0WTUUW/mgcSCSaCDcJXVVjl+ZVKjY2TwayVtprbS2TTyH2x4CnpwOM1+YPhr9qTxPb/tb2H7UWvTXUF1Fr0VzOukTNBNBaKoh8qJoXiLMluAg3MBJtxLvDOG/Rzwb+0Z8FvimGvPht8S9N1t7mCWeSGOYrdJGknltJJbuFmjG4jl0GQykZDAkA6fRbqT7DF9qYq+0CRR8pBp2pO0UW20vRLnOw+UQT7c8fjXC+N/j58KvA+uf2b4s8d6Npk0sKypFe6lFDK0ZJAkUOwLKSrDPsfSuJ+Kv7eXwK8DeHoLiLxrYatMVbyLXw7Kt3PMdyg7yrbI8Bs/Oy7grbdxGKAPYrPXJRZL59wSVRyVOPlfoc/5xXi/7Un7cnw7+BemXXhzw48eq+Lls4Vt9IZW8u3d1J824deAowG8sN5jBk4VW3j5Z+Ln/BQ74u+PrV9L8E2kfha2mi2XEttcefdNkOrBZSqiMEMpBVQ6smQ4zivAKANLxj4x8T/EDxPe+M/GWszahqeoTGW7u5yNzt0AAGAqgAKqgBVUAAAACs2iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
这张图像是关于胸腔吗?
不是
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"
图片是正常的吗?
不是
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如何预防图片中大脑右上叶疾病的发生?
注意饮食卫生,加强身体素质,避免脑部外伤
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"
这张图像显示的是哪种类型的成像,核磁共振、CT还是X光?
核磁共振
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"
这个图像是用什么样的权重生成的,t1还是t2?
T1
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"
这个图像的扫描平面是什么?
横断面
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"
图中的器官位于身体的哪个部分?
头部
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"
图中脑水肿在哪里?
左下叶
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"
这张图像是关于头部吗?
是的
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y4LN6j9aLr5YsXR2lY8YcjOMflmtOCygicXFxJICqnagOMe5z0wOgpdesrd9KeC1LBZQVRw33T68AfnQB4/4puZfE3h9rHT5DHDDqypiP7rKMsR+ldZ8L9ai8U6W8qsreVPsJXqB6YA5rmb/XfB3w81O28B3t7aifUmd5Udum7jIOOCc/jXefC/wnpXhGC4g08As772kOTkgdAPX8KANj7M2GQjaC3AUYKgcdfr2pJoRPOoVst/yzYjI98k8L6Vp292zY+2xJcjadowy4HXGABj86p3/2ZbfMJcbccsTzzjGPXnrj60Acr4i0OC+tpVEAYEYZs5Pf07YJrgW0ZfD1ibUa1c2K6RsWOXYZn2jH3SSAScgBiePevT7iZTFNCYSroMHJxv8AcdB26V594ssLjxVDrXha9nuI451aOMMmMg7WVlY9cdMDNAHovwW+KWg+FX1DTLizj1Lw74ntxa69ptwd4ZPmHmITwlxExLq64+YY6Gvkv/gqRpXx/wBT+FNz8DtP0KDWtK8IeJIdZ1WW20S6m1WS0Wyu2t9UM0ZMX2AW8kiyl0UxSKh3sHYJ7tZRDSNItNNiyfLbO8DoCf8AEfrXPfH/AMJ6x4g8NWvxIspYZv8AhHYvsWr2lypkS90idyssMikEPGCxXacja5BGKAPyWor6W/a6/YQvPhvDN8X/AIHSHVPBV5bfbk08O0l3pceW81ecmWGLAO8neFOWBEbyn5poAKKKKACiiigAooooAKKKKACiiigAroPhNomm+Jfip4Z8OazY/abPUPEFlbXdt5jJ5sUk6KyblIK5BIyCCM8GufrR8H+Jr/wV4t0vxlpcMMl1pGowXttHcKTG0kUiuoYKQSpKjOCDjuKAP2f022tLqC1021uJBMtnEZnEeMK4PHB7KCc1wP7St1aWHhf4faRpZRL/AFaSfVtVSPORJdzbISfUCCIfn0rrLbxVo1x8PZPGGm3sD27aGtxHeQTh4ZUMK7GBBIKkOCCMg54riPEUnib9oX443nimK6isdF8P6dbWqzSXywMywRrEkKYBLknJKjtQB12nadFHaw2AU+WibHA4IH49fwrhP2jPh7pc/wAPbvVY7qSK7mkiiglZFITzJVxwwIwOf516Vb2ebZkPzNhcsWPHTp2/lWR8X9Am8Q+DI4tOjM0ltdRTPBGMkhTyAO/XNAFj4d+H00Lw/baGZpJRFGCWYjJO3GfTnOa72yto4oRAB8q8sszAFsDqMiuV8LRh7WKZtuDCABsOAa7NWjjieRYxsMWAgbocep7Z5oAX7VnlZQhHdm68etM1W6guIdpG4cBsj065rHOrfbZRZxJtX7pK9yP6VeRBDFtcMJCeO+Rjv3oA+Q/ixoWq698aptFWGX7RPfLGgJOc7xtIPHAFfXmgxiy0+2ikgDGGBY3kY/eKjBPTr1615VqWmadN+0DavNEhkyo2YPbrg165DHFcW5tiAShJVen9aAGJdLd6gFFxICzZMZYHPuMdq6rT9H8NeHfD8/irxleBYxIFtbIMSbpz19cAV57e3Xk3iRw+X5kZxHtVcr34P+Fex/Cy08OfFLwquk6m80uoRtm5szAWkDAZx7AjmgDIPh/SvGGm/a2tlhgnh323lx4ZT7E9PxrzLx74SuvDk/kGUvG+HhlPAx347H1xXv3xA8Hax4f2af4I0648mNxHaxzR5LjqTx15J7Vz/wAafBrWXguG71fTTHcxxI06IcqshODg/rigDwuewtwFuZPk/efISSSOMcAe9S6Zb2F5Fe+GbmxF1FrenTadKGzsxMNqvxyNrhTjNSTwGZTBJFuUud244OcAgjFVmuobSb/R5MSBQ2Q/KAEHPt0oA828GeHbTX/gzq3gHx+41G30otYahZQStEGtnDQ3ABDBwMEjIIPOQc1+XPjnwjqPgDxtrHgPV7m3mu9E1W4sLqa0dmieSGRo2ZCwBKkqSCQDjGQOlfp/4z8V2Hgb4veJNCugxt9S+0+VDDGB5jTBJkYkHkMCevvX5pfG27W/+M3i6+TOJvE9/IM+huJD/WgDmKKKKACiiigAooooAKKKKACiiigAooooA+mv2U/2svjO3gHxJ8ENY1O11XQYPCfl6a+pvtm0rF1DGhicITMuZlXy5D8iKuxlEflv9sfs+6Vb2fw4TxS9uXkvdSmj2sMrIkeBnB9Tk18SfsxeDfB1x+zTN4km0q3XVtV+KFjo93qTqTJ9h228ghBOdib3Zm2gbiF3Z2Lt+8vhlptl4Z8C2mg2hdrZNYvyCEcgR+ZsQ9Cf4Ce/FAG9DeJZsZLUSJEpycDdsz+GSO1XtNdpGaREQAkcHPFRpo2oX0Bm0e4trmRIiXijc+YARy2xgDt9Tiqfhee8XCySGTc5CGJtw2D3HegC8bKHQrhxGQI5HLxlDgKSckf/AFq2rS+juLARytlm4zknIz71yfxI1hdIs0lEzcthg5OAfw7VpaNrNnrUNmLJ1dpYxlA2WGBjt2HPXFAGn/ZsSXA2hgQd2Y8jP50rXUxuihkEnGACM559elaax2cMSp9rjViuBIsgx+XeuY8ReJrbwjrKWOthYUlP7ucqQFbGQT9cjBoA8n1DxVZWPx/ge6cqJrgqm4ehr3ZZkMh3bs9N4bH4VwGo+BdA1v4k6brkOiQPdxP5kpYnKM2BkkYwM816JaR2N3cQWpvfNimm2Syow+Vy2AgyeGY9M9Rk80AS6R4TvtY1yDSNL0+6nurph9lijt2d5CSOgH9K+t/hV8H/AAX+zpZaf4m+I3he6muLubz7y/SXMm4jAU7GBQk8ANnpzitf9nnwJ4M+H2j3F1HrGl2WoR6esYjunP2qyDr8zRuTkuTnLYwRwAKfP42+Cfiy3uvhz4q8ax6hrVjc7V0+8VoVu97fvTFhlG8DaVyOeaAPTfGHgDwV8Z/BFnq3gHV4jeoJBbW7HExGM7S65DrnoM5BFfDv7VUXi7SRHpOrxTRRrIARIWClwfQjj0xX0hofhX4m/s//ABy8MeEvDm3ULfxJbqNFR1O9YeS3yk5Ujs3Q1xn/AAUda7TQrGHxBpgivniDyOYdpwGIyR270AfGV7I9zBJLbsEuChCegPqDjt6VBpttZ2Vsog2O7KN01026SV88lufXIx0FUNXBkclLnbh8lkkGBxweKpNfC2l85JCzGMbxtyu4fxDH+FAHD/Ej4da/8VPjXpHhjTbyK2nvbQPpc0kvlo80EbK0G7HdSCAR261+ZHjfW7XxJ4sv9dtLVYlupzI2x2Ikc/fk+bkb23PjoN2AAABX6v8Aie5dPDsPje3Cte6BqUGpWcq/6xTHIpcKBnqgYEV+Yf7Tb6bJ+0l8QpNGObNvHGrG0OMfuvtku3j6YoA4eiiigAooooAKKKKACiiigAooooAKKKKAPcP2cfjf4S8KeA7P4X61cPb3UnxE07WFnu44xZ+SjRRuruzZU4yxyAu1T82cCv0a8LTRrarpVxF5aJPPsjGPvNK7cY6jnAPpivx1r9b/AIS+JvD/AIjuL250m5MthqNnYaxp02CDJHcWyt8ufmUE9VIBByDzQB20mhreb5I3c+W+5FwAwYehxnI9RV7R7SWB0hi807CR++kZioJyeWJwD6DiodKgkjuPPtLjeGHK4wSc9q3rcRvC9yCNxyVZun+FAHjP7VHiWfw3pFhDbJkXcjZ8xR8u0g9fbrWpeanY/CGw+Hmm6k0nl+J/C4n1LzmwUkaZzHkHqCMcCsD9snSpZPBGl68bcFbTVGjbacqEdcAHHYkV2/xvPw1/aX/Zb8LeMvDeowweKdGt44I7QDLwW4XDwsA3XIDKcA4J60AWLnwPrd1YyDTtfa3dyGgXyS0Z9CSeRx6Vas/DeqeKtBj+HfxKkgSQ2skGh+IRdFoi7422lwdp2jeBslI+QnB4NcB+y/4w8Q31nc+FfFN8bg2ZK20szZIA6jI+8MV6drltYa1azaZqa4trqJlYeXuUsQQPl9D0oAn/AGYPhH46uvEeueC/GDXVnf6dNFHDb3mT8rFSEYnBbocYBB49a4fwb4TuYviv4n+16pdkaJqMkOn2jEqrMszpkgYwyqxPPtV/46/FH42eBtUsrvwFJBc22m6darouqW0G1raJArBZtoG/y5FLIx5GMGs74LeJPHV7qmqeKfH13LJe61M8+oT3DBpNTlkYs07EjPU4A6cCgD7+8GeJF+Ium+EfjBomlLcXk9guneNEKb4Y5bZRGZGOQyB4yrcdxkZrsPjlpnwf8PeEtFk8WeC7CCbw/qsesf8ACRWeFu7yHaVaDzN2WQ8EZGa+av2NvjFJ8Ovirc+C9Z182ej+JUFvO8jjy43BDRnB4AyApx2NXPj/AKd8WPE/xJ1QWvh69Fte/wDLgVO0Lk/cX0/3aAJ/hr+0J40039oW3+Mmn+MNavTp9xIvhttama5kt7JfuWzknhcErgAcH1rov+CmfxNuvFvjy2nVxBJfaatzPp3zObUlR8nPbOTWT+yn4U8D+HbfXfH3xg8N3zaf4diEtlEWCpNeB+Im3csOMkD05r5/+L/xL1P4ieMdV8cancN5uo3TOqt/CueF9sDHSgDidav/AO6o4wHZRjnr6msRpLu4nxHJuL8l0Xhh2PuefStNp/MxHJuwByzDk/4CrCWqJINik7gMFW/n/SgChr1nHD4A1WG7PkpLp8mNqAEHAA6Y5yf1r8vf2g7C70z46+MbW9i2OfEt7IF3A/K8zup49VYH1Geea/RL9qDV9f0n4JeI59BnNtdW+l3NyJoyHKCGPzRkMMfeUH3xjFfl7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+jv7FXxG0rXfgt4O8WaX5skFrD/wi3iZJIsGyu4VV7WZHx91oyBjOCSR1Br84q+nP+CaPxr/AOEf+IF/+zxr97aQaT49h8izuLs4W31VNrWzElgBuKmMYBYvIgHU0AfoZYXzCMSCXJXqM5AOeOa04tWdmKJhNuMqi45H8xXEeFby91/w9dLeTvp13p+2O6gVTl5MkFQ2Pl5B561qWlztt0SeZlUf6zdknHAzz3oAk+LGgxeLPB1/prRDbcQsQzHOHAyD7EEAivk6wvNR0RrnTodTmhSVttwiSFdxHHIGAfxr7EbMmmGG4mVnCkbgeg55xjuPSvl342eF38OeJ5NVtIgsV27OgVf4s/P19+2O9AHqH7MOlRDQ7rWvK+YMVVJAVA98etd7ceJoU1FhLG8jQxFpEiGdoxwPbufwrzr9mbxZpzeGX0gFGkim3SRFhuOec+1egadpUnhuK51oX7SvcTmbDoGOD0AOPTigDsvhD4u8G+HPFlpffFewZvCv9n3UuuNJCZGjTZuUBOMrjt6nNafxen0vU/iJqGr+GdHtbXSJRF/YyW+3DWhjRozwMZweo9+OK5GxvrsWRubiMRPJA8bLwyhGXBPPbB6GnWl1qN/o9qdXv4pGtQ0AMNn5KtFvZlYKCQMKdvXng0AMvlZJ0uIn3QmHagZc4PUcnGCORXY+F/2rvjV4E0tfDlp4mW702F/9Gh1K0S68nHOFMgLKOnAOK5KSSLyBbOzNC6ljjAZccBhzya5+/wB0Ek9u8rbVUZd+hJHUc8ZoA9w8ZfH9vHHwZl1fV/EFzcapd3TW4hSJYoIxt+faq4XPPp3614XcE3CBYm2gHGC43D/CpZtRthpdrotknlWlopKxA7jvbktz37UwQfZ1EmzJYbmJwMjHFAGfd2dyW8tXVTnlgf5UWEjWpZJX3nGct6noR/hV2OXzZlUx7hk8DH4fWqHiu+sbHS53i0zUrnUJIxDoi6dcRxql47AI0gcEugGcqvPvQB86/wDBRT4j6no3wZl0rQHaMalq8Wm3lwNykxmOSWRYypGQTGqNnIKs4xzx8HV9K/8ABTDx7dz/ABYsfg5aazHNZ+GNOiN9DAJFX7dKN7F92FdgjJhgOPMcZ6gfNVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABV3w14g1Lwn4j0/xVo8gS80y9iu7VznCyRuHU8EHqBVKigD9avAXxj0X4heDtP+I3hu7BsfF2lQfbZQQ5iu0wXik2EhH3bgeeCCK66K8WGMqfLcBPm459jnv1r82P2GP2mB8CfiUnh7xfdzSeEfEEqW+qW5mURWkzMqpeYbgbBkNgjKnJ3FFFfo1dzWfhwQx3k0c1hfrnTLgjetzGf4QR1oA3rC7jfMasAV+X5hjcBxxXmnx68IRX3hq+v5YWDQjzITGDgY69frXoFreqkaMturB1wgztGfYHr/8AWou7e31SzltbqIPHJGUZXHLA9QfagD458FfETUPBviEanaufKHySqjHOAeDX1V8KfFVr498NxeKYxKxRzFjd8hbA+bb2P9a+fPi1+zb4x8O69LdeELGS606V90SxDLxbucEf1r3r4HeG/wDhAvDGm6NdMYUMTO+07tkhU4Z1785457UAdXdRC6QpPG6RNE25N+CBg5JPUVJbT3lraKIthUxjAY54x1PPNZHia90+305Y7bUbi4u7idU2tB8shJBJJJ4OPUc4q7OS0oWNwEQd+5A6Yx0oAmvDBabtzKhlQBpZXO38Rn3rnPFt3bvqiWVuoDTYdwOQI0GAOe5rV8R63a+G9Kn1WWxilWE+YFeNWYrgYxnODk/UVzPgqy1DxFq1zr+q/K0rglcj5F7L9celAHRaXpbzxqrltvqEBzjt9KlvIQjcnBwBkjJx7dvzqYzJb74IrXcAuQIz1HY+tMnufJ3BRvDKMhVyc9fxxQBWkgt7e3aYyBSBvdtnIHXPsK+Z/wBqn9uzQ/hY7aX8NmS+8WJGW0u4eMNBpbSKR9rkVs75AuDDERjLCV/lCxzenftB/HfwZ8NPD2pL4p1a2thDp0s89lcXiwT6k6gBbK2ZQ7tI7NGrMI2EQl3vhVJr8yfFfizxJ458QXHinxbrE1/qF0V865nbJIVQiIAOFRUVUVFAVVVVUAAAAEXiLX9X8V+IL7xT4hvTc3+pXkt1fXDKAZZpHLu5CgAZYk4AA5qnRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfR37KP/BQzxV8DPCl18KPih4em8ZeFJmhk0eO4vcXfh6dWQGW1dw26IxhgbUlELBSrxHeX+caKAP168J+L9G+IXgHTfif4Yuxd6BqMQktrxc4BBKsvThlYMvOCCCpAYEVqwXu4/KmG6koxwePTH8q/J34e/Hv41/Ci2i0/4dfFTXdIsYr/AO2nS7TUpBZSz/IC8tsSYptwjjVg6sHVArAgYr68/Z//AOCj/wAP/EXhnRfB3xXhuNI8VmU2s+tCGJNJuQFHlzyuHDWrufkcBGiVsSbo0YrEAfWK3EdzaCS62pIGGwnID+2KiZZ5rxLWC3LLLuywkCiIjndzzjjGKyfDmr6pLpNl4mhuIZ4r21juI7qBvNSSBk3q6OCQylSCCvDZBqn4q8Xx+G7X/hIL+eWzsLKzmv72+ZS32S3iRpZG2opJ2xozYUFmxgA5oA1NSivU17TWtYZJbW1mkjlvliHl/aDGSItx5yASTVy4uZ5BKs+6ONNoM2OXHTC46V8q/wDBPHxPqX7QP7RvxL+OvijUHt7a00COz0nSbiQyiyt59Qjnit0kVUA8tLeQE7AZC7ufmZifq7VIre2Ami1APuI4HIQDGDj6dfWgDkPET6l4puDoGm2MkdgJlM7N/wAtMHtnp6k9a6vTrWLT9LUBArIiggf3v73vUjWtrDbrcwhwX5iVhxnH5+nWuf8AH/j/AMEfC7QW8TfEbxJY6TYIrbrq9lx5kuxnKIvV3KoxWNQWbaQoJ4oA2bi4juYxMwkSRcYffjBHuOufSvPv2gfjx4V/Zn8Bx+PPFM/nTXTtFomhRzBZ7+VRyF3ZIiXI3SlSqAj7zMiP4p8Qv+CqPgDw/wCJ7yx+HPw2vPE1pGrJb6pqeofYoXmDMvmrB5TvJGVCspdon+bDRrjn5M+M3x8+K/x+1+LxB8U/F1xqT2yulhbsdsNojNuKRoOAOgycsQigk7RQBW+MPxg8c/HTx7efET4gaks97dHbFDCpWC0hBJWCFCTsjXJ7kklmYszMx5eiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA674Z/Hv4y/B10Hw2+I2qaXAlxJOdPjn8yzeV4/LaR7eTdE7bQo3MhI2qRgqCNb4m/tXfH/4xeGf+EP8AiJ8QGvtNM6SvbRaba23mMudu9oIkZwCc7WJGQpxlVI87ooA6P4WfFz4jfBTxWvjb4X+KZ9J1IW8lu80UaSJLE4+aOSORWSRchWwykBlVhhlUj6f0b/grbra6PHB4p+Blpc32XNzNpfiB7W3bLHbtieGV1AXaDukbJBPAO0fHtFAH1z4o/wCCsniq40qKHwP8GrGxvUuVaSbWdakvYWi2sCgjijgYMW2ndvIABG05BHzb8T/jL8UfjPq6a38TvGl5q00Wfs8czBIbfKoreVCgWOLcI03bFG4rk5PNcxRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z"
图片中包含哪些疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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y4LN6j9aLr5YsXR2lY8YcjOMflmtOCygicXFxJICqnagOMe5z0wOgpdesrd9KeC1LBZQVRw33T68AfnQB4/4puZfE3h9rHT5DHDDqypiP7rKMsR+ldZ8L9ai8U6W8qsreVPsJXqB6YA5rmb/XfB3w81O28B3t7aifUmd5Udum7jIOOCc/jXefC/wnpXhGC4g08As772kOTkgdAPX8KANj7M2GQjaC3AUYKgcdfr2pJoRPOoVst/yzYjI98k8L6Vp292zY+2xJcjadowy4HXGABj86p3/2ZbfMJcbccsTzzjGPXnrj60Acr4i0OC+tpVEAYEYZs5Pf07YJrgW0ZfD1ibUa1c2K6RsWOXYZn2jH3SSAScgBiePevT7iZTFNCYSroMHJxv8AcdB26V594ssLjxVDrXha9nuI451aOMMmMg7WVlY9cdMDNAHovwW+KWg+FX1DTLizj1Lw74ntxa69ptwd4ZPmHmITwlxExLq64+YY6Gvkv/gqRpXx/wBT+FNz8DtP0KDWtK8IeJIdZ1WW20S6m1WS0Wyu2t9UM0ZMX2AW8kiyl0UxSKh3sHYJ7tZRDSNItNNiyfLbO8DoCf8AEfrXPfH/AMJ6x4g8NWvxIspYZv8AhHYvsWr2lypkS90idyssMikEPGCxXacja5BGKAPyWor6W/a6/YQvPhvDN8X/AIHSHVPBV5bfbk08O0l3pceW81ecmWGLAO8neFOWBEbyn5poAKKKKACiiigAooooAKKKKACiiigAroPhNomm+Jfip4Z8OazY/abPUPEFlbXdt5jJ5sUk6KyblIK5BIyCCM8GufrR8H+Jr/wV4t0vxlpcMMl1pGowXttHcKTG0kUiuoYKQSpKjOCDjuKAP2f022tLqC1021uJBMtnEZnEeMK4PHB7KCc1wP7St1aWHhf4faRpZRL/AFaSfVtVSPORJdzbISfUCCIfn0rrLbxVo1x8PZPGGm3sD27aGtxHeQTh4ZUMK7GBBIKkOCCMg54riPEUnib9oX443nimK6isdF8P6dbWqzSXywMywRrEkKYBLknJKjtQB12nadFHaw2AU+WibHA4IH49fwrhP2jPh7pc/wAPbvVY7qSK7mkiiglZFITzJVxwwIwOf516Vb2ebZkPzNhcsWPHTp2/lWR8X9Am8Q+DI4tOjM0ltdRTPBGMkhTyAO/XNAFj4d+H00Lw/baGZpJRFGCWYjJO3GfTnOa72yto4oRAB8q8sszAFsDqMiuV8LRh7WKZtuDCABsOAa7NWjjieRYxsMWAgbocep7Z5oAX7VnlZQhHdm68etM1W6guIdpG4cBsj065rHOrfbZRZxJtX7pK9yP6VeRBDFtcMJCeO+Rjv3oA+Q/ixoWq698aptFWGX7RPfLGgJOc7xtIPHAFfXmgxiy0+2ikgDGGBY3kY/eKjBPTr1615VqWmadN+0DavNEhkyo2YPbrg165DHFcW5tiAShJVen9aAGJdLd6gFFxICzZMZYHPuMdq6rT9H8NeHfD8/irxleBYxIFtbIMSbpz19cAV57e3Xk3iRw+X5kZxHtVcr34P+Fex/Cy08OfFLwquk6m80uoRtm5szAWkDAZx7AjmgDIPh/SvGGm/a2tlhgnh323lx4ZT7E9PxrzLx74SuvDk/kGUvG+HhlPAx347H1xXv3xA8Hax4f2af4I0648mNxHaxzR5LjqTx15J7Vz/wAafBrWXguG71fTTHcxxI06IcqshODg/rigDwuewtwFuZPk/efISSSOMcAe9S6Zb2F5Fe+GbmxF1FrenTadKGzsxMNqvxyNrhTjNSTwGZTBJFuUud244OcAgjFVmuobSb/R5MSBQ2Q/KAEHPt0oA828GeHbTX/gzq3gHx+41G30otYahZQStEGtnDQ3ABDBwMEjIIPOQc1+XPjnwjqPgDxtrHgPV7m3mu9E1W4sLqa0dmieSGRo2ZCwBKkqSCQDjGQOlfp/4z8V2Hgb4veJNCugxt9S+0+VDDGB5jTBJkYkHkMCevvX5pfG27W/+M3i6+TOJvE9/IM+huJD/WgDmKKKKACiiigAooooAKKKKACiiigAooooA+mv2U/2svjO3gHxJ8ENY1O11XQYPCfl6a+pvtm0rF1DGhicITMuZlXy5D8iKuxlEflv9sfs+6Vb2fw4TxS9uXkvdSmj2sMrIkeBnB9Tk18SfsxeDfB1x+zTN4km0q3XVtV+KFjo93qTqTJ9h228ghBOdib3Zm2gbiF3Z2Lt+8vhlptl4Z8C2mg2hdrZNYvyCEcgR+ZsQ9Cf4Ce/FAG9DeJZsZLUSJEpycDdsz+GSO1XtNdpGaREQAkcHPFRpo2oX0Bm0e4trmRIiXijc+YARy2xgDt9Tiqfhee8XCySGTc5CGJtw2D3HegC8bKHQrhxGQI5HLxlDgKSckf/AFq2rS+juLARytlm4zknIz71yfxI1hdIs0lEzcthg5OAfw7VpaNrNnrUNmLJ1dpYxlA2WGBjt2HPXFAGn/ZsSXA2hgQd2Y8jP50rXUxuihkEnGACM559elaax2cMSp9rjViuBIsgx+XeuY8ReJrbwjrKWOthYUlP7ucqQFbGQT9cjBoA8n1DxVZWPx/ge6cqJrgqm4ehr3ZZkMh3bs9N4bH4VwGo+BdA1v4k6brkOiQPdxP5kpYnKM2BkkYwM816JaR2N3cQWpvfNimm2Syow+Vy2AgyeGY9M9Rk80AS6R4TvtY1yDSNL0+6nurph9lijt2d5CSOgH9K+t/hV8H/AAX+zpZaf4m+I3he6muLubz7y/SXMm4jAU7GBQk8ANnpzitf9nnwJ4M+H2j3F1HrGl2WoR6esYjunP2qyDr8zRuTkuTnLYwRwAKfP42+Cfiy3uvhz4q8ax6hrVjc7V0+8VoVu97fvTFhlG8DaVyOeaAPTfGHgDwV8Z/BFnq3gHV4jeoJBbW7HExGM7S65DrnoM5BFfDv7VUXi7SRHpOrxTRRrIARIWClwfQjj0xX0hofhX4m/s//ABy8MeEvDm3ULfxJbqNFR1O9YeS3yk5Ujs3Q1xn/AAUda7TQrGHxBpgivniDyOYdpwGIyR270AfGV7I9zBJLbsEuChCegPqDjt6VBpttZ2Vsog2O7KN01026SV88lufXIx0FUNXBkclLnbh8lkkGBxweKpNfC2l85JCzGMbxtyu4fxDH+FAHD/Ej4da/8VPjXpHhjTbyK2nvbQPpc0kvlo80EbK0G7HdSCAR261+ZHjfW7XxJ4sv9dtLVYlupzI2x2Ikc/fk+bkb23PjoN2AAABX6v8Aie5dPDsPje3Cte6BqUGpWcq/6xTHIpcKBnqgYEV+Yf7Tb6bJ+0l8QpNGObNvHGrG0OMfuvtku3j6YoA4eiiigAooooAKKKKACiiigAooooAKKKKAPcP2cfjf4S8KeA7P4X61cPb3UnxE07WFnu44xZ+SjRRuruzZU4yxyAu1T82cCv0a8LTRrarpVxF5aJPPsjGPvNK7cY6jnAPpivx1r9b/AIS+JvD/AIjuL250m5MthqNnYaxp02CDJHcWyt8ufmUE9VIBByDzQB20mhreb5I3c+W+5FwAwYehxnI9RV7R7SWB0hi807CR++kZioJyeWJwD6DiodKgkjuPPtLjeGHK4wSc9q3rcRvC9yCNxyVZun+FAHjP7VHiWfw3pFhDbJkXcjZ8xR8u0g9fbrWpeanY/CGw+Hmm6k0nl+J/C4n1LzmwUkaZzHkHqCMcCsD9snSpZPBGl68bcFbTVGjbacqEdcAHHYkV2/xvPw1/aX/Zb8LeMvDeowweKdGt44I7QDLwW4XDwsA3XIDKcA4J60AWLnwPrd1YyDTtfa3dyGgXyS0Z9CSeRx6Vas/DeqeKtBj+HfxKkgSQ2skGh+IRdFoi7422lwdp2jeBslI+QnB4NcB+y/4w8Q31nc+FfFN8bg2ZK20szZIA6jI+8MV6drltYa1azaZqa4trqJlYeXuUsQQPl9D0oAn/AGYPhH46uvEeueC/GDXVnf6dNFHDb3mT8rFSEYnBbocYBB49a4fwb4TuYviv4n+16pdkaJqMkOn2jEqrMszpkgYwyqxPPtV/46/FH42eBtUsrvwFJBc22m6darouqW0G1raJArBZtoG/y5FLIx5GMGs74LeJPHV7qmqeKfH13LJe61M8+oT3DBpNTlkYs07EjPU4A6cCgD7+8GeJF+Ium+EfjBomlLcXk9guneNEKb4Y5bZRGZGOQyB4yrcdxkZrsPjlpnwf8PeEtFk8WeC7CCbw/qsesf8ACRWeFu7yHaVaDzN2WQ8EZGa+av2NvjFJ8Ovirc+C9Z182ej+JUFvO8jjy43BDRnB4AyApx2NXPj/AKd8WPE/xJ1QWvh69Fte/wDLgVO0Lk/cX0/3aAJ/hr+0J40039oW3+Mmn+MNavTp9xIvhttama5kt7JfuWzknhcErgAcH1rov+CmfxNuvFvjy2nVxBJfaatzPp3zObUlR8nPbOTWT+yn4U8D+HbfXfH3xg8N3zaf4diEtlEWCpNeB+Im3csOMkD05r5/+L/xL1P4ieMdV8cancN5uo3TOqt/CueF9sDHSgDidav/AO6o4wHZRjnr6msRpLu4nxHJuL8l0Xhh2PuefStNp/MxHJuwByzDk/4CrCWqJINik7gMFW/n/SgChr1nHD4A1WG7PkpLp8mNqAEHAA6Y5yf1r8vf2g7C70z46+MbW9i2OfEt7IF3A/K8zup49VYH1Geea/RL9qDV9f0n4JeI59BnNtdW+l3NyJoyHKCGPzRkMMfeUH3xjFfl7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+jv7FXxG0rXfgt4O8WaX5skFrD/wi3iZJIsGyu4VV7WZHx91oyBjOCSR1Br84q+nP+CaPxr/AOEf+IF/+zxr97aQaT49h8izuLs4W31VNrWzElgBuKmMYBYvIgHU0AfoZYXzCMSCXJXqM5AOeOa04tWdmKJhNuMqi45H8xXEeFby91/w9dLeTvp13p+2O6gVTl5MkFQ2Pl5B561qWlztt0SeZlUf6zdknHAzz3oAk+LGgxeLPB1/prRDbcQsQzHOHAyD7EEAivk6wvNR0RrnTodTmhSVttwiSFdxHHIGAfxr7EbMmmGG4mVnCkbgeg55xjuPSvl342eF38OeJ5NVtIgsV27OgVf4s/P19+2O9AHqH7MOlRDQ7rWvK+YMVVJAVA98etd7ceJoU1FhLG8jQxFpEiGdoxwPbufwrzr9mbxZpzeGX0gFGkim3SRFhuOec+1egadpUnhuK51oX7SvcTmbDoGOD0AOPTigDsvhD4u8G+HPFlpffFewZvCv9n3UuuNJCZGjTZuUBOMrjt6nNafxen0vU/iJqGr+GdHtbXSJRF/YyW+3DWhjRozwMZweo9+OK5GxvrsWRubiMRPJA8bLwyhGXBPPbB6GnWl1qN/o9qdXv4pGtQ0AMNn5KtFvZlYKCQMKdvXng0AMvlZJ0uIn3QmHagZc4PUcnGCORXY+F/2rvjV4E0tfDlp4mW702F/9Gh1K0S68nHOFMgLKOnAOK5KSSLyBbOzNC6ljjAZccBhzya5+/wB0Ek9u8rbVUZd+hJHUc8ZoA9w8ZfH9vHHwZl1fV/EFzcapd3TW4hSJYoIxt+faq4XPPp3614XcE3CBYm2gHGC43D/CpZtRthpdrotknlWlopKxA7jvbktz37UwQfZ1EmzJYbmJwMjHFAGfd2dyW8tXVTnlgf5UWEjWpZJX3nGct6noR/hV2OXzZlUx7hk8DH4fWqHiu+sbHS53i0zUrnUJIxDoi6dcRxql47AI0gcEugGcqvPvQB86/wDBRT4j6no3wZl0rQHaMalq8Wm3lwNykxmOSWRYypGQTGqNnIKs4xzx8HV9K/8ABTDx7dz/ABYsfg5aazHNZ+GNOiN9DAJFX7dKN7F92FdgjJhgOPMcZ6gfNVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABV3w14g1Lwn4j0/xVo8gS80y9iu7VznCyRuHU8EHqBVKigD9avAXxj0X4heDtP+I3hu7BsfF2lQfbZQQ5iu0wXik2EhH3bgeeCCK66K8WGMqfLcBPm459jnv1r82P2GP2mB8CfiUnh7xfdzSeEfEEqW+qW5mURWkzMqpeYbgbBkNgjKnJ3FFFfo1dzWfhwQx3k0c1hfrnTLgjetzGf4QR1oA3rC7jfMasAV+X5hjcBxxXmnx68IRX3hq+v5YWDQjzITGDgY69frXoFreqkaMturB1wgztGfYHr/8AWou7e31SzltbqIPHJGUZXHLA9QfagD458FfETUPBviEanaufKHySqjHOAeDX1V8KfFVr498NxeKYxKxRzFjd8hbA+bb2P9a+fPi1+zb4x8O69LdeELGS606V90SxDLxbucEf1r3r4HeG/wDhAvDGm6NdMYUMTO+07tkhU4Z1785457UAdXdRC6QpPG6RNE25N+CBg5JPUVJbT3lraKIthUxjAY54x1PPNZHia90+305Y7bUbi4u7idU2tB8shJBJJJ4OPUc4q7OS0oWNwEQd+5A6Yx0oAmvDBabtzKhlQBpZXO38Rn3rnPFt3bvqiWVuoDTYdwOQI0GAOe5rV8R63a+G9Kn1WWxilWE+YFeNWYrgYxnODk/UVzPgqy1DxFq1zr+q/K0rglcj5F7L9celAHRaXpbzxqrltvqEBzjt9KlvIQjcnBwBkjJx7dvzqYzJb74IrXcAuQIz1HY+tMnufJ3BRvDKMhVyc9fxxQBWkgt7e3aYyBSBvdtnIHXPsK+Z/wBqn9uzQ/hY7aX8NmS+8WJGW0u4eMNBpbSKR9rkVs75AuDDERjLCV/lCxzenftB/HfwZ8NPD2pL4p1a2thDp0s89lcXiwT6k6gBbK2ZQ7tI7NGrMI2EQl3vhVJr8yfFfizxJ458QXHinxbrE1/qF0V865nbJIVQiIAOFRUVUVFAVVVVUAAAAEXiLX9X8V+IL7xT4hvTc3+pXkt1fXDKAZZpHLu5CgAZYk4AA5qnRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfR37KP/BQzxV8DPCl18KPih4em8ZeFJmhk0eO4vcXfh6dWQGW1dw26IxhgbUlELBSrxHeX+caKAP168J+L9G+IXgHTfif4Yuxd6BqMQktrxc4BBKsvThlYMvOCCCpAYEVqwXu4/KmG6koxwePTH8q/J34e/Hv41/Ci2i0/4dfFTXdIsYr/AO2nS7TUpBZSz/IC8tsSYptwjjVg6sHVArAgYr68/Z//AOCj/wAP/EXhnRfB3xXhuNI8VmU2s+tCGJNJuQFHlzyuHDWrufkcBGiVsSbo0YrEAfWK3EdzaCS62pIGGwnID+2KiZZ5rxLWC3LLLuywkCiIjndzzjjGKyfDmr6pLpNl4mhuIZ4r21juI7qBvNSSBk3q6OCQylSCCvDZBqn4q8Xx+G7X/hIL+eWzsLKzmv72+ZS32S3iRpZG2opJ2xozYUFmxgA5oA1NSivU17TWtYZJbW1mkjlvliHl/aDGSItx5yASTVy4uZ5BKs+6ONNoM2OXHTC46V8q/wDBPHxPqX7QP7RvxL+OvijUHt7a00COz0nSbiQyiyt59Qjnit0kVUA8tLeQE7AZC7ufmZifq7VIre2Ami1APuI4HIQDGDj6dfWgDkPET6l4puDoGm2MkdgJlM7N/wAtMHtnp6k9a6vTrWLT9LUBArIiggf3v73vUjWtrDbrcwhwX5iVhxnH5+nWuf8AH/j/AMEfC7QW8TfEbxJY6TYIrbrq9lx5kuxnKIvV3KoxWNQWbaQoJ4oA2bi4juYxMwkSRcYffjBHuOufSvPv2gfjx4V/Zn8Bx+PPFM/nTXTtFomhRzBZ7+VRyF3ZIiXI3SlSqAj7zMiP4p8Qv+CqPgDw/wCJ7yx+HPw2vPE1pGrJb6pqeofYoXmDMvmrB5TvJGVCspdon+bDRrjn5M+M3x8+K/x+1+LxB8U/F1xqT2yulhbsdsNojNuKRoOAOgycsQigk7RQBW+MPxg8c/HTx7efET4gaks97dHbFDCpWC0hBJWCFCTsjXJ7kklmYszMx5eiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA674Z/Hv4y/B10Hw2+I2qaXAlxJOdPjn8yzeV4/LaR7eTdE7bQo3MhI2qRgqCNb4m/tXfH/4xeGf+EP8AiJ8QGvtNM6SvbRaba23mMudu9oIkZwCc7WJGQpxlVI87ooA6P4WfFz4jfBTxWvjb4X+KZ9J1IW8lu80UaSJLE4+aOSORWSRchWwykBlVhhlUj6f0b/grbra6PHB4p+Blpc32XNzNpfiB7W3bLHbtieGV1AXaDukbJBPAO0fHtFAH1z4o/wCCsniq40qKHwP8GrGxvUuVaSbWdakvYWi2sCgjijgYMW2ndvIABG05BHzb8T/jL8UfjPq6a38TvGl5q00Wfs8czBIbfKoreVCgWOLcI03bFG4rk5PNcxRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z"
该图像中有多少种异常?
3
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"
图片中大脑左侧的疾病会给患者带来什么样的症状?
视力障碍,呕吐,耳鸣,颅内压增高
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"
这是CT扫描吗?
不是
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"
这是T2加权的核磁共振图像吗?
不是
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"
这个图像是在哪个平面扫描的?
横断面
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"
这个图像属于身体的哪个部位?
头部
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"
图中脑哪个叶是正常的?
右叶
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"
这张图像是关于头部吗?
是的
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"
图片中包含哪些疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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u3nkmivLYjbDLBJJ8zw7FCJnlAmxgrIyr+0Fla/Z7sxzwgKxwG9ff+dfPH/BTb9mjRvjR8Cx4ytY5E1vwdvuLC4jBO+1dk8+JkzhvlCuO4KYBwSCAflPRWt418D+Jfh9rjeH/ABRp7QT+UssLDlJ4mGVkRv4lPr2IIOCCBk0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAelfsu+FPDXirxxqLa8Lg3WmaI97oflXXlIt4s8CrJIRyVSN5ZFAIzIkedy7kb7w/Ye8Fan4n+IsmoQNI8XhsBLQwYZYyGKDluAWUStnkgHODX5oaHrmr+GtVh1zQdRltbu3YmKeFsEZBBHuCCQQeCCQcg1+0H/BM7wjPbfsraZ418S6VFa6r4mgTUiLZdyvCRiLZnkfJgkHoWwCw5IB7vcXSxhhLAw8xQN6jIBHXHf17dulcd4tubiLxdpV1AsckTZgaQy7fLLhu2Pm+6B1HX8+2vBax2mZSCpyApIJY4GBjv/iK80a+v7/x5e+EdUtiI0gR4ZIW3FQWJDg+qnrj070Adr4Y05ZXW7B2SSHbLHnhmzx/+vrityFZo4nYlstgSKp57+vUc/1qj4Ntr9ZxBqQHmfL86ZKsccke3Hfpmtm8tB5DiNcFMYYMR/8AW70AU44hKxwT0+Y9c+38qZr2irNoM6KjyE7V2qNxI3egHP8A+urFr5ayhAmcYwwJyDnHr9KvRTXSK6RZC9MN09Dn86AMPQ7201ZpX02ZJI4J3hcYKlHQLuUjscnpii6sTNfR2p+VQwDnBywJ6Z/Wp/D+l2+jW8qabaBVN3NK2D1ZpNxPPXoOlSaikst4xViGkwVxx83TsPagDvdI8C6XH4ns0FpEAsKl2Rhjpnmt7Xhb6lNcW9hKUKoESPBUZJ67fzzT/hs2n6dp8eqeJLUrNt2Tux3Z4+VsCvQ/hR8M9K8X+In1+8tpDp9n+9kAAG4Z4UZ9/wCtAHjPin4JeKPFWl+dKU3uuIhjj2GMe9ea+Iv2c/Fvw/06XUdbs9olZsGPlVGARnHsSPwr7Hvf+Fo+J4b4/Dz4YQpaQE7J7txCJFXqE3kFj0ya8l+MUXjWXxHs8VwKLS9sljWGC4JWJ1GM9dpOeD9KAPmW3s4XdUkhBIGA2f8AOag8V+FE17wxfaE8Ssl1aSRlXAIO5SMH9K6S+0H7BqE9vJj925xjvzikS2dkBz6gNjGMdaAPwt/aT8Sazrfxd1TQ9VLLF4amfQ9PgfaTDBbSOgUkAFiW3tzkjdjJAFcHXqX7bnhG/wDA/wC138R9B1GSFnbxde3aGBiVEVxKbiMcgchJVB7ZBwSME+W0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfvB+y9rPijx7+yv4D1Twzp9vBPc+DdOlmnFrI0cc8lujusY35IBYjJbOM9cmvxt/ZC8LeBfGXxy07QPHWmzXgkgml0q0ESPbzXkS+ai3KsfmhKo+VHU7QQVLCv3q8E+FdE8FfD/QfB3hSwhs7LT9NitoYraMRpFFGgQbVAwp4XAwAPSgCHw3pV1baett4sFtJf4KGWG3VY245UAdDx759eKxfFXgiW3ubbXfDtnGJ4Jj5pfgyRuuCrNjrkJz2x+XUWVrPqsUk9zcSmAkJahnwwA6tnGRls4PoKvizZEMLIzrxuLEnpx17/AP1qAMTwhcJO6iWHY6na8bph0Y8AHn0P41c8WBorbbDklj8wOSdoH+RUq+HUOqJq9nHtk2lWwTg46Z9cfh1rX1DSRe2inZkgfMOuckYz6dRQBz2mWwFnHI8O5jzt28gHp9e9W57WAwssT4HGEdCCQc9D7fh7VcktREoA3gKOSDx6Y4qjfTwiKSSaVYxGpecswAVQpP8AIZ980AV7KEqh3tgF2xk57nH+falvLSVoVO4o6HIbcfzFRaLqVzdQu+oWjWzRzurq4I/5auqnpnBC+nv6VpMkTxhVUNnljknjoTQB2HhzUrbxJ4PlthKkOoQ22IpgxBLZI3EfTA/yMW/g94y+JXgSaayHi+8iiSXeYonCh2I6HIzjJ7VwOn6zNo+oi50wZWM4YA9/TPc/57V01h4muL1FupLAEZwRjg+me/qOvbpQB6x4g+Pup3GifZfEmktdTnLS328lzjgDt0z+NcnLeeHNd0y307V76aynE8k1pHJGTvLdAc/SuL1rVNQtJDbRwsYjGGwCSVAPTr9ePetdr+817TJPF01s0T2cB8hZeskhG0ED2zQB5n41jSTX5orMbv3xBGOg6GqS2qLMGdflZyuzdzjp071cktp7i7aSYksWG8nqxqaysklIlmRiQSFYEehHHFAH5Ef8FqvhRbfD/wDa3t/FulaVPHa+LPDNtez3pR/Kmu43kt5EVmyu5Y47csqnjerEfPk/INffv/Bezxvpc3xT8E/C1dFZb7TdGm1WS7csVWK5kESxxnfg5a1cvlONse0jLivgKgAooooAKKKKACiiigAooooAKKKKACiiigD2H/gn58K9R+NH7a3wz+H+m+Vmbxba3l0JpSgNtaN9ruACFbDGGCQLwRuxnAya/oD1Dw6unWaabHbpLbRjGw3GHC4x97AyP1Jx16V+D/8AwSp+Jeh/Cj/goH8M/EviDTpbiG71xtIiMCbnhmv4ZLKKQAuo2h513k7sIXIUsFFf0Ca1dWEPzXBwvYlcA0Ac49lug8pbdQvRFBBAxwOnQDp26VA2mSAqskrNuGG3jkHPbrxWxLJYyoZIwCsfDsrj5T746Vh6D4u0nxQJzopkZrW6aC5hMZDxlWAJZcZA5BBxzuoA1JLNYAsUQ3Ej73Ge3c5/z61Q8R+INM8LWqahqEkhcDbFChAkdywwB0HUgHp3ree1QqkqIGBXK8dc9/pj8K+Xf2sYrLxJ+0DoPhXxV4rOl6MIo4rq683y1RCwLc9M4yPqRQB7p4s8QaJZXDaNDqKXeoi1+0yx2nzwwIEViXkI/hBXPAweDg5xz+g3F9r9kurXa7UNxFJFEuRv2OrAnODtyCCO4BHTr6H8a9H/AGfdf8KeFPhX+zfpMVr4L0q2+161qEmmqlxr16xBj8yZwZXijUD+La7Actt3HKTTNgMMfyqq4yvQD/8AX/ntQBS1KZ73Q7nSfLWCO51SLUHaMbmjkWFYSis2T5ZVEyp7qD1PMUEP2c5iYOAAQ0bHPuvOOf8AAVaubzSNO1M+G9au7eC/khjkjs5JlExjdgEk25JwxIAJHPb1pZE+x3AAUBeCdpOVPUYx+B9fyoAitdMtZ5SLeIxhk44Ix7f59M1N4bt7sXhtkDK6g5wOuP8A9Yqtf3GqaY0UaSA+Y+Ufy1HH4D0xn6+mK3PBdlqY1c6pf2wMTqIlRQwkLNyCVxgjjqCfvUAR3lrdQ62ry71C4DOxBIBPY9uKl/tNzaykzExKMKrcgfl1/wDrVf1/U9MvZdkDYEfy7lP3sYP9KxbgGeIRwpiE8kle9AHN74ZZyEUcvzg8DirFtFuiyMYBwpYkc9/WpI7DyJpEYs/zbgMcc9f8+9XRaJJG+3BDD5hjr+PSgD8mP+C+Wg6pbftE+DvE8nhuOGwvfB32a21UzkyXUsV1K7wlPMIVY0nhZTsUsZ2+ZwAE+Ea/Xz/gvp8P7fWv2RvD3jzT/CTXd5ofja3W41SKy8x7CymtrlJN8gBMUTzi0U5IVn8ocnbX5B0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAbfwz8e6z8KviP4f+KHh23tptQ8N63aapYRXsZeF5reZJkWRVKlkLIAQCCRnkda/pK+CfxZ8A/tHfBnw98Z/h9fPcaFrunxXdosssbyRBh80E3lu6iaJt0cihjtkR1ySK/mar9GP+De79pvxnoPxm1b9ky91fTT4b1+0uNd02wuURLhtViECSCF8gyBrZGkeNt2BaBk2Yk3gH60ahb2FjazYRQADhVjAAwOnFVdP0Kw8qP/QwrbASWOMED279a1PFPkwRvCIAzhT8kcTMfoNv4ccVTsftclnE9xAySbFLKzfdPGRwfXigCzcwpAiRiM524OOnv71zPiP4e+Eta8QReJ9T0G2uLuJAI5po1JXGPXof8DXVPs+zqoBLKM+n+eKzdX+WHzEkUFh6dOD6/jQBBZ2EMuQ/yKh5x1Ax296S9n00yGJPOdtoGfMIGT6c9enP/wBauV1vxkVv4LTTjhFkxNuJ53BsDjvx+vtTzHrcU8Ny19bx2wUmUSQsZjkjHzbsAAA/w5+b2oA82+JVlr2kftS/DbxjpfyfZv7VtTPIC7r/AKN5gBzlQv7leuc7CB6169JY3N5B/aAEbCQlnMaj1xwBx17df6cf4stY9R8X6MbiRJfs6TzwSRFlwzR+Xg5A5w5PcdOlbQ8YaV4XWPTrvUJJJ5XPzFSoUgEhTgYAOOrDnAwcmgC41u0sAs5YV2LJ5iqcgbwcgjA7Y6dxx7Vo+HvHMGgac6tpbR600TWSxS75radHG03AbAMcirxtbI64xnnNk8SW19i4aL952KOM/iOx9iBxzVvTbtpTmHhGwcE8D3/U/nQA+WJSirvBYseOucZ4NV5tW06yk+y3k+GHYDI9OfyFX/JV2UH59oyPMPT8sVl6j4aS9fzYSVl2np0YEc9elAE9u9nqJDI6Fx0IzwOOv+NWligtWMs5Aj2AiViBzn9PX8ayNL8L39oghA3RKxb5iWPXvnn881mfG/4gfDz4I/CXX/jX8U1d9J8Mac95cxTGL5wv3Y4hK6I0zyFY41YgvI6KDlgKAPk7/guP+1P8MfCH7Kd5+zrYavaah4l8c3dlssIrkiWysLe6S5a8YKrAoZbZIFUsm4yOylvJcV+OlehftR/tH+PP2rfjbrXxn8e3sxk1C5ddL015w8elWIdjBZxbURdkatjIVS7F5GBd2J89oAKKKKACiiigAooooAKKKKACiiigAooooAK779lf4yyfs8/tJeBfjab3VIbfwz4psr7Uhos/l3M9ksy/aoEO5QfNgMsRRmCushVvlY1wNFAH9Qfw5+J/wv8Ajr4C0f4qfB/xTY69oWu2Xn6dqVm52zR5OVYNho3RgVZHCujKyMFZSoXVdRutPuFt0syh6jngdvXmv5+f2Af2+vij+w98VrTWtI1i7vPCF9dJH4n8NvJLLC1u8sH2i5t4POjiF6IodkcrH/Zb5SRX7xfD34lfDf4yfDXSPin8LPFdvrega5aC60zULRiySrnDKwbDI6MGR42CsjoysAVIABv2l9IJcyvtDDI9c59zVK/dblmt1kyY8knHUdP8ap3tzJbYmunKEjCEc4FU01N0IljALOPm/wA9+1AGVqWmDTb1JEYbZJMMfXPQEfUAVFqc8Twul3vCJjBPQ/n1rY1NVu0MbxAMTn6D6VkX7MLaS1mZSGByeAc+g/z6UAYWs6q114osFTLMlvKwwOh+QY/SnWu24lElxYO07XDyHfj5ACVXn6Y4rN12902LxbpyzXCrctDIEVHBPG0sQM9sdx3rXt5PMmZ4n3P1OVyD9P8APrQBdJsrB2u1gUSLluQa2vDl08cJuJoSGHKjGMe3NcxADc3G2SbJjADA9j7n6Y/StpdQ8i3NsGOW+Vs9hQB0ENwlwrTqe/3s8dP0/wDrVRu5ZXeSSOMEhCFVievY8HJrJ0jVltw8s1xyDwuOo56CtGPVBqcZijjKbTncF25z359qALOlT3DPltrLt5JU4PtX5Tf8Ftv2+rv4o+N2/ZH+F2tXMHh/w3dE+M57S8jMGsX4EbpbkJlilqwYMrOAZy26MNbxuf02+LHxb8HfAP4P+IfjD8Qbw22keH9Plu7oJLGJJ1VRtii851VpZHKxxoWG6R1UHJFfzoazrOseI9Yu/EPiHVbm/v7+5kuL6+vZ2lmuJnYs8kjsSzuzEksSSSSTQBWooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvpX/gm1+354z/Y0+K1roesa28vw78QanEnirS7h5GjstxVG1GFUVmE0aAFlVT5yJsI3CJ4/mqigD+kQeKdJ8WaZp3iLw7rNteabe2kVzZ3tpMskN1C6hkkjdSVdGUgqykgg8Zplt4rtP7aXT4wzMRyQM7e3NfgX8G/2zP2pPgDZx6V8KPjbrem6fBbyQ22kTTLd2MCySea5jtrhZIY3L5beqBvmbn5mz9t/smf8FnvAB0Sx0H9qO0vrPxBlo73xVY6cJbKdEjyk0kUX7yKRiNhSKJk3HcNisVQA/QmfxDNpOqy2tzLkSbtm4Zz9c9e9P1i5jm08ai2dxxwhzk1866b+3L+yr8TLKHxLpP7THhGzgEpeD+29WSynZgSpDQz7JFBw33lAwQ2cEGvWrDxvcalNpuiWERuJbu4WOKKM5Lkn7q44JPYZoATUr2Oz8XWCOI1eS1miLvGCSD5ZOCeR90d/wCtbumQyQTtL5gYMBnP8I5P0Neb3HjbTvHfxc1XQ/Cl3BqEnga4ax8UizvY5W0q/aXyxb3CIxaJ90Ey4cD5omXqDjvbW/S305jeNjYpctkHCk4oA111W1gUxwbSxO44AGTj/wCvUEOpSRWr3MWWYsMErnHFZNrrsGoW5xaKIiP9aDyPf09K4D42/tLfCb9nrw6viL4n/Euz0aCUMbeGRy1xeEOisIYUzJLtMibtqnaGBbAyQAejRSXc0wled0Gcrh8E+/FZnxK+OPwy+BPhmTxz8XPiDYaJp0ZYCe/nCmZwjuY4lHzTSFUYiNAzttIUHpX5p/tN/wDBZL4m+NLq30f9mexufCdhbSh5dY1W3t7i9vF8sfu/JdZIoFDs+SGdm2xkNH8yH5A8a/ELx98StWTXviN441jX76OAQR3ut6nLdSrEGZggeVmIUMzHGcZYnuaAPqj/AIKYf8FPPEP7WeoSfB/4T3t1p3w4sLgGYsDFN4inRsrPMvBSBWAaKE85AlkG/YkPx/RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHb/s+/tEfFf9mH4ixfE34QeI/sN+LZ7W+t5ohLa6jaOVL21xE3yyxMVRsHlHjjkQpJGjr7pb/wDBYv8Aa9GsX2o6rF4T1C2uzB5Gl3WiOsFmIwdyxmKVJGDkhm8x3wVATYvy18qUUAe4/FH/AIKP/tm/FiP7Dq/xu1HSrCK6M1jp/hpE01LRfmCwpJAFlaJQ5G13fcQGYsw3V4dRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k="
图中肿瘤是增强性的吗?
是的
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"
该图像中有多少种异常?
3
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如何预防图片中大脑左叶疾病的发生?
注意饮食卫生,加强身体素质,避免脑部外伤
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这是什么类型的医学图像?
核磁共振
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这是T2加权的核磁共振图像吗?
不是
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扫描的是图像的哪个平面,横断面还是冠状面?
横断面
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图像展示的位置是?
头部
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图中异常位置在哪里?
左叶
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这张图像是关于头部吗?
是的
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2mwsyvceN9JiRkOCC15EBj35r+grQ/ByeGdCt7CwjEaKAfIUfu04GFHfAAA69B3PT8Av2REjk/ax+GEcsmxW+ImiBm/uj7fDzX9IEugx3NgLsQ7QRwG4oA89fSLi5uWZUYrgEAg4B55yPw/Kq+vItvGI5VCp5h4AyTk9Pfp/Ku0fR2WNlQHlTkDOa5LxbYTrdIqguBIm4gnON3egDm9W02MxGW4TO+FQOOnzPzzxn2oWxjmjNvIXdCOxIwCeMH6/yFaPiCzJjVFkKsVBUhueBn8OmKg04v5vzMUyeQH6gHqf896APGIPD2o3Pxy12x1nzT5FvarasTlFRo8gDn3OT15+lez6Bp0MVq0V1IQsfQjgEZxnPrkZP4VyvxjsPsNo3iPRp3/tS2ki+zER5+1ANnyWHcYzzngAnIrd0bVI/FehrqNlckqYgGiUHCyY5U/Q5HPfHTkUAVrLwXZxeM7vVbZrcw3NmogkVQHEob5xnqcqE4OeAMVJolmdP+K+mT3N29mouxbXMsfAaCThlPTjJU9+V5Bzxk/2TrNhLF5Tv+7n3KRkndnH64FaXiG+0+z0241PVbvyYY7Y+bcA9ASyg5PRvmABPt9KAPpDwN8Dr/wCL3i46L4ZuRbaLZndfavHHu8tcZIRS3J/EdTXuOg/s+fB7wH4Te78C+Ko7yLV4Fa5F9dHfLhsdvlDAnt6gYNeffsbfGHwRp2k3cUpWODU4y0lijHMZIAGN2cnjJz/XNdnZ+GfCWg+FNW0LwbrbahJq16Taae7bpbUu4ZtoxlflVuOuT3FAGb4r8bfYvB954V1nU57LSb+EwMLQZ8koOFfA+UNgHJxntjNcF8IvCWl/s/2et/HHW75TBeiVNH0u2+d7lnByVXrwCT9Oc163ffC7wlY20Ov/ABM8fLoejaSoHiHWJclL2bBxAoKgOxXGVCkjAzivGP2j/wBtCw8Xa7ZfB39krQGa2m2wS65Nabry6yR8kbMMop77QM9OnUA+SPjB8Q9R+JPxK1DxPqETiS4uSUjddpjRTgLjtgYFKlskpjlIKiRcFuv1H5V6h+2h8Mj4F+I2j2WqW0P9vtoMT68kKjHmMo2k4/iIySe4APeuA04+VpMdxcQ8BchNvT0oA+MP+Cv3wgmj/Zut/FWmQwxRaR4htbm5aVjueJ1kgCpgH5t8ynBwNqnnOAfzKr9Vv+CznjPUNB/ZLttBtVhddf8AFdpaXXmoS0cSpNcgoQRht9ug5yNpbjOCPypoAKKKKACiiigAooooAKKKKACiiigAooooA9L/AGL4Y7n9sT4T28y5ST4l6Erg9wdQgBr+kvUp4lt0gtkG0ABQo46DJP8AOv5jvgx45g+GHxh8J/Eq6jmeLw94lsNTkS3UGRlguElIUEgFsJxkgZ7iv6WfBHjTw38WPh34c+LXgy6FxpfiTRLbUbG5ETKZYp4VkT5XAYHDDhgCO4BoAne5iELKGwSvXPX3rmNR0p5ZVN0oJPoTz15659TW/d2rPcMwAHynAwaw9Z0vUXj3CXAVskMOSM9vT/69AGR4i05oZYHi2D5WTcwxjOfz7/nWNcwrbqSqEtgDZn7x6fhXSyN9s08FoQQnUnnJBxzx2xWHc6mplNtZwGSXgM/8Mf1J/kKAOYezfX9Qup54w2n6fFjzD0aYlfmX/dBxn/aPauN8MeMb/wCEPjy+8N+LrcN4bvle4tb6F8yRTkp+72MACCGYk7sg44OTj0i9u5NG0G8t4I4zIJkEUYPL5kQnOe5ySenWuY+Jnhew8XaNa32o28oeJ9u2N84k6dueRjOPagCtb/G3wpd+L3sxqVp/ZTRLieaT94HBOWKkZxgj2yOprzz43ePbPxzeWvgXwNK17bx3QkvJbdHO8kfInTpn5iePug9jjd8VfDC01bRxHHEsl5LIyyXVwqykRHa2EEgO351zlSMbn/vtnU+GvgfRfDtp9g0+zhhTyD9snjXC+Zx6deOT+Hc0Abvwz1jxb4AszL+8uIrSZP3SXG6SEYBwucmQAjuQQOMtgE/W37PfxZ0L4jX2mabeeK7exfVLnN/siMRkRAflMnVWbAGcg8kV8taXpV1plpHrRUSNLcMkycDbjgZyPrnFTaTqV/4O1/8AtnwvqqW9xjIGwkNkYJI6N9etAH3L+1l8JF/aK8QeHLa58ZaVpXhrw8jQaXYae26NkBDyMxJH7xgNo47H1ryfWfiV8K/hPrLyeCPh/ptnd2DlbS+laSSUAc4RedpzzuHpXzr4n+KPiy8uI5tS1Jp4i4VVjZo/Lc9GAQgcnAyRn3NP0Wa9vQ9xJHxjEbs+5mJ5yck0AXvHWvah498Y3HiHX5jcXl/JuZmYkjOAASTz27/1qve6PbXG2xgQ5jwqOMdR/kVJYaXJFOb+/O18EltwJPvwPT+fWtPRordZCyyGRmbJY9u/86APgP8A4Lkq+lfs8+GtDliUNJ41hlVjjcdtpdg/hl/0r8va+/v+C7Xxcjvvinp3wWfS7gTWoi1QXTOoi8nbLCiqOSWL+cxzgABfvbjt+AaACiiigAooooAKKKKACiiigAooooAKKKKACv2j/wCCBH7XEPxW/Zruf2Z/F/jG3n8R+BruQ6PYSzSG6k0VyjRyHzGPmJFNJJCPLwIk8hSq7kL/AIuV9F/8EsP2p2/ZM/bH8PeLr210xtI8RvH4c8Q3Oq3v2aOxsrq5g3Xfmk7Y/JeOOVi/ylEdSU3CRAD9/buSS3gkncY2ngdMD/HmsqK4mmRxKSQycZ5P/wBeofDvxX+HfxU8K2njD4beMNJ13TL3eLfUNGvY7m3l2MUcpJGWVtrBgeeGUg8ihpFjTfFOGUNgbWXmgClf2MXkSWSuwEqHBjIzz6HtXP6fDBaRDSZvkaIgRtIudxzn65789fzro/EF4NOg+3ylmRVGdi5ZecdB1/DNc5r3kXWNUs2dVlXBc8Y9DgkdCQevrQBjzQx6zc3WmyhN4DyQsB94qAxGSOuVPHXv61L4hs/OslmtwodHEjKnR8AYx7gDj2OKljS70/SobyyjimvIsFhIcpJ82SDjpkHqP8KpT31nq4itbgTwRF/Lt2i+bAHUMeqso7+wPegDntV8OaPDHFcafb3ypHyqh5kTPX+9jgjtT7Ceya0t4dNgXyYC22KFQA79lGPfGfpWL4z8SvonjHTtB1C9nm0m5copnyckI/GemSxHA6YHpWvp15p1ho0cekp+/VASm3Cq3ZODwAMDH4+tAG6t0bbTpbDUJ9qwxj7RIxwDIw3HB9BkD6DP1qR286RPIkrmF3UogB2tkcNx1yO/p7UadHeT3Bk1UBnf52BwRz06f5xVlEkXU9ys0scjfNkZxzznPWgDIttMm16JUubdIQk4KxFzuO1hjce3I+7jt17V09haDRrJnuMEZGFTkHjAFZHiOx+wXQNnKRn5hg4HPr69hWoGe90u2lmYk7clW+g//VQAlzqDTRGM27LnB/dnIHStPw9C6qZ8BCDwykHt61Vmi0vy0QQEv3aPgD3rxX/gpv8AtBzfs2/sYeJ/EXhbWv7O13WvK0Tw7cKJvMFzckiVo3hIMMsdqlxKkhZQrwr1OEIB+Zf/AAVr/aS0T9p79tbXvF/hLW9L1PRNFsLTRdH1PSYisV1HBHukbd92XE8k6LKo2uiIylgd7fNNFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+m3/BvP+0LoC3/iv9k/xHo1tbyXFx/wk+jeIEifejf6PaXEE583aU/49WjAjyD5xZ+VA/UDUdKjtdVktkmiljOMyIp2Px1Gefbmv5z/ANkf45p+zX+0j4R+Ndzp7XVpomqZ1KCOLfI1nKjQXHlKXQGUQyyGPcwXeF3ZGQf6J9I1/wANa/4LsfGnhLXLbUbDUbSOeyv7O4EsU8LqGSRXUlWVgQwYZBBBBoAxteuj/aw025kAiYExknAODzVXXLZrize2cA4GQcg8d/61oa/YR615ZJ2sr5V16qR3z0H/AOqopY5LOJkmkXgcDOeMf54oA57w/dQDTltbs/vCu05z1HXP61EUtNOtpYHRW8xyxfLE8kg4x0PJH0qxfSWAR7qFCCVzvAznGeKwrnW/twRJS8EqgoyyoQc5x1P0oA4jxXokt38TNGsldls2iuZlDoX8qRRsUBjjszHAz1HIxz2dpaWtlbxJHZIAFy0hXDMAo5PHoKyNenabxFpSQTeWqRz4YkAHiMEY9eQfTANa1reyIh+33cTK4ITacljigCaWezs4SojAaR9oLH7x9ufb9DVqe+Gk6Q14LdRMB8uRj6/596zJbUNP/pEoKZBjA4qLXbpFWKONmdBw+VPy/wCcUASXsWpayhMUwDl1AZyD8n8Xcc46cf8A19ayjuVtjbzxBQqkIxxn6e9cvqem6gmn/wBoW8jmbJKqvcAgjI71ag1rUnCxWsUQeNAZGk5XPoOPrz+lAGtrWvaX4P0PUPFHifVbeys9PtpLq9vr2QJFbwopZ5XY9EUKST9a/Gb/AIKA/t/+OP21vHS21qlzpHgbR7hj4d8PO4DyNgr9sutpKtcMpIABKwqxRCxMkkvpX/BWz9sv4r+OviZqH7LcM6aZ4Y8PS276jBZTsx1i5aKOdXmYqp8uPeoWLGN6l2LER+X8X0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV9o/8ABMj/AIKgfEj4CeNtL+Bvxi8X3Or/AA/1q7trGGbV9QBPh0kJDHIkszAJZqoQPEWCRqvmJgh1l+LqKAP6QLHxvoHiPwtZ+IfDeu2t3Y6hbJNZXtpcrLHPE6bkkR1JDoQQQwOCCCCaz9f8YnS7FEdWZz2CbyO2Oo5z6mvxL/Z7/wCClf7Vn7OujJ4U0HxfB4g0SCDyrDRvFcUl3FZYWNU8l1kSaNUSIKsQk8pQzEJuO4foV+yr/wAFDvhN+1hs0uC5XQ/Equqnw3qd2nnSnyt7PbHI+0ooWTJUB1EZZkQFSQD6Z/tEyxebBEoBZiwL/dN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大脑看起来不正常吗?
是的
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产生图中大脑左侧疾病的主要病因是什么?
脑胚胎组织发育异常,遗传因素,化学因素
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"
这是CT扫描吗?
不是
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"
这张图片展示的是核磁共振的哪种类型?
T1
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"
这个图像属于哪一个扫描平面?
横断面
"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"
图像展示的位置是?
头部
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ShN7Zx7wZbcOGlBKEMo8sMSwIIAJyMZr9Ov2bNEW8m1LxLNCGWOcW8E+PmlKABmx3BYvivzB8DeK5vA/i2w8VwWa3Bsp95gdyokUghlyOmQTzzj0PSv1H/Zk1Rr74aaNcQWkqvq2nR39tK5ILxzDzVVgCRkBucHr3oA9DubyHTLwRXPyCUEcAsPofzq5BJbErFGVL4yoGBgH0NV0ihvN8tyiLMjZAK/MPr/8ArqR4khHm29spJPzDgY9x2oAvbdyJ5f07fyPFTxSR8LuEe5/mLDj8qpR3xiUqmlTL8wBKkf41Y+3MYt7wsCWwNwHy5oA29GvHjMcKliuNxB6jnOO5rP1e+LanLIZEaMvvBZRkjPFXdH1KTR1luLafY8VviKYJhlZj2Pr1rJvtZGs3a3c9uvnMoEjxRn5W9SOn1OBQBBq5SXUI35XJYqvXrjnj2ogWO68VQs0pKw27vskOBkcD+eai1KWGDU4lkLMWjbHOSPm5OfQVXeWa18UWUkIUiZGjUE85bnI/KgDq44khszls9yytjJ/n61VIV+MDAXOO+frmrIxNasVUhuAPlDY65z6VnmdIcRhixxkknOfyoAgvZbSF9rXAUkDb6lu2OlVZEDxsqAFipOTz+Y6mrF1OBJtb5WfIALjLe3Xmq4K+e6qg6bdxG3J/+tQBn2mmCNAk9x55MnLOoDH6DoKkvrc3dq1rtwJIWTkc5PAyM8Vet4/NmU+aCxAJ+Xap59afElrFdyzOjSSx5UPwR052gfzoA+UP297O08Ofs5+LdE8OAR2VrryWX2e5nHnLDLcWdyrben+sR+gHBr8+q/Qf/gqf4ZuNC+AieLdJGy31TxVYWeoIAdrM1tcyoc+v+jfzr8+KACiiigAooooAKKKKACiiigAooooAKKKKAPTP2PvhTofxp/aD0bwB4jkZbOSy1O/kVWUCQ2enXN4sbblYFWa3VWGOVYgEE5H6ifD99Mm8HafJbHEaWqeSyDLJtXGc+2MYr8jfhXZS6n8T/DenQXRge416zjSYHBjLToA34ZzX6naxb6j4TvJNV8GIsmkSxo8VpGMqMIAxPoxIyeaAO2tptRe4ZRbRSdSGMu3d+AHGadpcuoXE7Wl7bRIhwoPmliT1x04rmvB/j/w3rYd7e+Pmov76BkOY254JHTFdZbiGa3E0WflIPzD9aALCxxLI0bsG2nhgD0/E0yNlS5VA7BcDKleef89adIhLBv4W7k9O/H+FMYs7iX5uoUkg47etAGndXijS1VQVDyAqQuT0wM/rVS2gR5pLpVxsH3EbBGPXuaS7EryRWnlFVTLblIz+Pv8A41PaMqvLIMj5cNuxzx/9f1oAzJJXPjvyLqAmB9BlljbJADi6UY/I1BrUFxDsv4W+e3fzF/d8gg59/wAqtP8Aari8l8yYFfshR4ECgNmYPuY5yDgYA6VfCyTwlbh1CgYwSMMOegFAFy31ZNbsE1FPL86QByIsqp654xgHrWSss0kpCvwrn8ff/wDVVbw8H0nUbzQpYi0bqZrZ26LzyuM56/zq4kDxuzuoI7krz74oAbcQW8kiXM6rIQflJO4DPU1Gl5ayTvZlCjovCOCDj+VT3EBktTHCWClRnJ46io72xhkZbhLuAMEwrvJsP4g9fwFACput2Misy4P8PA+nFDFYpx5sRORkgdTx1Hr0pIIL8253BSxfhgNyjHpnmoLm2vrmZo7W5mR+WSQLzwTkc9OOOaAPnn/gqql0P2K47mfmJ/ivpMNuQ+dvl6VqZfI7EtL+Qr82q+uv+CuOreO7j4ieEtG1K3uB4bt9JuZ9LmNiFgfUJZh9sCTBQZGESWO5Cx2AocL5mW+RaACiiigAooooAKKKKACiiigAooooAKKKKAO9/Zc0HT/Ev7RHg7SdT1SK0iOvQSh5sbZHjbzEh5IGZHRYh7yDAY8H9WNDuLG+tRAgSSPaUaIrjbxjGMda/In4VeLLTwF8UPDfjnUIpZINF1+zv50gUF2SGdJCFBIBOFOMkDPcV+rqWHiXTPF+oWESotujh23/AH1LDKlccNkHp2oA6DR/DWlaRG8FnCirznKgEnuTjrUmqa9b6PaLa2Vp5jl/3ca4GST+OKybu/11p00wafLECP8Aj5bafxXGc96bfeHLrTrwatZNNczOoUxvjPttzwKAOqt75polaeP51xvESYz69R0/KnxokobyItu5gN3Q4/z1rG0fV9XliC3OlNEob5i7jgfQE1s2NyHkRG9eVGec9OhoAtX0jwOjkfMyYfeQAD2oMUFvprSEAnaBGBIQCPQ8VX1ae2tV8+8nUJGhYHcAMehyeaxri8OoMrQWls0BwN80j5YkfwgEY+tAFgzWo1KPddoZpARtWTlVPXjp6Vr26pEiJ5fLDCu0nOM9MVy0EVjpGoJbQ2AR5UOWIzuOc4J5JH1robZo0jMhmCcfKf7tAF2XRRLqMd40uxonYYbJBGOQff2pHtoZId77vlJIIJA/H0p1ldR3KExMG28nuCaUyCU+WVOAclSen+NAFWa2kaUq0nyAKFCrja3ds96jniWXazIjYb7xj5B6cjtVq7lSXa8alQBg7hg4qtO9qzbgcsTzhuGoAZbZd1iESjIOdox+P/6qjkumRJVt93A+Z0HJ7d8DvT4DEJgYUjGF4/2T7cVQ1Ce3txLPdlgU/eEY6qvzEkenH60AfAX/AAVn8Zpq/wAeNE8DWfiq4uY9A8MRtqGkGSXyNOv7meWZtoYBGkktDYM0keQwWNSxMe1flivU/wBtX4geEfid+014m8XeB5ZJNOb7HaJO7xus8ttZQW00sbRu6vE8sMjxsD80bISFJKjyygAooooAKKKKACiiigAooooAKKKKACiiigAr9UP2evjBoPxn+FvhXxb4Nnv5fs3hTT9K8RXeqTo1zPrNtbRR3TybXc/PIGkRmO543RmCsxA/K+vrD/gmD8X7yz8TX/wGlhtxHqjSanpshn2SSXKrGjwgH7+Y13jGCPKbOQflAPvCG6VbZJL26AY43cZwo9KmudRtYrVZ5SYlONoaM5x/eHFcrcT3FzqUMt5I4hhl/eQJGUdiAeD0xjjitg3VnNYeWs4ZnxtCOSSw+vNAGkmorczLHCxUlSdpA9OM8ccVZ0pzHE80MbKS23ccgge3asnSne4tFyTuJIzkgD2q5quqf2XCwMZ8uKPcxAJJ79P8KAIvGOi3PiXQZLG1uGhD4L7RkkBwcY98GsmHQtXs1hi/tuUJEMAOgJI57/jXRafqVveWiqm5ldMjDAkcfQioZ0njBlkeLYhwjKx+b65GKAKMmlxw6lHeRpcPwFZ1OVPPU8dvatMyTQRmN7gNwcLFyM9evaq+nyM17MPMRlWHDApkj5weT3/KreYnuFUhTu+b5RgYoAs6YU8vcpI5ztDZ4/pmrCBYy8uCpP8AC2OeP5VBFIgGxQFGOB979M4Gas3DhSCzKQRyyj9KAIZpP4kKZx86F/1qKcK6/aV2twA20/0pwtYhcMbiXYWGCd3HTj6CpbN4oPlYK8e/a5jJZR7k5z+NAFJWVnD7/Ldn+X5uR+H+etebftR+O4vhl8GPFnjQ6z9intdFmGn3ht2lC3jjZbgrtYNmVo1G4FMuC2Fya9d8QeFrf+xn1WwuwUOeFwR9R3Ir4r/4KyfFT+yPAXh74S6Xqa/aNau2vNWFpqYRhbwYCQzW68tG8rq6s2F32hwGZCUAPg+iiigAooooAKKKKACiiigAooooAKKKKACiiigArY+H/jjX/hp420vx94Xn8u/0i9jubfczhXKnJR9jKxRhlWAIyrEd6x6KAP1u+AXxx8A/tSfC1vid8PrtYr3TY0TxJ4bmYyXely4JJOB+8hYgmOUfeAIIVldV2nNtqNj9os2j27cgjjPPJFfmT+yT+1B4m/ZY+Jg8X6XA15pd/ELbXdKMrBbiDcCGADAGROdpPZmGRuJr9GfBHxg+Fvx/+Hp8ZfAzxDBcXTQrLc6FPdL9ss3csPLnjydjblfDZ2sFypYYNAHTaHqME1jPdQr8kZ2AFTiQgdB9KpeJtYeK0t7XCvcahcpDAh5YLnLHtgBRWNpmqL4J8D2c2tq6zRxOzxlMl23EkAD7xJOOKs+HNO1G+uX8Wa3u+2TR5htieLaM/wAPsxGM0AdBMZ9Mi+36VbW+0FVeJuRInv6H0I5rREqTP5YdSD0iMfIz2Pr9a5rw/wCLNJ8U3F5a6dIZBYXAjkJTmRscnPcdq2luFMbNbRu7IQvEhI/A44z0oAsWiJFfT2zqjMYsZEmMENnOMHIq1bxKg3biGJBb5u3+NUrC7+zzi+ltj5PlODIwznjt+Pc+lW7aVViPnBBu68+2dv8AUmgC0S6R4bgA84PJ/Pt+FNN3ujYLIsmxcsVB+X/H8qoPdc7AeDznaM8VHDfRxSSxBzjOOTySfWgDTivknQSsC20/Ns/w70kLRhJgGUiaMD5uQDnIOeo9O9ZyXRt0bDEkOAQGxmrN7p88NoLu4nWO3LL++cEKM9vegBYdVSwsZZtU8QwabptrG82q3d/KsUNvAoy8jSOyqgAB6nFfkt+1F8brj9oL42az8RY/tMemST/Z/D9nclg1tYRkiFShkkEbsMyyKjbDNLKy4DV9K/8ABSP9sLR7rTJf2bvhP4gll2XIPinULOQCPhSDZbhku2SPMKkbdvlkndIq/FNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFdn8Cfjv49/Z28eL8Qvh5La/bPskltPBewGSKeFypKMAVYDcqNlWByo5wSDxlFAH6W/s1/tm/BT9pW5Ph3UPAtvZ+Kr0SsNAuJ2L4TB820mAVXYghimA/yyfKVXefQ/FqeLpvD99ZeBfCmsSvBmK+Y2pDwL/FwwG5gPT1r8ldO1HUNI1CDVtJvprW6tZlmtrm3lKSQyKQyurLgqwIBBHIIruLn9qb9o688O/8Ivd/GvxHLbfbvtfmyapI1z5mzZj7QT52zH/LPfsz823dzQB9r/D34hah4M8XTaToulT3EO9VvrO8HkzLIDwwX055Oa1fjN+2f4X+A8c8viSwujqctutxYaPFKiTThifLPIOxCVYGQqQoU8M2Eb82r+/vtVvptU1S9lubm5laW4uJ5C8ksjElnZjyzEkkk8kmoqAPrPw3/wAFZPixD8UodQ8SeGrIeBpLzdeeGrSNXuNhkYi4+0PgvcCMhGUeXBIFJEUbNvX6d8E/tXfBX4s6I+q/DzxVDdMsCyy6VPIYbuzP7ssJYXwSEMqqZELRFsqrtivyvqzo+taz4e1BNX0DVrqxu41YR3VnO0UiBlKsAykEZUkH1BI70Afsl4fuh4ktI723GVkGFIY4YE4GD0x+NaqeCdPlnW7l195QJP3sNvaZwO+0nGcf3hX54fs0/wDBUT4lfAzwcfBfjnwmfG0Vq7Not5f608NxaBslkdmjlE6BsMoYBlyy7iuxUTxR/wAFcf2rfEOlXGnaZaeE9FluAv8Ap2l6IzSxkMCSq3EsseSAVOUPDHGDggA++/iH8Xfgh8APD3/CRfFjxPpugBiy2ov4mmubjDICYYRulnAMiFjGpChssQOa+F/2nP8Agqv8UviWt14N+B/neGfD00KI1/NAi6nPmN1kXcruluhLjHl5kBjDCQbig+W/E/irxP421yfxN4y8R3+r6lc7ftOoanePcTy7VCLukclmwqqoyeAoHQVQoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z"
图中是什么器官系统?
头部
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"
大脑不正常吗?
不是
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"
该图像中有多少种异常?
0
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"
什么样的成像方式被这张图片使用?
核磁共振
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"
这是T1加权还是T2加权的核磁共振图像?
T1
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EGhTxuW+ZAApOF4HPFSeJ/hJHrunbdPiWO42YY7sK5HQ+1AG58Kdam8TaJFd21sY0jiQMAMhTjpk9TnrXRX0ZIK3MeQvAG3p7jFee/DbxN4n0rVU8N+K7m4kW0Tyrfzf+WaegH9a7zVZQdziIsoGVOCM/hQBWiDkmBiRsABAxkZ9cVBNFKxzuJKqVA/rTLLcS4dChc5yTU5UNMsikEhcH0Pp1oAztSKqglYbhwAc45rivEnhu01O5Mku/zUD4dHwMnsef6V313H50vkXFuMMP9WTg49fesLWFRjsQJuJOdoxn8+lAHhP7Xvw5XVf2XfFenaTa28N1Dpy3skkp6pbzRzyDcASSUjYAdM4yQOR+b1frP8S9A0jxr4O1DwPfXUyrq+nzWU/2crvCTRNGxUkEAgNwSDyOhr8otc0XU/DetXnh3W7UwXlhdSW13AWBMcqMVdcgkHBBHBxQBVooooAKKKKACiiigAooooAKKKKACiiigCS1tbm+uY7Kyt5JpppAkMMSFmdicBQBySTwAK/T/wCGvxB8U3nhHTbzULBVvvsyfbjbJIsDSgYcx7/m2Eg7c84xmvzi+C89nbfGLwnc6gwFvH4msGnLDgILhC2fwzX6h6Hq/gi+s7dXvVDMAY2Qqcr7A/yoA7Dwzqlpr0C5YxS7svkcDjOeldEkMTKUWUbcksSDwOOw6VjeHrTw5ZQZsZSTL1ywJ/Guhg3+TvgzgN85Dc0ASeWhg3SIzBRjaTz14xUO4Jc7RFt55Vmwatqu61yxXcyHBPcVXeM3FwjLErENkl15FAGX8T/Flp4K8Fz+I55dqRR4jcnGZOwzXzp+zpZz/ET4han4wvbYP5ruyZHDN+Fd/wDtp6lqWr6J4f8Ahf4bgmknnu5bm+SLBSMN8sYz3Peun+BHweh+E/hNIr9wbuWHdMyDJBIzwKAOn0e6ht7+PQLcRK0UPm3bE4KDHHTqSeMV0UUBuUDSQbd3f2rirLwsY/Fgu/t6rLcWzbuSN5HzBcHmup0K4dLYPc6mzeYvygLnafxoAo6taabf3yXd0FE8A2pKnU/X1q/bPYPAtrcXis7A7lUdB2rnvE+oG2nF5gn58LtGD+PpWa/idAolDH7hwB3/ADoA6gJaxRfuptxDHBOeBUpIlhZ0ALZGCBXErr1ytqrEvkDJO6t3w14gE8ZS7kKl2G3LdRQBdvY43Qo2WMq87ux7fSuR1TQ9YEjyhmC4I4kwB712l2nSSF1I7Y4/Oue1obRK90oCk5JXjFAHG3FlfaTeRat/anlzphYURf4s8HPrX5U+N/E03jXxpq/jK4gMUmrapcXrxtLvKGWRnILYG7G7rgZr9YNY+yvACTz5oZWZuTg+9fkXQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0XwhMI+LPhc3C7ox4ist6+o89M1+ommeHPC/ii2ibEQbeDFlQMYPBBXpX5efB2x/tT4ueFtN85o/tHiOxi8xeq7rhBkfTNfpbb+CfEMelRtoGsyRmPAO6MFJW6EsByPwoA7LTfB2uafOPslzI8QblWIYdP4SeRXc6Ot01kguTl0ALc8nj0rgNI1nxfpMcMM8UbgDDbFOCfYGu+0q5mvLCG4ngeOVgCYwMBfegDVC74iY0+XGOTwaW2jjJUoEIJ5+bGce2OlRW8ok/c+aASvyjrjnqfSrSlkfdEg5XaxCAc0AZGreBNN1TxNH4su4/Nki2iJGUcAe1aL2aSki9hZlLZXfxtOOvvVottdUBzsUl19D/WqGq6+0UDCC3WZtuFLH7maAOe1PxNomg+K9N1rU9Le4S21BkhVjhRJJH5YY45wPepI5vLIhSYErwcjGcE8f8A16x/E18hiW41G2R0aZF2iIZJJwCfSjT7y5udQaxSAbhJtJLHjHAx7UAa+swTalpzQzWJEmwbG61y0uk3kUxha3bKf7B/OvqT4Y/s2eGvB3w2h+OP7QOo3OnaDJk6dpllbE3eqFf7mfuJnjea7Pwp+2n+wRpOiLoes/sUx3GXCSXU+ql5fLPVgwA+agD4cmtZY32up+/lVJ/WrlpPLaOHSYbcdH6k+gr7R/aC/Y7/AGfvjR8Lrv8AaN/Yq1W8u9Psk8zX/Ct2g+16VnqeD8yD1r4w1XR7izkMbg/KSPrQB0ugauNSiW3Z1ZkHOD0HrzWV4ssbhoJJ7M8dACeD74qv4Wu2tbkKzAjPzZ6VW129n0jWZJjuCODt3MT5oPfnvQB5r+0B4gu/BPwh8ReL7PxENPurDRriSyuZwhVZ9hES4fglpCqgEHJIGDnFfmLX3p/wUg8XSad+z+NP0yOIx6zrltaXXmAlkjVZLj5cEYO+FBk5GCeMkEfBdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEtle3mm3kOo6ddy29xbyrJBPBIUeN1OVZWHIIIBBHIIr9Jv2YPjLP8XPhTovimHWHkv47cW+s5EasbuNQJCyocLvPzgcfK6nAzivzUr6i/4JrfFuHR/FOo/CHVFt0h1BW1Cwmkm2s1wgRXhCn7+6MFhjBHlN1B+UA+8vDHidb9liESsQcF8Yyf/rV1FtKp2xq+4AEAZ4HtXJaPqGn2GnyalBFGxjUKidMVLYeJtbltxKQBnLfIo6enSgDsIA2VQAYJyAo6CrqSrDGS38QOR1JxXM6b4vjltg8iYO7kjkGpYPFaXF35MaqY2ODg8n86AOhuCfsbSxdSmflOCa5K61HUIpm+XBZ8hCD07CulS8SG3Ekx2qvBYnGP1rO167MUYeN0wRxxyRQBxvi28/tO50/Tr+KSHzr6MmReFXZyAx9698/Yf+BukfHD9onS/DGptIumRb9S1uV14S1hG+TPoDjFeGX6HVL+2QoGwxZzt6Afzr6n/YtuZvhv+yz8YfjZYzvDexaFb6NZXA+8DcSfMFPY7aAF/wCChf7XGjfGPx4/g34YwfZPDmmW62dtHjACJwAMdF4z718tXjkYgJXbj5zjA+tWrm/M8pkdTlpDkk5JyepqneeY6lgSQvI/yKAPb/2BfjxP8EvjhaTXmo3S6Xq6DT9Us4JdqXMMhCsGB6jBrC/al+H2l/DT9o7xn8ObXJsbXWXewlcYJjlXzUHHscZ9q828JPnxVYLGjbmuo+I25Y5HftXrf7eHiG2vf2sp5Iom88+HtOE6t2fyQu4+vFAHjNpZ/Ybou0GEj+Ylenr1NJqmo6ZrOlO9xaiQxuf4sFD2xVyX7QujXpllDHojZyQB1GOvSvHvj98ZbL4HfCnWPHMssUtwqiLS4JOVubt8iFCNyllBy7KCG2RuR0oA+Qf+CgPxdfx18WR8PLKG0On+EZJYobmCXzHmnmSFpw7DgbGjWPZ1VkfJ52r4LU2oahf6tfz6rqt9Nc3VzM0tzc3EpeSWRiSzsx5ZiSSSeSTUNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUtle3mm3kWo6ddy29xbyrJBPDIUeN1OVZWHIIIBBHIIqKigD9JP2Wfj14Y+L/AMGbWaTxMjavp1tDFr63IVJVuQuDIVHGx8FlI4PI4Ksq+seENRu9TtpSqn7MELK7KRn3A7V+WPwa+Mnij4L+KV17QyLi0lZBqelzORFeRqcgHrtcZJV8EqSeqllb9HvgV8f/AAn8XvC0OveE5ZDZzkxutxGFaOUKC8TYPDqGGR6EEEqQSAdXaSPbW089w+2FZmdHwQMY5Iq78PVutUlGqXYIWWVnSNv4VPA/HvXJ/FTxG9vfaV4TtYmCarerDJcY+WKEckD/AGj0rv7C4t9E0mOK0wZCgAXGMDoKANTXr+2MP9nStvMvBQNWd4Yv5LrTn8O6hc7prcbVIXkjPGT9OKz1tdTWf+07m+6DCxxcY+veodS8QDwrcQXtnHHKJ3C3UsoGV7gj+tAF94JLS+j8vB+R125xgkV9I/s169YX37BHxX8JJbCe7tPEGnXjw5yXhC7Tj1wa+cdBdvHHiePTrGKS4CQTSlLSIuVIXcXOB0Hv0ruf2MPjDo/gzxxrPgjxRfBNP8TWBtzLGwMfmBvlz268UAcHf3bTTsGtvLIJCLjrz0qpM08ceV+UY/eccjFfQPxh/ZtuTrQl8KWyhLhN63D8ID169h71iR/sBftM3lgmtP4ZtUsHAMN3/aEeHB54wTuoA83+D+hXnif4m6JpOnxM7zajCCCeMFxk/lXX/taeINM8UftV+LvENq2LaynS0tyRklYo1TH55r0rwN8Ebz9imzPx9+MOoWRv0hdPC2gRTK893cspAkZf4I1znJr5X+JvxM03w1purfEr4iazb2cIZ7rVNRl+6CzZxgcsxJCqoBZiQACSBQBa+I/xH8JfDvwdeeLvFGu29hYWkDNPcSj5UXgdBksSSFCgFmYgAEkCvzS/ag/ag8RftCeJPItVmsPDVjOW0vSmfl2wR9onwSGlIJAAysakqpOWd9j9rv8Aa8u/2iri18N+HdLmsfDlhMLiKO9RftNzcbSvmPtLBFUMyqik5yWYnKhPE6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK6D4YfE/xh8IPGVr448E6j5F5bHDxuCYriI43RSKCNyNgZGQQQCCGAI5+igD6Q8Wf8FFfEHifTLEL8LrO31Ky2yi8/tWR4jcBMFhHsBCFudhckDjeT81fX3wZ/aa8B/FH4Wp480C+Sa5tLCOXWdMhdpJNMkYEGOQ7QR8yOFYhQ4XIGK/LGigD9jtC1weJdEh1hIkJe3V4hDjBDDgH3rn4LSa7hnufELbmiZ3ijCnPA4UDHJ9PevzP+GX7UXx9+DukN4f8Ah58S72ysGIKWM0cVzDEQzsfLSdHWLLOxbYBuJy2cDGn4t/bP/aW8b+Crv4eeIfiTv0i/QpeW9ro9nbPKpOWUywwrJg9CN2CCVOQSCAdT+1/+1Hr3jL4sWml/DDxPfaZpfgzUvM0u80rVFAm1SKVj/aUMsBzwQohcO2FTzFKGVlH0T/wTS+Nngf4p/DPU/hj8SfiNdr4/0nWJtRsLzW2JjvNKdI/kE/LPNHceYxEhDbJowhZUYR/n5RQB+2nj39v7xx+zL8ENV8ReLda0q50+3jNvotzf2TXQe5aNvKhRA8ZuCxUnyw6ZVGJdFVnX8yvj1/wU2/bG+PXjSDxpcfFvVvCJtrBLWPS/AutX2m2WFd38wxC4b94d+0tnlUQdq8AooA7y7/ak/aT1PxPY+Mtb+PfjDU9T00FbK71bxFc3bRozo7R4mdgY2aKMshBVti7gcCsz4p/Gz4pfGvUrbVfid4vm1SWziaO0Voo4o4gxyxWOJVQMcDLYydqgk7RjlqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k="
这个图像属于哪一个扫描平面?
横断面
"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"
从整个身体的角度看,这幅图像中的器官位于哪个部位?
头部
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"
图中异常位置在哪里?
左下叶
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"
这张图像是关于腹部么?
不是
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"
图中脑部左下侧显示什么疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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"
该图像中有多少种异常?
3
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"
拍这样的图像会对身体造成多大的伤害?
没有
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"
这张图片的拍摄是通过核磁共振吗?
是的
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"
这个图像是用什么样的权重生成的,t1还是t2?
T1
"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"
这是矢状面吗?
不是