Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files
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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?
左侧
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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?
是的
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"
这个图像是在哪个平面扫描的?
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?
左上叶
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"
图像中的主要器官系统是什么?
头部
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"
大脑看起来不正常吗?
是的
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"
图中肿瘤是增强性的吗?
不是
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产生图中大脑左上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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这是核磁共振成像吗?
是的
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uouGDYxm0lT/2avB6+6f+Dfn9mvwj+0h+2vf6R43+JFp4XstJ8EajexaheyIsbTDy0VCWYcHf0HJzx0oA+6tNsbvx78PdGi0h1urjT43gvYRKDIp3lgQOu05PI45Ncf40+GnjTwJfxX+saPcW6TNvimKfKfoRxn2r174p/sfeNvhrcz+IvDnifSNW0/zdqaj4f1USq3PGVGGX6EV55rWueOdBsv7K8SPcTWcqnKXBZ1HbcM8Z9xQBmWHxl+IXh+x+zaVr1zZvsCGS2uWjZl9CVIJ+nSsmPU9V1rUv7V1O+knmlILPJzn355Jz71S1hm80eXJlW/vdvyrZ0O3jnt1Z4iMHO9Wzk+tAGt4Ds49U+KehaNJH5YubkQEqeu8bePzr9mv2qLOOz+EFqt1D5c8NhEsrM/VwgBx69OvvX5Ifsx+E28T/ALUvgzQ5FBWbWrdcEf7YJ/rX6y/8FFNetdD8DJZ2AVjjaiyY5496APzz8biBYpnmlUIt15jSluUbeDj3B6eo9cVW8EfD+z1vX4GgmDq0wORxlSap3Gl6r4w+3aZv8t2QsGb7oAOf8muk+GVnd6Z47t7Vci1Ro43ldT875+baOuPf1oA+kfEX7O9npX7Pmsa1FC6y2+mSz+cq4wQmV59jzX51eItZTWb29w3mhb5/vDn0P+P41+0Os+EdP8Rfsj+IbG2uRmbwvcKrB84YRk/0r8WtO0KUQzoz7pBMxLsejZoAwrZpLRd0eQ4HBI6+/H4VIPEeqNAbS0t9juhBkjX5l6ZIJHGcDOK1tStY9PtX3w5PPPb6VW8MahZabfrc3+kRTlSCEb5V/wCBEc4+hH1oAZo2i6i9xG8ETEv1x15xnn/Cu++IvhHw9oX7MnizTfF0Nytx4x8M3+k6axt90axywNDPJ1GWCyAAcZ3E54NX4fjrrF0kEMHw+0KWKFgI1XS1XOOm5gMv/wACJq3q3gT4z/tAX0PiLVPDk15E7/ZbSO1swlvGMZ8lFA2jjt3oA/n0orqfjh4c1Lwh8ZfFfhnWNEk025svEN5FLYSw+W1viZsJt/hwMcVy1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2d/wRf0izf4t+L/FR8XJbXeneHEgg0XaN97FPKDJMDuBCxmGJW+Uj/SFyV4DfGNfeX/BAX4MeKvjH+0V46s/Cdkk89j4Bd3jfIyrXlvwDjA+73IHvQB92+FviZeeFtW+z65NL9imYGeJDxs9hW18Tfir8JPFfhxdGhj1JZIIpBazGJD87FTzyPl+XH41k/FT9mf4qeD4nfVdFuYEjU4+66fTKk4ryq2ktNPnNpqNs/mxN0ZuD+FAFbWooZLn/Ry4j7EDrg9etbvhy4tYYFIj3fKOCcY9xWReXFs8xuRHHs2gsoJ/TmrWhzqhKxRkAgbQ/X6UAeyfsiXh0/8Aaj8J+JLYAtZ6osrg9lVWyT9K+vP22v2hW8e3cFiroUEm123EgfQfgOuetfIf7OFu2m65P4qjX97BBsg7YLHk1ufFDxlcC6W8u7ht+GK5cjafy9fwoA9U+A02i+M/Fx0R4gYpndp5HOSYolMrD/gQjC4A5D1zOsa7eeGfGVxPcpErJdM6ENjgNgAVjfs3+MfEfhXV/wDhPdNWaM6aks9vIse4K/lFUYqeo3bcg8GuU8W+NrnU9fW81iV3kLtmSQY3Zzx+eKAP0d+EHxw0zxd8BNS8PRamkU11pE0CoACxZoyMYz33Hn+ff80dYspdEnuNNuEEUySN5nfJBwf5V7T8GPHjx28Yhmjw8RDI5x+eK8r+OcMa+O7mSziCQzAOEBHGRyOPegDhPFIlitTPKW2ZxujGQR6n8qxdMswuqxSXVsTE+0hJDjeP85rV8USS3NuYY5SgUH8eO9ZGizWMN/HP9uWOZDhnYHHsOO/FAHrnhz436H4Ft4J7f4Z6NcPAcmS+sfNDc/dwxxjtwBXR/Ef9trxn8YtK03wdpWkafo1hYtmOy0W1+zxKf7xCnk8n6ZryHxF4sk8WyQ6VawxRlkO8qoHfrj1OTz1OfYV9E/sr/sW6V8TtNivI/FdhbqTm7klmCm1QLku4PO3IxnoM5NAH8+f7ZLW5/aw+I0dqpEcXjPUYlDOWI2XDr1PJ6V5rXqP7b0WhwftmfFi28M6nBe6fF8SNbjs762m8yO5jW+mAlRv4lfG4EcENXl1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2x/wAEW5NWsvHfj7VdLu5IRHoVpHIySFc7pmYA4/3M/hXxPX3h/wAG/wBrvw61z9q7XP2ffih4kTSLHxt4Xlm0u+js3lmfUbHdOkIYfJHG1u147M4AzEgDAnawB+l/gn9ubVPD3hoeFvExvpAi7DLJAsyuvbcsoZf++SK8g+KmvfD3xRfT63oLS/aZ28xlSFUQknpjt+FehfHq20r4a3d34E0XwjZz2iv/AKBrDW6O12n/AD0WUZyD0wDgdO1eH3Vv/Zlmb27sis0shxA6EBQf/wBdAGNLlh8spwCcDditLw+8/wBpVVIB3fIBnOa1V8DXupx2+oeHrRrhbiP5oozuKN3GAK2rD4Xa7ZaTNrE19aWhgh854DcDzAvrgZ/I80AdT8PvGUvhi1maaEsz8kbsAVy/jjxne+J9ZBmLRonO3rnn2qNNUW10uRzkkd/UA1X0+wt9ctmvIIQJFQltx4P1/GgD1HwprfiTTfh7cavo11NEFe28xkPTdKqrn2yelYPxW8SSajc/YLqNfMWZjHNGoDYOT+Nbfwn1SR/CVz4auoDKLr7LE6g9xdQFT6cH9M1meK9Gs9R8QtHtYllAGF+7kdf1FAEnwo8f6vpNvHabEdcEFpM56+uf6UnjjVLjVdUMwId5cYwDisubTrXwjq1tZ2t+Zw5JJIZQMDOcHn2/Ct74batpdj4sk8Q+ILcXNvpdrLcpaBtvnvwqqT2GWBP0oAzbHwJFeKJtZkMW445Gc1xeueGbOx16S0UiVc5Qbxz+IzXf/FH4yaR410aJNP0GHTbpbhxL9l4Ei4BAA7Ecj34rkPCngPWPF2nXOtQ3jbICCyRgswXnJxjoMZPp+NAG98NPCmnXcMlxZWCi7X7iXUoCuPZjjp9a6fVdG+IcMTWdzeeRBOh2wRzDa2RjoDyO30rkP+EM8aeFraLWdPna4td27fHgg+ox1B68H0rpfGH7QVp8I/hhr/xf1KDTlm8NaBdX/wBh1NQtvdTRQsYU56FpfLTA67sdaAPwf+JsccXxJ8QxQwxRouuXYWOBAqKBM+AoGAAOw7CsOrev6xceIddvdfu0VZb67kuJVToGdixA9smqlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXY/s/fFLV/gt8ZvDvxM0SRFm0vUkdxIQFeJvkkQkg4DIzAkcgHiuOooA/bzRvFfxM8UyxeGvAHiKa7sNQRZoBbnekqOMhh7EHOfeu11v9nLVvCvh1fEPj/U1+1OAy6c8p85l744O3jpnArxX/AIIr/ts+A5f2dZPh7pnguwuPiP4aQ2xnvrlpXuNPPKSxRN0IJ2scnoOFFe7/ABB+Jnj7xPHcXut6Lp2nx3GfOmuBhm9SCTmgDyLUtYurOeWLR3eGNfvKkh6ZPBwafo+pGDSLqKe7ZpbramMk4XcCc1n629hJcvb6O0ly5JLzBMLn0A/x/Ks6zl1G5uFjt7Vjg8jtQB0V0ix6U0SMdwj69ea6/wCG/hPwdrOjBb7xWmnXGwAw3McmGPqGUEfnjrXGXmj6za2kdxddJo8hT6dM/nXU/B/UNP8AEF+fCGptAl2o/wBFNyCA57KCO/1oA9q+BXgXwzb3msTXWqQSrYWCTWhR8mWRZo2H6LXMajqOh6Le3LNGjXDSYV3TOwYA6V1XwV8Cavo2p6nPr+kzQWFrYmW6eA5BiDop2npk7uK4rxx41+GEOr6hqttpd/tW6c29vJIoBXcdoZhznGOgoA4PWdUnn8SefLOrYDFCRjrUcGsDSWnlZ2bzoXjwOAQwx+lZWreIRq2rzaqtstuJGxHEnRR6DPNR3N7L5G6SLODnp1oALTR9V8QztaaVZu7oC7Bc5A69BXQfDzx94n+FnimHV7FpIQvEhwcMOQyt6ggkEHg81z3g7x8vhLxXDq6zSxxoQQYT8wI6V9HeC/Ef7PX7QEg0/wASeF3sbwwZk1CzkCtI47smNo9cigDS8DfHj4C6691pPxB8PxWlreRjybrTV2tbtgY3IPlYA9/Tg5r5p/4K96l8EPCn7AnjnUdI+Kttfaprl1p+neGrIQGOSZzfQSzKexIt45m49M9q9f8AiZ+xx4k0i7i174dWlxrekzHKT2Clyv8AsyKM7T+npX5Wf8Fd/jZd678Ybf8AZ80fU1bSvB4DahBExwdSdSJA4I+9Gp2cH+I0AfINFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6V+yP+0BrX7NHx50T4o6XfywW0U32bWViz+9spSFlUgctgYcDuyLX6+aJ4K8Q/HXU7eS08RLLp0/lvHdxyho3R8YOQeRg54r8Oa+zP+CYv/BSW1/Zu123+Fvx31S7k8ESzBrfUIo3ll0phyAFUFmiJ6qASO3pQB+hPxP8Ahd4O8EWsc3gjVbi4utPYG5mkVVWTH90DoO3JOc1R+FkeieLfHemGTTQtpcXEYvgnUIWwx/AEn8K09X8QeA/Humjx38OvG+neIPDmoHNlqWm3aTI24A7G2k7XXcAynBB4Irr/ANkP4W3F78SLvw+1oGN/YyNpgbvJ95R+OCPxoA5n9rTwRqHwi8bWfgS9QedZWsazHoGLkuD+IIq9YfsweIPiP4RtPiH8MbkLfW2nie7sXDozlc/NG2MHcVxgkDJHOOR0H7dC6746+Ilvq99YyHUZo0gnUoQyyRjaBj6cfhVb4e+NviR8O5bGxj0+6iubGLyypjJSaPvGw6MD+YoAvfAr9oLxJBBqvgrxPOzkW3+lwSjIl8l1myR64hYfiRX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这是T1加权还是T2加权的核磁共振图像?
T2
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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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图中脑瘤在哪?
左上叶
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这张图像是关于颈部吗?
不是
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患者的右脑叶是否异常?
不是
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图中异常是什么密度?
高密度
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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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"
这张照片是怎么拍的?
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?
T2
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"
这个图像的扫描平面是什么?
横断面
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图像展示的位置是?
头部
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"
图中脑部肿瘤在哪里?
右上叶
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r3f4Eo+rwfZoMs3mD5VPPFAHOfGn9lnVfh5qVzNYI0tkT5sbBeinkHNct4I+EevePtQTTNF0mWR5m+aRlJAH1r9W9c/ZRXx58PtHk1rSAssulRrcB1x/BXCfsP/s2abB4f1nWZdJUi31C4ihkZN2THkDFAHzDo/hvS/2WvDbpbW0cuqSwY8wEFwSOuewr5I+KF7LrnjOK5lnfzpp2kkkbByc+ma+jv2nte1jV/H+qJcJIfJuWiRNhCgZIxXzV4gtvN8TwCRDFscnaeoP1HIoA0tAW2ttZRpULBeQxHX8K0PFviyxuAdumQ5xj5ItvTvkday4bLVobqT7CjSbDlnJzgfTqKt63q2nrpv2N7P8AftgbvX1oAj8P3GteKr1NL8NWKpjBYsOF969H0DwY7Wv9n+KkJxzHciQDafY8Z+hryjQrjXhqcdpoEskE0nGYl7e9epeF/h5qdrbDV/Enip3ZQWRS+AcckcDJwKAPkT/gvN8PtR8MN8L9b1WJUMukXEVkYyCHhLBtxIJBOR+FfndX6y/8FUfCFv8AtPfs02o8OwXq6p8O3lu7CIXZeO5t2X98uxuEIA3ggjoc5r8mqACiiigAooooAKKKKACiiigAooooAKKK3vhbYeH9U+Jnh7TfFkavpU+t2qakjOVDW5lUSAlSCMrnkEGgD9Mf+Cf3gl/iBrt9f67rFvoH/CDfCjQtGVdRSRXlvnhjke22Bchwd+7ONpXmvZvEngzxD4JSHWb+5iktL1GaJo5txZenIxgH261mfsY/BfTNQ/ZWsfGokjTxF471y/1vULZpAhigeXy7Ug5wS0cZO30I9a6vxR8H/iHpenbHS9uoYWysNzERsyOo7c8c0AcHruirAItRs2fMiq29V5AOf1qbQbS5vLhZ9RNxLGoxmTJA5FaqXWsaZGtlrWhOUjGFZlxjnnn/AD0rrvDfiTTpNDlhj8PqUuYDG0zDJAPBx6HHegDntYistEh2W1ry5wSyn5SRxzXLWsbvcOZWznJBUnIH0rsPiB4ov542so7OBIHG0HgsuBxyetc7ZaMUC3TMVQjICnK8/r+tAFW+t0S93nncu35skZ65r6c/4JueHNK1j4saeniNSLFtQj8yPPYMPl9818zC2ma7VbkBfm4K54H419N/skPqOg6YNV0ZNl/LcK9u44EYU9T9TQB+w/xL1HQvCHhSXWLiWNLe2tmlU5AGAM15J/wTw1Dwr4y+BMl8jq0z6zqDzRjG5iblz+WDivl347ftZeM9f+Et7oniH7RaSSW621gRlkmZiqEbux/xrkP2Lf2h/Fvwf8NP4ea9kR4dV1C2ljzjG4hgffkGgDyr/go34Q0/w58YfEF34cuH+zm7Ztm4BkLHO0+mOetfJH2WWbVkkZVJQ8kA9TzjJFfXP7aHjiHxxJeaoYUZmk2yOiAbuPvMRjPYZNfKFjbhrw3bbW2nJ/ujPQZ7nigB0yXFvqymOZ42CktgYDdua0NL0/SNaDQ3NuxuVbncOue9P1i2f7Wt5Im9fL+cRduMDnvk4q3ouk6vPbK+nBl3ZVmK5x+P+elAHOTXj+E9c86zyWQHPovI/wDr1d1X4g+JNTCWs90Y0P3EyTyTwAB60ut+F9dsGa4eaJZTxkYPPbNUNNsr63mja5tGMgfJYD7o/wD1UAdd4G8Haj46nHh+HQjd22oL9nureSLckqNkMHzxgqWBz61+P37Rfwe8V/s//HXxZ8GfG9lBBqnhzXbmyuktCxhJSQgNEWVS0ZGCrYAKkEda/Y+1+Jvii40j+w/DNhFaZk65KOwH3RkHH5AGvzg/4K5+C7/Qv2oofGd3qd5f/wDCTeG7S4lvbhCU82EG1MSvj5mWKGF2ySQZQTwRQB8t0UUUAFFFFABRRRQAUUUUAFFFFABW98LtJGu/EfQtGZsC51WCMn0y4FYNdj+z5FNN8cfCkcCbnOvW2BjOf3goA/bf4SzW+neINM8AmeO3hjsore0AOBGVQKuOnGVH510mr+OfiZoGpS6O+rTmW3lx5ErEgkdsHsa8z+Il6bTxRBrmnKYDCQwZX5Jx0z25rodb+L9j400yHWbpcahaoqSScAyY7kjuKANHWfitp2vLJo/jjwtDEZQ2LmKML29RVbQLzRvDtn/Z9vqME+nySBm8xMugIx+IqtF4s8I+J7dINftyJiMGdMcL9KS7s/BGmxtbufMIH+jzRS4AHvQBU+KnhmwEba5p2z7PMA1qFUr8pHJx25ziuf0JYpIzauuMA8Dr+FT654s8/TX0h5hMgOA2PuL7Vjw3EhuSYUYs3CEOTmgDX07RE1nXxpFlE8hmkEcUZGScntX2L8Ivg/deBPC0Ntb2kglKAyO+Scnt+FZ3/BOj9izxR47vZPi/4v0SWDSrYbbA3UZDTSf3kB6getfWvizQNN8G2LbVjhSCDLSXAHbOc0AfPx+F+v8Ajm70fwjLHLOjatBO8LLkHEysx/IVlfH3wRefDz4k+ItAg0pIFfUft1tJGpG9XBz+ef0r0rwL+0h8Jvh54hm8W+NPGFlDGjGOyjZxuY92FYf7RXx5+GXxJ1Sy+I3hjVLa+gYC3voIJQSqdFb2xQB8u/GHT7mfw7cTmI5MJYbx/P8AHFeK6RocF63mzQoDu+bJx+GK++dZ/Z1uvH+k2ur6RFDDp1zh9yEu0nHBboMeoGc4r5C+P/wf8V/BP4gy+FNYtHjWVzJbuUKh0PRl9qAOE8RSxQMLfyhhRgLnBNdN8Obp7GzB8QKRpTDdKiD5wAOg9Sa5O+DzTrFeTglpQpweorvNH+D3jnx3p1zL4T0i5u7a0jT7WtuuWRG6sB6etAHFeJ7yy8R6w9t4R0u8dI23OhYEjnPLcD8Ks+Dfhl8Q/EEq28GkXJBONyoWYj1PYfnXZeKvBurfB7TrW1stQsHleAO4t51dgTn5TjJz65rl9P8AFPxO1ydbS0lucbj8kbMqr9ecZoA6XR/hx4d0HWUHjHxGto6yZlCRmSQHrjCnGfqa+Uv+C+Hh/wCHuu/Cj4deP/AZuYYdI1680zyZgv8ApDXFukkkzYHBzaIABxhj6V9U2/wj8dalHDqWuzNHC33PPzFn1xnr9a+Xv+C3vgyz8Mfsp+C76HXraV7rx4VNlG+Xj22U2XPscigD8u6KKKACiiigAooooAKKKKACiiigAr0T9k6/On/tEeFJCuUbVo1m9dmdxx+Ved1oeFvEuqeD/ENp4l0aUJc2cu+MlQR0wRz6gkfjQB+8fxdvvhp4cm8yw06W5WSKIlml4yU5wAOmf5V5RqD6RMjS2WkPbK4yrb+OvpXa/DXStK8e/BPwf8TdSvY57XUNEiuEnjn37yq4JUgkEZDYNZuuWY8WXTW2hWGLWNisYhj6MfU9SaAOBkvreOTCSleSM7+Sa0LC4mmHmCV2wccMa6Of4JaztjvG02cGQblLwEbu3pWPdeGtR8N6ktpqSmM5BVXXrQA/7NJIQmCd2M7l6V9DfsPfBjwF4v8AGUOueNFjuFtpsx2s33CR0yO9eGWq+XJukcbmGI88e+a3NJ+LPi3wfZiLwxqsliSPmMHDsSfXHFAH6xfEf9sf4N/s6fDdYdRvYI5be3KW1jbMo3ccBVHIFfmn+0p+398WfjhfXdrp1x/Y+ll2P2e2chpFzxuYnPTtXkHifXfFPiO4bUdf1Sa7d3y8k0jOR+dYS29rcXn2O9d0jZgC4XOOKAI7zX9T1KQS3lyZpASf3jkkirmleJ9X0lBLZXsiB1+cLIRxnuDwRXf/AA9/Zy07xDpk3i3U/GVlp2j2rqs11qlwsCs7cLGCe5OK57xd8M73w/dPp1vdRzKr7YWilVhIOoIYdaAPs3/gnD+3n4HsbaL4LfG8PHFJKF0zWJPmjQ9ldT056EV9Uf8ABR79lT4a/G79mtfiHoGtWq61olmZLG/gxsuYjyYzj9D2r8b9NkbTbpVikaGaGT5ZByVxX0D4f/bB+JGm/DaT4eXviG4ubCaLyxDNMzBM8Yx9aAPF9Q0+5sbl7O/AaVG2g56/Q10fg74seJvAllc6bbardIbmEpb3FtOQ6H2x1+hrL1p42gN20YZy+WOOmayrwQTW/mxjYAcAL/D70AdVoWm6z45uJb7WfE8NopP7x5JQGc9yQOT+Ar0PwF4++FfwgDR2GhDWNSC8X1zN5cMDH+JIiC0h922ivAZbXWmnMdpJIka8qFk/+vxVWKw1eC7McTShyMsgB6HnNAHvvj79pOWbTZElvHladSAhOAD/ALK18gf8FTGvNY/Ykvdb1K3yV8R2HlGQAmMszdPTIXtXrmg+HLzVGFxfQf6ps4HOf/rV89f8Fmfilc+HPgt4S+C+kanapFrmovqGqWBjzL5cAAgkBPKqXeUcddvtQB+b9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAfqd/wRt+Msnxw+B+qfAnxBqsS33gmHz7f7RMEElgcgBRgD5eVKjJwpY8mvtGw8b/AAn+H2h3Fl4Y0q3uNYaF4/t10MLbkjGUTuQe55r8Lf2R/wBobVf2ZfjbpnxLszI9opNvqtvFjMtu5G4c9wQGA77cd6/YS8f4ffEbwnYfE7wVqX2ux1azS6tLtY+GVhkjHUEE8ggGgDsfF37REKXCX1tZhZQ64HnFlwMcbemOK8j8Y+OdT8Y+IxrOrIrY/wBWFXAGepPpWl/wr/Ub9f7SuiYoCxAkcYGOefrWDHoB1HVV0nS1b5XYcc5+bg0AX7O9jjKTCQsCPmyewzgVq+H9Fs9du/8AS7tI4SMliMqi4yScd/b3FM17wjJ4Wsbd0uWaSQHcO4AbB/XNdL8FrNtVkubKOEM2GBGM7hwT09qAOS8Q3Gi2dpLBZlyFY4dhyeB2H1p3gCLwfcXvmX9whOzGJDjaTxmrmpeF7qHXJI4UDJLkYC/dBxz+ldB4m/Z9MfgWy8U6JiSe5lkXyIj+8TaARkdwcn8qAK/xd8GfDLxp8Fbzwh4q1a7i0+LVLW7Y2l15buwlChQx4xll4NafxN8KtrmpR6Z4T0ueMKgKLjGxVQKPuge3aua+Inw48XeKv2bvEHh2GwKywXulSTTEYcBdStRx+DMCPSvZfib8UvDN94y1NBpYs7eSZ4YktyFKKp2A9PbNAHzTd6fd6ZqkltewEMzghwc4Pr+VX47k6dNvUllcepGQenHY0/xsza74pFpoG2TzMbTFnIPY478VNqGhvpFrs1GQlgcIqEA5zjp2xigBLrUYrs+UzsUblQW7Hnn0qpcPDZWQkKguUwwPY4p+n6FqWt6oNLsFVnc5G48nJxgVT1WK80i7l0jUlO+OQjrx1PX8jQA/Sde+wS+eFQKMNg+v1P8AnmvQPBPj34fXFv8AabuLN2eXLAbc56bT/SuZ+GGm+BZ55H8XR7mYg8tx7YB/zzXqOh/Bn4IeK7LUrnTNVTTxZWsBt0kgVnlndn3/AHeAoAXHfNAEt/4K8K+LfD1x4h8Oy21r/Z0D3WqGS5ECwQRqzPPucgCNVRi2T8oGc4r8Wf29vj3bftB/tJa14m0LWpr3QtNZdN8PyPMWRraH5TLGCAVSV98oUjI8znmv0N/4KeeNYf2cv2PNc0PTPGbwar4zddE0pbO7XzZYHYG8DoWD+S1sskTOAwzMqnG8GvyMoAKKKKACiiigAooooAKKKKACiiigAooooAK+t/8AgnN/wUXg/Zu1GD4TfG+zutU8AX16hlktmBuNK3HDSRZ+8vcp+WK+SKKAP3q1PxV4V+M3guHx98HNbh1LwpNuXTbuxJZCqnGGzyH7kHnmqHwL8H6hrXiONY7Q7nutrNtzwO9flL+wv+3r8Qf2QfEkuiSXM2o+C9YlUa5oTuSqnp58QP3ZB7dRxX7CfsGfFz4H/tGRXniT4H/FPSb+6t9NN3faN9oVb6zRsgF4W+ZeRjpQBzfx7ghOoyJpcpP2ZxG4U+hOT+ZNZHwe+JmrfDXxTDr9nKnBxKHG5SCCDkfQ9a73xJokMus3UerSR2VmZSQpXmY+pPU15l4q8NRpdSz6DJGEjGQob7w9eaAOk1nUb7TtVfxHFE13ZzTF1OPlXkfKcdKXxZ8RPFsNjH4lt7qOCDG2C3t34U49Oua4jR/Hmt6azWMMrmInEkQ5BNVZ9Qk1DWFt7SMlnOTHJwMmgD0Twt4g8Z+IfDF/fySPElzc28QV2xvYzxkgDuflqHx/p1zea9ewRtmQ3MirlsEEsc074P63rt7r1n4D1AtBDf61awhCMgN5mQR+VdX+0X4M074eeK5zHq5jvPtDNOjnJGSSGXHUGgDA+EvgLT/Djz6/4hvYvtbQsLKB2G4yEYBxzwKpfGX4f3Xw507TLzV7+G5uNWja4hgQfMkQYKCT3ydw/CpPCmlXvj7xFZtaajMgyPOllIGAO+ewqT9sD4jeHvFXjm30rw/do9vomlw2NvKjAq4jU7iPqxNAHM/CF2vfiTpDQIJW+2IGTHUFxxWx+1Z4RXwF46vrf7VBMwunTMZ3bjuzj3xnFdr+wZ8KNL+LGs69AmopFq9pok1xosGcebcKOFB9uTXnnxU8NeILTxXJY+LpnN3DMyrE4LFWzzmgDH8HeBdS8VWQ1WOFVWN/3lrtxuHHzAdjivWvDWg+CND0e4jikmaeW1RZAzbY4NpLMSScYA6ntmuR8JeHfEumMl5p8k0MZG6YwnaNvfLelfF3/BSX/gpboJ0TVf2aP2eLm3vPtcTWnirxSFDoq9HtbXIxk9HmH0XnLAA+eP8AgpV+1J/w0x+0Td/8I7fs/hbwuH0zw7EshMcmG/f3IAkdMyOuN6EBo44iRkV89UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWz4C+Ifjv4W+J7fxn8OPF+o6Hqtq2YL/S7t4ZV5BxlSMqcDKnIPcGsaigD7++CH/BbbXNYkt/DH7WfgWK/teEHiXw1H5dzH0AaaB2Kyj7zMylW7BSa+hdI/a8/ZN+LLfbfhx+0LoVtFDsW5t9aJ0uTJHZbrZv+q5Ffj5RQB+3+leHN32TX9ESC+sryJJra/tJVlhnjbBV1dSVZTkEEEjFWtW8F/294oeWCWG0bzURndgoXcfWvx5+DP7VPxz+AsrD4d+OLiG2cHdp11++tifl+by3yucKBn0rr/H/APwUY/aw+IemjStS+IKWMPlski6RZpbmRSMfMV647Htk0AfbP7Zn/BS/QvgH8RfDnwb+F+nx6jqmi61ZXfiLWOEEZjdWWNSAS5wTnpjp619afGHx/pfx8s7T4rafPBc2mtxxzWrTTBGYsoyCemAc1+A+panqOs382q6tfS3NzO5ee4nkLPIx6kk8k19dfsOf8FZvGf7M/hGX4PfFnwrN4u8HPAIbGK3uEhudLQIRiIFdsoyF4YqR8x3HgAA+7vEXjLxbo1udB09GtEACS+U+M9s5xyKz/Bnhzw1quoovjC9uSkp+eSADIPvXzvqv/BWP9mDV717qLwt42hEhJ2z6VaHbnsNtz9O1ed/FT/gq+LS11HSvgT4NljkuhGLfV9dRCYRgFisC7lDZG0EswwScA4wAfoF4C+LXwQ/Y/wDismo/Ez9pDw74XlTTnu7Gzv77bcSJIpEfyqDtz1w2CRz0xXi/xw/4KPfsqeDLyfxzL8UovGF9cTO8FjoD+c8h3AncThU4OQWIzg1+Ufi3xd4l8d+IrrxZ4v1q41HUb2UyXN3dSl3dj7nt6DtWdQB9Rftb/wDBVv8AaF/aa8PS/DLQHh8G+C5FVbjRNGI86/2k83NxgO4P/PMYT1DYzXy7RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z"
这张图像是关于颈部吗?
不是
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"
图片中可以观察到脑水肿吗?
可以
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"
该图像中有多少种异常?
2
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r3f4Eo+rwfZoMs3mD5VPPFAHOfGn9lnVfh5qVzNYI0tkT5sbBeinkHNct4I+EevePtQTTNF0mWR5m+aRlJAH1r9W9c/ZRXx58PtHk1rSAssulRrcB1x/BXCfsP/s2abB4f1nWZdJUi31C4ihkZN2THkDFAHzDo/hvS/2WvDbpbW0cuqSwY8wEFwSOuewr5I+KF7LrnjOK5lnfzpp2kkkbByc+ma+jv2nte1jV/H+qJcJIfJuWiRNhCgZIxXzV4gtvN8TwCRDFscnaeoP1HIoA0tAW2ttZRpULBeQxHX8K0PFviyxuAdumQ5xj5ItvTvkday4bLVobqT7CjSbDlnJzgfTqKt63q2nrpv2N7P8AftgbvX1oAj8P3GteKr1NL8NWKpjBYsOF969H0DwY7Wv9n+KkJxzHciQDafY8Z+hryjQrjXhqcdpoEskE0nGYl7e9epeF/h5qdrbDV/Enip3ZQWRS+AcckcDJwKAPkT/gvN8PtR8MN8L9b1WJUMukXEVkYyCHhLBtxIJBOR+FfndX6y/8FUfCFv8AtPfs02o8OwXq6p8O3lu7CIXZeO5t2X98uxuEIA3ggjoc5r8mqACiiigAooooAKKKKACiiigAooooAKKK3vhbYeH9U+Jnh7TfFkavpU+t2qakjOVDW5lUSAlSCMrnkEGgD9Mf+Cf3gl/iBrt9f67rFvoH/CDfCjQtGVdRSRXlvnhjke22Bchwd+7ONpXmvZvEngzxD4JSHWb+5iktL1GaJo5txZenIxgH261mfsY/BfTNQ/ZWsfGokjTxF471y/1vULZpAhigeXy7Ug5wS0cZO30I9a6vxR8H/iHpenbHS9uoYWysNzERsyOo7c8c0AcHruirAItRs2fMiq29V5AOf1qbQbS5vLhZ9RNxLGoxmTJA5FaqXWsaZGtlrWhOUjGFZlxjnnn/AD0rrvDfiTTpNDlhj8PqUuYDG0zDJAPBx6HHegDntYistEh2W1ry5wSyn5SRxzXLWsbvcOZWznJBUnIH0rsPiB4ov542so7OBIHG0HgsuBxyetc7ZaMUC3TMVQjICnK8/r+tAFW+t0S93nncu35skZ65r6c/4JueHNK1j4saeniNSLFtQj8yPPYMPl9818zC2ma7VbkBfm4K54H419N/skPqOg6YNV0ZNl/LcK9u44EYU9T9TQB+w/xL1HQvCHhSXWLiWNLe2tmlU5AGAM15J/wTw1Dwr4y+BMl8jq0z6zqDzRjG5iblz+WDivl347ftZeM9f+Et7oniH7RaSSW621gRlkmZiqEbux/xrkP2Lf2h/Fvwf8NP4ea9kR4dV1C2ljzjG4hgffkGgDyr/go34Q0/w58YfEF34cuH+zm7Ztm4BkLHO0+mOetfJH2WWbVkkZVJQ8kA9TzjJFfXP7aHjiHxxJeaoYUZmk2yOiAbuPvMRjPYZNfKFjbhrw3bbW2nJ/ujPQZ7nigB0yXFvqymOZ42CktgYDdua0NL0/SNaDQ3NuxuVbncOue9P1i2f7Wt5Im9fL+cRduMDnvk4q3ouk6vPbK+nBl3ZVmK5x+P+elAHOTXj+E9c86zyWQHPovI/wDr1d1X4g+JNTCWs90Y0P3EyTyTwAB60ut+F9dsGa4eaJZTxkYPPbNUNNsr63mja5tGMgfJYD7o/wD1UAdd4G8Haj46nHh+HQjd22oL9nureSLckqNkMHzxgqWBz61+P37Rfwe8V/s//HXxZ8GfG9lBBqnhzXbmyuktCxhJSQgNEWVS0ZGCrYAKkEda/Y+1+Jvii40j+w/DNhFaZk65KOwH3RkHH5AGvzg/4K5+C7/Qv2oofGd3qd5f/wDCTeG7S4lvbhCU82EG1MSvj5mWKGF2ySQZQTwRQB8t0UUUAFFFFABRRRQAUUUUAFFFFABW98LtJGu/EfQtGZsC51WCMn0y4FYNdj+z5FNN8cfCkcCbnOvW2BjOf3goA/bf4SzW+neINM8AmeO3hjsore0AOBGVQKuOnGVH510mr+OfiZoGpS6O+rTmW3lx5ErEgkdsHsa8z+Il6bTxRBrmnKYDCQwZX5Jx0z25rodb+L9j400yHWbpcahaoqSScAyY7kjuKANHWfitp2vLJo/jjwtDEZQ2LmKML29RVbQLzRvDtn/Z9vqME+nySBm8xMugIx+IqtF4s8I+J7dINftyJiMGdMcL9KS7s/BGmxtbufMIH+jzRS4AHvQBU+KnhmwEba5p2z7PMA1qFUr8pHJx25ziuf0JYpIzauuMA8Dr+FT654s8/TX0h5hMgOA2PuL7Vjw3EhuSYUYs3CEOTmgDX07RE1nXxpFlE8hmkEcUZGScntX2L8Ivg/deBPC0Ntb2kglKAyO+Scnt+FZ3/BOj9izxR47vZPi/4v0SWDSrYbbA3UZDTSf3kB6getfWvizQNN8G2LbVjhSCDLSXAHbOc0AfPx+F+v8Ajm70fwjLHLOjatBO8LLkHEysx/IVlfH3wRefDz4k+ItAg0pIFfUft1tJGpG9XBz+ef0r0rwL+0h8Jvh54hm8W+NPGFlDGjGOyjZxuY92FYf7RXx5+GXxJ1Sy+I3hjVLa+gYC3voIJQSqdFb2xQB8u/GHT7mfw7cTmI5MJYbx/P8AHFeK6RocF63mzQoDu+bJx+GK++dZ/Z1uvH+k2ur6RFDDp1zh9yEu0nHBboMeoGc4r5C+P/wf8V/BP4gy+FNYtHjWVzJbuUKh0PRl9qAOE8RSxQMLfyhhRgLnBNdN8Obp7GzB8QKRpTDdKiD5wAOg9Sa5O+DzTrFeTglpQpweorvNH+D3jnx3p1zL4T0i5u7a0jT7WtuuWRG6sB6etAHFeJ7yy8R6w9t4R0u8dI23OhYEjnPLcD8Ks+Dfhl8Q/EEq28GkXJBONyoWYj1PYfnXZeKvBurfB7TrW1stQsHleAO4t51dgTn5TjJz65rl9P8AFPxO1ydbS0lucbj8kbMqr9ecZoA6XR/hx4d0HWUHjHxGto6yZlCRmSQHrjCnGfqa+Uv+C+Hh/wCHuu/Cj4deP/AZuYYdI1680zyZgv8ApDXFukkkzYHBzaIABxhj6V9U2/wj8dalHDqWuzNHC33PPzFn1xnr9a+Xv+C3vgyz8Mfsp+C76HXraV7rx4VNlG+Xj22U2XPscigD8u6KKKACiiigAooooAKKKKACiiigAr0T9k6/On/tEeFJCuUbVo1m9dmdxx+Ved1oeFvEuqeD/ENp4l0aUJc2cu+MlQR0wRz6gkfjQB+8fxdvvhp4cm8yw06W5WSKIlml4yU5wAOmf5V5RqD6RMjS2WkPbK4yrb+OvpXa/DXStK8e/BPwf8TdSvY57XUNEiuEnjn37yq4JUgkEZDYNZuuWY8WXTW2hWGLWNisYhj6MfU9SaAOBkvreOTCSleSM7+Sa0LC4mmHmCV2wccMa6Of4JaztjvG02cGQblLwEbu3pWPdeGtR8N6ktpqSmM5BVXXrQA/7NJIQmCd2M7l6V9DfsPfBjwF4v8AGUOueNFjuFtpsx2s33CR0yO9eGWq+XJukcbmGI88e+a3NJ+LPi3wfZiLwxqsliSPmMHDsSfXHFAH6xfEf9sf4N/s6fDdYdRvYI5be3KW1jbMo3ccBVHIFfmn+0p+398WfjhfXdrp1x/Y+ll2P2e2chpFzxuYnPTtXkHifXfFPiO4bUdf1Sa7d3y8k0jOR+dYS29rcXn2O9d0jZgC4XOOKAI7zX9T1KQS3lyZpASf3jkkirmleJ9X0lBLZXsiB1+cLIRxnuDwRXf/AA9/Zy07xDpk3i3U/GVlp2j2rqs11qlwsCs7cLGCe5OK57xd8M73w/dPp1vdRzKr7YWilVhIOoIYdaAPs3/gnD+3n4HsbaL4LfG8PHFJKF0zWJPmjQ9ldT056EV9Uf8ABR79lT4a/G79mtfiHoGtWq61olmZLG/gxsuYjyYzj9D2r8b9NkbTbpVikaGaGT5ZByVxX0D4f/bB+JGm/DaT4eXviG4ubCaLyxDNMzBM8Yx9aAPF9Q0+5sbl7O/AaVG2g56/Q10fg74seJvAllc6bbardIbmEpb3FtOQ6H2x1+hrL1p42gN20YZy+WOOmayrwQTW/mxjYAcAL/D70AdVoWm6z45uJb7WfE8NopP7x5JQGc9yQOT+Ar0PwF4++FfwgDR2GhDWNSC8X1zN5cMDH+JIiC0h922ivAZbXWmnMdpJIka8qFk/+vxVWKw1eC7McTShyMsgB6HnNAHvvj79pOWbTZElvHladSAhOAD/ALK18gf8FTGvNY/Ykvdb1K3yV8R2HlGQAmMszdPTIXtXrmg+HLzVGFxfQf6ps4HOf/rV89f8Fmfilc+HPgt4S+C+kanapFrmovqGqWBjzL5cAAgkBPKqXeUcddvtQB+b9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAfqd/wRt+Msnxw+B+qfAnxBqsS33gmHz7f7RMEElgcgBRgD5eVKjJwpY8mvtGw8b/AAn+H2h3Fl4Y0q3uNYaF4/t10MLbkjGUTuQe55r8Lf2R/wBobVf2ZfjbpnxLszI9opNvqtvFjMtu5G4c9wQGA77cd6/YS8f4ffEbwnYfE7wVqX2ux1azS6tLtY+GVhkjHUEE8ggGgDsfF37REKXCX1tZhZQ64HnFlwMcbemOK8j8Y+OdT8Y+IxrOrIrY/wBWFXAGepPpWl/wr/Ub9f7SuiYoCxAkcYGOefrWDHoB1HVV0nS1b5XYcc5+bg0AX7O9jjKTCQsCPmyewzgVq+H9Fs9du/8AS7tI4SMliMqi4yScd/b3FM17wjJ4Wsbd0uWaSQHcO4AbB/XNdL8FrNtVkubKOEM2GBGM7hwT09qAOS8Q3Gi2dpLBZlyFY4dhyeB2H1p3gCLwfcXvmX9whOzGJDjaTxmrmpeF7qHXJI4UDJLkYC/dBxz+ldB4m/Z9MfgWy8U6JiSe5lkXyIj+8TaARkdwcn8qAK/xd8GfDLxp8Fbzwh4q1a7i0+LVLW7Y2l15buwlChQx4xll4NafxN8KtrmpR6Z4T0ueMKgKLjGxVQKPuge3aua+Inw48XeKv2bvEHh2GwKywXulSTTEYcBdStRx+DMCPSvZfib8UvDN94y1NBpYs7eSZ4YktyFKKp2A9PbNAHzTd6fd6ZqkltewEMzghwc4Pr+VX47k6dNvUllcepGQenHY0/xsza74pFpoG2TzMbTFnIPY478VNqGhvpFrs1GQlgcIqEA5zjp2xigBLrUYrs+UzsUblQW7Hnn0qpcPDZWQkKguUwwPY4p+n6FqWt6oNLsFVnc5G48nJxgVT1WK80i7l0jUlO+OQjrx1PX8jQA/Sde+wS+eFQKMNg+v1P8AnmvQPBPj34fXFv8AabuLN2eXLAbc56bT/SuZ+GGm+BZ55H8XR7mYg8tx7YB/zzXqOh/Bn4IeK7LUrnTNVTTxZWsBt0kgVnlndn3/AHeAoAXHfNAEt/4K8K+LfD1x4h8Oy21r/Z0D3WqGS5ECwQRqzPPucgCNVRi2T8oGc4r8Wf29vj3bftB/tJa14m0LWpr3QtNZdN8PyPMWRraH5TLGCAVSV98oUjI8znmv0N/4KeeNYf2cv2PNc0PTPGbwar4zddE0pbO7XzZYHYG8DoWD+S1sskTOAwzMqnG8GvyMoAKKKKACiiigAooooAKKKKACiiigAooooAK+t/8AgnN/wUXg/Zu1GD4TfG+zutU8AX16hlktmBuNK3HDSRZ+8vcp+WK+SKKAP3q1PxV4V+M3guHx98HNbh1LwpNuXTbuxJZCqnGGzyH7kHnmqHwL8H6hrXiONY7Q7nutrNtzwO9flL+wv+3r8Qf2QfEkuiSXM2o+C9YlUa5oTuSqnp58QP3ZB7dRxX7CfsGfFz4H/tGRXniT4H/FPSb+6t9NN3faN9oVb6zRsgF4W+ZeRjpQBzfx7ghOoyJpcpP2ZxG4U+hOT+ZNZHwe+JmrfDXxTDr9nKnBxKHG5SCCDkfQ9a73xJokMus3UerSR2VmZSQpXmY+pPU15l4q8NRpdSz6DJGEjGQob7w9eaAOk1nUb7TtVfxHFE13ZzTF1OPlXkfKcdKXxZ8RPFsNjH4lt7qOCDG2C3t34U49Oua4jR/Hmt6azWMMrmInEkQ5BNVZ9Qk1DWFt7SMlnOTHJwMmgD0Twt4g8Z+IfDF/fySPElzc28QV2xvYzxkgDuflqHx/p1zea9ewRtmQ3MirlsEEsc074P63rt7r1n4D1AtBDf61awhCMgN5mQR+VdX+0X4M074eeK5zHq5jvPtDNOjnJGSSGXHUGgDA+EvgLT/Djz6/4hvYvtbQsLKB2G4yEYBxzwKpfGX4f3Xw507TLzV7+G5uNWja4hgQfMkQYKCT3ydw/CpPCmlXvj7xFZtaajMgyPOllIGAO+ewqT9sD4jeHvFXjm30rw/do9vomlw2NvKjAq4jU7iPqxNAHM/CF2vfiTpDQIJW+2IGTHUFxxWx+1Z4RXwF46vrf7VBMwunTMZ3bjuzj3xnFdr+wZ8KNL+LGs69AmopFq9pok1xosGcebcKOFB9uTXnnxU8NeILTxXJY+LpnN3DMyrE4LFWzzmgDH8HeBdS8VWQ1WOFVWN/3lrtxuHHzAdjivWvDWg+CND0e4jikmaeW1RZAzbY4NpLMSScYA6ntmuR8JeHfEumMl5p8k0MZG6YwnaNvfLelfF3/BSX/gpboJ0TVf2aP2eLm3vPtcTWnirxSFDoq9HtbXIxk9HmH0XnLAA+eP8AgpV+1J/w0x+0Td/8I7fs/hbwuH0zw7EshMcmG/f3IAkdMyOuN6EBo44iRkV89UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWz4C+Ifjv4W+J7fxn8OPF+o6Hqtq2YL/S7t4ZV5BxlSMqcDKnIPcGsaigD7++CH/BbbXNYkt/DH7WfgWK/teEHiXw1H5dzH0AaaB2Kyj7zMylW7BSa+hdI/a8/ZN+LLfbfhx+0LoVtFDsW5t9aJ0uTJHZbrZv+q5Ffj5RQB+3+leHN32TX9ESC+sryJJra/tJVlhnjbBV1dSVZTkEEEjFWtW8F/294oeWCWG0bzURndgoXcfWvx5+DP7VPxz+AsrD4d+OLiG2cHdp11++tifl+by3yucKBn0rr/H/APwUY/aw+IemjStS+IKWMPlski6RZpbmRSMfMV647Htk0AfbP7Zn/BS/QvgH8RfDnwb+F+nx6jqmi61ZXfiLWOEEZjdWWNSAS5wTnpjp619afGHx/pfx8s7T4rafPBc2mtxxzWrTTBGYsoyCemAc1+A+panqOs382q6tfS3NzO5ee4nkLPIx6kk8k19dfsOf8FZvGf7M/hGX4PfFnwrN4u8HPAIbGK3uEhudLQIRiIFdsoyF4YqR8x3HgAA+7vEXjLxbo1udB09GtEACS+U+M9s5xyKz/Bnhzw1quoovjC9uSkp+eSADIPvXzvqv/BWP9mDV717qLwt42hEhJ2z6VaHbnsNtz9O1ed/FT/gq+LS11HSvgT4NljkuhGLfV9dRCYRgFisC7lDZG0EswwScA4wAfoF4C+LXwQ/Y/wDismo/Ez9pDw74XlTTnu7Gzv77bcSJIpEfyqDtz1w2CRz0xXi/xw/4KPfsqeDLyfxzL8UovGF9cTO8FjoD+c8h3AncThU4OQWIzg1+Ufi3xd4l8d+IrrxZ4v1q41HUb2UyXN3dSl3dj7nt6DtWdQB9Rftb/wDBVv8AaF/aa8PS/DLQHh8G+C5FVbjRNGI86/2k83NxgO4P/PMYT1DYzXy7RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z"
图片中大脑右上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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"
这张照片是怎么拍的?
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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"
这是横断面吗?
是的
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"
图中的器官位于身体的哪个部分?
头部
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACilVWZgqgkk4AHeuu8HfAL42fEC4+zeDfhXrt+wPJh06QKPqxAA/OgDkKK9Ml/Y8/aKt9ROkXHw+CXf2d5ktf7VtWlcKMlVRZSWf0QDcTxiqfxi/ZW/aJ/Z/l0qD4y/CHWvD763aLdaUt9akfaYT0dCuQR7dR3AoA8/oq3e6DrOnMVvdNmjIOCGQ1UoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiivQf2X/2afiT+1r8ZtJ+CXwstoG1LU5fnubyYRwWkII3zSOcBUUHJoAg/Z7/AGdvid+0z8Q7X4cfC7Qmu7y4OZJXbZFAg6u7nhQM96/R34a/8E3f+CbnwL+GyWXxvtfFvxd8b3BUahZaHeHStL01gQSiXC5lmOQQx+UY6V2Gj/s8fs3/ALJWmx/A79nzxfL4g1Kx2f8ACY+LVyq3t6B80cTKf9SDnA71M+tw2d+ukyIqJI2XOd273oA5nwV+zR+ydpniI6r8L/2UtG8NS+XItveNrupalcRhlKn/AI/J5It2CeQgx1FHh3wifh/4ylSw1CZnmlO6NySdp7H/APVXsGgeErjTfJvxbpLHKvyyAYwDT9X8KeFfCc03jTXvmWJMhj8qhvTnrQBhD4a29roL6hqukRTWbK6z2FwuUnRxzkHjI65qnP8AtG+LNe+AWkfs2ajoWn3ll4K1SSbRfFFzarJdWUDnm1id1bagzisTxN+0gl+txFI6x2whYxxk8lQOwrlPCetp4x0+2i0oiO3uRJLheCSPWgBfi1/wrDUIre28Z+D9L1ny48xyXemxcKexIVd1eG/Ez9kv9nj4l2MmoeE3Phu8bJKQxmSEHjnbncvQd69M+J0gvdatNFf5XFrlxjp7GuP1rTb3RmxAAseB84PU0AfKHxj/AGO/i98IoTrLaams6PjI1XST5iIO29Rloz9RXlLKysVYEEHBB7V+mnwV+OHi34ReMV8T+G0tbmWaI2t/p+pWaXFpewNwUlicFT9eorzD9s39iK0+JP2341fBnwjZ6LezA3OoeG9PU+SwPJaIHp9KAPhmipr+wvNLvJNPv7dopoXKyRuMFSO1Q0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA6GKWeVYIYy7uwVFUZJJ6Cv0C/YQ+APjf4QfD6bxfq1wlmdZRWvbQLiZoh0G7qAfSvkH9lPwaPG/wActD0poldUu1kZWGehzX6v+Hb/AMP6C0OkarDH5cwCeYw4GBQBjaz4b/sPTbLxboCIkM6kzIq4DH3x3FWLPw7F8QLOGXRZU8xRieCR8MPcHrXoU9jo9xpqafarG9qeFVcEY9cVk2Hg/RPDNzLq2mO4kkXaVLDaB7AUAbWgyyaDoMWjXk/nyxqOc/KK5X4oOnibQpNO1C9MUKvnc3GfwrfS7triBwy7nCYwoxivKfjXr+p2d1ZwwpL9nGRsUnEjHscUAcN4l8NeGJbSeK1vxcMAIlkYEEZ/2ugFaHw90618MxTaLbTRiWGIeSI5A4weuGFYL+FrO6urm3v76ytGaPzp4r66ZVA/urjqfarWnhtKvbO6itPKikG1Cq/KfpQBz/xX1DUNM1KS+HBONu7NcyNffXLREmMmXbHzDgV6J8WdMj1CJxCh3YDJu5z65rho9KSCNSsS/IdxVRgCgDd8G+HbS/1GCOJ2EkTBlP8AeHevofSJ9MHglLgzAy2o/dvj7wHUGvAvB2rTaHq41e3XbtiKL8ueSK9MtNW1CXwtaWVy5812LyEkDIJ/lQB8Zf8ABSj4J6b4X8V2nxT8N2Kw2WtRb5UQcCXOGFfLFfqR+0/8HLX4xfAzVPDyKhurKI3mnEKTuIHzKK/L2/sp9OvZbG6jZJIpCrKwwQQcUAQ0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFKi73CZxkgZoA+lv8AgnF4InvPGt98QJLKWWPTI9sQjh3Zc/XjHNfoJpKaZ8QdN+z3MflXFioV5CoAYntXz5+xsnhr4d/Cu0sNMVb+afE8rJakKCedvHYV6tffEXxFHEY4IEtPPfcFhiA/XrQB6M89j4Y0/wCyJKqhcEtuwcVSsvHenazefYLe8HmKckA9a8e8Q3niW7Vp7+aYs3zLuJxj09qu/DVph4oQyYWQwneivuH4n1oA9kh1SGF2knPDcIRkZNZuutHLmYxAsqElcVU1W8xpyuZNmwZL+lY2h+MotTupbOS5XzYwe/UUAePa8k97468y7ikiWeUm1Myja5HXGa6XwxqepWl/JaXun4iUFopHXofUV2Hjbwjovje3El5AEuoLcpYXSt/q2PU4HeqE/hfVU8NQ2D3iTT2sXlrIeC3r9aAOD8b63qZnEcMrtl/mZkyCD71mx6EC7NcQyx+YMkhsgD1rpP7LvRIbbUrc+WeJHI6VEPDlzdtmEvtHyjaOSO1AEWl6daRSxwSX5l4wsSrjPuxr0SVoItJsmvCnnyptjjQcYHrXL+HfAGuXEvlrE2GXBDdR+NeweEvD9paWNvb6jZwzTRJujkdM7TQBydlf3saSWqDOBlUCEkKeCMV+dv7dfwQPwl+LM93YxsLPUyZ4wVwFLEnH61+nvinxBaeHNU+yWWkJG9zFl7oxbuD/AArXyd+374C1T4hfDC48UajpaR3GjZa2l88F5YxzyvUUAfAdFBBBwRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVZ0WS2i1e2kvLUzRCdfMiDY3jPTPaq1dH8J/Dz+KPH+m6IkTP59yqHaM4BIH8qAP0T/AGfj4g0/4M+HRBpkBEGnb/mizId3TP0HrXb2vxLuCEt9U0m3kSNQGnSIAg57VR0jRbrwVoVk+hyHybeNI84BHA5BrfkPhXUNHk8VjS4/OiG6YL0DfTpQA3xlaWfiHRxNCOSu5DgA4x0Ncn8N7MWevyXMsilVyFC9qpeI/iBqN/a5hv4/nGPJihYFR/vHj8qv/CiO4MEmo3cDBZH2jcP1FAHW+Lri4m8Pzxx7g0fOAvJFeZyXF3Z3K31tKY3/AIWz+hr0iK6S/kmmQu0Yl8spJ1ArjPF+ixWl/NAhUCV/3TjOB7UAXPCPxU0nVdRbwvfzNFfoNwVm+8PUVq6x400XQ7X7TrOpRW6HOHkcAn8PWvlbx74yez/aS0ebRLlo2iYQXIB4arAvdW+Kv7Qk+i67qRNhpTCSK28w7M+9AH0npHjLSdZbzbSTNtIMiWXjf9K6XT7O3JMwhXLruTZwK8vgsoftEVrablCnhlUBce2K9D8PRS2WmQxSsWwMAk9RQA/xD8RLnw1NFZafY+YxO53bgAeg9aZF8W9cmkZ7W+todg+WFgWL+vOMVz3jmy1WXUIp7e3YoRtOBwK7D4eeG7GKxik1GxjLsmRvQY4+tAE3hz4u+Ib8C1udKtHMcnD3Kjp7VkfFvVdE8U+Gb+28d+HZbjS57SX+0hYAKyIFOCua29Q8eeHLW5m0zR9LtpZvL3B5EABI64Heq3iLxH8NdZ+HnjHV/HniDUNO+xeFpZNFSx0VZY7262nEUm4jYvvQB+RniyPTIvE1/Ho3mfZRdP8AZ/N+9s3HGaz6v+KJ7O51+5nsCxiZwQWXac4G7j0zn8KoUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfRP8AwTp8GWmr/FhvFeohDHpMXmopUEluQDj/AD0r52r68/4Jg+Hr/ULHxdMkEYNxDDDaXlydsVoQxLuT1bIwNoHagD7VM2j3GltYnUFYXBDv5pUYY/SuaTRU06x1HT9Qu1WwuJPlIbH5Vm6z8TP2a9D1J/C97e+LJ9QiZY31GwsVe2aQDGQj4fGfT8q4j4peM7jTNKOqeFNSXUohuEKvuDg9iyHpQBJcM2m3bS6cxuGSTEMTAMNo7kGu48IahJq2hPIwRWZuSAAB9K88+E2qm/8AD8c93qg/tC6hYXMzKCVyfu47V6Z4V0mPSdIe1ByiplmzncfagCS2UrMEVgnPzDzOD71V8U2A1RLVCh8lZS0qqdrOAOxqeX91MEYo8ciZ68isvUJ5o7qNbedgwUttA7UAeRfDf4PeGNZ8Z69428aeF51nm1Ix+HYZJ8+WAeX9653XfA3iv4cftBDxDb6LdtousxGJLxYSySSjqAa9si07xNJLb69oujSz28cjLPOifIgPX6VZ1S91O9uNDt9MuARpd00gtpfmQ56nB60AV/AelT6qRPAyKkTbZC4J2n+7iu5WxtoXEk0UrhcNGA55/AVjeEYEsZblZoijzTmRhGcbia1ZJS1+FRNkgGBk520AP8Qvb2SrJcgsmAxCj7ntUXhr4meG3ZLCWGSJFYpucZyD70/xdeQ2dgk10okAjztXjfXEafH9s1EQwW0SmeYM4A4jHp9aAPTo/CHgPSoU16cyPG7EqjSD5s9hWRr+mWnxB0668PW9qkFlc2zwS7RxyCBkmr+u+G7e6+xwvrcUFpbYE0ckmTn1ArodNuvDemaYNHtrOXbKu4ykYLY7gUAfkP8AHb4a6z8KviVqXhPWbZkaG4bYSPvLng/lXHV9nf8ABWHSfDLa9o2uQRLHeyWZDOEwZSCuM4743V8Y0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfeX/BNW603TPhhdm52hbm9QMCuSBtGSPxzXwbX2z/AME87G8134bmCTWVsEsrmSRpxamUSoTgKR2xzQB9MfEHwT4nj0YWPg7S9Omtjc+cLiW1DSyA9t45Fed6f4L8Ua7cyaUtrYWdzGWMaalcBY39SW/ya7GPxPr3h5ZILbVC8cLjbJGcIQf9k9K0bTWPDfjiIab4ts4kunOIbgDbuoA880bwTaaLpk6aZLCt1LNi58lwyFl/un+7Xc/DqTUJdHlTUFwA2FYg8mptJ+FMGg6st1Bcr9nDHjy+fpmuheKG0gEUKbRv+UAY/lQBh6jp/lOXIG0ckntmsPXba7t70yQA7toCjqOawvjn8ddN+FXm2s0Mc93cRbbC3kf5Q399jXGWf7Sd34m8PR+H9G8PXWpahNFi5ls8svmemcYAoA7rw14qtfDd5q88GoM7WfyXECvhSW4xj8aeJbmHW1095QG8kSkR/wAAbkUvgb4f6nL4de98UaPHZX2oKpuIEPp0znqa6G48OTjxjYawifu7mJYL15ADsUcDFAE+gzII/tU4LSAgbjmtGyC3MvmFMsZTyc59q5nxj490PwF8Q4PCGp3OLe9x9nn24PsDXZ6ZDaSbrmz2uCQBnJFAFTx9bxvoUd/MAXjGFjDYXNcPbQyLJJe6bqkRVsMsRhfep9Mjiup8f6q1qYNHgtWKuxMwyduKz/C3hOXVdJnSK1unu523Wk8cvlwwAHoR/FQA+00m+urifUb+Sd2jVZJPKTfsX1PpWvp/ijSZ70xWcz3Mvkt5R3E5XHO3tn2q7oPgDW9PmvRc+JUt4b2CNb6PcpLqOoFb407wToDxrp0O5kyqAgADjqAOlAHxr/wU41Dw34k+GXhrWNP8M6ta30EpjubjUYBGrrnA2gE18S1+kX7fHh0at+z8ssVqkjQ3mU85BgEk8H25r83pEaKRo3GCpII96AEooooAKKKKACiiigAooooAKKKKACiiigAr7O/4Jp+L7XT9DutDvSq79xjEh4k+Y8D8a+Ma9m/Yq+JjeCfipZaZdGNbW6uFDyOuSpYhO/GOfzoA/Q5rXwhq+oStqgewkuEClrZ9yAj1BrSi+H3gM3MM0Pi1Qy4ZAXHUf56UyTwbpmuaJ/alreJHJbNvlB6fX3rkLxCkr22nM0mSTkJgfhQB6hPG0K7I2ExxlXZe3qO1UZ4v3INyQVZiNynkflWZ4V1tPDen2+n+IpHJlOE805IBrqbzT2kCPa+VsLDCeg9aAPDvjr8EPFHje/tNf8IXCW19EdhndFYeX6kMOtdF8Lvg7afD3SQtzfSXeoSjM87HAJ74UcCvSrgoLXaxI8t+O+RWVctcLE9zDuLRgkYfqPSgCIRwFVjwGcDJ3HJ/CnS2UU6mNs9RjnH61p/Ap/Avjj4mzeDfiTeTaVZ/YWkS/srlFKSAEhWDDB+lZdr4h0KTxDcadp15JNbpOyW9xOoHmLnAPHHNAHj/AO1r8BfFvxBhXxd4MuZn1KzRfs9pH7d/rXd/s+r41b4e2Vn49sWg1CMhZgVwTj1969ChtHMzAKyoBgHPOakFstrtCBhzgt15oApap4YtdZgVJNweMkoxUcVnXfhfxBDZx6PozMkWwtLcFgK62wt3mdDJnI5IxnNafiXwtcan4SuYNPujE6LvLbcZHpxQB4H471/xR4VTyvD1tHfXDsqyM7EKP8a6HwFfeJdUiVdb0mNHIy5hPCn8etZXjOGGw8Q6fK85aHzh5kaZ5wP8a9O8CwaPfsJ4OFMRJ570AeM/twjTtO/Z4vXu7ZPILJtlmYq6sWGTgcYAyfwr8uJ5POmebGN7E4z6mv0r/wCCpWu6bpfwksPCsl0I3nZ5XQNztCHH86/NKgAooooAKKKKACiiigAooooAKKKKACiiigAq74e1WbRNat9Tgk2tFKDu549+PTr+FUqKAP1M/Zf+M0fxB+G1l4gs7bz5FRLe/jPILYxn8a7vx3NYaAYxpWhxwz4zLI5yRn07V8Jf8E6vjhF4P8fJ8PNaGyx1ZxEJwf8AVyclTj8x+Ar7gv8Aw/4u8Rz7dOBnBynCElh2bJ6UAYnhDSvEfjbxKn26FGEUuV2gscepPavX0sI4o/sYXL/dHvSeC/B9v8P/AA1NqN7EHvREPPA7Gk0zxj4b8SXAkiuRHPjaIWOCGoA8y+KnjLULHVk8OWUxgVcgMp5c+lc2L7xD4dCXN290okwylydrD616T8TfAm3V7fXUsfOQcOOuKivPh/p09r9qN1Iizw4WAn5R9PSgDyX4l6Vb+LPDrWmg6ld2d1PeJNPLZylZMDqFI7Guw+GVxoVnbQaTPqJl2pHFFE6EsCo7n1puu+BtJ0KAW1lK73AXccy8KKteGLXwjo3la5dieW4UZ8kYCA/3iaAPT45Z5IjBIMHIOSxqf+z4ZAFiLFmXLE14wfipceOvFTaXpLXMSxzAJKGKxtz0HrXumgvHZafBPrU6oDFtMjnvigBmoajpvhHS/wC079iAR+7ULlnPoKm8D/Eex1vU10vUtO+yNcL+6ErDEg9DWZ8XNJv7jwtDq+ljc1sMrsOQRnqK8x8KzXmt3A1NJ3SeKUiQM5/MdxQB6d8WvhpZ6RcrryqqWrZc7MDaawPAyPOZNR07DW80ggBVsjfnnpXpPgzTNR8f+EJfDXjKcyCJP9EuTg/gfXFeM/tY/E3wn+zB8G9W8S6RcRC6Aay0mLhN8zA75QB1wKAPjD/grF8YdJ8b/GZfC2iXyXMGm2qQs0Rwqupw315GPwNfJVX/ABP4hv8AxVrtxr2pys81xIWYscmqFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBa0bWNQ0DU4dX0u5aKeBw8boxBBByOlfoL+xJ+2u/xQ02HwD4i1ZLPX4YwqSyzBVulHbn+Kvzwq1o2saj4f1SDWdIunhubeQPFKjYKkdDQB+4vhPxPB4g0S7s9UiZntYMyrLwWH0rzrxTZaXZ63FqGgQ+SFYSBN/3ueg715B+xL+3R4Z+Kmk/8Ip4uvEg8T/YxBILhgPtqgYyp/vV7f4O+HeveJfF8eoyy+XZQc+TKMH8c0Ad9aI2p6Jb3s9qB5kQ3B6zddsra3tfPuQ4SHkbUzuruP7Kt1thI0f7tBgDOMD1rD8R6Zqz6N9t8M6hFJ5cv79B82RQB4p4s0QeItb863eRUlOGJO0qKzPGPwkutK0WO8Saee33gsA5+YenFdz4t1O6u7Rb1IVhv4rgRpZJbnfMndh2ru/h/Y6brunvoU9iz+WAW85MYJoA8O+GHhePWPFEIsLB4bYMBGzRlen1r1/4t6clv4OitmQ7kYDI9K6yx+Hum+GpZdbaJVjhBMcZ55+teceKbrXvE7zi4vfKhaU7Sw+6M9BQB2/wmli8QeGhoup27PtiwpZc5Wud8W/Ai+0TVzq/he6DRklnSB13Y75U816F8IILLQPCVtda3IkW3rM/A2/1rD8fDw7PqcniPRdfwwzJIjkxooHOWb+FaAOat/HWleCTFDq/ikafYzoWvr69GFsIlGXeT0yAQPevza/4KSftbaf8fPiZJ4X8CyMfC+kN5WkO4IMseAfO69ZM5ORkDA9a9I/bw/bx0rVtDvvhV8OnhuHvpD/a2pLuIuQCQAjKQUVSMj1K18OMzMxZmJJPJJ60AJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAE2n6hfaVex6jpl3JBPC4aKaJyrIw6EEdK+k/wBnv/gpX8WvhjLFovj2dvEGlbl3/a5T56Addr9R+Oa+ZqKAP2t/Z7/aw+GHx28LLL4Z8QK7SRYexnIW5gyO6j7w9x1rU8Pa9N4L8Ry29zNLJb3Em21kjRikrk8IOOtfi14E+I3iz4c6uuteFtSaGZVIALHbj8CK99+Ef/BVj9qv4TS2T6Z44uriOwnEsFrdOJ4A3r5coYD8KAP1yf8AZO+NHi7wXqXxuPhCaz0nS5UEkgi4LNyFJ9a5vxj8QIfAvgT/AISHT1SAWRAvxJGFfce3NfIuu/8AB0R+3rqHgO68F6N4f8FadLqEIh1HUrfwvB5lxGOg2/cU8Z3YJrH03/gttrPxU0Y6R8ePBfhK/vpF3NrNxokkLq+Pl3C2ZRJj0I5oA+zdN1vXfidpNtewz+Xa3CB3llYAIvrjvWT48X4f+EdCjttV8ZWOnqbn95qWpTCO3Qf3mJ5I+gNfC3x7/wCCjWr6DoVlafAr9oKZ2mj3Xdppvh7yFiJzna0hOAOwznvXyZ8RPjx8VvijfNf+NPHOqahI3Vru8Z/06D8AKAP0s+Lv/BRH4H+CReeF9K8cx+IY7BMxT6UWS2uCByBI67sfRSfSvjH9p3/goh8SfjZG/h3wq/8AYOjlSklnYFlEgz1LMxaQH1YL9BXzpPc3Fy++5neRsdXYk/rTKAFZmdi7sSSeSTyaSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q=="
图中非增强型脑肿瘤在哪里?
左上叶
"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"
这张图像是关于头部吗?
是的
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACilVWZgqgkk4AHeuu8HfAL42fEC4+zeDfhXrt+wPJh06QKPqxAA/OgDkKK9Ml/Y8/aKt9ROkXHw+CXf2d5ktf7VtWlcKMlVRZSWf0QDcTxiqfxi/ZW/aJ/Z/l0qD4y/CHWvD763aLdaUt9akfaYT0dCuQR7dR3AoA8/oq3e6DrOnMVvdNmjIOCGQ1UoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiivQf2X/2afiT+1r8ZtJ+CXwstoG1LU5fnubyYRwWkII3zSOcBUUHJoAg/Z7/AGdvid+0z8Q7X4cfC7Qmu7y4OZJXbZFAg6u7nhQM96/R34a/8E3f+CbnwL+GyWXxvtfFvxd8b3BUahZaHeHStL01gQSiXC5lmOQQx+UY6V2Gj/s8fs3/ALJWmx/A79nzxfL4g1Kx2f8ACY+LVyq3t6B80cTKf9SDnA71M+tw2d+ukyIqJI2XOd273oA5nwV+zR+ydpniI6r8L/2UtG8NS+XItveNrupalcRhlKn/AI/J5It2CeQgx1FHh3wifh/4ylSw1CZnmlO6NySdp7H/APVXsGgeErjTfJvxbpLHKvyyAYwDT9X8KeFfCc03jTXvmWJMhj8qhvTnrQBhD4a29roL6hqukRTWbK6z2FwuUnRxzkHjI65qnP8AtG+LNe+AWkfs2ajoWn3ll4K1SSbRfFFzarJdWUDnm1id1bagzisTxN+0gl+txFI6x2whYxxk8lQOwrlPCetp4x0+2i0oiO3uRJLheCSPWgBfi1/wrDUIre28Z+D9L1ny48xyXemxcKexIVd1eG/Ez9kv9nj4l2MmoeE3Phu8bJKQxmSEHjnbncvQd69M+J0gvdatNFf5XFrlxjp7GuP1rTb3RmxAAseB84PU0AfKHxj/AGO/i98IoTrLaams6PjI1XST5iIO29Rloz9RXlLKysVYEEHBB7V+mnwV+OHi34ReMV8T+G0tbmWaI2t/p+pWaXFpewNwUlicFT9eorzD9s39iK0+JP2341fBnwjZ6LezA3OoeG9PU+SwPJaIHp9KAPhmipr+wvNLvJNPv7dopoXKyRuMFSO1Q0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA6GKWeVYIYy7uwVFUZJJ6Cv0C/YQ+APjf4QfD6bxfq1wlmdZRWvbQLiZoh0G7qAfSvkH9lPwaPG/wActD0poldUu1kZWGehzX6v+Hb/AMP6C0OkarDH5cwCeYw4GBQBjaz4b/sPTbLxboCIkM6kzIq4DH3x3FWLPw7F8QLOGXRZU8xRieCR8MPcHrXoU9jo9xpqafarG9qeFVcEY9cVk2Hg/RPDNzLq2mO4kkXaVLDaB7AUAbWgyyaDoMWjXk/nyxqOc/KK5X4oOnibQpNO1C9MUKvnc3GfwrfS7triBwy7nCYwoxivKfjXr+p2d1ZwwpL9nGRsUnEjHscUAcN4l8NeGJbSeK1vxcMAIlkYEEZ/2ugFaHw90618MxTaLbTRiWGIeSI5A4weuGFYL+FrO6urm3v76ytGaPzp4r66ZVA/urjqfarWnhtKvbO6itPKikG1Cq/KfpQBz/xX1DUNM1KS+HBONu7NcyNffXLREmMmXbHzDgV6J8WdMj1CJxCh3YDJu5z65rho9KSCNSsS/IdxVRgCgDd8G+HbS/1GCOJ2EkTBlP8AeHevofSJ9MHglLgzAy2o/dvj7wHUGvAvB2rTaHq41e3XbtiKL8ueSK9MtNW1CXwtaWVy5812LyEkDIJ/lQB8Zf8ABSj4J6b4X8V2nxT8N2Kw2WtRb5UQcCXOGFfLFfqR+0/8HLX4xfAzVPDyKhurKI3mnEKTuIHzKK/L2/sp9OvZbG6jZJIpCrKwwQQcUAQ0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFKi73CZxkgZoA+lv8AgnF4InvPGt98QJLKWWPTI9sQjh3Zc/XjHNfoJpKaZ8QdN+z3MflXFioV5CoAYntXz5+xsnhr4d/Cu0sNMVb+afE8rJakKCedvHYV6tffEXxFHEY4IEtPPfcFhiA/XrQB6M89j4Y0/wCyJKqhcEtuwcVSsvHenazefYLe8HmKckA9a8e8Q3niW7Vp7+aYs3zLuJxj09qu/DVph4oQyYWQwneivuH4n1oA9kh1SGF2knPDcIRkZNZuutHLmYxAsqElcVU1W8xpyuZNmwZL+lY2h+MotTupbOS5XzYwe/UUAePa8k97468y7ikiWeUm1Myja5HXGa6XwxqepWl/JaXun4iUFopHXofUV2Hjbwjovje3El5AEuoLcpYXSt/q2PU4HeqE/hfVU8NQ2D3iTT2sXlrIeC3r9aAOD8b63qZnEcMrtl/mZkyCD71mx6EC7NcQyx+YMkhsgD1rpP7LvRIbbUrc+WeJHI6VEPDlzdtmEvtHyjaOSO1AEWl6daRSxwSX5l4wsSrjPuxr0SVoItJsmvCnnyptjjQcYHrXL+HfAGuXEvlrE2GXBDdR+NeweEvD9paWNvb6jZwzTRJujkdM7TQBydlf3saSWqDOBlUCEkKeCMV+dv7dfwQPwl+LM93YxsLPUyZ4wVwFLEnH61+nvinxBaeHNU+yWWkJG9zFl7oxbuD/AArXyd+374C1T4hfDC48UajpaR3GjZa2l88F5YxzyvUUAfAdFBBBwRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVZ0WS2i1e2kvLUzRCdfMiDY3jPTPaq1dH8J/Dz+KPH+m6IkTP59yqHaM4BIH8qAP0T/AGfj4g0/4M+HRBpkBEGnb/mizId3TP0HrXb2vxLuCEt9U0m3kSNQGnSIAg57VR0jRbrwVoVk+hyHybeNI84BHA5BrfkPhXUNHk8VjS4/OiG6YL0DfTpQA3xlaWfiHRxNCOSu5DgA4x0Ncn8N7MWevyXMsilVyFC9qpeI/iBqN/a5hv4/nGPJihYFR/vHj8qv/CiO4MEmo3cDBZH2jcP1FAHW+Lri4m8Pzxx7g0fOAvJFeZyXF3Z3K31tKY3/AIWz+hr0iK6S/kmmQu0Yl8spJ1ArjPF+ixWl/NAhUCV/3TjOB7UAXPCPxU0nVdRbwvfzNFfoNwVm+8PUVq6x400XQ7X7TrOpRW6HOHkcAn8PWvlbx74yez/aS0ebRLlo2iYQXIB4arAvdW+Kv7Qk+i67qRNhpTCSK28w7M+9AH0npHjLSdZbzbSTNtIMiWXjf9K6XT7O3JMwhXLruTZwK8vgsoftEVrablCnhlUBce2K9D8PRS2WmQxSsWwMAk9RQA/xD8RLnw1NFZafY+YxO53bgAeg9aZF8W9cmkZ7W+todg+WFgWL+vOMVz3jmy1WXUIp7e3YoRtOBwK7D4eeG7GKxik1GxjLsmRvQY4+tAE3hz4u+Ib8C1udKtHMcnD3Kjp7VkfFvVdE8U+Gb+28d+HZbjS57SX+0hYAKyIFOCua29Q8eeHLW5m0zR9LtpZvL3B5EABI64Heq3iLxH8NdZ+HnjHV/HniDUNO+xeFpZNFSx0VZY7262nEUm4jYvvQB+RniyPTIvE1/Ho3mfZRdP8AZ/N+9s3HGaz6v+KJ7O51+5nsCxiZwQWXac4G7j0zn8KoUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfRP8AwTp8GWmr/FhvFeohDHpMXmopUEluQDj/AD0r52r68/4Jg+Hr/ULHxdMkEYNxDDDaXlydsVoQxLuT1bIwNoHagD7VM2j3GltYnUFYXBDv5pUYY/SuaTRU06x1HT9Qu1WwuJPlIbH5Vm6z8TP2a9D1J/C97e+LJ9QiZY31GwsVe2aQDGQj4fGfT8q4j4peM7jTNKOqeFNSXUohuEKvuDg9iyHpQBJcM2m3bS6cxuGSTEMTAMNo7kGu48IahJq2hPIwRWZuSAAB9K88+E2qm/8AD8c93qg/tC6hYXMzKCVyfu47V6Z4V0mPSdIe1ByiplmzncfagCS2UrMEVgnPzDzOD71V8U2A1RLVCh8lZS0qqdrOAOxqeX91MEYo8ciZ68isvUJ5o7qNbedgwUttA7UAeRfDf4PeGNZ8Z69428aeF51nm1Ix+HYZJ8+WAeX9653XfA3iv4cftBDxDb6LdtousxGJLxYSySSjqAa9si07xNJLb69oujSz28cjLPOifIgPX6VZ1S91O9uNDt9MuARpd00gtpfmQ56nB60AV/AelT6qRPAyKkTbZC4J2n+7iu5WxtoXEk0UrhcNGA55/AVjeEYEsZblZoijzTmRhGcbia1ZJS1+FRNkgGBk520AP8Qvb2SrJcgsmAxCj7ntUXhr4meG3ZLCWGSJFYpucZyD70/xdeQ2dgk10okAjztXjfXEafH9s1EQwW0SmeYM4A4jHp9aAPTo/CHgPSoU16cyPG7EqjSD5s9hWRr+mWnxB0668PW9qkFlc2zwS7RxyCBkmr+u+G7e6+xwvrcUFpbYE0ckmTn1ArodNuvDemaYNHtrOXbKu4ykYLY7gUAfkP8AHb4a6z8KviVqXhPWbZkaG4bYSPvLng/lXHV9nf8ABWHSfDLa9o2uQRLHeyWZDOEwZSCuM4743V8Y0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfeX/BNW603TPhhdm52hbm9QMCuSBtGSPxzXwbX2z/AME87G8134bmCTWVsEsrmSRpxamUSoTgKR2xzQB9MfEHwT4nj0YWPg7S9Omtjc+cLiW1DSyA9t45Fed6f4L8Ua7cyaUtrYWdzGWMaalcBY39SW/ya7GPxPr3h5ZILbVC8cLjbJGcIQf9k9K0bTWPDfjiIab4ts4kunOIbgDbuoA880bwTaaLpk6aZLCt1LNi58lwyFl/un+7Xc/DqTUJdHlTUFwA2FYg8mptJ+FMGg6st1Bcr9nDHjy+fpmuheKG0gEUKbRv+UAY/lQBh6jp/lOXIG0ckntmsPXba7t70yQA7toCjqOawvjn8ddN+FXm2s0Mc93cRbbC3kf5Q399jXGWf7Sd34m8PR+H9G8PXWpahNFi5ls8svmemcYAoA7rw14qtfDd5q88GoM7WfyXECvhSW4xj8aeJbmHW1095QG8kSkR/wAAbkUvgb4f6nL4de98UaPHZX2oKpuIEPp0znqa6G48OTjxjYawifu7mJYL15ADsUcDFAE+gzII/tU4LSAgbjmtGyC3MvmFMsZTyc59q5nxj490PwF8Q4PCGp3OLe9x9nn24PsDXZ6ZDaSbrmz2uCQBnJFAFTx9bxvoUd/MAXjGFjDYXNcPbQyLJJe6bqkRVsMsRhfep9Mjiup8f6q1qYNHgtWKuxMwyduKz/C3hOXVdJnSK1unu523Wk8cvlwwAHoR/FQA+00m+urifUb+Sd2jVZJPKTfsX1PpWvp/ijSZ70xWcz3Mvkt5R3E5XHO3tn2q7oPgDW9PmvRc+JUt4b2CNb6PcpLqOoFb407wToDxrp0O5kyqAgADjqAOlAHxr/wU41Dw34k+GXhrWNP8M6ta30EpjubjUYBGrrnA2gE18S1+kX7fHh0at+z8ssVqkjQ3mU85BgEk8H25r83pEaKRo3GCpII96AEooooAKKKKACiiigAooooAKKKKACiiigAr7O/4Jp+L7XT9DutDvSq79xjEh4k+Y8D8a+Ma9m/Yq+JjeCfipZaZdGNbW6uFDyOuSpYhO/GOfzoA/Q5rXwhq+oStqgewkuEClrZ9yAj1BrSi+H3gM3MM0Pi1Qy4ZAXHUf56UyTwbpmuaJ/alreJHJbNvlB6fX3rkLxCkr22nM0mSTkJgfhQB6hPG0K7I2ExxlXZe3qO1UZ4v3INyQVZiNynkflWZ4V1tPDen2+n+IpHJlOE805IBrqbzT2kCPa+VsLDCeg9aAPDvjr8EPFHje/tNf8IXCW19EdhndFYeX6kMOtdF8Lvg7afD3SQtzfSXeoSjM87HAJ74UcCvSrgoLXaxI8t+O+RWVctcLE9zDuLRgkYfqPSgCIRwFVjwGcDJ3HJ/CnS2UU6mNs9RjnH61p/Ap/Avjj4mzeDfiTeTaVZ/YWkS/srlFKSAEhWDDB+lZdr4h0KTxDcadp15JNbpOyW9xOoHmLnAPHHNAHj/AO1r8BfFvxBhXxd4MuZn1KzRfs9pH7d/rXd/s+r41b4e2Vn49sWg1CMhZgVwTj1969ChtHMzAKyoBgHPOakFstrtCBhzgt15oApap4YtdZgVJNweMkoxUcVnXfhfxBDZx6PozMkWwtLcFgK62wt3mdDJnI5IxnNafiXwtcan4SuYNPujE6LvLbcZHpxQB4H471/xR4VTyvD1tHfXDsqyM7EKP8a6HwFfeJdUiVdb0mNHIy5hPCn8etZXjOGGw8Q6fK85aHzh5kaZ5wP8a9O8CwaPfsJ4OFMRJ570AeM/twjTtO/Z4vXu7ZPILJtlmYq6sWGTgcYAyfwr8uJ5POmebGN7E4z6mv0r/wCCpWu6bpfwksPCsl0I3nZ5XQNztCHH86/NKgAooooAKKKKACiiigAooooAKKKKACiiigAq74e1WbRNat9Tgk2tFKDu549+PTr+FUqKAP1M/Zf+M0fxB+G1l4gs7bz5FRLe/jPILYxn8a7vx3NYaAYxpWhxwz4zLI5yRn07V8Jf8E6vjhF4P8fJ8PNaGyx1ZxEJwf8AVyclTj8x+Ar7gv8Aw/4u8Rz7dOBnBynCElh2bJ6UAYnhDSvEfjbxKn26FGEUuV2gscepPavX0sI4o/sYXL/dHvSeC/B9v8P/AA1NqN7EHvREPPA7Gk0zxj4b8SXAkiuRHPjaIWOCGoA8y+KnjLULHVk8OWUxgVcgMp5c+lc2L7xD4dCXN290okwylydrD616T8TfAm3V7fXUsfOQcOOuKivPh/p09r9qN1Iizw4WAn5R9PSgDyX4l6Vb+LPDrWmg6ld2d1PeJNPLZylZMDqFI7Guw+GVxoVnbQaTPqJl2pHFFE6EsCo7n1puu+BtJ0KAW1lK73AXccy8KKteGLXwjo3la5dieW4UZ8kYCA/3iaAPT45Z5IjBIMHIOSxqf+z4ZAFiLFmXLE14wfipceOvFTaXpLXMSxzAJKGKxtz0HrXumgvHZafBPrU6oDFtMjnvigBmoajpvhHS/wC079iAR+7ULlnPoKm8D/Eex1vU10vUtO+yNcL+6ErDEg9DWZ8XNJv7jwtDq+ljc1sMrsOQRnqK8x8KzXmt3A1NJ3SeKUiQM5/MdxQB6d8WvhpZ6RcrryqqWrZc7MDaawPAyPOZNR07DW80ggBVsjfnnpXpPgzTNR8f+EJfDXjKcyCJP9EuTg/gfXFeM/tY/E3wn+zB8G9W8S6RcRC6Aay0mLhN8zA75QB1wKAPjD/grF8YdJ8b/GZfC2iXyXMGm2qQs0Rwqupw315GPwNfJVX/ABP4hv8AxVrtxr2pys81xIWYscmqFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBa0bWNQ0DU4dX0u5aKeBw8boxBBByOlfoL+xJ+2u/xQ02HwD4i1ZLPX4YwqSyzBVulHbn+Kvzwq1o2saj4f1SDWdIunhubeQPFKjYKkdDQB+4vhPxPB4g0S7s9UiZntYMyrLwWH0rzrxTZaXZ63FqGgQ+SFYSBN/3ueg715B+xL+3R4Z+Kmk/8Ip4uvEg8T/YxBILhgPtqgYyp/vV7f4O+HeveJfF8eoyy+XZQc+TKMH8c0Ad9aI2p6Jb3s9qB5kQ3B6zddsra3tfPuQ4SHkbUzuruP7Kt1thI0f7tBgDOMD1rD8R6Zqz6N9t8M6hFJ5cv79B82RQB4p4s0QeItb863eRUlOGJO0qKzPGPwkutK0WO8Saee33gsA5+YenFdz4t1O6u7Rb1IVhv4rgRpZJbnfMndh2ru/h/Y6brunvoU9iz+WAW85MYJoA8O+GHhePWPFEIsLB4bYMBGzRlen1r1/4t6clv4OitmQ7kYDI9K6yx+Hum+GpZdbaJVjhBMcZ55+teceKbrXvE7zi4vfKhaU7Sw+6M9BQB2/wmli8QeGhoup27PtiwpZc5Wud8W/Ai+0TVzq/he6DRklnSB13Y75U816F8IILLQPCVtda3IkW3rM/A2/1rD8fDw7PqcniPRdfwwzJIjkxooHOWb+FaAOat/HWleCTFDq/ikafYzoWvr69GFsIlGXeT0yAQPevza/4KSftbaf8fPiZJ4X8CyMfC+kN5WkO4IMseAfO69ZM5ORkDA9a9I/bw/bx0rVtDvvhV8OnhuHvpD/a2pLuIuQCQAjKQUVSMj1K18OMzMxZmJJPJJ60AJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAE2n6hfaVex6jpl3JBPC4aKaJyrIw6EEdK+k/wBnv/gpX8WvhjLFovj2dvEGlbl3/a5T56Addr9R+Oa+ZqKAP2t/Z7/aw+GHx28LLL4Z8QK7SRYexnIW5gyO6j7w9x1rU8Pa9N4L8Ry29zNLJb3Em21kjRikrk8IOOtfi14E+I3iz4c6uuteFtSaGZVIALHbj8CK99+Ef/BVj9qv4TS2T6Z44uriOwnEsFrdOJ4A3r5coYD8KAP1yf8AZO+NHi7wXqXxuPhCaz0nS5UEkgi4LNyFJ9a5vxj8QIfAvgT/AISHT1SAWRAvxJGFfce3NfIuu/8AB0R+3rqHgO68F6N4f8FadLqEIh1HUrfwvB5lxGOg2/cU8Z3YJrH03/gttrPxU0Y6R8ePBfhK/vpF3NrNxokkLq+Pl3C2ZRJj0I5oA+zdN1vXfidpNtewz+Xa3CB3llYAIvrjvWT48X4f+EdCjttV8ZWOnqbn95qWpTCO3Qf3mJ5I+gNfC3x7/wCCjWr6DoVlafAr9oKZ2mj3Xdppvh7yFiJzna0hOAOwznvXyZ8RPjx8VvijfNf+NPHOqahI3Vru8Z/06D8AKAP0s+Lv/BRH4H+CReeF9K8cx+IY7BMxT6UWS2uCByBI67sfRSfSvjH9p3/goh8SfjZG/h3wq/8AYOjlSklnYFlEgz1LMxaQH1YL9BXzpPc3Fy++5neRsdXYk/rTKAFZmdi7sSSeSTyaSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q=="
患者的左脑叶是否异常?
是的
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"
图中异常是什么密度?
低密度
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"
该图像中有多少种异常?
2
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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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这张图片的拍摄是通过X光吗?
不是
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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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"
这个图像的扫描平面是什么?
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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图中哪侧的脑叶是异常的,左侧还是右侧?
左侧
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这张图像是关于盆腔吗?
不是
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大脑不正常吗?
是的
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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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"
这张照片是怎么拍的?
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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dxG+m372iNM7TRkWGxmRypNyqxsygExTSgsoJYflBQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0nwr+EXxD+NPic+Evhv4ZudSuorZrm8aGImO0t1ZVaeVgMRxhnRcnqzogyzqp/cD4J/s9+Cv2fvB3w3/Z18H6fYW7eEvCMV74muLODY+pa9fBZbi6mOSXkCeXGNxbakKIpCRqq/mh/wSC0u31T466taWepvBqFxpsUMyM6mJtNEouLotHjcxD29qAwYBQzAgllK/rX4R8I6h4gmXxta6kjSzkmGVUxmLJ2gjPGOR60AdfB4fvBObi0vsIwJcPH0JJbg/ie2a1f7Lu7W0j3RiWRyAvmzMFzgAH5SM/icVN4fvZ4wltqABK4wpADDP0/Op/EGjXF1C0kd5JGGOMI2CMeh/OgDJ0y08RSXckUOlTXaqxMhgTcbcf7QByPryM16t4F8P8A2GNZbhC1zIo5k6dOvsetedeFLiZtTS/t98biXyp545CHL45GR69cD15r1uLUxZ2AVyTMkQO9SeB068+tAHN/EPRP7X02/wBPvMyQyqNy7Ttzzx+n518S/tgfCeDSfC03iCws1V7eQHfjBPPb17+tfdE13FqDSReRvXpxgc+/Ga+cf2+7Gw0H4KatelMeZPFbqSR87u3A68ng/kaAPlL4IfGDW9A8RWVjpl48b3E0cTxqch9zY5A+n61pftZ/FzWPEnxBvdDjvrh7XSiLS2R5GwAgAY49Sc5rgvgrHGvxa8NoYNwk121BQHG7MgHJNM+L224+KfiR2ZAV1+6z/ex5p/HpigD3T9kr4OWmt+HoPFzxiaW5kYjKdQOvQcV9ZeCfDMHhzSPsix7C7FiB2OOOD7V4/wD8E/8AbrnwNtrhYQHtNRmhkYgnoQR27give2t3jkKRj5lJ+cgqCMdCTwD/AIUAcL8Y7Gx/4R83l7AsmyNizEg4A56c1xehDWNcshN4dgt7ONoFEktvAFd2wCThAF54OQBn0r1fx1ocWqeG57ZhgGPnkY6YI6+hrx/4U+CdT8OeNbrT9U8YW8mkW8LSW1nEkrXDsBhI3yu1AD1bdyBxQBj+Nfhp8SUuG1HSfFFzLK3AjmARUHIIwOKwpfgf8QLu0e+8Q+NLtTgN+6BCL36HrXv8tyj2nnSQjdGmXCjIb2GB+pryH4p6h8TvFc02k+DrSG3iMbbru5IAUf7IPJ9OKAPjb9uBPFfxe+Acvwim8X3lldW2urFcNHNttbv7PuNuk6rlnj+dmxj5XWNhuK7T+aOqaXqeh6ncaLrWnT2d5ZzvBd2l1C0csEqMVZHVgCrAgggjIIINfq7+2T4Pv/h7+yT4n/sTS5p/FGBd2El0oBbEyiaRckfMITLIqZJLKAA33T+Ums3WsX2sXd74huLmbUJrmR76a9dmmeYsS7SFvmLlskk85zmgCtRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH23/wAEOPAFz4h+OvjLxfNt+wWPhEabO0bgTRyXV1FIHQMNpHk2lwpyQcsoGckj9SPBniUfDnVU8JX+jXltpjyFtPYsJliTdxGSGbHTIPbOCPX4/wD+CCegXFx+yv4t8QQwhlh8dXEchMg+Um0sAuF6/wAbc1932ljYhI457KSSVE2AuCQQBjPJ7UAdJpc9rqMP9pFQY2YEBUwSPbBzxkUeMbzUPCcwbamqWMqgwz6WVkZQezoGDqRnGCp9s1RuLu9tbeN7NRCsZG3K9T0Bqr4t8O6J4708WWoW3mM0Zd41J3Pt5yOevGeKANb4c694c8S6g9xomxWjc/aI/mVkkA/iV+VbnoQPpXa6te+XbhlccxFSVOf59DxXNeCp9LSC0t47aDzLe28lJxGDIy9g7/ebb23E4BOMZqxr2plbj7LLyhGGAOCDkd+uP0oAvWd80fytFjcBtK8Ecew/Tivnf/gotFqHivwnpng/SVx5c5v7iQj5EVV2jcT7k17rpl7EXMkjsfLyMFTz/kV4n+2Ffw+I9atfA2n7ZQTGdReNQWd/4YgcZ2qDnHqaAPmv9nL4WXOpfF/QXFwT5WoQTzFiMpGHzu6DI69KyPj/APDm78O/GjxFY3kixrLrd0Y1Zcbk3khvoeCODnP419QfD3wVp3hP9o/T49KtwsR0QCRGiGVzHyGHI68iub+N+g+EvGelpqtnBI+q2N5Jb3s3l5ZwvCkkDgAAAdfTHSgDpv8Agnv4S8V+EvAepQ6vEkNjcTxXenSl8rMjAqzoQfn5XBxnBGOte9tqUZctHuI4yZBjcOBwckivEf2P70+HdJvfB1xkq0n2u1LO3yE4WQAdPm+Unpyuea9ee8FtMdx45z7j3oA0dRsbfUbB7YlsTfKct6j1xXlGqRP4Y19YXvQoHyoWBX6kdjXqlrOJrZFYDaEyWwBjPoO5rzX4uWmi6g3l3NqWlSNhDJ3UE5IH40AX9F1Oy1C1kggu1kA5+RsqD/PPFY3irVLfSWN68RjiX/WYXOPfHX/P0pfAOlW2g6O08sCQM4yP3gOAehI7f1rJ8W3EniKTfpTqpiY/MqDBxweCCD9KAPB/2r/GXh/4l+F734e6df75Lq2laNoufLIUjBI459M9zX5D/G3wWvhLxJZ6lDqcVxF4g07+0lRZC0kDmeaCWOT5FCnzoJWULuHltHli24D9m734CeDtOn+1XOnYeVmIvYyVkXeCNx7Hk+np2r8Uvippnizw98RNb8JeN9UF3qei6tdWF5JHIWiEsc8gkEeQMIZN7ABV+90GaAOfooooAKKKKACiiigAooooAKKKKACiiigD9tv+CeHhj4dfsw/sLeHI9JuEhXxt4fsPEOrC9vA813qE+C7IrHaFWIRKEQD5YQSGYs7e2eBfHmp69qrzWOoQm1SXbAY4QiyLgfMOensQOe1eT/s4fByy+Ef7EXgX4Bx29xd6pa+FNP8AEOox3UkUjW1xNcSXl1boU+V0V5n6YOxF+ZiCx9T8G6bBaaXDc2+pQPG65XbA6KPqzkDPToTQB6F4g8WWOhaC+qXb28pMJVo5rVZm6g4VWI2scYz2zXDWvxW0/VPHEdr4euorOFrKO8srTU5tspYsBsTHBYEMMDqOfauv0vRdJvUFzNcGZxz85LY9gOwrJ1m2sb7xNZaRJoMBuoTI2nXEu7CsFJ9gfXFAHomkfY4tTmltFjVXAfy0A+QsoJHGOhOOc1R1OS4+3qcME3YAIwSfxpnhRbq30sW99nc6kmSYcuf71T3dmszK8zlsYIbJyDjHf8fbk0ASLqWn6HpUur6ndAQ20ZluGYgcDov1PTivFj4ns4NV1D4g67Ch89ZFimniUiCRhkSHdwcdMe/FT/F34hXnjX4kWXwD8EQNdTQslxrbxOFSAZyAx6AjPfuRXjPx08WavrGv2nwr8P20zztqZMVrGgBSMDYgbBOWZsnr0xQB6L8AdT1XxJ8Rb7xjeXDTvb6aGactjG6RV2jjpgnAFY95rUnh34zeJfB2p2ysRq9yqIeOMkHjIBBGK9L+GvwA1rwj4XgsYdZ+z3cqxy6gu7ILgg7PbHevIv20dC8SeEtWtfi1a3Iee4uf9MuIl5SZfXoRkDIzQB6P4GlTwH4gstQuEVo5trh1ORtYYOefQ9q9f1t44cHbgEDGCOffjrXzh8PPjH4P+KnwrkvPt7Jr9txY6XBC7ySMoBkDYXGDnIOepxivX/gx8QYPin8OLfUIZ1+1WkptbkMG3BlwMkdjj1FAHVaBqE73ezB2jnYRjA6VyvxY8U6b4D0ePUksIrmWa9EEj3MqlInLYUAHG5j+Irp7KNrAG5n6JGSzhsjgdvx/GuB+Iklr/wAJJA97IJmsYkljjZMg3DcqMHILDIAJ70AYev6f8QfEXiS5h1OV7W3tJyLfTopCuSB9+Vh8xJ/u+npUlprPijw7CLXU/C9rcwpyzxYVh7r37981019qGva3q1xeRWQgnnZWllmOSZAACT6dPSuK8c3/AMUNJkjgso4LvzztEER2sfoT1oA0PFes6F/wjR1SRWjDRHEbjp1JB78da/FT/goP8Movhz+05rWp2Wqpd2ni7PiO1Ik3PEbqWUyxv8ihSJ0m2gbh5ezLE5r9QtX+PT3a3+kavpDWYgkKNHeAbQPXcerH0HPtxX5Xft5azN4g/ax8W6rLpcFmryWa29vbTM6iBLKBImyyqQWjVGK4wrMVBYDcQDyGiiigAooooAKKKKACiiigAooooAKKKKAP6GvgbqU3xC+B/wAL/ijd2SW954g+Hul6hEVkLFN1sg8vdgbtowpOBnHana58Kra8km1Lw5ENNvHl3PCy5tZznrsx8h91IH0rzP8AYe/aA1H4if8ABPX4N6v8P/Cx1VPDekyeF9Tlt7+BJdOvLYKpjnAJKBkVJkB+cpKp2jeK9o8LeIPGUjxyazoChSMNGJi/45Kj1oAxNFu/FvhKVBr3h27jCoTJcWdu8ts2BzhwWUYxn5sH2r0DTrTTdfnsdclTaYJVmjiY/OxA9O2f5GtJbG3mtZYtrLHcD9/CGwkmORu7E/r/AFfpemWenLvsLWOJQMEDqF9B2/SgDQsjP9mElzxuBVUzwq5HAB+n61wv7Rfxbf4QfDG58RWaB9QmPlaYuf4z/EQc5C9e3au6mUqscojJVuQpXH1rzv8AaN+D7fGPwlFotneCCaB96lyep/8A1dfagD4O8H/Ebxhonjm58SwyJf3WpOyX0N6GkF1vbnOCGznoQQRxjg4r7D/ZV/Z6074f2bfETxNpYh1W9Be0tHDN9ijYEj7xJLdOpziofgl+xH4F+GGonxx4nv7nVtRhbdZWNwirb27f3ySTvOenAxXs0gdQXSJSdvHT06fiRQBW1bVZ7JTO8yJbiIsHzjkZLE/gPaqPjvwdoXxE8J3/AIM8QRk2t9AVkkRFLI38MgB/iBx6Z6Vm+IfF8Fs01nJp8bmSMwLDLAWBVyQfTnB7e9auk398/mRXkaFfNJikAGcHtjPHGKAPz0+IPhPx7+zp8TLnw9PfNbz2shkguYmKpcRkYEi56qQenbkHpXf/ALCXxzufBPxfPhbXb5U0zxICsvnNhEuBko47DPIz6fSvcf24PgnL8V/hqmt+H9JaXWtCEksAjjAkktj/AKyHjO4cbgPrjqRXwvoUt/a6/bTaa0iXEVyjRkKQVYHjtn/P5gH6w6rbrcWMqWzICIyTz/M9cVxmu+CxbeOrvxZrybTcRQS2ds6LhYjGpEgIJwW54IBGK1vhfq11r/w9sLzVXMcrWkfmBEGWOBxj3pfFOgx6rZvaFXVf+Wm2TH5Yxj6CgDg9W+ILX0kmm+BreS9ukVo2tI4yJif7yA/fH0OfY5FcvJ4N+NV5q8eo6tpeqaeY5BIiyWLqVwRjORxj8K6a/wDCttYytai3kdWcyFdxO/8A3h/TmpYLrXdJsjZeHxNbQ7OU89wvXoBnAH4UAeN/H74faHpg1Lx/f33nSxHzre3uIF8tZCM9MfMA4JwTX5Nft3/E/R/jH+1n4y+IOiWl5DHdXlvBcC/jgWR7m3tYbe4kxAqxhXmikdcKDtZc85r9r7z4fPq2oRa54wvoZ44VMttbFdyqTnDHP3m5wCelfif+3jc+B7r9sf4jt8PdHuLHT4/FNzFLBdNljeIdl5IPnb5HulnkUAgBXUBU+4oB5JRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH6rf8G//wAV9W1f9nn4nfAPT/CqyroviS28SNqH26KMlbi2MLjbJtH7sWAbAZmfziAoKfN9j2HxmtNauY9P8LwajflgBGx0t4Yz9JH4Hfrxx2r8ff8AgkT8a7f4NftueHrHVL60tdO8a28vhi/ubq2eXyzctG9uF2H5S13DbIWYFVR3Jx95f2q0p/D0ciRR26IpAMeAcDsQcdcH0oAueF9d124lRdT09oWYYmDMG2j6rwf1rrgG3ZAbIwexyPSuc0XW7W7/AOQVBEVWXygSRtLDnjnH61q22poyLAsZVt3IUgjP9PpQBrKygMQSGf7yqe/rSxxRlwNuSF5H+f6VXjG6P5UfLHgjFWoVXJO0KAOc4oAaIXl4kUkEY5J/Oqly1pEDEJE2K2WA4DVcmufMgdLePiQcMPauZ1qy1OY4t5gp6Luz1/AUAcz49srfUZ/KECTRgqxTr0YEV03hmyTyw6YR1QFQPf65rGl8Maxf2WrTxXXmS6VpLXhjGSQgljU/QHf+tQ6TDreoSKIFZFKjBzjOO3NAHXmya1l8yLDEnIGOF9K888Rfsr/DDW/F7eNrbwvZW907ebMEiAUt3+UdDn2r0rTCIrb7NcNkjoWPeieUI20OeByOnHegCtpFhFpGmJp0W0fLjYoIA49OlLM6K4aYBD04AOB6CmvOzrtYkYB54PGaiaQs24HawIC57+9AGZ4lvLO1RppvLTC7m4HSuA8R+MNMWEsL1WG8KI0OM5OO3eum8ZXcVz5tuxi5TbGW7MD/APWrg7LQ9MfUZtS1HT499nbyTqhHDsPu8Zzjd6+lAEPi7xFbaNZ3+t6/rcWn2Gl2rteXFzKI4reKNd0jMzEBFVQxLHGMEk1+DPj/AMZ6r8R/Hmt/EPXYYI77XtXudRvI7VWESyzytK4QMWIUMxxkk46k9a/Ub/gq5+1PpHwe+Ad78KNA12BvFnjuzFo1osgaW302TcLu6ZWR12yBWt1zsYmaR0JMLY/KKgAooooAKKKKACiiigAooooAKKKKACiiigCxpWq6poWqW2uaHqVxZ3tncJPZ3lpM0csEqMGSRHUgqysAQwIIIBFfuH+w/wDta+BP25PhlB4tjvzD4h0iwt4PGWgWsZgjiumTDSKm5iYZGV2RtxyMgncrAfhpXv8A/wAE8v22H/Yz+Lcuo+J9GvNS8G+IhDb+LLTSHSPUYEjL+VeWcj4Hnw+ZIRE5EUys8blCySxAH7saBbeG7ALcWkQJjTARQMDHsK1Y7ywtY/MRFHlsSAPunPOK8b+HvjbSNcXR/GOh/E+18S+EvE1oLvwh4ps96W17FuKsuGAMUyMrI8Mm2SJ0ZGAKED1KS6kvdNnuYpSGmj3fKcg5PB/KgDb0zVxdYmaP5BwTj8/wq010jnyk2gBcAAHH5dK5K21IWNi/nkRoqk/exkDua6DSZjeWUNxKckr656/zoAj0rU0iVzIpUpIy+Uw6nrkexFZ+s60kUbXzHcFbkKM/LkngVLq2qaMNWFpLfmOfoEYkAj6d/wCdUNfCLZuuE2hST5fp70AaEOrNaWuq3+nxJNJLoUsJUtjcjtHkA5wCcD2qr4d1GdQrSWyoFXJO7nt/h1rB+FuvWnii81rR9MvRPPDoskb28QLOjF024ABypAPI7+nGaer/ABA86zFpoRIldSGkaPaYz05B54PagDqbTxVPqerz29mg8mH5JGC5Bcn+g/WtC/vjhmeQlce2TXCeFfFFhb6lD4e09vMkBxcsp+4SCQWx3JH410Xim5WLR5bmNiSEZiSeoAzj9KAJTq0s8ZaI8jooJwfofwqxaTtOgkdyPXg9/wATisDwVd299ZyajZy7g6h1/LH41ei1GGF3RkmjYttIkZcr78HBz2I4xQBi+L/DlrrDyNp1wgc5BDErk+xHIP515D8abzxH8Efhv4l+JfijxVZRaToejz3V1/aN3FFJIiLuWCF5HRZJZGCxxRkgvJIqrkkV1f7QXxZ0L4L+Er34keKteh0vS9Ii33lzO5CKhIGAoBLMxICquWZmCgEkV+P37eH7efj39szxolvmbTPBmkXDHQNCJCtI3K/a7kKxDTspIABKxKxRCS0kkgB5t+0J8dvGn7RvxW1P4peNr6Z5LuZk06ykmDpp1mGYw2seFUbEBxkKC7FnbLOxPFUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH0h/wT6/4KE+KP2N/EVz4L8YabP4j+GPiK7WTxL4ZUqZrOfAQalYFyBFdooUMpKpcIgjkIKwyw/q34N/bO/Zc1W30a0+E/wC0Z4b8Y6frEExsVtbkQamggL+Z52nSFbuLasTvueEAovmAlCHP4KUUAf0Pf8LA0LxtrWmaZ4QuUv7aZhJd3cQLwRRYyMsPlLNwACex4Nd/Z63NLqx02yZGiiT99IzDO7OcAd//ANXFfiD+zR/wVS+PnwLW603xteX3jPT5k3wpd6qLe6+0+c0hlmuDFI13kSOMzBpFxGEkREMb/fnwb/4Km/sleMNTsNC034y2mmxXVsb3Uk8Twvp7WrMF/cNNLiF3VmCkI7fdYqWVd1AH1b42gsmUTz2oaVpiEbauQ3BGP59axtQ8Q2638iWl8rRs5LRlxwcdPp16VBq3j3wx4m8Jr428N+JLS+025sRcWl5aTiSKSNlysyOjEOpUghhwQc14H8Yf2ovgr8NrLVNK1343+HtM1HS7MTXmm3esxfa41ZA4CWxbzHYowYIqFmDAgHIoA9q+Cvxy+Cn7Pv7QFt42+O/xS0jwt4Q15k0ee+8Q3aRQJeXL+RCPMJBVVZhI0jDbFGkkkhEcbuNrUfAGkz3l9E15c2xivpo3Bk27SHIxjGQfrX4oft+ftfD9pPx5D4c8B6tfjwXoKLHZQzOUj1K6UuGvzGVVl3K5VFkyyrubEZleMfaX/BMn/gpL8PvG3wLt/gj+0X8WvDXhXXfBmmQ6do11qtrDplrqejwRRQ2oM/mCKS6iA8lwUjZ4khk/fyfaZAAfbsfg7RNDjWXTVKHIeWQ8s+O571peLNds7Dw689ywKiIjgElj1xXhV/8At1fss+FdMvL3WP2j/As1tbQNKyad4otbtyiKSVWKGRnkbA4VVLMeFBJwfDfi9/wXK/Zr0N7zRvAXgHX/ABosUSRoWjXTrG9DBd22abdPC0e5iGNucvHgDa3mUAfZXwztJvB3g9Hvm3yTbiqKoI5Ynt6dPwrzz9rD9uH4H/shaIurfFfV5P7WuI4W07wvppjfVLmKR2UTLA7oViHlyfvJCqfuyoJcqp/Kr9oD/gqX+1t8cruO10vx/deDdHtZg9np3hS6ktZvlaTY010pE0rbJArAMkTGNWESsM185UAezfteftzfG39sTxE0njrVhZeHLXUHudD8K2e3yLHKhAXcKGuJdoP7yTODJJsWNXKDxmiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k="
图中异常位置在哪里?
右叶
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dxG+m372iNM7TRkWGxmRypNyqxsygExTSgsoJYflBQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0nwr+EXxD+NPic+Evhv4ZudSuorZrm8aGImO0t1ZVaeVgMRxhnRcnqzogyzqp/cD4J/s9+Cv2fvB3w3/Z18H6fYW7eEvCMV74muLODY+pa9fBZbi6mOSXkCeXGNxbakKIpCRqq/mh/wSC0u31T466taWepvBqFxpsUMyM6mJtNEouLotHjcxD29qAwYBQzAgllK/rX4R8I6h4gmXxta6kjSzkmGVUxmLJ2gjPGOR60AdfB4fvBObi0vsIwJcPH0JJbg/ie2a1f7Lu7W0j3RiWRyAvmzMFzgAH5SM/icVN4fvZ4wltqABK4wpADDP0/Op/EGjXF1C0kd5JGGOMI2CMeh/OgDJ0y08RSXckUOlTXaqxMhgTcbcf7QByPryM16t4F8P8A2GNZbhC1zIo5k6dOvsetedeFLiZtTS/t98biXyp545CHL45GR69cD15r1uLUxZ2AVyTMkQO9SeB068+tAHN/EPRP7X02/wBPvMyQyqNy7Ttzzx+n518S/tgfCeDSfC03iCws1V7eQHfjBPPb17+tfdE13FqDSReRvXpxgc+/Ga+cf2+7Gw0H4KatelMeZPFbqSR87u3A68ng/kaAPlL4IfGDW9A8RWVjpl48b3E0cTxqch9zY5A+n61pftZ/FzWPEnxBvdDjvrh7XSiLS2R5GwAgAY49Sc5rgvgrHGvxa8NoYNwk121BQHG7MgHJNM+L224+KfiR2ZAV1+6z/ex5p/HpigD3T9kr4OWmt+HoPFzxiaW5kYjKdQOvQcV9ZeCfDMHhzSPsix7C7FiB2OOOD7V4/wD8E/8AbrnwNtrhYQHtNRmhkYgnoQR27give2t3jkKRj5lJ+cgqCMdCTwD/AIUAcL8Y7Gx/4R83l7AsmyNizEg4A56c1xehDWNcshN4dgt7ONoFEktvAFd2wCThAF54OQBn0r1fx1ocWqeG57ZhgGPnkY6YI6+hrx/4U+CdT8OeNbrT9U8YW8mkW8LSW1nEkrXDsBhI3yu1AD1bdyBxQBj+Nfhp8SUuG1HSfFFzLK3AjmARUHIIwOKwpfgf8QLu0e+8Q+NLtTgN+6BCL36HrXv8tyj2nnSQjdGmXCjIb2GB+pryH4p6h8TvFc02k+DrSG3iMbbru5IAUf7IPJ9OKAPjb9uBPFfxe+Acvwim8X3lldW2urFcNHNttbv7PuNuk6rlnj+dmxj5XWNhuK7T+aOqaXqeh6ncaLrWnT2d5ZzvBd2l1C0csEqMVZHVgCrAgggjIIINfq7+2T4Pv/h7+yT4n/sTS5p/FGBd2El0oBbEyiaRckfMITLIqZJLKAA33T+Ums3WsX2sXd74huLmbUJrmR76a9dmmeYsS7SFvmLlskk85zmgCtRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH23/wAEOPAFz4h+OvjLxfNt+wWPhEabO0bgTRyXV1FIHQMNpHk2lwpyQcsoGckj9SPBniUfDnVU8JX+jXltpjyFtPYsJliTdxGSGbHTIPbOCPX4/wD+CCegXFx+yv4t8QQwhlh8dXEchMg+Um0sAuF6/wAbc1932ljYhI457KSSVE2AuCQQBjPJ7UAdJpc9rqMP9pFQY2YEBUwSPbBzxkUeMbzUPCcwbamqWMqgwz6WVkZQezoGDqRnGCp9s1RuLu9tbeN7NRCsZG3K9T0Bqr4t8O6J4708WWoW3mM0Zd41J3Pt5yOevGeKANb4c694c8S6g9xomxWjc/aI/mVkkA/iV+VbnoQPpXa6te+XbhlccxFSVOf59DxXNeCp9LSC0t47aDzLe28lJxGDIy9g7/ebb23E4BOMZqxr2plbj7LLyhGGAOCDkd+uP0oAvWd80fytFjcBtK8Ecew/Tivnf/gotFqHivwnpng/SVx5c5v7iQj5EVV2jcT7k17rpl7EXMkjsfLyMFTz/kV4n+2Ffw+I9atfA2n7ZQTGdReNQWd/4YgcZ2qDnHqaAPmv9nL4WXOpfF/QXFwT5WoQTzFiMpGHzu6DI69KyPj/APDm78O/GjxFY3kixrLrd0Y1Zcbk3khvoeCODnP419QfD3wVp3hP9o/T49KtwsR0QCRGiGVzHyGHI68iub+N+g+EvGelpqtnBI+q2N5Jb3s3l5ZwvCkkDgAAAdfTHSgDpv8Agnv4S8V+EvAepQ6vEkNjcTxXenSl8rMjAqzoQfn5XBxnBGOte9tqUZctHuI4yZBjcOBwckivEf2P70+HdJvfB1xkq0n2u1LO3yE4WQAdPm+Unpyuea9ee8FtMdx45z7j3oA0dRsbfUbB7YlsTfKct6j1xXlGqRP4Y19YXvQoHyoWBX6kdjXqlrOJrZFYDaEyWwBjPoO5rzX4uWmi6g3l3NqWlSNhDJ3UE5IH40AX9F1Oy1C1kggu1kA5+RsqD/PPFY3irVLfSWN68RjiX/WYXOPfHX/P0pfAOlW2g6O08sCQM4yP3gOAehI7f1rJ8W3EniKTfpTqpiY/MqDBxweCCD9KAPB/2r/GXh/4l+F734e6df75Lq2laNoufLIUjBI459M9zX5D/G3wWvhLxJZ6lDqcVxF4g07+0lRZC0kDmeaCWOT5FCnzoJWULuHltHli24D9m734CeDtOn+1XOnYeVmIvYyVkXeCNx7Hk+np2r8Uvippnizw98RNb8JeN9UF3qei6tdWF5JHIWiEsc8gkEeQMIZN7ABV+90GaAOfooooAKKKKACiiigAooooAKKKKACiiigD9tv+CeHhj4dfsw/sLeHI9JuEhXxt4fsPEOrC9vA813qE+C7IrHaFWIRKEQD5YQSGYs7e2eBfHmp69qrzWOoQm1SXbAY4QiyLgfMOensQOe1eT/s4fByy+Ef7EXgX4Bx29xd6pa+FNP8AEOox3UkUjW1xNcSXl1boU+V0V5n6YOxF+ZiCx9T8G6bBaaXDc2+pQPG65XbA6KPqzkDPToTQB6F4g8WWOhaC+qXb28pMJVo5rVZm6g4VWI2scYz2zXDWvxW0/VPHEdr4euorOFrKO8srTU5tspYsBsTHBYEMMDqOfauv0vRdJvUFzNcGZxz85LY9gOwrJ1m2sb7xNZaRJoMBuoTI2nXEu7CsFJ9gfXFAHomkfY4tTmltFjVXAfy0A+QsoJHGOhOOc1R1OS4+3qcME3YAIwSfxpnhRbq30sW99nc6kmSYcuf71T3dmszK8zlsYIbJyDjHf8fbk0ASLqWn6HpUur6ndAQ20ZluGYgcDov1PTivFj4ns4NV1D4g67Ch89ZFimniUiCRhkSHdwcdMe/FT/F34hXnjX4kWXwD8EQNdTQslxrbxOFSAZyAx6AjPfuRXjPx08WavrGv2nwr8P20zztqZMVrGgBSMDYgbBOWZsnr0xQB6L8AdT1XxJ8Rb7xjeXDTvb6aGactjG6RV2jjpgnAFY95rUnh34zeJfB2p2ysRq9yqIeOMkHjIBBGK9L+GvwA1rwj4XgsYdZ+z3cqxy6gu7ILgg7PbHevIv20dC8SeEtWtfi1a3Iee4uf9MuIl5SZfXoRkDIzQB6P4GlTwH4gstQuEVo5trh1ORtYYOefQ9q9f1t44cHbgEDGCOffjrXzh8PPjH4P+KnwrkvPt7Jr9txY6XBC7ySMoBkDYXGDnIOepxivX/gx8QYPin8OLfUIZ1+1WkptbkMG3BlwMkdjj1FAHVaBqE73ezB2jnYRjA6VyvxY8U6b4D0ePUksIrmWa9EEj3MqlInLYUAHG5j+Irp7KNrAG5n6JGSzhsjgdvx/GuB+Iklr/wAJJA97IJmsYkljjZMg3DcqMHILDIAJ70AYev6f8QfEXiS5h1OV7W3tJyLfTopCuSB9+Vh8xJ/u+npUlprPijw7CLXU/C9rcwpyzxYVh7r37981019qGva3q1xeRWQgnnZWllmOSZAACT6dPSuK8c3/AMUNJkjgso4LvzztEER2sfoT1oA0PFes6F/wjR1SRWjDRHEbjp1JB78da/FT/goP8Movhz+05rWp2Wqpd2ni7PiO1Ik3PEbqWUyxv8ihSJ0m2gbh5ezLE5r9QtX+PT3a3+kavpDWYgkKNHeAbQPXcerH0HPtxX5Xft5azN4g/ax8W6rLpcFmryWa29vbTM6iBLKBImyyqQWjVGK4wrMVBYDcQDyGiiigAooooAKKKKACiiigAooooAKKKKAP6GvgbqU3xC+B/wAL/ijd2SW954g+Hul6hEVkLFN1sg8vdgbtowpOBnHana58Kra8km1Lw5ENNvHl3PCy5tZznrsx8h91IH0rzP8AYe/aA1H4if8ABPX4N6v8P/Cx1VPDekyeF9Tlt7+BJdOvLYKpjnAJKBkVJkB+cpKp2jeK9o8LeIPGUjxyazoChSMNGJi/45Kj1oAxNFu/FvhKVBr3h27jCoTJcWdu8ts2BzhwWUYxn5sH2r0DTrTTdfnsdclTaYJVmjiY/OxA9O2f5GtJbG3mtZYtrLHcD9/CGwkmORu7E/r/AFfpemWenLvsLWOJQMEDqF9B2/SgDQsjP9mElzxuBVUzwq5HAB+n61wv7Rfxbf4QfDG58RWaB9QmPlaYuf4z/EQc5C9e3au6mUqscojJVuQpXH1rzv8AaN+D7fGPwlFotneCCaB96lyep/8A1dfagD4O8H/Ebxhonjm58SwyJf3WpOyX0N6GkF1vbnOCGznoQQRxjg4r7D/ZV/Z6074f2bfETxNpYh1W9Be0tHDN9ijYEj7xJLdOpziofgl+xH4F+GGonxx4nv7nVtRhbdZWNwirb27f3ySTvOenAxXs0gdQXSJSdvHT06fiRQBW1bVZ7JTO8yJbiIsHzjkZLE/gPaqPjvwdoXxE8J3/AIM8QRk2t9AVkkRFLI38MgB/iBx6Z6Vm+IfF8Fs01nJp8bmSMwLDLAWBVyQfTnB7e9auk398/mRXkaFfNJikAGcHtjPHGKAPz0+IPhPx7+zp8TLnw9PfNbz2shkguYmKpcRkYEi56qQenbkHpXf/ALCXxzufBPxfPhbXb5U0zxICsvnNhEuBko47DPIz6fSvcf24PgnL8V/hqmt+H9JaXWtCEksAjjAkktj/AKyHjO4cbgPrjqRXwvoUt/a6/bTaa0iXEVyjRkKQVYHjtn/P5gH6w6rbrcWMqWzICIyTz/M9cVxmu+CxbeOrvxZrybTcRQS2ds6LhYjGpEgIJwW54IBGK1vhfq11r/w9sLzVXMcrWkfmBEGWOBxj3pfFOgx6rZvaFXVf+Wm2TH5Yxj6CgDg9W+ILX0kmm+BreS9ukVo2tI4yJif7yA/fH0OfY5FcvJ4N+NV5q8eo6tpeqaeY5BIiyWLqVwRjORxj8K6a/wDCttYytai3kdWcyFdxO/8A3h/TmpYLrXdJsjZeHxNbQ7OU89wvXoBnAH4UAeN/H74faHpg1Lx/f33nSxHzre3uIF8tZCM9MfMA4JwTX5Nft3/E/R/jH+1n4y+IOiWl5DHdXlvBcC/jgWR7m3tYbe4kxAqxhXmikdcKDtZc85r9r7z4fPq2oRa54wvoZ44VMttbFdyqTnDHP3m5wCelfif+3jc+B7r9sf4jt8PdHuLHT4/FNzFLBdNljeIdl5IPnb5HulnkUAgBXUBU+4oB5JRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH6rf8G//wAV9W1f9nn4nfAPT/CqyroviS28SNqH26KMlbi2MLjbJtH7sWAbAZmfziAoKfN9j2HxmtNauY9P8LwajflgBGx0t4Yz9JH4Hfrxx2r8ff8AgkT8a7f4NftueHrHVL60tdO8a28vhi/ubq2eXyzctG9uF2H5S13DbIWYFVR3Jx95f2q0p/D0ciRR26IpAMeAcDsQcdcH0oAueF9d124lRdT09oWYYmDMG2j6rwf1rrgG3ZAbIwexyPSuc0XW7W7/AOQVBEVWXygSRtLDnjnH61q22poyLAsZVt3IUgjP9PpQBrKygMQSGf7yqe/rSxxRlwNuSF5H+f6VXjG6P5UfLHgjFWoVXJO0KAOc4oAaIXl4kUkEY5J/Oqly1pEDEJE2K2WA4DVcmufMgdLePiQcMPauZ1qy1OY4t5gp6Luz1/AUAcz49srfUZ/KECTRgqxTr0YEV03hmyTyw6YR1QFQPf65rGl8Maxf2WrTxXXmS6VpLXhjGSQgljU/QHf+tQ6TDreoSKIFZFKjBzjOO3NAHXmya1l8yLDEnIGOF9K888Rfsr/DDW/F7eNrbwvZW907ebMEiAUt3+UdDn2r0rTCIrb7NcNkjoWPeieUI20OeByOnHegCtpFhFpGmJp0W0fLjYoIA49OlLM6K4aYBD04AOB6CmvOzrtYkYB54PGaiaQs24HawIC57+9AGZ4lvLO1RppvLTC7m4HSuA8R+MNMWEsL1WG8KI0OM5OO3eum8ZXcVz5tuxi5TbGW7MD/APWrg7LQ9MfUZtS1HT499nbyTqhHDsPu8Zzjd6+lAEPi7xFbaNZ3+t6/rcWn2Gl2rteXFzKI4reKNd0jMzEBFVQxLHGMEk1+DPj/AMZ6r8R/Hmt/EPXYYI77XtXudRvI7VWESyzytK4QMWIUMxxkk46k9a/Ub/gq5+1PpHwe+Ad78KNA12BvFnjuzFo1osgaW302TcLu6ZWR12yBWt1zsYmaR0JMLY/KKgAooooAKKKKACiiigAooooAKKKKACiiigCxpWq6poWqW2uaHqVxZ3tncJPZ3lpM0csEqMGSRHUgqysAQwIIIBFfuH+w/wDta+BP25PhlB4tjvzD4h0iwt4PGWgWsZgjiumTDSKm5iYZGV2RtxyMgncrAfhpXv8A/wAE8v22H/Yz+Lcuo+J9GvNS8G+IhDb+LLTSHSPUYEjL+VeWcj4Hnw+ZIRE5EUys8blCySxAH7saBbeG7ALcWkQJjTARQMDHsK1Y7ywtY/MRFHlsSAPunPOK8b+HvjbSNcXR/GOh/E+18S+EvE1oLvwh4ps96W17FuKsuGAMUyMrI8Mm2SJ0ZGAKED1KS6kvdNnuYpSGmj3fKcg5PB/KgDb0zVxdYmaP5BwTj8/wq010jnyk2gBcAAHH5dK5K21IWNi/nkRoqk/exkDua6DSZjeWUNxKckr656/zoAj0rU0iVzIpUpIy+Uw6nrkexFZ+s60kUbXzHcFbkKM/LkngVLq2qaMNWFpLfmOfoEYkAj6d/wCdUNfCLZuuE2hST5fp70AaEOrNaWuq3+nxJNJLoUsJUtjcjtHkA5wCcD2qr4d1GdQrSWyoFXJO7nt/h1rB+FuvWnii81rR9MvRPPDoskb28QLOjF024ABypAPI7+nGaer/ABA86zFpoRIldSGkaPaYz05B54PagDqbTxVPqerz29mg8mH5JGC5Bcn+g/WtC/vjhmeQlce2TXCeFfFFhb6lD4e09vMkBxcsp+4SCQWx3JH410Xim5WLR5bmNiSEZiSeoAzj9KAJTq0s8ZaI8jooJwfofwqxaTtOgkdyPXg9/wATisDwVd299ZyajZy7g6h1/LH41ei1GGF3RkmjYttIkZcr78HBz2I4xQBi+L/DlrrDyNp1wgc5BDErk+xHIP515D8abzxH8Efhv4l+JfijxVZRaToejz3V1/aN3FFJIiLuWCF5HRZJZGCxxRkgvJIqrkkV1f7QXxZ0L4L+Er34keKteh0vS9Ii33lzO5CKhIGAoBLMxICquWZmCgEkV+P37eH7efj39szxolvmbTPBmkXDHQNCJCtI3K/a7kKxDTspIABKxKxRCS0kkgB5t+0J8dvGn7RvxW1P4peNr6Z5LuZk06ykmDpp1mGYw2seFUbEBxkKC7FnbLOxPFUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH0h/wT6/4KE+KP2N/EVz4L8YabP4j+GPiK7WTxL4ZUqZrOfAQalYFyBFdooUMpKpcIgjkIKwyw/q34N/bO/Zc1W30a0+E/wC0Z4b8Y6frEExsVtbkQamggL+Z52nSFbuLasTvueEAovmAlCHP4KUUAf0Pf8LA0LxtrWmaZ4QuUv7aZhJd3cQLwRRYyMsPlLNwACex4Nd/Z63NLqx02yZGiiT99IzDO7OcAd//ANXFfiD+zR/wVS+PnwLW603xteX3jPT5k3wpd6qLe6+0+c0hlmuDFI13kSOMzBpFxGEkREMb/fnwb/4Km/sleMNTsNC034y2mmxXVsb3Uk8Twvp7WrMF/cNNLiF3VmCkI7fdYqWVd1AH1b42gsmUTz2oaVpiEbauQ3BGP59axtQ8Q2638iWl8rRs5LRlxwcdPp16VBq3j3wx4m8Jr428N+JLS+025sRcWl5aTiSKSNlysyOjEOpUghhwQc14H8Yf2ovgr8NrLVNK1343+HtM1HS7MTXmm3esxfa41ZA4CWxbzHYowYIqFmDAgHIoA9q+Cvxy+Cn7Pv7QFt42+O/xS0jwt4Q15k0ee+8Q3aRQJeXL+RCPMJBVVZhI0jDbFGkkkhEcbuNrUfAGkz3l9E15c2xivpo3Bk27SHIxjGQfrX4oft+ftfD9pPx5D4c8B6tfjwXoKLHZQzOUj1K6UuGvzGVVl3K5VFkyyrubEZleMfaX/BMn/gpL8PvG3wLt/gj+0X8WvDXhXXfBmmQ6do11qtrDplrqejwRRQ2oM/mCKS6iA8lwUjZ4khk/fyfaZAAfbsfg7RNDjWXTVKHIeWQ8s+O571peLNds7Dw689ywKiIjgElj1xXhV/8At1fss+FdMvL3WP2j/As1tbQNKyad4otbtyiKSVWKGRnkbA4VVLMeFBJwfDfi9/wXK/Zr0N7zRvAXgHX/ABosUSRoWjXTrG9DBd22abdPC0e5iGNucvHgDa3mUAfZXwztJvB3g9Hvm3yTbiqKoI5Ynt6dPwrzz9rD9uH4H/shaIurfFfV5P7WuI4W07wvppjfVLmKR2UTLA7oViHlyfvJCqfuyoJcqp/Kr9oD/gqX+1t8cruO10vx/deDdHtZg9np3hS6ktZvlaTY010pE0rbJArAMkTGNWESsM185UAezfteftzfG39sTxE0njrVhZeHLXUHudD8K2e3yLHKhAXcKGuJdoP7yTODJJsWNXKDxmiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k="
图像中的主要器官系统是什么?
头部
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"
患者的右脑叶是否异常?
是的
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"
图中异常是高密度还是低密度?
高密度
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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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"
这张图片的成像方式是什么?
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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"
这是横断面吗?
是的
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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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"
这张图像是关于盆腔吗?
不是
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"
大脑看起来不正常吗?
是的
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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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"
这是核磁共振成像吗?
是的
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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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"
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?
右下叶
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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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"
该图像中有多少种异常?
3
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"
产生图中大脑右下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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"
这是核磁共振扫描吗?
是的
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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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"
图中的器官位于身体的哪个部分?
头部
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"
图中异常位置在哪里?
右叶
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"
这张图像是关于胸腔吗?
不是
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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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1VdQ0sK0TeXbmBm+b5fvsCMK30rc8P6jqNz8en0gzpJbLYLKy4xmQv7DjjivW73RdOaEm3tg0k8wLNwG69CecUAYvhrTfsOkWVpIsriCIAthQ4yM8nGTz3NZ/irTdV1DQZ4NOAiRgxAY/M3P3eB/M12EulJaQ+TGylSP30gI4x25I6VRuVuorUJEGKSRHlGwMH+tAHhev+E/Fvh6xF21z+8WUeQr5IbP8BCnJrFn+JF6lm2keKFeG4RCVCXGwkZxvDEYwPevX/FNjaXely2U6KV428kfN2PB/OvH/ABx4Wa1Ml5c6qWTaYo7aBcB1J5X1FAH5Jf8ABT/RILD9rnWNfg8QQX/9u2FreN5CYEBRTa7CQSGJFsHJ4/1mMcZPz3X1j/wU7+EU/hzXLD4g2fhmO2t31S4sbi7S4ydrKsttEylvmOVu23KvoGP3BXydQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+9HwE0XWte+CvhODxdo8Nhqlt4Y021utJsEVLaxaK1jRraEIzKI0YFVwSAFGCetfiN+z74S0bx98evBHgTxHaefp2teL9NsL+DzWTzIZrqON13KQy5ViMggjsRX7u+CbO98Mq1hqAHkji1dMYaMDkHvkGgB/gW81vRpbjw14kkJs5ZWMLuC3l88A/41538XPCl9o/iBrm4jHklzsWIHnPOc9MY7V7f/Zdnqtv5kyKPMwSxDHI7fSs/wAUaBYazozxXFuzxFwhkVRlV+p96APk1LuI6qIi+9Gl2kngdc8jNampobeFdWt5o8sTlRxntiuq8X/Cd7fVmu7C5VonkKbQvJXHes1/B17HYizjiMoQ+XBtf0oAgmsbrxRpENrf2KuqR4IHAY+uR3q3pfwyOla9p9/GirLGjOFjYEj3z1Jrf8K6JqVxIll5LBVK5MkYwcDoBXa6Vpk1zfX2ovprGOCIRxgkE7jwSMdMelAHqXw00xLXxHayW8RubOW3huRJKgG1yMbDt7A969B8USMimUyZ8+Qxkb8KmQcbcDr2ri/htFc6d4OtPtsqPL5fkRlWCNgNuywwM+1WfGusairG8tkKxWrCTIlH94dBnnvQBz/wc0+z1fxTeeLHilSR5CjAj5kCNtUHPHX0r07UtLEV7l/mXzMyoDjDDoOP61x/h2/ttc8f63rOnWMEdiJI/JAbav3QWPPUk9sV1N7qckWox3BnKx45KE4z7+1AFzV4ru3sTLbwBg43DzAK4jxpda7Zoslrfi33QlvnkIUtjhQQDjNddqWrW9zCkc+7zMgtsbADHsCOma57xHcQ3lsyw2cbFUICs+cY7H1oA8y1PVvElxbl7h40D4zHFI33u5BPWsW6XQZLb7XqWpGVjcHau8l9+Pu4ya7fxpaWWjaaTfXoTIDwqsZwgI9/yrk7HRtNvQdWgVZQcu4ik+72wSc845oA+Q/+CiHwo1v4gfAXxbqeraTbW1rp2nNqNgwTzpbeS3/fF8HARnRHi3BsqsrcEZU/lVX7rfHeXw5P4Yv9P8R2VvcacwWG+ikgSaGSGT5XEisDvBXIII2kE5r8KaACiiigAooooAKKKKACiiigAooooAKKKKAO+/ZTYL+1F8NmIHHj7Rz8x4/4/Ya/eh7G31fQ4LiVoluLZyFXqFkzkEnsMV+Bf7OhkH7QfgQwjL/8Jlpe0e/2uLFfvL8OdViuNIaW+vJEmuViKLgbW2gDnPegDf8AAt5Nd2JkuSglicqxDcjB+oyK2pdPaa3eK9XEZLmFgoOD647isGDw/PaXUt3ZiG6guAWNvNIVKP6jA9a1PDOpa1Ne2+la3aQpGyEG5ik3AEDOOeR6UAcZ4w8F3EsSLbQlHTH7yFseaM5GeeKytP8ACN5HcFRYsMT8KWHIPUZHUj617NfeHLOecy2O0iRv3ZeQA7ep/Kok8K6WlyrGZSZGJ3Ahh+f8NAHC+E/BzvI00qFIxuJeSPbgDvz/AJNej6L8PW0rw3Nqy6Ygguv3Lyui/wCsblflByPyq34d8OWaoZLlA0LJ9x0znB6fStXVp5JLCDTHl/cvL5ohORgAfe6dqAM6y0+S2s5SIAoiXA6nLH6dK8/+Juv3tvEIY5pWjjmGY1A9eOARXous3kOj6GtyEwxjdt/POR0wOv4159qGnaBq/wAP5fFepapJ9sbxnBpUFuIQUKmLzHfPXj6UAWfD2pQWeiRTmMrJPKzSpz82OjH0rpdD8Rz6lbkpp7OqS4QBsEk/hXNutxJbKtgQsecRscrx3z6YrY8KRzWumjT9vmy4YK3mjqfQ+tAF/WLovshiQIu4l2BySff3rK1C7ijt0aS6zHGpLLleoq5qfz3C21urlgyx/MhAB75ya5fxD4XnlvfJ0uRSpYlhHGduRyQCaAIvG1xomqaZH9sZnIHlkBvlZT755+nasu8n0TS9GKWThFbCfK+MY9sYqxP4H0ldL869x5zOGG5iQp9fTmq2o6ZpMdmRJbxmBm3Opj3cgcsOMigDyH9s/T7Qfsm/Ed4s7v8AhBdV4UddtnKcn1r8OK/a/wDbz8UPo/7KHja20bTmuGn8J6jDMFfJijktpFLnPQBT27mvxQoAKKKKACiiigAooooAKKKKACiiigAooooAn0rVdT0PU7bW9E1GezvbOdJ7S7tZmjlglRgyOjqQVZSAQQcggEV++/wo1LQPiV4E0zxn4P1WBrHU7WK80pwWXz7eZA6OFdQy5Uj5WUEdCAa/AGv0t/4Iz/HO18YfC+7+BF1exRav4TuWuNKgAUNPZXErSF1G8s5SdnVztCqJYBkljQB92WGq+JdB1yG2uIEa3RnAkc8sfoOmK7HT2ivZ0vIZ9kToJGU5Ur7HPrWXpmmXWo2Bh1OWNLgyDMAwXJrWv0OhWTJDeBndQHRgSRj1B4oAuabrlxNJ9ivFQKGxGYwW3Lnue1aVzexR6iivbHezn5m5BHTBrAKHUUg1FV2rKgxtcZ3d8YGf1qzfWtxLqH2i+uxlY925s4kIGACRxmgDrIfEEqH7LGWD8KIhgqwHTtxWdrPi7T9HvkhvpmDeWScHKKpP8XfFZTyTgMYoXVeCHwSB6dx+RrD+I2tW8UcSLbzys4VRsAGQTyM0AdVqnjvSxZGzjm89c7g8cW4rkYO3HT2rzTx29pqV9ppR1hsrC+e4EcjbSzlcEtt7+9TXOnadaiKM+chlXMkYnYAYPtzXO6frGjDxdf8Ahu+t43MVuHWC5TKeW3VhzlsetAG/rB1jxDZ2slnq0cQCgbI2wuM/XJzXZ+ErAWiyyLchwSOEP+rbH3V9zXC+HfhNoWjxrqWkarrC28jbnW5vP3O3OR5a4ygP1zXd6DeJaWc5ikdlEpKSEgfPjpkk9qALaR3N6hiuYnjcyFlzncB+eM1leLdTvtItwdPPnlIyBCgBYtjnHvirU+qvc26m3KtOyhV3fKUB6njrWFearY3N1NFqDFJ4pAryRqQcAc5Hf6igDjk8bXXiO7m8P2Ng1nIJsvLOhGUA+8OD3q1D4DuJQ9zeeMtTnG0uIpmREAbjqFz+FW9V8P2Wvalb6k8awtagjLgHKk/1FL4w1m38NabNc3F1CkcNv5ziVtqMo7En+VAHzx/wVI05PCP7C/j3UNC1C8tbsW2nWrTQSlC8MuoW8csZIwSrxuysOjK5ByCRX41V9u/8FY/2qdV+IXh3w/8AAw6TaQwpqr67cyGNzKQqSW9uUbO0RsJLnK4LZRDlR974ioAKKKKACiiigAooooAKKKKACiiigAooooAK9P8A2OPjzq37OH7Rnhr4l2WvnT7FL5bTX5XEzRtp0xCTl44juk2KfNVcN+8ijbaxUCvMKKAP6HvBehJpUieIvEmpJIzQMwjR8qT3Oa6Sz1/SvFl2Y7dSIbc/ujKQQcjnHcivgP8A4Jk/tg3Pxa+Aum/AbUbwHxH4WhFhK3nxKzaQmxYJREETIVWW3JUuQYleRgZlz9S+JNW1XRLWPwj4Rh8mfUHjjF0ZtwjTPJ+uKAPVLy/0zR9Lb+yruO4k3MVWctiP1AI6fSoPCGs6lq5M2rWaRq4G0SyZU5HDDgkiufuLDWIdGTSo7lJ5shZFL4KnGN270rU+Gttq9u/2jWAhhjLDJGCMDt7CgDtYLSVI0uLmM4Cb1XI6jsD6Vx/xFvtQ03W4LkWZNr9+Zsj5Sfu9eK6OK8OoQeXYmTyEQsWY5Dc5GP8ACuR1HxvqWoCKz1qyz5ErmFXB2kZ6EfTtQBF9rttRnV4cs0sQKEdTzyOteO2lnqHxN+O2u2DXupQR6fYqqpazgeUhYfKSc4BPYV65o40hr4lGfeoEjB3J4JJABPCqOmKwfC2iWXhT4jSeI7OZZZ9c0lbm5h+z7Vi/fFQC2eR6GgDvNJgEOlx2d3dPLFCix7WI4I6EHqT61rPeWmnWyyqFKMSSNmC7H9K5mx8Rx6hqbaZNIBCZdrMnVMN7fzrojcJfSS2enyxvHGoG2QZIGOgNAGfqF89svnwCRY5k3FIiOB6YI6fjWbJoE7amut3DPi4CpEQM+XnqMd81oXrshSyt7FpRtHzsCFrI8Tz63PpBW0ZfPiyFD55PoKALXi3VbvQrJ7+HShfLGgMduiAM2OCueBn2rw/xJ8T/AAl8ZI7vwhb3FykltOq3VlOpV4yGzhl9K9O0fx5bLbf8I1rlgIJo03TWztnr/Ev97+lfBX/BVv4ueHfhc1/4a8H6nBD4j8WaabPULeBwZPsT5EkzqVIwyBoQDtJMjMpJjOAD4n/aY+Nd5+0B8Z9Z+I7JLDYTTeRodlLuH2Wxj+WFNpdwjFRvcK20ySSMPvVwVFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB2HwK+OvxH/AGc/iPZ/E/4YawLW/tQY54JlLW99bkgvbzoCPMibaMjIIKq6lXRWX9c/2aP2qvhx+1P8OrX4l+DZPIubVorXxHotw26bSLlslI3IA3xvtcxSgBZQrDCukkafi5XRfDL4ufE74M+IW8VfCrx1qeg30sKw3Mum3TRrdQCWObyJ0+7PCZIomaKQMjGNdynFAH75+H/tGo6hG00q+TIxELBDvkXtuB+5zXRahrFt9p/sm4FvjaA0scnTH8P0r4k/YJ/4KqeBPjJbnwH8a9WsfDPja7vVttItre0naz1XfvKCF3MnlyDAj8uV8u7R+WztIY4/rF9HvJ/LfSdPuB8gPmuxJy55LHjP0A4oA7a61WLQ7c3em2u60yCQ2dzPjtjsD0FUpp9A1e3zLeqJZvmfzFwyP7YpugQ3WqadFaa00sb+YUK7MnK9yOq/XvSL4NF8sk9veLI0iuYvK+9kDlaAK2v6Xp3hWyksrCz8ySaPzhIjht6gcge5968y8NXmt+JNRl1jWLeeDybUWtvE+4SLGjllUgcYru9I1DU7bRNRsfEen7JoAy2iF9xkAxgZ7Zzj61S0tpPBOsz6f470e603UWzItteQlS6YBwmepAIJA5xQBxnhW98feJ5NQMGhzWskcpFomNrSKD3B6Dv616R8M7fWtI0O9k1+62zkb5mXOEA57kYqPWvHPhjw94evda0+WKJoUJeXfjtk47lq8r8YfGrVfE3hMwaHbTgakQoREOQT/eNAHsR+IWko8dqJ/IEwysinqPX1Ncxr2q+NvD1+dXgs5r+1eQk/OAxzyGQVws3hDxLqvh/TfFui6ottJpg3RLMMhSB8yMD1BrlfjP8At2eEvg3oEGrfFFF0uCK1maGOK5WS4v2TaNtrCSpkYl1HUKu4F2VQWABi/tTft9/CL4T+HLjxh4n0y7l1+1drfStHNuIZr64XBKbiCEjXILyYIUEcMzIjflJ8Z/jN4/8Aj58Qr74l/EjVvtWoXjYSOMFYbWIE7IIUJOyNcnAySSSzFmZmOp+0z8fNb/aW+Muq/FnWNITTI7xki07SIruSeOwto1CpErOeSeZHKhFaWSRwiBto4GgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr6Q/ZT/4KlftSfsuy2GhR+J28V+FrPZEvhzxHM0ot4B5K7LWfmS32xQ+XGnzwR72byWJr5vooA/VH4W/8F9/gbbXNzrfxL+DPi2xub6IC6sdGa1v4wVc4xLLLbk5TGfkGCSOcZL/AIh/8F8/2e9Aj/tf4GfBHxnqN9JdbJLLxHcW2nQxW5RssssMtyWcNtAQxgEEksNoDflXRQB9SftMf8Fcv2pf2h7xIdKn03wXp9td3ElpH4cjf7WyPgRebcyMxMsSr8ssKw/OzPgEIEofDP8A4Kj/ALR2jeI7XWPjt4n1z4n+XrUuo3mo+K/Ft9Pq07PbLAIheTyTbIxsVsGNj94ZGQR81UUAfo/Yf8FZf2M7nSrK+1/4a/EY6kLaNrmx+z2dxawTlAZAkhuozKobIDNGhYAEqpO0dLB/wWS/YZ0tY/7I+FHxDUiPa6nRbBUGeSQovz396/LuigD7N+NX/BZ74v8AjbRF0f4N/Dmw8EySZ+13898NUmGGQr5KvDHEgwHVt8cmQ/GwjJ+P/EPiPxD4t1ibxD4q1691O/uNv2i+1C6eaaXaoUbnclmwoAGTwAB2qlRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k="
如何治疗这张图片中脑右侧的疾病?
药物治疗,支持治疗,手术治疗
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DLlJEj5DYPf8ApXpvk3E2jeRI+Ssh3ttIYr6DBGaANm1sINSvooYJF2MgVxkqC2fWu9+HPgOxttQa6uEeR1fcsZztVh3Hr+Nc74L0mPUIoYLdgfL5BKdM9O/X8a9O0PT5rR1YnfmAGRw3DNn+dAG7qekwNp6X0Fn1TfHJGgGWB7Y6fSrMvjXT5NNg0XX5BaT3LbYJbhgPNYDgDpgn0q7ostrq+kkwyKHiHEZOSD3FeU/thbNB+EFxq3l7JLW4hlWTHRs4B+vPagDufHHjrw78LdMjgvYvtF5duEsLWDl7iQjPI6Ko7mvKP+FS61498ZR+PPiBsmupWBRMArAo5CKMVmfDTS73xJ8VIX8RvLJLpWjWphDyMxDSrnvntXt1vot5KiI0IKxAg44OPWgDS067j/spIkCCRYwjDqAo4xiuE8faxZ2OftUxhy2yRgGwzHoPl5rsriOW1cRxERRSlVcR5HOPf+dch8QdDM9s8qI/mD5gHc4J9frigDF0zwr4d8Q6awutUuHSbiREmdRnsRgj8q6CwjsktP7DF6nkiJU8xoRuG09x6VgeCrzSomTw7NejekS+UiuSMnPHr+dT65qtpYAWOnabMGEg/wBJ2nkdwO2KAOD+Kfw+0Hw/HNrE3mTxGQz3kCOf9JX7wXB+7kjjFfmD8VfAd98PPGl1o0uk3ttYzO1xoj3xVnuLJnYRS71AVzhSrFQMOrqQrKyj9MPiR4X8d69orFNejSTzjNCPLIE6qchGOeOmOK+Bf2z9XvNR+NMthPD5dvp1kILGMjBWJppZ9v4PM4+gFAHk1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAeg/s++H9ck8WQ+KLTTt1vBIY455Ijt83AbCsRjI+XcAcgSDs1fpn4OtLPSPBWkeEbjUUNxa6WiyOr4UO43MeO+TXwZ+xl4dl8aE6DotvLPNb6jDJcxSHCRl2OWzwArJEoxycqegIr74054tPSO3isUQY2yQrHlgCfvccmgB3jmOXVvAFxYWxNvcLCUVVYr5jg/KT2NcjP4ettW06Se7wrtaqLi2K8hgMZB9zW18UrO4uNJ3jVGtI7GVbm4aM/wCsC9FOeuarS2NxrlgbzSkaV3gDYjb72RkgigDy7wt4XCeLG0+7WSNEDbPLwTuHI9QRXeaTpcjvDb3P7tIWVDIPlyxOd2O1Ykdikd99rguBGzNslC9Yz6H3r0HwfoEt3dw2vzOMB2bB5x2JNAHYeH9EtbSW3t7KOJt7/vfs5J7feJPcmup8TX9hoGiTblCG3TczH19Pep/CuhWNhumhlzOuBJ0yvpxWb4v0yXX50t2fzACcx7MZB9ccGgCf4cXt7qTs9qzGMoSrDg59ee3NcB+2j9rvrDRfhaziObXNXt4I3lJ+YZGR7jJzXf8AhHSpvBmnXUocBnQeWuOFPt6Vm+NvDnhb40/ETw/NrVxdx3fg6zutUmmkB8qXOBHCpHO8EAnigDjfGeq+G/gT+2JpXgqxv5L+yufC1pa6jfnJEtyON4yDtA6V7zpKRpYme8hWWWSUhkUFQFGeQfevAvif8MLG38b6D8VH1KC6S71I6bqcFyv7y0dAGQpnqpzyw6V75Ld2sNkl5FqAeNI8JGvBDAdc+/WgDPvZI3kdijqsa70cnp2x71ieNbB9QCFEfdns5OcDPB4710Ec9rqkUYNoIpRkqwlOS3fOazdXtFvrZY2uwJYzuJzx9DQByfhvTfD2hxy6pLiRnJJB6ls9z61FYapDrEsl3aaOoVbgiKXI+cDgnGelVtQtm0y6LW91umWQCKOIZUDOcn1rR0SFbTTrm/e33S3CZkcsAxBPoB3NAGd4pbT4bXypcvIyZEceflOcjA9OtfDv/BQT4N38Xg/UPjDp+i+bAPE9rZ3s62wL2q+RNtctjKRuXjBzhSwQddtfYvjPwx/wkJWfW9VvbWK1kTdHbXOxZQDkK3GSB7V5x+0RZ6bo3wF8d+AvEejS6yviPR5JdKuXQTzwapFE3kIqsDvVxtVcDcrhSOQKAPzCooooAKKKKACiiigAooooAKKKKACiiigD7H/4Jd+EL+y0LXviLKIHt7zXrTT7ZPMIdZIYpJZCwxjaVnjxgkkhsgYGfty30XR7+3a4ubWKZGgyTICrg9flYcg18ufsFaPYfDv9mfw54i1PWEkg1/UtX1uVTBtNqIitkqZyd+TbM+cD7+McZPtPgr4y6be2SQyT3Dee5eGUWTqkgA4UZ659aAO41TQtI1HQLnQisb+ZGApb5gwI7nqT9a56GxHh0m1sICkccIUEDJIxXW6Tr2ha1p6TWsio8j5aVUwQf7pB5zUGq6YZ7i5tmsl3owMUiDG8Nzx70Aedato6W+onUraH93Kd7ZHLN+XFdv8ACGZZ5vOiJCo5ysnBOeoArJv9LdpEkeJyWJU8Z2r0zj1rb+E1tHpN29m6kMylt7n7xzQB6HBbxWV4ZYk+ZlAnYDAbPQ/hTFuLeOQXKQpmOTBc8qB6gjnNZGt6q1nffaSsrGaURsq4wFA6+v4U2GYXELMxEcbnJfnBP09KAJdY1Cea1miaQFBOogAxn1JPIqKTR4dIll1F7tcXFmkUk0cwARnOSvuTjpUFzMhDpFI0j5AZEGck9AK8I/aD/aNafxVZ/Dzw3dP9i0R5LrUZYuN06qQM46gGgD03xvf6d4lttLGia1FeWMM7qzqgBhuScFW98DvXdeE/7Sn0sI5Uv5O1lz1weOB9K+MPhB8TvsiTeGdQufKjvYnuIyz5xOCXDZPUn0r2X4FftKWusatbeFNcvjulcRx5bDRSenPI57GgD2t9VzukmlHmh/l2yDOfQYqXxHcibQ/JuAQzJtkKNyM8gdc1iqptjcFcPJ5paPIJPPphun4VLcXMl3pbKVAlMnlqhznHdjxQBh2tppF/q729zf7J0iLJaopBZR/Fj+tbdtcQmUW1pcARKML8uCB9fXNcra+D/tfjKTWv7Ska4ZVS3trZCV255Z3PH4AV1VhZw6VNJbzs7SsDmSIZ2nsKAMfWrX7Xd/Y7i3TY2Tyc7W9/U15p+0N4i0LQmsJtflt49ItdQiju5rkYUI0RG89ejYr0vxDejTL1kndVYxhtuenqa+Zv23PEUN94UuNDkheIXDsQ0gwOwGOOTz6UAfnnRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH2b/wSy1G01fSNe8LNbSNLp96boSFV2D7RHGigZPJ/wBGfOR6dcnH1/4g8MJLcwappsgtprEl4CqjY/qCK/N79gj4l3fgL4/WOjtfmKz8QIbKdJLzy4vN+9ExU8O+QY1HBzMQDzg/o83iC8sreASMkZbOxVO4Ee57UAaVpBc/YF1DdIjTJuZZFztI/DpWlo+oLMB/aa7flBEoGFA9OnBpui30d3Ej3NqM9NrNwCe/0rRk8P2su4pceWFQsZI+57DPp9KAMy98LS2uuvqNjqLT280SFY3QAKc+vU/WtS28NyW+owkkqCMs4IwufU46VqaZFALeOO4lJLDO7B6fh1rRkmit4GkQB88FSxxigDM1SxG572LYsYi/eu7DCqP4s9q8v8UftSfDDRNT/wCEX8MXMms3iMVZLFCUBHUbsVk/FvSv2lPi5r8/w/0bwr9g0RWXzLz7RtjdM8MzDkj2rqfg9+zJ4K+EudU1RLfUdZnVTLqMkO1IwO0akn8zzQBj6h4o+MPj7Q5LD4eeH/s8t3Gd19eZihiU9ApPzcdzXC+K/wBj3xto3wh1KS1vLPWvE2pXkUmo3CbgyW6nLRQkn5ix6k9a+nklgYi3dkCbcAAfMx7eopjl47w2MkgXncSwGFI69O9AH5qazYXWl6lJaapbyW9xFKymIqV8hwehB5FPsdemstWtdcgleO8tZ1nY78FipGMHPOcelfc/xp/Zv8H/ABkgnuHggttWiDG11GOFQz8Z2uf4h9RxXyZrX7OnxZ0DxZH4Vm8F388txKFsmjhZ1m9wRxigD7I8Fa9pvjDwXZeNbIq32u2jchCQCxHzLn1BrUCCe2Z3nT50+dUYcc9OtYnwH+F+ufDb4U6f4V1xVWe3dpJopSCUZu3512E9usStby2vQYwi7TjHqOetAHORTG1uYjbWa4QdEzgA8A5rRW3lLO6SGNww+ZOCeKsT5gVn3MBgKyldzMO3vWFq3ittMV9PQFZiOWlQjqe1AGZ4q8NnVPEM+oPdOUJTd/eB6E186/t86bpNloul6lcX/kxwzl7iRVLEQqwZmIUEngHoCa+jY9dj1e3mgdjDkZ3y5ywHpXxD/wAFJNb1GNf7Iur9pLVoYFgBQkLKX37ARxnapPPpQB8eUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBLYX99pV9Dqml3sttc20qy29xBIUkikUgq6sOVYEAgjkEV+svwH+Lvhr4wfC3SviEmnhYtSs/MMcW4tDICUlgLMq79kiuu7ADYyOCK/JWvrH/AIJvftAnTb2X4A+I7yYx3k73fh9gGbY4RnngySQilU8wDAG7zCTlgCAfeGm+IPDTIq2NnI6tggOwA446nvWpa+KLYoIpbEGNH2hVHKjrXM6LbW4hF1hEjlU43KFOPb3qb7Uv2gRiYrDGSsjqec44PvQB6Bbm3eSOWUAo0fyAD9KsW4dC1uDnYhRCO2f61i+GTENMguJLiRxuwI5f4hW1cwxJItzar+6yDsLAYI7Z9KAFeaWyWO0jkdlyNyt1wDycGoZLW6nk8wsxQLIHTjPPQDFV9T8R6NouLvU7nJI6DJyM8/lVtNYhurA32mz+aMbg0PGR7g+1AGRrdvqOm2klxANshO4TB/udMcfh3q5qniaDxt4xu9YkkjSGURiBIMgELCFY49c81j+KL59S06SSMiNQ+XXklcd8DtVLQPEj6XC947sCigxE4wSeMn0FAHYRWdvBGpRy0QQBDv8Avnvx1z71aE7GLas8iLghSX4U9ADXKWfjnUL5I0itkBD8xsuQ35VsxrIrm8mHlOF27Mdc+g9j3oAtz3jW5H2mZThcKijkkdfwojv4pMPcToDuJJzx09M9KzPNdCl3cXexR8r7huwe9AtIbxRfWbbwPv47r6igDTHkSQgzRKxwRkuMg9iD71y3ifwzE0BuLKEsVkJMbcmMn09fWteKcBzAY9qKMqpBPJ6fSuN8X+LdV8NXjrLcSNAh+8ygjPpgUAYV5BqdsblriB1hVG2EnHA/+tXwb+3r48sNXn0Tw1Z3Ie4maXUdQidSXhyxjhGenKhyV5IwvTPP2946+KXh2OGXTNW1CK0ma0Z7iaaQJHApQs0jMThVSMMxJ4A61+WfxN8Wjx38QdY8XRtKYb6/ke1E8aq6wA4iVguRkRhQcE8jqetAGFRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVvw/ruq+FtesvE2hXXkX2nXcd1Zz7Fby5Y2Do21gQcMAcEEHuKqUUAfqj+yv8AG7QP2hfhZp3iqzUQ3iIbbW4vKdBDeoiNKke4tmMh1dfmb5XAJDBgPS4fCcGoSRW0amNRJlpS3G3tX5W/st/tD6n+zr8Qjr5gnutI1CIW+tWMMxDNHuBEqLuCtKnO3dwQ7rld+4fp38MPirovjvwtY+JvCGsQ6hpdzbiS1uYG4lUZB4PKkEFSGAZWBUgEEAA7tITaxJBGSVRsYcE446D2pbPxJY3xa0t7nIjYAOsZw69+T1xWdd66XsPOtpkMxTdtHOBisrw3dwxXirNJvdkZ/K3YIJ9u1AD9c1C6tPE7aZNZPJA7ARSKMou719Ks6TrUui3LPebTEsu0gnI9iDT57lrGBjGolkcZdyB8vtz1NZV8dVv7fyWlQqud+Y8FMHII9fegDb1eOAyC8sLlVS4YgttOUJ+8Bk1gaD4avrpGtpdVknCXDqrsAoZCejY5OO1IdaMUEf8AaN0IwLpdkXTdIRxt+vpVz+1ptL0pI413XJ+ZdncZ4yaAN2y0/StAVJ3UStgBdzYHHc1qLdfKxYqzYDeYoyuPauW0DTdV8UXH22/njj8tcGNX+QOewz1NaN54otNDmj0y5IaTO1xt4644xxQBa1bV9Dk8yCe4fc2Pl4x9TjoauaZcPbxi1gl+VgPKLMMEY9fSsLxPHbzWM867g0kZMjRkAgY71R8DardPp62lw7bEAK7ugJPcUAP1PxJc6XrE8M6OqKuS4JJ54qpe31prsMF2PLYwx5C9eB1yK0vE8+iawhRpnWZfkVvL+QEeuOa8o+NXxa8Mfs9+CpfFPifUwsEeY7ZVQF5pCCQiLkb3ODxkAYJJVVZgAfNv/BQ74g/8IZcHwronkm98Q28qXdwL1hPaQBk3BURgQsoJi3NlSizJgkkr8fVtfETx94j+KPjXUPH3iyaJ7/UphJOYYgiKAoVVUeiqqqMkk4ySTknFoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvTf2dP2qfiJ+zjqMyeHlh1DSLyVXvdHvXYJuyu6SJgf3UpRdm7DKRtLI+xNvmVFAH6i/AT9sD4G/G1I9P8L+I1ttXlUrJo+sfuLohfMOUXJSQ7I2cmNm2qRu2k4r1Tw8Y5TPrUSRPvbZA6R5CD1J71+Nmm6lqOjajb6xo9/PaXdpOk1rdW0pjkhkUhldGUgqwIBBHIIzX0B8C/8AgpD8cvhX9m0Xx1cP4z0S3DbLXUrwxXiE+awK3W1mb55FJMyykJGEQxjkAH6T2twJjGt7bebDv2l1T5lbpuz0/CpdU0sWWnmQwpP12fMcOe49+K+TH/4K1fBiazt9THg3xdb372qfbdPhtbVrZJdg3KkhuNzANnDmNSwGSq5wE0z/AIK2fB9bNP7Z8IeL5bgeZuMVtagDP3CD5/XrnigD6PtfBt14i8RTw2u3y4LU3SSXOcRiMct+Bqt8PbifUtOW91xgLsSOohU85BPUemOa+eL7/grv8M/Bkus6r8LvB/iXVLq90w2VvD4ksrWFZVk2iQyuk8xUbd2FVcHA5Gcjh/hf/wAFDfhz9vaPxfpmvaIk0jKirNHe29um0EHeiRy8nKhNjYwp3nJ2gH2ZrfxA0jT9a0/wnpLRs9xIfPYN0A5yfxq3r8DzIl5Zhlbyi6nqFGecfjXivhP4qfArxTbWuseGfix4bu9T1O9hFhYy63DFfTNJgLGICdysSQNpG7ccYzxXe/8ADQHww8G3KWvjvx/pOnrIZITDqt9FbMrqBnb5rrvxuUHHTcOOaANnQ9bbV7hruFmbbGUnRskZ6MCDxSeCb+5u/FN7Es2bKGUKrOhxuC5YDFeDfEL9vf8AZ++FXjHVrTR/ENxr8UskDxxeHlSdEkaPc7eaxWJwMgEqzEMcY4bHjXxL/wCCnXi2SOTQvgr4Wi0+yeKQHUdaXzLlpHRcSrHG+xGRi+NxlV8KSo5UgH2R8bPi/wDD74NeB734j+L9V8u1tiFiQEGW4nbJSGJcjfK2DgcABWZiqqzD8yf2gv2gfG37RHjiTxX4qnaK1hLppOkpLuisYic4BwNztgF5MAsQOFUKq83428e+MviRr8vijx14kutTvpS2ZrqTOxS7PsRfuxoGZiEUBVycAVkUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
什么样的成像方式被这张图片使用?
核磁共振
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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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"
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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"
图中脑瘤在哪?
右叶
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"
这张图像是关于头部吗?
是的
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"
图中脑部右侧显示什么疾病?
脑水肿,非增强型脑肿瘤
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"
图中肿瘤是增强性的吗?
不是
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"
产生图中大脑右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图像吗?
不是