Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files
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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
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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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这是核磁共振成像吗?
是的
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"
这是T2加权的核磁共振图像吗?
不是
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"
这是冠状面吗?
不是
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"
图像在身体里代表什么?
头部
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"
图中哪侧的脑叶是异常的,左侧还是右侧?
右侧
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bEkgDHIA5xmgCH4NaPaSXUmqvbRk+aFjO3rg9/Svqjwrp62+nKZQV3YPy/TrmvmP9m2b+0byHThl83ZyTjIz0/CvqpYvJsByVC4VQwHOOvPb6UAZuu2v2m3STarYOHLDbkdv/ANdc5bEXF8tjIm5N7Kdi7gPTOOtdW72GpCSyc7nBwrBsbvp7+1Q22kabZBisBy/JXpgfT196AMO20Ey2/mXNo0kgyoeQbV69gDXMfGTQLa38FTXlhBDb6jaMJYpoW+V1/usrcA/TFdfr/jLR9Ms2jvrpY0U5BOSMj+HaOc/SsfRfD8fjd/7W8QQTrZj5rPTXwsTHr5kq8tIfQMfwoA+Bf2zfhFceHdbtfifpMMx0/ULe1ttRe5vEcpe+SxURKFU+SYogB98ho33EbkB8Or7S/wCCkq+E9G+E9lo9myR6he+MhcxQpKgDW6W0ysVj+9wzpk9BuXpkV8W0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfdf/BLq61vxB4SiFnZwZ0O4v7WNkRgWjk8iXc+CSW3SOAQMYAGOpPwpX6Y/wDBLX4Wa98N/wBnOXxH4ltVjk8T6kdRskhly32MxRLHuxwCSrPgE/Ky5wcqAD3vXPDRvVS7Bj2H7siSqxyOzcgg/WuX1UT2Plx3k+UUFmQEt8v19a6rUNXuIrpreS2Vy5yrKpxx/tY5+n61ja9AdYLuceYOcKc9P896AKWk6/5Sl4AAnUBSPmHuD0rUstRF1smtw+SDtw+Tk9eT0/SuZtbG6tLkuTuVjyxz09KvQXiiMRyMQijgKeRz6d6AOlty80MiTRkxsuCgkB6Dkn3+lcN8e7a9ingsQuyPUNPwvHBGPlYY/rXS6fe7Z8GR8bSV2tkE49BmsfxBZ23iKZNN1KWRTZxstrOePvdVI7D0/WgD558J+BL7U7ldltIfLYqSSeuat/tL+GDZ6tbz+UihtOQjJwcqMHGeDXueg/DWy0pbeKGLekbF5wr5Offsf89a5X9pzwFc6/oMd+ltlkjxuwSAvUDgc0AeVfsszJc/ETS7SyjmlnnkYPDHGWxgdfpX1lHbNHZCZdoXduCsTyc9CBXxr8FfFvjP4UfE7TdX8JeIr7SbmeQ2d1PZTGOQwScOmRztPQjv619l6dKuo6VFHbyYUAhQ4xyPr0/T60AQS6covGuhbrgruKIMjPr/APqqDWtIfVLVl+0uOQAIsFk/Dp+dWYJZYme3SaTGMgK3J9sZpd5RyZE2MCCU25BH40AZFl4H0eyna9v7USSvytxOct+Z6D9KvEWkJEAAjiUYUEjHTr6/nU80syxsIYz8+doA4b69OKo33hqPUo/tFzMyzFPvoSFU+wHSgD4m/wCCsFrBb634Na2UKki6iwAbP/PrzXyHX2//AMFUfBUuj/Dnw3rTTwypFrXkIZrbdMm+GRsJLu+VD5eWQg7iEORsw3xBQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+vn7Lh1nSP2bvhxcm+06+sLvwVYGL7DOzeRIsEYMMoKjbKM5IGRjvX5c/s3eGtN8X/H7wd4d1m3jmtLnxFa/areaASpNGsgZo2Q8MGAKkEEYbkHpX60eExqr6I1ku6O3/ALSnmSHYAA+4gkdwKANua5lKljFuDNkIqDHvkYzXKamNQsLk7UYRsxADrj6112guWCNdwrG44xvDA+/0pnjT7FqelSWxty7juOBx+lAHDajfQrHtaVV2kA4bB/8ArU0NsATcdvUk4Y89z6Vm6nYyWn+lojgeZtZNvIP59KcLsrbB0RQhyGxwGPb8fY0AWDqU0Mj26NGzk8KgI5+nAxT7Sc3mpCZHV8YBdTgD86x4rGa8uSbGUkshJwc49SQOlbXhaAQDzMAKgJwRjAPbFAHa6TaQtqemWiqpM9/Gh2pwwY4xxmud8TabeXWsa74YNuyRR3cqQg9wDgjH+Fag1Ngtq6Z3Q3AdD0wF5ptvfJrOtXWpwF5GlkZ2cgDdnrwKAPl/xl4Gm0vxaJrckSJMHi3ISVcNkZ79q+oNFv7LVtDt7+OFQkkSPIiHCq5UbuDnvXMfED4eWWo3cGpR26hmky21e9dL4Ssmt9JW1ZzjdhDjt6UAWrNJHk8yRemSxPOB9BSXDuFEcaLEC33nQEj/AAqzb24jnaXCkKhOFwf1B4pUtpBKqzI6bumDn86AKbW6RQGeRixHIDScn3NYHiHV/EUPmXGgzxy+QnFq5xuJ9xyP5e9dPqVvaWrNB5AAY7QxGePXk1mx2elWJ8qEowZgWRV+fHvzzQB8h/8ABTnxNrmu/BPw7LrugNpfneKWW1juLiPfdeTbyCR413bnRTKgLhdoMignLAH4gr6j/wCCqvim51D4v6B4TEEC2thoTXcLKp8zfPO6MrEnBAFuhAx1ZuTkY+XKACiiigAooooAKKKKACiiigAooooAKKKKAOr+BfjiD4a/GXwv48u5ljg0rXba4uZGjL7YlkXzDtHJwu7jn6HpX7Band2cPjK+t9Au7XUdJmuFutI1mwmEltqFvOgmjkidGKspRgQVO0g5Br8Uq/Wz9mf4peAfix+zd4E8S/D64gM3h/wRpWkeJ9NF5FLcafd2cJsw86K7PCs/2Z5Yt+NyngDkAA9KGp7WV4MgLkOFUED3pNXltns2eJCTsBYg8ZrIsrgTO+WIAO4knH9KdqGrWcNswnuRGm0CMRPyfc56/QUAYmt2UUsUrrEAE5dXyM+mO/5VjeGvDmpeLtTTSdIjaRs5L5Pyj0NW/EfiW2jRoY5i7suMlu3p1r6L/wCCdfgLQ/Eukaprd1o817dq5+y2kMQLyH2NAHsn7Mn7IvwF+HfwstvHXxDumvtU1O3kheJo1PlKw4IGOeeM9a+Y/wBof4R6T8MvGsw8L3gNlLMc2zDmHPIGT1+or6I+J/iDxB4MubPwsNaUeYBNLb3Mbou0uMwoCMhh7AivPv2/NHi0rx7pslmrm2vdLjlnWT+FygwTzgGgDwVdQla1lW5kjXy4mZTIu5snjg9Sap6NqdzosqKIVMbDIDjJ/wAc1Q1GYW1k32gxxhT8x3gAepOeoq/Z6lo13p32WK4heZoiq4UMOe4JOCKAOmC2+r2X2tVDLvDAHjn0PrUkAjtOJBh1PK7DnB6H1/CszwjFPHgCcuFXDHGB/wDXNbMyRjmNzlwMMf59qAIy4ht3M3llznbuToPXJxVG21a2uL8WwlXfCvygvnH0pPEesLZWrbgCscYJBbqM8kDsK5WGe1166e6sGl8wniRJMDj1xzj8aAOi1mPVFmEUJR1kHPmZ2p+Q/Ssy4uLfR7cx3F5iRlxv6Ee+Owrd01XexE9yTGAF85UfJbn5sMfUflWF4j0db2WZLKJWiklPlJL88ioegLrgkj2wD6UAfEn/AAVO0pINZ8G61c6dDFeXcWoJLOsIDyRobcoC3VkBdyo6Au2Opr5Nr6H/AOCkHxhh+IPxmt/AWnSxy2ngy1ax89WDFrhtplXcGOQm1EIIDK6yA9BXzxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV2v7OvxVh+CXxr8PfE27sPtNrpt4RfwrFvc20sbQzGNd6AyCKRymWC7wu7IyDxVFAH6+/DD4u/CX4taR/bfwn8dafrNjGFFy0OVmgYu6qZYXCyw7jG+3zFXcFyuRzTvEpvNQ86K1VfMVyCOenrX5J+FfGnjHwLfyar4J8Wano11NAYZbnSr+S3keIsrFC0ZBKllU46ZUHsK/V/8AZB+NXwo/aW+Bmk3V1c2Gn+K4NKtodbvYbtS7XiKYWku4EY+Qs0kUkikBV2sCFUcAA5q50XUy/m3AH7tsk7uRX2n/AMEh7n+0fiHLPHqYjuvD7/aIdOQj/TFPVWB6rnrivmXxRoF3perzaJfptuYW2SB1OPoD0II6Hv71a+GPjbxZ8G/Flt44+H+qT2Go275WdG4f/ZPqPagD9Fv2nPjp44+KXxR8L+BfiB8OrLRtL0bUpGGuJpmGuMnKopbLADoM5B9K+ff+CgUWoXvi6DW5Y8WoEUMbiEKNirkdD1P5D0r2r4d/ti6V+1/4f0aT4lSWMWsWMYsL4bFjkOOQ4J6H3Fee/wDBUy78Pab8LfDOh6LrVrPeLd8iKP59v94sOuO9AHxj4j1KCxIuNPtjEs80YLF9xj9XOBg59MYq1pfh3Q53N6pVJS+XbgDOeuBWVdsbu3ihdv8Al4XeQucD1+lStqc00fkWyYABwQoIzQB3ekQWcCFLQjkYJDcVzPjnxPcQ3P8AZ1g4M0hJRTk4x39aveGvtFhpjTXM55GTkYritW1Iy/EO1S2t1Y+UwklYkleeg7HPuKALCeLpL8f8I7rBEd1tyyZAJHqDnpUPgP7TpPia606BjJbKwaPJ+7nqvXmtjV/DPhXxDKNP1JEe7+9GT8rIf9lgciqreCb/AEqOIeGp4o2UHzzcEv55zwc5ynpxkH0oA1fE3iG+0rUHZ1jayK/O+funsQvU/hXhP/BQH9o/xh8Cfg9oWmfDiZrPVvG819HJrAuCtxplvbiDf5KAfK8vnjbNuygRyo3lXj980m3urSzuNb+IMC2NhZ2sk91fTXKLbxRRqWdpJHICqACTngAc1+an7c/7Sdn+0t8bZ9f8MB4vDek262OgQFZIw6DmScxsxCtI+eQFPlpEGUFTQB4zRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFdJ8J/ix44+Cnjmz+IPw+1hrTULNvUmOeMkbopFBG5GwMjIIIBBDAEc3RQB95eCP8Agrv4P8anSdH+N3wql0m5tLdIZPEui3huI5XJRT5tsyq6RKDI4ZXlddoUI+cjvdD/AG/v2TbvXdP0qD4hh57uZgLi6065htYGDxoiyPJGuzf5jNuPyKInLsny7vzQooA/W7w7+0D+zxptpe65Y/tC+CILppywSTxdaK4xyNgEvf1rW8afEjV/FkGn+KdS1s6nbzWaPZXcNx5kcsLqGWRWBKlSpBBHBBBFfj3W54b+J3xK8G6bJo3hD4ha5pVnLKZZbTTdWmgjeQgKXKowBYhVGcZwo9KAP061b9o/4O/A65s/EPxf8RrYadqV19iSKK3eeSQuVBl8pPnMMQbzJGUEqoAUO7oj7fgrxLoHinT7DxDps7Xlnf2sdzZTvGyh4pEEkbbGAZQUZTyAcEZAr8nvEfivxT4wvU1Lxb4l1DVLiOERRz6jePO6RgkhAzkkKCzHHTJPrX0T+zL/AMFCr34U+HLLwR8VNJ1fXbazJhtdYjvklns7JIVSC1SGQL5ioV2gtMNkZVVG2JVIB9yeK/GVtpTJFPHmYrutrVRjA6B29vSuW8G2uoXfix9auICsLofL3N827OTuPfP6V4bef8FJP2er+e3nu/DPjOQwRGMsdNtMkZyB/wAfXAFcTr3/AAVK8Tf2Utr4H+DWm2N0Zw0s+rarLeRtHtOVCRpAVJO07txAAIwc5AB9VeJviJ4V8JeO49V8ZeJtN0qy8kRR3uqajHbReawLeXuchS2FYjuQD6V5f8RP+CnnwC8G25j+H+n6r4tv3iWRZoIzZWqkybTE0lwnmBggLZELKcqM8tt+HPiX8W/iP8YNc/4SL4keLLnVLkD92JAqRRfKqny4kCxx5CLnao3EZOTzXOUAeq/tLftefFD9pq7trLxNMthoWnzvJpuhWsztGrFm2yysx/ezBG2b8KoG7aib33eVUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q=="
这张图像是关于胸腔吗?
不是
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患者的右脑叶是否异常?
是的
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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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"
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
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大脑是异常的吗?
是的
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异常病变在哪个位置?
左下
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"
这是核磁共振扫描吗?
是的
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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盆腔?
不是
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"
图中脑瘤在哪?
右上叶
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"
图像中的主要器官系统是什么?
头部
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"
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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"
拍这样的图像会对身体造成多大的伤害?
没有
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2cSRSxyHYqtwR71k6hrJ8FX8aMlw8TgGVt4RN3pyCa660bdOGV88HaAO1ef8AxxRpNNWK0fDs+Qx/vDtQB2MGr6drlt5toGRWXhJDnHrg4rA8Z+BJ/FUFmbZfktruN8zAcgdTg1zXw4165jWOJ5jkMFIGSG966/xTr9zp8UYjfDeWd4RsEZ6cdqAMf4kePLLwz4fmd5jsjQnCjjcPSs79m/xC/i3wnceIZA/7y8ZUGMkgfjXg/wC0x8UbnUJY/D1rLgtzLz1A617/APsl6GNG+A2jRXoVJrlZLiRjk8OflH1oA7O7aVptxjyCpVTIQSPb5hXG+LdaS1xbXmk5k2cvsACgHtgcmuxvyzwNIvC4yEY5IYfrWPexXd4hFxGjAx8K0fPPU9OBQB41451nW76RtL8OaO8jEASyGHCIvclj/SvLfjH8FJbPTj4wnvAJ4JGkKspO9NoBBJ7Edq+kPE2p6Rots0xto0WL7zsvygDrk14f8d5PH/inSxq/h+4FppUAWS4E6/vLnEgwV4OFA7Ec0Afn3+1To3g3Qfj1r2meAp7eTTlNtJutrkyqLh7WJ7hdxJwwnaUMv8LArgYwPPa7v9pywstP+Pnij7BM8iXWpG8Z3I5edVnfG0ABd0jYGOBgc9a4SgAooooAKKKKACiiigAooooAKKKKACiiigC3oOh6p4n1yy8N6HaGe91C7jtrOAOF8yWRgiLliAMsQMkgV+unjEL4a8S/Df8AZlsdJ0eJfg98LdM0LV4dAjCWh1eSJXvZhhF3tLcNNM0hAZ2kZ2G5jXwF/wAE6Ph7o3jb45aRLPrFodSHinSLSw0mWJDNLG8sk811GxYFBELRI2Kg5F2AWXOG+2/hXaS+Lfiv4y+I2v6u7XmoeJ7vzkRztYISqsw5zwOKAPSZ/DszyC7gg82FMfIvzGMnqD6irek6ZY2I3XNjkHpCjdDnPpmreiR29kyRzXuVYnyoVPAGOtdFZxwzRgxqs6twSycqc9jQBVt7aFwkltFNCN/zAHIXH1HSuktU8qxCyR5JIyxxn9KgtrVUwkccKjJwSRViQ4QBSMlgcMeAO9AFu2uoXZNsO3ZGdyA/P9c15t8a9SU61Y6fG6AkGQnZwR25J4NeiWsiGYBj8oIw23qPTNeU/F62/tT4gj7DceZGLcKoGcq3oRQBZ8C2iSyII7Uo+4YbHUk88dqvfEm8hSC5ndpBsRlGwBhkD0PSrvgvRZYYoWIKKBk5PJ+lQfEPSWudHvV2qxKFgyfeX3INAHxb441mLW/iDcwmTcVk2ESEEt6nFfeXwx09NJ+GekEKkYjsoY0XGBjGeV71+fGv+TZfFUrIVWH7aDK/lkhV3ctX6J6TqFhqHhDTn0+IrCLOPyY5Tzt2cNx0J64oAkuWnuoljaYxhs/JGByM98dKztW2IGt4U2cEIeflUD071ZjSaYhkZfVmVgCPb61Sv5ZmDJbRsrpJzuXj6k/0oA831/4VDV9Zi1bxDrkklvbEvHZNjyWY9HI6k+xpPEul6Xe6I9nA4aERsjg+hweK1vGOjapqpleXU2t4ogSFgOCxPue1edajfeLvC7zw6Dpc2pRAKXiaTBLFSMc9/fpQB8Nftp/s9+J/DZuPjfp+mW/9hprw0HVLoXuZ/t7JNPbs0THIR7aMqpjyoNq+/aWQyfPdfpJ40jt/iT+xB8eIvEFs9ndRWul6ikBIEkb28wYAgnoSoUkDoTyOtfm3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB71/wAEv/iAnw4/b9+FWrTaKuoRaj4vtdHktnnEYH25vsiylijf6t5ll24G7y9u5d24ffPwW8J2lrazalA0f2vUZJZ71U4wzO2fxr8jK/S/9mfx3498eafpWn2N3p1rHcaBZ6hqT+RKxiNwgkKRJu5A3YG5jx3NAHv+j2ujaZchbu8klmcNh1Y4T2z2rr9H1KyeJIoJ4sOMhY8scA9TXAaNpNrKmySQPOZSgkdcbvqMnH0rpdE8NXWmXiyC4JG/OG6Yx+tAHXhoREEjHmEnBIbjOeB0qHUBKQNyFeg+TnAqWJVUjZxuxtBHQgelNvJYxPDGPmLjqF7g/pQBZ0U7oWkmmDqHHy8KPTt6VxrRLqHjOa7hhDqkzDewwMD6jmutsLSeC4kS2BICktkggE9DzTdK0O2sbdlWD/SCzFxnOSfegDH1vWbrRkmmhh2ywqu1IYyTIP73oBjvVm01C31zT/tUvlfvF/fq2SG445BrG8b63P4Tm/4SGRA9raQzNNEw3GRSm0KMdDuq78PrVLnQ7dltDhokIjJHBZcnrQB8aftReBoPC/xUuZLayRYbsLLyvDeuOa+0/Btytv8ADTQw4KFtKhPlvyQdnavM/wBqH4RXHjC2tdTsbANPbLskIAztyMV6ZaW12nhzS7WeGTzY7BFL9MYQCgCzBI04EZULuCkMuAOlMuI15DNwSCpzgD60tv8AaEIgmIBwODz+PGaW6Kww+a2ApON3PI/KgDG1ZUZSWiAyvJ6k81zWo2e4EQW7Fyw8sAdPfPetjxldmS0FvZyMjMMFiecV57d+Pdb8I6pFF4iRUsLmZYYbwNwrt0Djtn1FAHk/xp8Prp2q+N/DdpOPsmvfD+6GowF8b2hcMGHfPXivzZr9L/2oolvNC8aeKba+tILey+HesQ6hcTzqiDzYhFEm4nG95XREXqzOqjJIFfmhQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+iv7C/iRJtC0t4YjIB4UsY1vYSHQmKJFMZYHGVYFSvUEEHkGvzqr7u/4JseNrG6+F8HhuNJQdPu5YpTMqhWkaVpCE5JI2Sx9cfNu4xgkA+w4dIstadL6yURXAG4puwpOeT9fat3wzD4gs5gL+1LRljg7s5H9K53SdRjRVS1hVVzlVDnBPXJP4V0Ft4jltcC5AMWA2IjnH+fegDqnUzbWJKqyABmH9f60s6K0salgAp5BGfxzVPTtTgurcTQsJIyMEMMYHf6VajkS6KNC6Fd2VPTPt60AWEjhjbkZEn3izAknPBxjjHrUmp30Wn2CaizkbXIfD5yRTYoYJYUlNuY2OSCzcNz1+lc/4j8T2cllNayhNgziQ5AU0Acn8SvGNhPaxNqQKbp0SOFFxks3CnI5rrvB2pQyKdPlh3vEoZZFIwfbgdq8v8f2c18ujT6bJK80uuQuxJHlrEB82frXofha9lhmVvLUKc5AUcjPX3z9aAOmuYRcEW915bb8biEHA9zUd9GmVjUFdnC8fy9KkLEuHgiYRyHbsOMHioHwqkR3DhwvJA4+nPWgCpawgXMk7AKZZMDHoKj1GVwFTBU7sDgE1ZijMabVj+7uJkk4BJqjdRy3bqJGCnGQVOcYoA5/UtEm+0efb3ZfO4hN2AormfEFnpkti8Gom3k3D543AZTx37fjXYeJrRrzSm0621KOJs/M+Tx+QyK88vPBmh2MMl9qF4tzI7Zl3yM6kDthu3sKAPjD9v7xH/wAIH4Gsfh74E1LytP8AEuq3L64YLubdcLbeRJHC+HCNEZJxIUZSN9vEwwU5+SK95/4KD31tJ8XNM0/R3uE02PQhLbW0sxKiRrmdHcLnCkiNFOOSI1z0FeDUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfS3/BPDxn52sar8ML4z+XI8epWcsaKEtjuWKZmb7xLE2ygHKja3Qn5vmmuh+E3jiX4bfEnRvG8csiJYXyNc+TCkjtA3yzKqvgFjGzgcjBIIIIBAB+umleGdSMUOraXdNOVTlDJgA9M7RXUaNp8GnEnWr6PzH2mKAMGOPU8V5/8PPE934p8KW95ZXlt5Uw3R3VtOskcykAq6OpwykYII4INdZY+Hr+fYJr6NgfmkUkZH4+lAHZ6G1nGZBaTFlJ4iL9Tn3rTZi11E0kjIqozyKFHLdhu7Vw9tG2k34gtwx2YL3IU4Xn/ADzXcSus9tHOsbr5o3Fi2c//AFqAJ3d49sywOI5MF1YjrjuPT3rz7xp4LTUZnjs9bhMJlVnWI53AHOOME16BAqorLMrqsjD5SeeRjj2rlPEmn6PFehZNRML5yU2Z2nt6UAcb4+haDU9E03T5o4d9/wA5hA+6mWAHc11nhfTtUnmCpqEZichsmQcDrx3H0rzzx0+l3XxE8OCS9vLl7R53a3gJCcrjzG9PTrzXb2Ou6bZxxXduR5rJt6ldv4UAegWjGC2bE7SCHG3BzkVE9+0zbpkAAP8ArHHA9az/AAp9rewS9lmJB3NwwY49QO4qv4x1bT7WyYFwGQZC7uce/rQBX13xjp+iAkzoy9mY5HPb3NJo+qPrVgL23uDtbojkc+xrD1HwXpusPFrcJALKNyLnAB7gd6bqmraV4PtHQsEjiHzIjcg+9AE2rvLJqD2gbYVY71HfivPvjL4wl+H/AIZu9cnshLDCoaXbIiCNP4pWZiAFQZZiTwBXV3mvza7pEd1YkEEfMygbxzx+FfK//BQr48aj4G+Fc/geynSO/wDEjy2IURkgWwA+0MCyMhG1ljxlWHnhlPyGgD4h+J/jy++J3xA1bx5qFuIX1K8aSO3BU+TEPljjyqqG2oFXdgFtuTyTWDRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfZv8AwTx/a10C30hPgd8StWuF1aKUL4Sv7u4HkXERCqNPY7ch1IJiLE7g3lArsiR/sPStdllIubGZwNwJR23EexJHNfjfX3Z+wl+2xp/xEGn/AAV+MmoCPxOh8nQvEFzN8utLwEtZyel0DwkhP7/hT++wZwD7K0rxZYiN727tFeTnYG4wR/CexB9afZeL9fv7mO6iAgt9xCiMEof9nB7fSsYeGtM8QRW+298p7aTzJ4Q3UjsR39a19K8R6RdW0ltbIYjAdo84AFgOpH1oA6XU9fWLTk1aQxx+Wcn58HGM/gKp6tead4hsE1Jly4jyrIT0/XNcx8WL6fUPD8NhpCKRfSLHLIn8CdW/HHFT+Hrg29nHYxxyRpFGEhYnPGO/qfegDIs9T8MDxLcWrW8QuZpFV5WGDIFH64ro9P8AB002pLcrMrweYNpkAJArC0ew0+41241i9ijlFnbFVcfePOT+Nbmkaw9xEuozx7AXHlouRhc9SB0FAHT6/fWnh7TfKWXACeWjHg1zV5qOi6sFs9TZZJ5F+XJBwMfnWrfyWmoXEUErK+1tyqc49eM1zPiX4c/b9X/t5LkxAL0jOB+ORn8qAN2wudOg0lltpFZY8jbk46cVxHizwzJrNvdqNQHlzkkYOeoxj8KxdEl8d6fe6r4cTS/9FSXdZX80hIkyM42jng1Us7D4jWc8sWoXVvNkAROrGMEHqzDsBQBna7ea18KNCMlxcRzWsUZaaee5EawxqCzu7NgKoUEkkgAAkmvzi/aX+OF1+0D8Vbnx0bWW2so7eO00q1nKF4bdMn5ioGS0jSSYJbb5m0MwUGvY/wDgo38eX1Pxk3wG8IeM57+x0dh/wkd3auqW15dEI4t1UEuywMCG3kEy7gYwYVZvl2gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD6v8A2Yv+Cm2v/D6D/hGf2gNM1HxHZZUW2vae0X9oWyLEV8t0fat3udY/nd0kG6RmaUlVH0pf/ta/Afxjpi6p8KPiZpOp31zfiyt9PMzW13LKdu1Yre4WOVw29QCqkMcqCSCB+XlFAH7H+FvE+keMPB9tLDdPHKVDFd+GRgPmXB5B9quaPrT/AG9LGBpDJOMQqF4J7AepxX4++EfiL8Qfh+80ngPx3rOiNclDcNpGqS2xlK527vLYbsbmxnpuPrR43+IvxB+JmqRa58SPHWs+IL2C2W2gvNb1OW7ljhVmZY1eVmIQFmIUHALE9zQB+wWv+BfEuhasz6tqUlv9qj8y8sTAwMSH/VsW7ZHaq954uFjdR2kEjRxwIFQK2AcevrX5f/A79tP9pb9nm2fRvhz8UL4aLNYNYz+G9Vxeac1s1wtw8aQTblt2aQEmWHy5R5km118x8+72H/BUDwXrun203jL4Uahp+oQRWyXf9l3iXMF7JtYTzKJDG1t8wQrGTNkMwLrtBYA+4PDXipr3zr2ZyUgXhnHU1k+DvFureJvFGpalLc/6HaT+TH85w5A+Y18j67/wVI+Hdvps6+DPBWvrcGB/IjvYYFjMuPlJKysQM9Tg/Q9K5CH/AIKmeJdB8K2uk+EPg3pw1CO433d1rmsS3VvcIQxYeTAtu6sWKEN5pACkbTuBUA+9tSudc1S5/s7wTo0t9dyShVgsoi0kjngAY6c+teAfti/tueEv2aNG1L4ZeDdSs9Y+LVtfPZagluBcWPhlwil2lcgxXN0jNsEKl0jkSQTYMZhk+U/jL/wUl/az+M3hy/8AAc/juHwz4Y1HAuvDng+yWxhljMDQyQyTjddXEMiu5eGaaSNmf7uFQL4PQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z"
这是核磁共振扫描吗?
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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"
这是矢状面吗?
不是
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2cSRSxyHYqtwR71k6hrJ8FX8aMlw8TgGVt4RN3pyCa660bdOGV88HaAO1ef8AxxRpNNWK0fDs+Qx/vDtQB2MGr6drlt5toGRWXhJDnHrg4rA8Z+BJ/FUFmbZfktruN8zAcgdTg1zXw4165jWOJ5jkMFIGSG966/xTr9zp8UYjfDeWd4RsEZ6cdqAMf4kePLLwz4fmd5jsjQnCjjcPSs79m/xC/i3wnceIZA/7y8ZUGMkgfjXg/wC0x8UbnUJY/D1rLgtzLz1A617/APsl6GNG+A2jRXoVJrlZLiRjk8OflH1oA7O7aVptxjyCpVTIQSPb5hXG+LdaS1xbXmk5k2cvsACgHtgcmuxvyzwNIvC4yEY5IYfrWPexXd4hFxGjAx8K0fPPU9OBQB41451nW76RtL8OaO8jEASyGHCIvclj/SvLfjH8FJbPTj4wnvAJ4JGkKspO9NoBBJ7Edq+kPE2p6Rots0xto0WL7zsvygDrk14f8d5PH/inSxq/h+4FppUAWS4E6/vLnEgwV4OFA7Ec0Afn3+1To3g3Qfj1r2meAp7eTTlNtJutrkyqLh7WJ7hdxJwwnaUMv8LArgYwPPa7v9pywstP+Pnij7BM8iXWpG8Z3I5edVnfG0ABd0jYGOBgc9a4SgAooooAKKKKACiiigAooooAKKKKACiiigC3oOh6p4n1yy8N6HaGe91C7jtrOAOF8yWRgiLliAMsQMkgV+unjEL4a8S/Df8AZlsdJ0eJfg98LdM0LV4dAjCWh1eSJXvZhhF3tLcNNM0hAZ2kZ2G5jXwF/wAE6Ph7o3jb45aRLPrFodSHinSLSw0mWJDNLG8sk811GxYFBELRI2Kg5F2AWXOG+2/hXaS+Lfiv4y+I2v6u7XmoeJ7vzkRztYISqsw5zwOKAPSZ/DszyC7gg82FMfIvzGMnqD6irek6ZY2I3XNjkHpCjdDnPpmreiR29kyRzXuVYnyoVPAGOtdFZxwzRgxqs6twSycqc9jQBVt7aFwkltFNCN/zAHIXH1HSuktU8qxCyR5JIyxxn9KgtrVUwkccKjJwSRViQ4QBSMlgcMeAO9AFu2uoXZNsO3ZGdyA/P9c15t8a9SU61Y6fG6AkGQnZwR25J4NeiWsiGYBj8oIw23qPTNeU/F62/tT4gj7DceZGLcKoGcq3oRQBZ8C2iSyII7Uo+4YbHUk88dqvfEm8hSC5ndpBsRlGwBhkD0PSrvgvRZYYoWIKKBk5PJ+lQfEPSWudHvV2qxKFgyfeX3INAHxb441mLW/iDcwmTcVk2ESEEt6nFfeXwx09NJ+GekEKkYjsoY0XGBjGeV71+fGv+TZfFUrIVWH7aDK/lkhV3ctX6J6TqFhqHhDTn0+IrCLOPyY5Tzt2cNx0J64oAkuWnuoljaYxhs/JGByM98dKztW2IGt4U2cEIeflUD071ZjSaYhkZfVmVgCPb61Sv5ZmDJbRsrpJzuXj6k/0oA831/4VDV9Zi1bxDrkklvbEvHZNjyWY9HI6k+xpPEul6Xe6I9nA4aERsjg+hweK1vGOjapqpleXU2t4ogSFgOCxPue1edajfeLvC7zw6Dpc2pRAKXiaTBLFSMc9/fpQB8Nftp/s9+J/DZuPjfp+mW/9hprw0HVLoXuZ/t7JNPbs0THIR7aMqpjyoNq+/aWQyfPdfpJ40jt/iT+xB8eIvEFs9ndRWul6ikBIEkb28wYAgnoSoUkDoTyOtfm3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB71/wAEv/iAnw4/b9+FWrTaKuoRaj4vtdHktnnEYH25vsiylijf6t5ll24G7y9u5d24ffPwW8J2lrazalA0f2vUZJZ71U4wzO2fxr8jK/S/9mfx3498eafpWn2N3p1rHcaBZ6hqT+RKxiNwgkKRJu5A3YG5jx3NAHv+j2ujaZchbu8klmcNh1Y4T2z2rr9H1KyeJIoJ4sOMhY8scA9TXAaNpNrKmySQPOZSgkdcbvqMnH0rpdE8NXWmXiyC4JG/OG6Yx+tAHXhoREEjHmEnBIbjOeB0qHUBKQNyFeg+TnAqWJVUjZxuxtBHQgelNvJYxPDGPmLjqF7g/pQBZ0U7oWkmmDqHHy8KPTt6VxrRLqHjOa7hhDqkzDewwMD6jmutsLSeC4kS2BICktkggE9DzTdK0O2sbdlWD/SCzFxnOSfegDH1vWbrRkmmhh2ywqu1IYyTIP73oBjvVm01C31zT/tUvlfvF/fq2SG445BrG8b63P4Tm/4SGRA9raQzNNEw3GRSm0KMdDuq78PrVLnQ7dltDhokIjJHBZcnrQB8aftReBoPC/xUuZLayRYbsLLyvDeuOa+0/Btytv8ADTQw4KFtKhPlvyQdnavM/wBqH4RXHjC2tdTsbANPbLskIAztyMV6ZaW12nhzS7WeGTzY7BFL9MYQCgCzBI04EZULuCkMuAOlMuI15DNwSCpzgD60tv8AaEIgmIBwODz+PGaW6Kww+a2ApON3PI/KgDG1ZUZSWiAyvJ6k81zWo2e4EQW7Fyw8sAdPfPetjxldmS0FvZyMjMMFiecV57d+Pdb8I6pFF4iRUsLmZYYbwNwrt0Djtn1FAHk/xp8Prp2q+N/DdpOPsmvfD+6GowF8b2hcMGHfPXivzZr9L/2oolvNC8aeKba+tILey+HesQ6hcTzqiDzYhFEm4nG95XREXqzOqjJIFfmhQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+iv7C/iRJtC0t4YjIB4UsY1vYSHQmKJFMZYHGVYFSvUEEHkGvzqr7u/4JseNrG6+F8HhuNJQdPu5YpTMqhWkaVpCE5JI2Sx9cfNu4xgkA+w4dIstadL6yURXAG4puwpOeT9fat3wzD4gs5gL+1LRljg7s5H9K53SdRjRVS1hVVzlVDnBPXJP4V0Ft4jltcC5AMWA2IjnH+fegDqnUzbWJKqyABmH9f60s6K0salgAp5BGfxzVPTtTgurcTQsJIyMEMMYHf6VajkS6KNC6Fd2VPTPt60AWEjhjbkZEn3izAknPBxjjHrUmp30Wn2CaizkbXIfD5yRTYoYJYUlNuY2OSCzcNz1+lc/4j8T2cllNayhNgziQ5AU0Acn8SvGNhPaxNqQKbp0SOFFxks3CnI5rrvB2pQyKdPlh3vEoZZFIwfbgdq8v8f2c18ujT6bJK80uuQuxJHlrEB82frXofha9lhmVvLUKc5AUcjPX3z9aAOmuYRcEW915bb8biEHA9zUd9GmVjUFdnC8fy9KkLEuHgiYRyHbsOMHioHwqkR3DhwvJA4+nPWgCpawgXMk7AKZZMDHoKj1GVwFTBU7sDgE1ZijMabVj+7uJkk4BJqjdRy3bqJGCnGQVOcYoA5/UtEm+0efb3ZfO4hN2AormfEFnpkti8Gom3k3D543AZTx37fjXYeJrRrzSm0621KOJs/M+Tx+QyK88vPBmh2MMl9qF4tzI7Zl3yM6kDthu3sKAPjD9v7xH/wAIH4Gsfh74E1LytP8AEuq3L64YLubdcLbeRJHC+HCNEZJxIUZSN9vEwwU5+SK95/4KD31tJ8XNM0/R3uE02PQhLbW0sxKiRrmdHcLnCkiNFOOSI1z0FeDUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfS3/BPDxn52sar8ML4z+XI8epWcsaKEtjuWKZmb7xLE2ygHKja3Qn5vmmuh+E3jiX4bfEnRvG8csiJYXyNc+TCkjtA3yzKqvgFjGzgcjBIIIIBAB+umleGdSMUOraXdNOVTlDJgA9M7RXUaNp8GnEnWr6PzH2mKAMGOPU8V5/8PPE934p8KW95ZXlt5Uw3R3VtOskcykAq6OpwykYII4INdZY+Hr+fYJr6NgfmkUkZH4+lAHZ6G1nGZBaTFlJ4iL9Tn3rTZi11E0kjIqozyKFHLdhu7Vw9tG2k34gtwx2YL3IU4Xn/ADzXcSus9tHOsbr5o3Fi2c//AFqAJ3d49sywOI5MF1YjrjuPT3rz7xp4LTUZnjs9bhMJlVnWI53AHOOME16BAqorLMrqsjD5SeeRjj2rlPEmn6PFehZNRML5yU2Z2nt6UAcb4+haDU9E03T5o4d9/wA5hA+6mWAHc11nhfTtUnmCpqEZichsmQcDrx3H0rzzx0+l3XxE8OCS9vLl7R53a3gJCcrjzG9PTrzXb2Ou6bZxxXduR5rJt6ldv4UAegWjGC2bE7SCHG3BzkVE9+0zbpkAAP8ArHHA9az/AAp9rewS9lmJB3NwwY49QO4qv4x1bT7WyYFwGQZC7uce/rQBX13xjp+iAkzoy9mY5HPb3NJo+qPrVgL23uDtbojkc+xrD1HwXpusPFrcJALKNyLnAB7gd6bqmraV4PtHQsEjiHzIjcg+9AE2rvLJqD2gbYVY71HfivPvjL4wl+H/AIZu9cnshLDCoaXbIiCNP4pWZiAFQZZiTwBXV3mvza7pEd1YkEEfMygbxzx+FfK//BQr48aj4G+Fc/geynSO/wDEjy2IURkgWwA+0MCyMhG1ljxlWHnhlPyGgD4h+J/jy++J3xA1bx5qFuIX1K8aSO3BU+TEPljjyqqG2oFXdgFtuTyTWDRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfZv8AwTx/a10C30hPgd8StWuF1aKUL4Sv7u4HkXERCqNPY7ch1IJiLE7g3lArsiR/sPStdllIubGZwNwJR23EexJHNfjfX3Z+wl+2xp/xEGn/AAV+MmoCPxOh8nQvEFzN8utLwEtZyel0DwkhP7/hT++wZwD7K0rxZYiN727tFeTnYG4wR/CexB9afZeL9fv7mO6iAgt9xCiMEof9nB7fSsYeGtM8QRW+298p7aTzJ4Q3UjsR39a19K8R6RdW0ltbIYjAdo84AFgOpH1oA6XU9fWLTk1aQxx+Wcn58HGM/gKp6tead4hsE1Jly4jyrIT0/XNcx8WL6fUPD8NhpCKRfSLHLIn8CdW/HHFT+Hrg29nHYxxyRpFGEhYnPGO/qfegDIs9T8MDxLcWrW8QuZpFV5WGDIFH64ro9P8AB002pLcrMrweYNpkAJArC0ew0+41241i9ijlFnbFVcfePOT+Nbmkaw9xEuozx7AXHlouRhc9SB0FAHT6/fWnh7TfKWXACeWjHg1zV5qOi6sFs9TZZJ5F+XJBwMfnWrfyWmoXEUErK+1tyqc49eM1zPiX4c/b9X/t5LkxAL0jOB+ORn8qAN2wudOg0lltpFZY8jbk46cVxHizwzJrNvdqNQHlzkkYOeoxj8KxdEl8d6fe6r4cTS/9FSXdZX80hIkyM42jng1Us7D4jWc8sWoXVvNkAROrGMEHqzDsBQBna7ea18KNCMlxcRzWsUZaaee5EawxqCzu7NgKoUEkkgAAkmvzi/aX+OF1+0D8Vbnx0bWW2so7eO00q1nKF4bdMn5ioGS0jSSYJbb5m0MwUGvY/wDgo38eX1Pxk3wG8IeM57+x0dh/wkd3auqW15dEI4t1UEuywMCG3kEy7gYwYVZvl2gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD6v8A2Yv+Cm2v/D6D/hGf2gNM1HxHZZUW2vae0X9oWyLEV8t0fat3udY/nd0kG6RmaUlVH0pf/ta/Afxjpi6p8KPiZpOp31zfiyt9PMzW13LKdu1Yre4WOVw29QCqkMcqCSCB+XlFAH7H+FvE+keMPB9tLDdPHKVDFd+GRgPmXB5B9quaPrT/AG9LGBpDJOMQqF4J7AepxX4++EfiL8Qfh+80ngPx3rOiNclDcNpGqS2xlK527vLYbsbmxnpuPrR43+IvxB+JmqRa58SPHWs+IL2C2W2gvNb1OW7ljhVmZY1eVmIQFmIUHALE9zQB+wWv+BfEuhasz6tqUlv9qj8y8sTAwMSH/VsW7ZHaq954uFjdR2kEjRxwIFQK2AcevrX5f/A79tP9pb9nm2fRvhz8UL4aLNYNYz+G9Vxeac1s1wtw8aQTblt2aQEmWHy5R5km118x8+72H/BUDwXrun203jL4Uahp+oQRWyXf9l3iXMF7JtYTzKJDG1t8wQrGTNkMwLrtBYA+4PDXipr3zr2ZyUgXhnHU1k+DvFureJvFGpalLc/6HaT+TH85w5A+Y18j67/wVI+Hdvps6+DPBWvrcGB/IjvYYFjMuPlJKysQM9Tg/Q9K5CH/AIKmeJdB8K2uk+EPg3pw1CO433d1rmsS3VvcIQxYeTAtu6sWKEN5pACkbTuBUA+9tSudc1S5/s7wTo0t9dyShVgsoi0kjngAY6c+teAfti/tueEv2aNG1L4ZeDdSs9Y+LVtfPZagluBcWPhlwil2lcgxXN0jNsEKl0jkSQTYMZhk+U/jL/wUl/az+M3hy/8AAc/juHwz4Y1HAuvDng+yWxhljMDQyQyTjddXEMiu5eGaaSNmf7uFQL4PQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z"
图中的器官位于身体的哪个部分?
头部
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图中脑哪个叶是正常的?
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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图片中大脑右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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"
这是什么类型的医学图像?
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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"
这是矢状面吗?
不是
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"
图像在身体里代表什么?
头部
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图中脑瘤在哪?
右上叶
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"
这张图像是关于盆腔吗?
不是
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图中脑部右上侧显示什么疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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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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"
用什么样的成像方式拍摄这张照片?
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?
T2
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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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"
图中脑水肿在哪里?
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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"
大脑是正常的吗?
不是
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"
图中异常是高密度还是低密度?
高密度
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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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P7MVjaweArefVGU24BYj7jOSThSc8glT6cZoA7C/8RyQaHY2KSAM18rNzk/MyoBn8fyFcX8UZYdS8EarqEKKMxuMFencj/PpWq8kN7aQz2cXmrFrMbSYOeNwBA9vvY/CvKPH/AIr1hZNb8NafI8lq146lVb7o9MdjQB59cWUbeW5iw7DIjXBB+Yc98V3fw78I3urax9ksrUgZ+b8eRk/56VyuxbeSzhDYcIpePIPcDYTjOcV9H/s+WJtYWu7zwyxU4xIuCTnA6cUAcF4k+G154f1iG7itwhfIZCOPrkj61Nb2V6kmy0gJDqSSgbLdMY7HvX0R4w8A6b4rs8zxeXKyglSACMnOcfrXk/jr4eeIvA1y5g1JEi2nAxjB6dj/AIUAVPDegm3X+0NbuBaxxRqzrnMj4P3VBP8A+qvmz/guv8bLr4rfCb4ceHLPSGTTdBkkjhllkYuJirM5POCME8Y7mvVfF/jrXLK3WyhkQttKs7A9DwCPzryz9ujwjB4w/Y61a5SPzL6wW3vLeZWZsYlVHUr6srYB7ECgD8yaKCCDgiigAooooAKKKKACiiigAooooAKKKKACiiigAr0/9jTSv7b/AGlvCWmtYJcodUWaWKVcqViBlwfYlAPxrzCvU/2Lb9dK/aU8M6nLfJBHBcuz+ZKEEmY2UJyRnLFeO9AH64+CPEU2h+NraLSLiSGTYFMUchIJ2gYx7iuZ+NfhjVpNVl1FY5QzjdibOVB7knr65r6C+DPwh+D2rx2vjOD4jw6dq4tzJp1tdwHynmCfIC4zgFsc4GK8m+I3xh+ImhfEe+vPifocd80xIjlltVOG6ZXHA6YzzxQB4nbWHiLRZ0l3bizHjZuIGO3b8ql1PUrnVTGtwcOn+sHA57njvXttp8RdEv40u/i14E0eGzlIks7WysFt3KEnksmGyR3Jryj4gtoer+KJr3wnZ/Z9OeQmKHeXZBngbjyeOMmgDkNatftFsgKrkLjH93n88V33w88fTaJ4Ut9Ehu8PE6qv3unqec9+K47Vjbgj5sncPXgE8HFepfD74KeFb7TYLuLVI7hpEViJZ1B9eB+NAHc+AvBmp6t4Pv8AWIjE1rp4jupWJwc71AwPXODXkXxY05NP8WalHZKrpOqvNJsyqOQc5PQGvd/h7o39gaTqOkWIE4ngZXtQ4ZnwwbaMZ5wDWDqN94Ot/tf2jSDObjeolllIA544HXjtnvQB86wxNIUksr3ccjeAucgck9MA8V9J/s5teJpUpW6jdDgpubO39eD7V823SR2XiK6giiEaLcMYAx/hycfhivSfBvxZutAsggsxHIMb2TIGPoOOwoA+ntS8SPpkrSXiq0r48vZJn3xXkvx5+KrXlmtjFB/pbL8q5HPtk/z5ri9f+MuvTET2kLtEUP7xM4yf681y03iTXfE+rPqN2xLj5Y1C/KPQ/wCc0AY+raJ4ovzJqVzKnRRCgJ4Gee3OOK6Px54f0a5/Zo8TaFr1tFP9s0jyoYZ03Irr+8LHJ5AdE/EV2GgQ6bDpkGp+O7C4NpG6yK8MwXzkHXg9OhANQ/EjWNP8YeG9T1rRPDEtjodragfvBu2RZAIyeNxGee5NAH4kuFDkI2Rng4xkUlb3xRv9L1T4k6/f6HHsspdYuTZLgAiHzG2Zx324rBoAKKKKACiiigAooooAKKKKACiiigAooooAK1/AGr2/h/x1o2u3SI0dnqkEziTO3CyKcnHOBjNZFFAH7K/Cb4oSfET4N6X4l8N3ly81tHGZ7eWxlgKo5LRuA3DKyjhgcECsvx54j8VfEvX7LQ9PlZmxiWQk9Rwo9ue1cD/wT4+Nr6t8BtPsbfUherpiLb3tqVIBQKCyAHkhTwPxr658JeG/2fb7Qz8a4NfubFtOuLeCXRPsqSmeRwzh4n3D5AyYO4AjI554APCb7QviGlmmkeL9Ce68lAsb7SrYGMDBwT3rC1p9R0iQW15oc9pvYAvtOCO/evWJPiP4/wDi98Sb2Tw/4gnuZLuaR7m7dvmJJZscMR0HYkDAFVNA1e3+I9xqHgnxDcRPcxRFbeWcKrB9pK4YgYyOvPpQB47eNatb/KCNx4CjO8++DxmvaPgn4Um/sSPU9YmkWxEWCCxwOMke9eHarpNzpevSaCLlpHSTaMt8zdwR74Ir6Q/ZN0P4xfEJY/Bvh3Q5dRgD75rMIGHlqBucZHHT1oAt6Hq1u3ip38LmZVF5HHbShgjKznbn5fc9e1Zs1rpFzfXWla08sLBjmVACHI5OQffqRzXqnij4I2MviS/bw/MumTQRCSWyknyVkDLwG/P86wPEfw60fw5qGpQ614nsp5o3IhjSUSOeeSQv3RjuT1NAHzN8UtK0zS/E7m3ug6kZZQOB3zkj/Gsq1u7eSLzDIAgUkZXoPcdv/r13Xx18MaZYWieI7QDcZBmLqWGSMkZ9O1ee2t1CrYWNXURlSgjGW4HagDe0rxfPGptLpfMhVsLDkHaMc49Poa3J/iJ8N7SJE0rQ5zdKD8skoZR9QFyf0riofEi2yiDS1DSY/wBaT8y84r1PT/hZbaH8P7fUYokL6hIRJeSRghTnJUtjOeQdoPQg4oA5p/jFp+s3UdneaVcXMUJytpDHhQ2MDGASfrzVi5/aE1f4ffDfxrrHiawMXh0eHLpb7RbqANFPEF3KChH3g4VlPUFc9a7T4a+HfAPw4vx4o8Tanp+pR284eXS5lZmu0/uLgDC88nNed/8ABTr4zfBvT/2MvFGt+Afg22jaxrGoWtnZ37axJJBGkkgMiLA8WCTGJMMZOMfd7gA/IOYoZWMbMV3HaW6ke9NoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPpX/AIJq/HsfDT4tHwN4guFOka5E0ZjfoJjgKQSePy7198afoE2p+Jv+EXn8XrpOjXkhlQ4YjB4KcAnAOeB61+Pej6re6FqtvrOmy+XcWsyywv6MpyK/SL9gT9pWL9r3XtM+EPiWO2tfEgCRiSR9scn8AYFj0xjI6jPegD7o+F/7Itv4QlPjfTfiToaadDCZJpzclcrt6lDkg596+ePj8/gLTfH08fwu167utsgDS+SFMpI+cqoJOAeBkgkelfbPx3/Z01/4P/CWw8H2aS6tcXloBLdWCs0MLkglAQcMxOOfTpXxr4j+C2v+EZ7nWtYWCCcuPJtuGcnPXnPPPfNAHGeAdR8OQ/EG11PxzBI9uj4lYr8wGOvPf3r7M+A/7V3wT+DtrLrvwx8O3CX0wMWZ54Z1YY5Bzjjk5Br5/wBG8CfD/wCJvw0l8R+IdSg02fSroRtIAC0+4EjH4A/XFcDoy+BvB/ipzZ3ktzaE8O77ep7fMQO9AH114j1rWvibY6n4h8P2iW7ayfKEdvmMM0kixhRzgAMR7d68S8SnVtE8aj+2rsJE8jCdGwATnkZ7/nXReBvHd/r3wy1nStNluZBEkItooY8rHmZcsXyCBgMBgE5xXBa74E1zxTqdxq+p6vJDaWzbIw7lMH+efegDofjRY/DzU/B9xf8A9pCBordTDZxS7nVh1bd0Oc8jp0Ar5/0mcx6TI8yK6suXdRlo2B4GfpmtbxQb6O+fTJr9poomBLO+QylgD9cHFbXwos9D1S3v/CGrSw208sZe0mlcBTj3/GgCz8Ifh/4c8VXR0zVr+K3Mykx3MiFlU4yM4wfxr0fwR4YufCmur4b17xTHfaBNcqZGLk7McMwAOc46cZ4xUvw58FXOk+DrrXDp6TSWETpIbaYH5AuPMYcnHv0rjtF8ZaPps9zqPiTSL553ncqrBhGozgYxnHA9B70Add8cPhV8NdHtIbr4e63ca3cSXQ3b7QwqD1HBJOMHuOo7V+fP/BVTx1b3N7pPw/bxXe3l3BeGe4sUYJZ2qrEFAVB1c7+WP93Ar701T9pLw74U0abxD/wh9h9gtYDLcy3KME2KCzYy3TA6c8V+QX7Tfxgu/jt8d/FPxPmjiig1XW7mawtrddscFuZD5SKD0AQKPwoA4OiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK1/AnjTWfh94qsvFug3MkdxZTrIuyQrux2yP8g1kUUAftr/wTx/4LUeLfH3wNvvgZ42160ufETacn/CNatduhntiud9vJ2YkfccjPGKt+I/jz4ru7XUNL8beHINXF5CVt9QZD58DDkFWVl79iD1r8UvB3i7XPA3iO08T+Hb+W3urOdZY3hkKnIPrX3P8DP8AgsB4bNtY+Gv2gfAQvwIYrefXfszSSxqpbL4jlQMx3ckq3CigD3CO+1ZETw9ezyw20t6ZpIgMHABA+vDkenWvQ/CWifBa/lPhbXbKeN5EaOC6ESFFlwduR1AJGPxzXDW/xT+Avxmkt/Efw68dWU8cpEsDCD7N+7HYoWJDA5Bzg8dK9P8A2fYvhjF4wtZfiHeW0ekXVywuZIQJJYgAcShCRlc/jyKAK3hbUPC/wadbfx9dNZWxvjGiSMVaQK3m4xjkDjn/AGq6PTPEPw38XW9x4e8R602k7ZDKktxG0plUA4X5VJBOOpAHrXwd+2h+2z4m+Lf7Vk9joBEnhvQbhLDTbdyH8+OPgyv0C7scj8PevsHQ9E8G/tDfCeH4n/DOMv8AYdNhk1exDb5LaZl/eIhPLorA8j+8KAOc1DwfF8UfiVa+EPAVgZYEfYZIlJ8wn8OcV23jP9mCCJpI7WJrB7ONg0ztzlcdCPXmvQP2DfhZ8T7sajL4D8GNdXFjGCdQVMtEspxtDdQxxjb1x04NdB8Vfh7+054rup/DCfC3VnZ4S80sdszAx8Au5HCryOSRigD5x+GF7478IeO7UWurCa3jnCtLcH5WAJyGzwR04Ne0fH74KeN4fD1p8QLzw5DYeHpbH7VcGygUoxAJbIU9CQcfUV5l8TPF3wR/ZJ0I+MPjb43sZp4JR/xKrW68397u+4fLDMeeCF9D6V8J/tvf8Fcvjh+0lqZ8PfD7xDeeHPDVuzR29nYyGPzItu3aR6dSOnagA/4KJftZW3iK0tfgz8OtTC2SSNPqM1vGmHUq8QiLAls/eJXgcjrXx9TpppbiZ7ieRnd2LO7HJYnkk02gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAs6frWsaQ/maVqtzbN6287If0NdZ4e/aI+M3hlmOl+Pb3DkbxK4ctjpknnHtmuKooA6e7+K/iO7lu74RQRXl6MT3cO4MenIyTg9enrXY/C39tv9o74KWqW3ws8eyaMUiKb7WMHdlWXJVsqT82c46gV5PRQB9PW//BZn/gptp9taWOh/tZ65pdvZ7THa6PYWVnC7gkiSSKGBUkk5OXYFiMAk4qb4uf8ABYf9uL4zWEdn4p+JjxukRQ3FoDG2f7wwcA9e3evluigDT8VeNfFvjnVJNa8YeI7zUrqXG+a7nLk46denU/mazKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
这是CT图像吗?
不是
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"
这张图片展示的是核磁共振的哪种类型?
T2
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"
这是冠状面吗?
不是
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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?
左叶
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"
图像中的主要器官系统是什么?
头部
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P7MVjaweArefVGU24BYj7jOSThSc8glT6cZoA7C/8RyQaHY2KSAM18rNzk/MyoBn8fyFcX8UZYdS8EarqEKKMxuMFencj/PpWq8kN7aQz2cXmrFrMbSYOeNwBA9vvY/CvKPH/AIr1hZNb8NafI8lq146lVb7o9MdjQB59cWUbeW5iw7DIjXBB+Yc98V3fw78I3urax9ksrUgZ+b8eRk/56VyuxbeSzhDYcIpePIPcDYTjOcV9H/s+WJtYWu7zwyxU4xIuCTnA6cUAcF4k+G154f1iG7itwhfIZCOPrkj61Nb2V6kmy0gJDqSSgbLdMY7HvX0R4w8A6b4rs8zxeXKyglSACMnOcfrXk/jr4eeIvA1y5g1JEi2nAxjB6dj/AIUAVPDegm3X+0NbuBaxxRqzrnMj4P3VBP8A+qvmz/guv8bLr4rfCb4ceHLPSGTTdBkkjhllkYuJirM5POCME8Y7mvVfF/jrXLK3WyhkQttKs7A9DwCPzryz9ujwjB4w/Y61a5SPzL6wW3vLeZWZsYlVHUr6srYB7ECgD8yaKCCDgiigAooooAKKKKACiiigAooooAKKKKACiiigAr0/9jTSv7b/AGlvCWmtYJcodUWaWKVcqViBlwfYlAPxrzCvU/2Lb9dK/aU8M6nLfJBHBcuz+ZKEEmY2UJyRnLFeO9AH64+CPEU2h+NraLSLiSGTYFMUchIJ2gYx7iuZ+NfhjVpNVl1FY5QzjdibOVB7knr65r6C+DPwh+D2rx2vjOD4jw6dq4tzJp1tdwHynmCfIC4zgFsc4GK8m+I3xh+ImhfEe+vPifocd80xIjlltVOG6ZXHA6YzzxQB4nbWHiLRZ0l3bizHjZuIGO3b8ql1PUrnVTGtwcOn+sHA57njvXttp8RdEv40u/i14E0eGzlIks7WysFt3KEnksmGyR3Jryj4gtoer+KJr3wnZ/Z9OeQmKHeXZBngbjyeOMmgDkNatftFsgKrkLjH93n88V33w88fTaJ4Ut9Ehu8PE6qv3unqec9+K47Vjbgj5sncPXgE8HFepfD74KeFb7TYLuLVI7hpEViJZ1B9eB+NAHc+AvBmp6t4Pv8AWIjE1rp4jupWJwc71AwPXODXkXxY05NP8WalHZKrpOqvNJsyqOQc5PQGvd/h7o39gaTqOkWIE4ngZXtQ4ZnwwbaMZ5wDWDqN94Ot/tf2jSDObjeolllIA544HXjtnvQB86wxNIUksr3ccjeAucgck9MA8V9J/s5teJpUpW6jdDgpubO39eD7V823SR2XiK6giiEaLcMYAx/hycfhivSfBvxZutAsggsxHIMb2TIGPoOOwoA+ntS8SPpkrSXiq0r48vZJn3xXkvx5+KrXlmtjFB/pbL8q5HPtk/z5ri9f+MuvTET2kLtEUP7xM4yf681y03iTXfE+rPqN2xLj5Y1C/KPQ/wCc0AY+raJ4ovzJqVzKnRRCgJ4Gee3OOK6Px54f0a5/Zo8TaFr1tFP9s0jyoYZ03Irr+8LHJ5AdE/EV2GgQ6bDpkGp+O7C4NpG6yK8MwXzkHXg9OhANQ/EjWNP8YeG9T1rRPDEtjodragfvBu2RZAIyeNxGee5NAH4kuFDkI2Rng4xkUlb3xRv9L1T4k6/f6HHsspdYuTZLgAiHzG2Zx324rBoAKKKKACiiigAooooAKKKKACiiigAooooAK1/AGr2/h/x1o2u3SI0dnqkEziTO3CyKcnHOBjNZFFAH7K/Cb4oSfET4N6X4l8N3ly81tHGZ7eWxlgKo5LRuA3DKyjhgcECsvx54j8VfEvX7LQ9PlZmxiWQk9Rwo9ue1cD/wT4+Nr6t8BtPsbfUherpiLb3tqVIBQKCyAHkhTwPxr658JeG/2fb7Qz8a4NfubFtOuLeCXRPsqSmeRwzh4n3D5AyYO4AjI554APCb7QviGlmmkeL9Ce68lAsb7SrYGMDBwT3rC1p9R0iQW15oc9pvYAvtOCO/evWJPiP4/wDi98Sb2Tw/4gnuZLuaR7m7dvmJJZscMR0HYkDAFVNA1e3+I9xqHgnxDcRPcxRFbeWcKrB9pK4YgYyOvPpQB47eNatb/KCNx4CjO8++DxmvaPgn4Um/sSPU9YmkWxEWCCxwOMke9eHarpNzpevSaCLlpHSTaMt8zdwR74Ir6Q/ZN0P4xfEJY/Bvh3Q5dRgD75rMIGHlqBucZHHT1oAt6Hq1u3ip38LmZVF5HHbShgjKznbn5fc9e1Zs1rpFzfXWla08sLBjmVACHI5OQffqRzXqnij4I2MviS/bw/MumTQRCSWyknyVkDLwG/P86wPEfw60fw5qGpQ614nsp5o3IhjSUSOeeSQv3RjuT1NAHzN8UtK0zS/E7m3ug6kZZQOB3zkj/Gsq1u7eSLzDIAgUkZXoPcdv/r13Xx18MaZYWieI7QDcZBmLqWGSMkZ9O1ee2t1CrYWNXURlSgjGW4HagDe0rxfPGptLpfMhVsLDkHaMc49Poa3J/iJ8N7SJE0rQ5zdKD8skoZR9QFyf0riofEi2yiDS1DSY/wBaT8y84r1PT/hZbaH8P7fUYokL6hIRJeSRghTnJUtjOeQdoPQg4oA5p/jFp+s3UdneaVcXMUJytpDHhQ2MDGASfrzVi5/aE1f4ffDfxrrHiawMXh0eHLpb7RbqANFPEF3KChH3g4VlPUFc9a7T4a+HfAPw4vx4o8Tanp+pR284eXS5lZmu0/uLgDC88nNed/8ABTr4zfBvT/2MvFGt+Afg22jaxrGoWtnZ37axJJBGkkgMiLA8WCTGJMMZOMfd7gA/IOYoZWMbMV3HaW6ke9NoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPpX/AIJq/HsfDT4tHwN4guFOka5E0ZjfoJjgKQSePy7198afoE2p+Jv+EXn8XrpOjXkhlQ4YjB4KcAnAOeB61+Pej6re6FqtvrOmy+XcWsyywv6MpyK/SL9gT9pWL9r3XtM+EPiWO2tfEgCRiSR9scn8AYFj0xjI6jPegD7o+F/7Itv4QlPjfTfiToaadDCZJpzclcrt6lDkg596+ePj8/gLTfH08fwu167utsgDS+SFMpI+cqoJOAeBkgkelfbPx3/Z01/4P/CWw8H2aS6tcXloBLdWCs0MLkglAQcMxOOfTpXxr4j+C2v+EZ7nWtYWCCcuPJtuGcnPXnPPPfNAHGeAdR8OQ/EG11PxzBI9uj4lYr8wGOvPf3r7M+A/7V3wT+DtrLrvwx8O3CX0wMWZ54Z1YY5Bzjjk5Br5/wBG8CfD/wCJvw0l8R+IdSg02fSroRtIAC0+4EjH4A/XFcDoy+BvB/ipzZ3ktzaE8O77ep7fMQO9AH114j1rWvibY6n4h8P2iW7ayfKEdvmMM0kixhRzgAMR7d68S8SnVtE8aj+2rsJE8jCdGwATnkZ7/nXReBvHd/r3wy1nStNluZBEkItooY8rHmZcsXyCBgMBgE5xXBa74E1zxTqdxq+p6vJDaWzbIw7lMH+efegDofjRY/DzU/B9xf8A9pCBordTDZxS7nVh1bd0Oc8jp0Ar5/0mcx6TI8yK6suXdRlo2B4GfpmtbxQb6O+fTJr9poomBLO+QylgD9cHFbXwos9D1S3v/CGrSw208sZe0mlcBTj3/GgCz8Ifh/4c8VXR0zVr+K3Mykx3MiFlU4yM4wfxr0fwR4YufCmur4b17xTHfaBNcqZGLk7McMwAOc46cZ4xUvw58FXOk+DrrXDp6TSWETpIbaYH5AuPMYcnHv0rjtF8ZaPps9zqPiTSL553ncqrBhGozgYxnHA9B70Add8cPhV8NdHtIbr4e63ca3cSXQ3b7QwqD1HBJOMHuOo7V+fP/BVTx1b3N7pPw/bxXe3l3BeGe4sUYJZ2qrEFAVB1c7+WP93Ar701T9pLw74U0abxD/wh9h9gtYDLcy3KME2KCzYy3TA6c8V+QX7Tfxgu/jt8d/FPxPmjiig1XW7mawtrddscFuZD5SKD0AQKPwoA4OiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK1/AnjTWfh94qsvFug3MkdxZTrIuyQrux2yP8g1kUUAftr/wTx/4LUeLfH3wNvvgZ42160ufETacn/CNatduhntiud9vJ2YkfccjPGKt+I/jz4ru7XUNL8beHINXF5CVt9QZD58DDkFWVl79iD1r8UvB3i7XPA3iO08T+Hb+W3urOdZY3hkKnIPrX3P8DP8AgsB4bNtY+Gv2gfAQvwIYrefXfszSSxqpbL4jlQMx3ckq3CigD3CO+1ZETw9ezyw20t6ZpIgMHABA+vDkenWvQ/CWifBa/lPhbXbKeN5EaOC6ESFFlwduR1AJGPxzXDW/xT+Avxmkt/Efw68dWU8cpEsDCD7N+7HYoWJDA5Bzg8dK9P8A2fYvhjF4wtZfiHeW0ekXVywuZIQJJYgAcShCRlc/jyKAK3hbUPC/wadbfx9dNZWxvjGiSMVaQK3m4xjkDjn/AGq6PTPEPw38XW9x4e8R602k7ZDKktxG0plUA4X5VJBOOpAHrXwd+2h+2z4m+Lf7Vk9joBEnhvQbhLDTbdyH8+OPgyv0C7scj8PevsHQ9E8G/tDfCeH4n/DOMv8AYdNhk1exDb5LaZl/eIhPLorA8j+8KAOc1DwfF8UfiVa+EPAVgZYEfYZIlJ8wn8OcV23jP9mCCJpI7WJrB7ONg0ztzlcdCPXmvQP2DfhZ8T7sajL4D8GNdXFjGCdQVMtEspxtDdQxxjb1x04NdB8Vfh7+054rup/DCfC3VnZ4S80sdszAx8Au5HCryOSRigD5x+GF7478IeO7UWurCa3jnCtLcH5WAJyGzwR04Ne0fH74KeN4fD1p8QLzw5DYeHpbH7VcGygUoxAJbIU9CQcfUV5l8TPF3wR/ZJ0I+MPjb43sZp4JR/xKrW68397u+4fLDMeeCF9D6V8J/tvf8Fcvjh+0lqZ8PfD7xDeeHPDVuzR29nYyGPzItu3aR6dSOnagA/4KJftZW3iK0tfgz8OtTC2SSNPqM1vGmHUq8QiLAls/eJXgcjrXx9TpppbiZ7ieRnd2LO7HJYnkk02gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAs6frWsaQ/maVqtzbN6287If0NdZ4e/aI+M3hlmOl+Pb3DkbxK4ctjpknnHtmuKooA6e7+K/iO7lu74RQRXl6MT3cO4MenIyTg9enrXY/C39tv9o74KWqW3ws8eyaMUiKb7WMHdlWXJVsqT82c46gV5PRQB9PW//BZn/gptp9taWOh/tZ65pdvZ7THa6PYWVnC7gkiSSKGBUkk5OXYFiMAk4qb4uf8ABYf9uL4zWEdn4p+JjxukRQ3FoDG2f7wwcA9e3evluigDT8VeNfFvjnVJNa8YeI7zUrqXG+a7nLk46denU/mazKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
图片中包含哪些疾病?
脑水肿
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"
该图像中有多少种异常?
1
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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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Pbnr7UAXpr6XxX4gTS7eYy2ts4a8mz98/3QB71+k//BL/AOEum+NvDf8Abd3p0aWtunlCHyiNzA/eOBz278V+b/w00uOxs7G1fEj3IV5GZcZZ+/bpnGP0r9zP+Cevwq0z4afsz6NbwRBbm4t1nuCyEM3mHd81AG7o/wAKtI0/S5dPgtIkXDbtvzFSeeMdB16d6+f/AI0/sIa54i1OTWvDnim5xI24WzSkcnkg847DtX2itlMlw7Gwi8osFwpxgcdOtZut6LZvI4IYN5m3CE4x9MUAfmPr37I2vaLbXdt4z8NjTTb3TO16ly0sTx5wHIcKynGd2DjjivlT/grB8LPgn47/AGBvFvw++H/jW2l1jwxrMHiOG3sbERPOttHPFNG0rxtvhxO0mwOp3Rq3IBFftD8avBmiat4a1DTLsZLWzbWJB5xjA55r8bfi/wCAGh/aG1D4YwaZJqFhqkxs7i2xuZklbYRt6ElWbigD8LqK779qX4JeJP2cv2ifGnwS8U6Re2dz4b8S3tigvrCS2aaKOd0jmVJAG8t1UMp7qwPeuBoAKKKKACiiigAooooAKKKKACiiigAooooA2PA9rBc65uukDRxwuWU98jYP1YH8K/W/9nL4O3PgP9jTwZcQJIl94lhn12+3QhFWK4k3QfQCPGM5+tflN8H7Kx1PxFDpNxgy3l/awRrnBKGTLfyWv2Z17406pp/hbT/h4+jWjafpGlwWOnSSWih44Y1+VA2OOp/M0Ac54efxP4TeSDWbHz7B8Fkzyo5xkY+nIrtfCf8Awq3+zp9QjguEujtIju7xVjUscffCjvjGcDsSK1Ph/wDE3wH480y00nx1oIW7WYKjaZBawFLYBi5eWV4xxnOXkUegGM11XiT4PfDKw8PX/ir4Q67qGry2VpFNqFpcxwsI4Zi6/MYXZWUMCnykgHHPIoA8l+ItxqT6U4vLGKPySRvULvAPqRk9BXlemuYrbzCvzNO7EKOCecnj2Fej+LfFGq2mkNo2q6ZGyrAIxNJH8/TAyevbr9a8wsVCWBujKAFkZmYv8uPTigDE8b6nDe6n/YUNvKQgO/a3G8jOP1q78KrxvBWuwa9YRCV432tHKzL8wIwCQcjkYzWMtjeXuprqM/7qZTuc84PPQCtfyZEgaCQgSTglWQYJPU8Y/wA5oA+sPDP7SnxA+KvxT0X9obxIVgsfDNuNN1jSPNLiJIrZ0B39TuWRWGf7tfJHxsv/APhKvH154qhJkSRv3QdfvDABIz2yCfxrvLbxFqGh+D7nTdEQrFeNv1CZWIadliKqhGcdGIz715zq0Ml1FHMh2OFKqmRwO49KAPX/ANlawHi34jeE9HkjD/aL+KNs8gDIwK/oc8JaXp3hzwXp+k2gRUSzjQAAZUBehx0P+NfzwfsKa5p+j/Gnw1qNzIpSLWo43jY5K4YKp9s5r94LTxjqMU8di92wjECYA5JGOaAPQr+9tNLtyxl+R8cFj830965PxLr13Y2bX6XAUo7Nsj42/wC1z1rBu/G581nWANs4LSuTg+mBVHVfGt8sOMwpFglkEHzYPY5xQB4j+0l+1Zq/hnRrmO20K/uZJbpLWL7LbNLK8jkLuwB8qAZLMcAAHnOAfzb8VfE/xlpX7QeoeOLXyrfV7K+WWERhpFhZGPKj5S2cN379a/WTWND8LeM7KexvtMhRmgI83cBlsHOPXj1r8wvjrbeBfht8VdQmvYwHjuJ2XDbjhWKxjjHXr9KAPi7/AIL0+B734rt4W/bAu/D9vDr+pRJpfim4s1YLcmOP9zMVJO1toKsCe2fWvzVr9ef25vh74++Lf/BPfxv4ysNPM2n+H9ZtL6WBXAcIzMrMi5yxGRuxnCsa/IYgqSrDBHUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdT8E4PtPxV0KISmMtqMQST+4xYBW/AkGv6N7j4VfsPfHr4H6Zc2mrv4L+IdzpzXEENzIfsdyDzGjZGF+TaQcjr3r+cn4Na1aaF8QtMvbuLKrfRMZd+BGA4JJ456D06V+u/xH8X6pI+k6rpuoiWzl0qzWHymGAghj2jI5HAAI/2TQBY+LP7PXxD+EmuSaVqNgPIYZt7iH545X5OQ6nB+oIPsK5bwH8RPGPw41lNb0fUpLK/hVgFkYhWBPzIezKcA4JIzjjvW54a+OXjHSov7Dh1iS2tG5e0ADQvnj7rAj+vPrUmrSeBPF3kzXsP9n6gXYxyICYpM85K9uuOOKAOy8Z/E/wAAfGfwRbm08Hw6Xr6I51K5st3kXi8FZPLJPltnO4A7eMjrXz9dXItoHsL0Mo8796g4zkggf59K6C+fxD8K9Tj1XTrqKeAXBMM0Z+QE5z0x9DnNcvr+vyeIvED6leIo3nDbAAD+Ht2+tACf2jGJXaFF8xXADLwAOMcHPpWzoccklwY71I98Rw7N94kg4zz61H4P8OajPIlzY2EsqkFVdIgD/s16B4D8A3upaxatripDCxxqU74EcIHO8seDigDMfRb+Pw0oaKUGeWVo/kwuFADY9ef51wN8rWwaMTKAh6AH5sn0zX0drniP4D6l4qh8K3vx88Opp+m3eqWdjc2VvM0U6ERtBM7BDgucqSBgFTzjBrxzxV4MtbbULmKLUYbm3t2ZoLmCUMkqk/wkdRzQBgfDDUbjwl4vju7a8kUrOs0TBsfvVIOf6V+737MvjWL40/s/eH/iJZQRGa7tVWby5cmNl4IY4B3cZxjvX4MrZvpUj3ihZIhOB5iY3AnoeO9fq7/wSo+OFl4V+CVroWtaiJ9PW62vlsGNmOefoe5oA+rBYXlh9pMluRyZtzIMBc4znvyO9ct4j1TSYojf6heRrAVy0rycBseh6/Su/wDFlymv2TTeFL+GSKWIq0MRUFx2yeODx+teB/tPS+ENI+GE2heLPH9lo5MbLKiTjeQf4Rg/XmgDGm/aj8Cpq58N6FjU7q5tp2g+zhXZhHwwG3nrgc9K/Lz9pn4g3nir4p3F5e286x/bSXiPLBOeOn0r1jwr488D/DXxTd6hpN4smn20cirDPKu66Qo5KDPJDPgc8ckmvnPXtdXWPFWoeM72KLCTkWkEZBG5iNuAONoHH/AaAOgtfH2o3WlnwvqytJp92WtpNOkY7ZLdxgqR69ea/LH9on4ew/C340eIfBNq6GCz1GT7ME6LESSg+oUgH3r9I/ANxaTa5Hc+K/N86e7CxFCCV3Htnvwa/Pf9tNrZv2p/G7WeovdQnXJTFNIwJK8YGRx+XFAHl9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAWdHuFtdRjldSRnGA2OTwD+Bwfwr9Vf2evEg+K/7KvhzxLCRLc2No9hcyDHEsLsA5BPdSufce9flDX3X/wAEr/ifNqHgvWvhC1832iOY6lZq0xJwcJIB6cKpI9BntQB9H3fhy31CwF7/AMtIoVYRFyCD0+hGQKwtUOuCN0smeR1UB1VOenT3r0e20bQmj+2eIZ/Kl2qvyjIAGTyMggnnsR9K5vxB8TPCfhW78jQbGK8k5/1hH4cDHv15oA821Hxb4hltG0i8u3Kh8bZhxwCMY7Vv/A7wtD40+JWk+G7+VVFzeonHTOepz1GK5rxPqEur61LrN9YmEXDZjUJhV9fxrrf2dfE+h+DPH9t4g1lpJUsH3NECM9Rg+1AH6efGP9kL4a/DT4DW/wAS9Q1DTtM0/Q9BS41J7cIqlDnBd25Z3Y4GDuJI7Cvyv+Mnxl1/4i6ze251CS20hLkraadbuUiiUDAyo6kgAknnNet/tqft+fE/9orw7Z/DGzvWsfDGmujjTIOBcuuQrynq+0dB0GTXz5o1tov9qRL4kW6lULlYIj1JPQnsKAKMETyXzRGFtkcILMfl29MMSRwK0vC3iLV9Am8qKctATgpuyP8AeHpmuz+Jf7Lun/HrwZp9p4V8V6T4Zu9Ok864uNQ3mJ4sEFWZTwRng98n3qrrH7PV58I/AJ0PTvF6+Ir+xfEE1vG5LwbQd67lBIHphuADmgDpPCfhdvibZv8A2DfQQ3Sx5a3nbHmMTjCkDGevXAr3X9kL46L+z7r8/wAOviLZS2CNKS0d3HtwxzyB05H86+Z/gH8UIvhZ8U9M1fUbVZ9N8xI9TtnB+ZSeT7EdQa+x/wDgotZ+BvH/AML/AA98RvAdpHOGs1EerQhT9pj4IyR3XlSOoxQBm/tA/tleKrPxp9g+GHxVm0i2isv9JltJcbwSSEHJwQAOR69q8C8WfHufV9TN/qmt3+r3h+9Pe3LSEZP3RknHPsK8sjvrVr/GoFpUVfnAc133gm08HCwXUru3giiHLSFwWP0H+JoAy9V13xd4sktxNC1uI33LvTmJOfu4HAOf15rS0jwrZWkAu9StmMaIzgheCepyDwO1bNx8UvB2jWstpYeG0mkecmAvIBsUdB8uM/41zV14tfxLeOsz+RZqD5sI53rnoCQMfn3oATw42h3HiGfUJIC8aRs0KKM4ODk4DLnnH8Q+tfld4z1XWdc8Walq3iEAX097I10oYEK+4gjI646fhX6n614r0zwt4Q1zxxYWsBstJ0C7u5JZRkHbCzYBPU8AfWvyekkeWRpZXLMxJZieSfWgBKKKKACiiigAooooAKKKKACiiigAooooAK9B/Zk+LmrfBf4w6L420u6MQtb6Np2WUrmPOHHocqSMEGvPqVHaNg6MQR0IoA/XPxnrF3rWl22o6BeSzWuoxK9q6YAKsAVYEfU1oeCfg/aaJocXirxjGN/RI2fcZOMk4z0H97pngA18y/8ABNb9ouLxlPpvwG8fauqLmRNEvbqUF4nSMyeV0yVYA4yODx6V9V+NfEyRqdNt7aWZl/dhVYhI+TgqffPSgDhPilq2l+I9Qt9L0OwxFA2d0fJLEYx7Y9/6VyN0r6dq268BBdAHwfvHpnjr0r0jRtOvbOFrmbw8AQ27AbLAevH54zXA+I7m31PWJnldSWY8hclW47dcdaANf4deBtK8YeI/J1m9WG3eXq5OFXcBknr/APrr0vWfhz8N/DMvkPp0dzHGdiXEADg8cMPXt16V5z8JHju9XOmXmoLA6NkOw47Y7Zx/hXueieA7XWrW/wDDGvC3hu7a1aZLiechJ3G3bHHgY3EEkZIB245zigDzHxl4Ibxb8M/EvhjwtNNHd3djiyCyYCPkbWPsTgEe9X/il4V8VaDbWtr9kuNNbTLOOIxyIUkLBcH5SOnHeuq8K+AfGWnJqEv9izXNr9lkZpDG3l7Arc5HQ98+oFM+PfiuTxCLjxDruqtNczupkJYEynHp75J4FAHzxPo0t1E15FMzyl8y7hyTzzXdfDn9oLxj4f8ABlx8KdVvjd6VLmaKOUFvIlHHyE5xkda1/hl4Nv76Vmu9NyJHwApJHJPXt2PbtXMfGfwro3hrxjJHYeUyYIZYR8me+D1GTQBzeqI39qTIISGJLSBcAewz34pPDOga/wCJNb/sDQpiGlOSGf5F4GPz6UaPp1zrmpxWhyjzHEbMSOPr3xW/c+Ddc8KXguLefDou/wA7PHsOB6eooAnj+Fvi3Sy5vBG8S4HMmeQOcfjXReHPB2kSztHrwFumQxVgzAjHIwvJzWf4b+I3iO1QWl5JHKqyFhGRzn8T3+ld3pM+meP7WK01RobLYhkmutqRRQRqMmR8YAAGSemcetAHg3/BUL4gfD34Xfs06V4F8Ja3NL4h8YXTi6s0j2R2mnxqoJJzlmdyRjphT1r82q9S/a++Oj/Hn4x3viG0cnTLD/QtHGTzbx8Bsdixyx/3q8toAKKKKACiiigAooooAKKKKACiiigAooooAKKKKANr4e+O9d+GnjHT/G3hyUJd6ddJPFuHBKsDg/lX6x/syfGvwl8ffAq/FDwMttcSwqp1nTC6tcWEucMHTOfLPOGwVI7givyCruv2ffjl43+A/wAQ7Lxj4M1z7JLHIqyGUkxFCw3K6j7ykZBHvnsKAP1m+Inxi1TTtJm0HSNMtoo3QZCWseVOPUDjFeX/AAw0a013UtQur5C80as6s3IHO5iPTj9BV3RPiZoH7S3w3Xx54Bto4X2INXsElEn2afHzAMv3kPVT3GK1fhr4f1TStQGs6KiSRywlbqPPIIz8rD8SKAOH1v7Vovif7fbOqhJy21CeR0I9QK9O/wCE9l1D4b3M1tfKL5HQqWlAdYxkEgE59BSar8LdAvfEWoXUWr28lnA2WuWkUKg/vf8A1hzXnmvLa+H9Rf8As3VVuYJB8uzJ554xQB6j+z98UfGuo6fdWN94ynji+zSokH2g4JKEYI6AZx2qTV4/C3hG5Ov+KAmou0JjtxHKcLwBu4HHf0JrhPg20VvqExhh8qVWbzbcdSCpGQDjjDVDqzi/sNQ0a9u1HltutvMOCWzjg46fjigD2H4W+Pr7UNDvxpXhqxt7fyWZZ54iGYDp8xOQeTwMd68O8QJfeMvG11FNeAlpTHJzwOf5VJpPinXdJtXtlu2ZAfuCT5cc4HoR+FVvCDTpr8gCsZJ5QSVGQQT6duKAEew1Xwbq1nqsUZlhjlBG7HOe35V6iPFng34kIktxZW+nXBG0rapsR845Kg4GcHp6muT+Mt1BLYWHh6ytXLx7TISh4Yctx+Qq54M0TTf7NjtzMTLvDEBsEHPU0AN1b4b6h4e1VrKOIMoIZeTlc8jnB6g5FeEf8FA/2il+F3wyHwi8KavGdf8AEDbdYAGWgsSj5XIwVZmKfgDxzX0t+1F+1Z8IP2bfgJFqHi/TI5vHciGLwzpL3CjfCsW8TzDGdoYkKv8AEeOlfkL458b+JfiN4rvvGni7VZb3UNQuHmuJ5mySWYnHsBnAHYUAZNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeh/AH9pP4ifs8+I217wbqkwSSLy7iyMg8mdM5KyIQQw9DwQeQRX3j+xv/wUp+B/ijW5rX4ieGIdF1B7CYQJe6mBaTXDIyoN2xSnJB2nPThhX5l0+3uJrWdLm2lZJI2DI6nBUjoaAP1e07wx4l8W69N9guEgtJIQ2/zgY5AMbsY4Pr7Zqe6+APi6wm+0JGdRtXKMJ7QiSMc85K5wa+Bfg5+338fPg3o3/CKaTq8d3orT+dNpkzOqOxGCflOBxx0r074a/wDBYH4z/CzxTceIvCfgfS7dbi1aJ4GnkkXeR99gcK2DjAwPrQB9w+MfDmi/AvxJ4e+IHjKS0sbfWdL/AH1hNIqycLsLBTz/ALQOB9a8vvb7Q/FmnaL4h0G5tppJYxb6ksEgcQzqxBUn0+UMM9mFfGd5+1zY/FL4hJ45+Pmu6/rN3Ko+0XZlB4/uAfwqMAAKMYH59j8Nf2yvhN8MNQZ9AjldG1X7V5N1BKbcx7gRGxA3H5QVJCg855IoA+nPH/hC88K6zp+muypJcoHliSXkA5xnHfv+NdR8NPB2rJfnxHFp0r29s4e8uHwFjA5DEnoCVxXiOs/tk/s7eMtVufE0niCS1aWcyW1vFdq7QKR90l9rFc/7Oa57xp/wWM8ZeEfhtf8Awi+DfhzTrqG8vll/trWrUSyQbAR+6QjAzkdcjjpzQB9L69ZNqOrz6itqrO6N886fKgPLNz0POc9B14614Z8bv20vhh8ALaTT/CWo2/iHxMEIjt4XDw2j9jI6nn12ivifxt+0N8bPiHcS3Hiv4maxcCfcJYVvXSNgx5BRSFI/DiuMJJOSck9SaAOk+K3xa8e/GnxldeO/iLr8uoahdOS0kp4RSchFHZR0A9BXN0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
这是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?
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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Pbnr7UAXpr6XxX4gTS7eYy2ts4a8mz98/3QB71+k//BL/AOEum+NvDf8Abd3p0aWtunlCHyiNzA/eOBz278V+b/w00uOxs7G1fEj3IV5GZcZZ+/bpnGP0r9zP+Cevwq0z4afsz6NbwRBbm4t1nuCyEM3mHd81AG7o/wAKtI0/S5dPgtIkXDbtvzFSeeMdB16d6+f/AI0/sIa54i1OTWvDnim5xI24WzSkcnkg847DtX2itlMlw7Gwi8osFwpxgcdOtZut6LZvI4IYN5m3CE4x9MUAfmPr37I2vaLbXdt4z8NjTTb3TO16ly0sTx5wHIcKynGd2DjjivlT/grB8LPgn47/AGBvFvw++H/jW2l1jwxrMHiOG3sbERPOttHPFNG0rxtvhxO0mwOp3Rq3IBFftD8avBmiat4a1DTLsZLWzbWJB5xjA55r8bfi/wCAGh/aG1D4YwaZJqFhqkxs7i2xuZklbYRt6ElWbigD8LqK779qX4JeJP2cv2ifGnwS8U6Re2dz4b8S3tigvrCS2aaKOd0jmVJAG8t1UMp7qwPeuBoAKKKKACiiigAooooAKKKKACiiigAooooA2PA9rBc65uukDRxwuWU98jYP1YH8K/W/9nL4O3PgP9jTwZcQJIl94lhn12+3QhFWK4k3QfQCPGM5+tflN8H7Kx1PxFDpNxgy3l/awRrnBKGTLfyWv2Z17406pp/hbT/h4+jWjafpGlwWOnSSWih44Y1+VA2OOp/M0Ac54efxP4TeSDWbHz7B8Fkzyo5xkY+nIrtfCf8Awq3+zp9QjguEujtIju7xVjUscffCjvjGcDsSK1Ph/wDE3wH480y00nx1oIW7WYKjaZBawFLYBi5eWV4xxnOXkUegGM11XiT4PfDKw8PX/ir4Q67qGry2VpFNqFpcxwsI4Zi6/MYXZWUMCnykgHHPIoA8l+ItxqT6U4vLGKPySRvULvAPqRk9BXlemuYrbzCvzNO7EKOCecnj2Fej+LfFGq2mkNo2q6ZGyrAIxNJH8/TAyevbr9a8wsVCWBujKAFkZmYv8uPTigDE8b6nDe6n/YUNvKQgO/a3G8jOP1q78KrxvBWuwa9YRCV432tHKzL8wIwCQcjkYzWMtjeXuprqM/7qZTuc84PPQCtfyZEgaCQgSTglWQYJPU8Y/wA5oA+sPDP7SnxA+KvxT0X9obxIVgsfDNuNN1jSPNLiJIrZ0B39TuWRWGf7tfJHxsv/APhKvH154qhJkSRv3QdfvDABIz2yCfxrvLbxFqGh+D7nTdEQrFeNv1CZWIadliKqhGcdGIz715zq0Ml1FHMh2OFKqmRwO49KAPX/ANlawHi34jeE9HkjD/aL+KNs8gDIwK/oc8JaXp3hzwXp+k2gRUSzjQAAZUBehx0P+NfzwfsKa5p+j/Gnw1qNzIpSLWo43jY5K4YKp9s5r94LTxjqMU8di92wjECYA5JGOaAPQr+9tNLtyxl+R8cFj830965PxLr13Y2bX6XAUo7Nsj42/wC1z1rBu/G581nWANs4LSuTg+mBVHVfGt8sOMwpFglkEHzYPY5xQB4j+0l+1Zq/hnRrmO20K/uZJbpLWL7LbNLK8jkLuwB8qAZLMcAAHnOAfzb8VfE/xlpX7QeoeOLXyrfV7K+WWERhpFhZGPKj5S2cN379a/WTWND8LeM7KexvtMhRmgI83cBlsHOPXj1r8wvjrbeBfht8VdQmvYwHjuJ2XDbjhWKxjjHXr9KAPi7/AIL0+B734rt4W/bAu/D9vDr+pRJpfim4s1YLcmOP9zMVJO1toKsCe2fWvzVr9ef25vh74++Lf/BPfxv4ysNPM2n+H9ZtL6WBXAcIzMrMi5yxGRuxnCsa/IYgqSrDBHUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdT8E4PtPxV0KISmMtqMQST+4xYBW/AkGv6N7j4VfsPfHr4H6Zc2mrv4L+IdzpzXEENzIfsdyDzGjZGF+TaQcjr3r+cn4Na1aaF8QtMvbuLKrfRMZd+BGA4JJ456D06V+u/xH8X6pI+k6rpuoiWzl0qzWHymGAghj2jI5HAAI/2TQBY+LP7PXxD+EmuSaVqNgPIYZt7iH545X5OQ6nB+oIPsK5bwH8RPGPw41lNb0fUpLK/hVgFkYhWBPzIezKcA4JIzjjvW54a+OXjHSov7Dh1iS2tG5e0ADQvnj7rAj+vPrUmrSeBPF3kzXsP9n6gXYxyICYpM85K9uuOOKAOy8Z/E/wAAfGfwRbm08Hw6Xr6I51K5st3kXi8FZPLJPltnO4A7eMjrXz9dXItoHsL0Mo8796g4zkggf59K6C+fxD8K9Tj1XTrqKeAXBMM0Z+QE5z0x9DnNcvr+vyeIvED6leIo3nDbAAD+Ht2+tACf2jGJXaFF8xXADLwAOMcHPpWzoccklwY71I98Rw7N94kg4zz61H4P8OajPIlzY2EsqkFVdIgD/s16B4D8A3upaxatripDCxxqU74EcIHO8seDigDMfRb+Pw0oaKUGeWVo/kwuFADY9ef51wN8rWwaMTKAh6AH5sn0zX0drniP4D6l4qh8K3vx88Opp+m3eqWdjc2VvM0U6ERtBM7BDgucqSBgFTzjBrxzxV4MtbbULmKLUYbm3t2ZoLmCUMkqk/wkdRzQBgfDDUbjwl4vju7a8kUrOs0TBsfvVIOf6V+737MvjWL40/s/eH/iJZQRGa7tVWby5cmNl4IY4B3cZxjvX4MrZvpUj3ihZIhOB5iY3AnoeO9fq7/wSo+OFl4V+CVroWtaiJ9PW62vlsGNmOefoe5oA+rBYXlh9pMluRyZtzIMBc4znvyO9ct4j1TSYojf6heRrAVy0rycBseh6/Su/wDFlymv2TTeFL+GSKWIq0MRUFx2yeODx+teB/tPS+ENI+GE2heLPH9lo5MbLKiTjeQf4Rg/XmgDGm/aj8Cpq58N6FjU7q5tp2g+zhXZhHwwG3nrgc9K/Lz9pn4g3nir4p3F5e286x/bSXiPLBOeOn0r1jwr488D/DXxTd6hpN4smn20cirDPKu66Qo5KDPJDPgc8ckmvnPXtdXWPFWoeM72KLCTkWkEZBG5iNuAONoHH/AaAOgtfH2o3WlnwvqytJp92WtpNOkY7ZLdxgqR69ea/LH9on4ew/C340eIfBNq6GCz1GT7ME6LESSg+oUgH3r9I/ANxaTa5Hc+K/N86e7CxFCCV3Htnvwa/Pf9tNrZv2p/G7WeovdQnXJTFNIwJK8YGRx+XFAHl9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAWdHuFtdRjldSRnGA2OTwD+Bwfwr9Vf2evEg+K/7KvhzxLCRLc2No9hcyDHEsLsA5BPdSufce9flDX3X/wAEr/ifNqHgvWvhC1832iOY6lZq0xJwcJIB6cKpI9BntQB9H3fhy31CwF7/AMtIoVYRFyCD0+hGQKwtUOuCN0smeR1UB1VOenT3r0e20bQmj+2eIZ/Kl2qvyjIAGTyMggnnsR9K5vxB8TPCfhW78jQbGK8k5/1hH4cDHv15oA821Hxb4hltG0i8u3Kh8bZhxwCMY7Vv/A7wtD40+JWk+G7+VVFzeonHTOepz1GK5rxPqEur61LrN9YmEXDZjUJhV9fxrrf2dfE+h+DPH9t4g1lpJUsH3NECM9Rg+1AH6efGP9kL4a/DT4DW/wAS9Q1DTtM0/Q9BS41J7cIqlDnBd25Z3Y4GDuJI7Cvyv+Mnxl1/4i6ze251CS20hLkraadbuUiiUDAyo6kgAknnNet/tqft+fE/9orw7Z/DGzvWsfDGmujjTIOBcuuQrynq+0dB0GTXz5o1tov9qRL4kW6lULlYIj1JPQnsKAKMETyXzRGFtkcILMfl29MMSRwK0vC3iLV9Am8qKctATgpuyP8AeHpmuz+Jf7Lun/HrwZp9p4V8V6T4Zu9Ok864uNQ3mJ4sEFWZTwRng98n3qrrH7PV58I/AJ0PTvF6+Ir+xfEE1vG5LwbQd67lBIHphuADmgDpPCfhdvibZv8A2DfQQ3Sx5a3nbHmMTjCkDGevXAr3X9kL46L+z7r8/wAOviLZS2CNKS0d3HtwxzyB05H86+Z/gH8UIvhZ8U9M1fUbVZ9N8xI9TtnB+ZSeT7EdQa+x/wDgotZ+BvH/AML/AA98RvAdpHOGs1EerQhT9pj4IyR3XlSOoxQBm/tA/tleKrPxp9g+GHxVm0i2isv9JltJcbwSSEHJwQAOR69q8C8WfHufV9TN/qmt3+r3h+9Pe3LSEZP3RknHPsK8sjvrVr/GoFpUVfnAc133gm08HCwXUru3giiHLSFwWP0H+JoAy9V13xd4sktxNC1uI33LvTmJOfu4HAOf15rS0jwrZWkAu9StmMaIzgheCepyDwO1bNx8UvB2jWstpYeG0mkecmAvIBsUdB8uM/41zV14tfxLeOsz+RZqD5sI53rnoCQMfn3oATw42h3HiGfUJIC8aRs0KKM4ODk4DLnnH8Q+tfld4z1XWdc8Walq3iEAX097I10oYEK+4gjI646fhX6n614r0zwt4Q1zxxYWsBstJ0C7u5JZRkHbCzYBPU8AfWvyekkeWRpZXLMxJZieSfWgBKKKKACiiigAooooAKKKKACiiigAooooAK9B/Zk+LmrfBf4w6L420u6MQtb6Np2WUrmPOHHocqSMEGvPqVHaNg6MQR0IoA/XPxnrF3rWl22o6BeSzWuoxK9q6YAKsAVYEfU1oeCfg/aaJocXirxjGN/RI2fcZOMk4z0H97pngA18y/8ABNb9ouLxlPpvwG8fauqLmRNEvbqUF4nSMyeV0yVYA4yODx6V9V+NfEyRqdNt7aWZl/dhVYhI+TgqffPSgDhPilq2l+I9Qt9L0OwxFA2d0fJLEYx7Y9/6VyN0r6dq268BBdAHwfvHpnjr0r0jRtOvbOFrmbw8AQ27AbLAevH54zXA+I7m31PWJnldSWY8hclW47dcdaANf4deBtK8YeI/J1m9WG3eXq5OFXcBknr/APrr0vWfhz8N/DMvkPp0dzHGdiXEADg8cMPXt16V5z8JHju9XOmXmoLA6NkOw47Y7Zx/hXueieA7XWrW/wDDGvC3hu7a1aZLiechJ3G3bHHgY3EEkZIB245zigDzHxl4Ibxb8M/EvhjwtNNHd3djiyCyYCPkbWPsTgEe9X/il4V8VaDbWtr9kuNNbTLOOIxyIUkLBcH5SOnHeuq8K+AfGWnJqEv9izXNr9lkZpDG3l7Arc5HQ98+oFM+PfiuTxCLjxDruqtNczupkJYEynHp75J4FAHzxPo0t1E15FMzyl8y7hyTzzXdfDn9oLxj4f8ABlx8KdVvjd6VLmaKOUFvIlHHyE5xkda1/hl4Nv76Vmu9NyJHwApJHJPXt2PbtXMfGfwro3hrxjJHYeUyYIZYR8me+D1GTQBzeqI39qTIISGJLSBcAewz34pPDOga/wCJNb/sDQpiGlOSGf5F4GPz6UaPp1zrmpxWhyjzHEbMSOPr3xW/c+Ddc8KXguLefDou/wA7PHsOB6eooAnj+Fvi3Sy5vBG8S4HMmeQOcfjXReHPB2kSztHrwFumQxVgzAjHIwvJzWf4b+I3iO1QWl5JHKqyFhGRzn8T3+ld3pM+meP7WK01RobLYhkmutqRRQRqMmR8YAAGSemcetAHg3/BUL4gfD34Xfs06V4F8Ja3NL4h8YXTi6s0j2R2mnxqoJJzlmdyRjphT1r82q9S/a++Oj/Hn4x3viG0cnTLD/QtHGTzbx8Bsdixyx/3q8toAKKKKACiiigAooooAKKKKACiiigAooooAKKKKANr4e+O9d+GnjHT/G3hyUJd6ddJPFuHBKsDg/lX6x/syfGvwl8ffAq/FDwMttcSwqp1nTC6tcWEucMHTOfLPOGwVI7givyCruv2ffjl43+A/wAQ7Lxj4M1z7JLHIqyGUkxFCw3K6j7ykZBHvnsKAP1m+Inxi1TTtJm0HSNMtoo3QZCWseVOPUDjFeX/AAw0a013UtQur5C80as6s3IHO5iPTj9BV3RPiZoH7S3w3Xx54Bto4X2INXsElEn2afHzAMv3kPVT3GK1fhr4f1TStQGs6KiSRywlbqPPIIz8rD8SKAOH1v7Vovif7fbOqhJy21CeR0I9QK9O/wCE9l1D4b3M1tfKL5HQqWlAdYxkEgE59BSar8LdAvfEWoXUWr28lnA2WuWkUKg/vf8A1hzXnmvLa+H9Rf8As3VVuYJB8uzJ554xQB6j+z98UfGuo6fdWN94ynji+zSokH2g4JKEYI6AZx2qTV4/C3hG5Ov+KAmou0JjtxHKcLwBu4HHf0JrhPg20VvqExhh8qVWbzbcdSCpGQDjjDVDqzi/sNQ0a9u1HltutvMOCWzjg46fjigD2H4W+Pr7UNDvxpXhqxt7fyWZZ54iGYDp8xOQeTwMd68O8QJfeMvG11FNeAlpTHJzwOf5VJpPinXdJtXtlu2ZAfuCT5cc4HoR+FVvCDTpr8gCsZJ5QSVGQQT6duKAEew1Xwbq1nqsUZlhjlBG7HOe35V6iPFng34kIktxZW+nXBG0rapsR845Kg4GcHp6muT+Mt1BLYWHh6ytXLx7TISh4Yctx+Qq54M0TTf7NjtzMTLvDEBsEHPU0AN1b4b6h4e1VrKOIMoIZeTlc8jnB6g5FeEf8FA/2il+F3wyHwi8KavGdf8AEDbdYAGWgsSj5XIwVZmKfgDxzX0t+1F+1Z8IP2bfgJFqHi/TI5vHciGLwzpL3CjfCsW8TzDGdoYkKv8AEeOlfkL458b+JfiN4rvvGni7VZb3UNQuHmuJ5mySWYnHsBnAHYUAZNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeh/AH9pP4ifs8+I217wbqkwSSLy7iyMg8mdM5KyIQQw9DwQeQRX3j+xv/wUp+B/ijW5rX4ieGIdF1B7CYQJe6mBaTXDIyoN2xSnJB2nPThhX5l0+3uJrWdLm2lZJI2DI6nBUjoaAP1e07wx4l8W69N9guEgtJIQ2/zgY5AMbsY4Pr7Zqe6+APi6wm+0JGdRtXKMJ7QiSMc85K5wa+Bfg5+338fPg3o3/CKaTq8d3orT+dNpkzOqOxGCflOBxx0r074a/wDBYH4z/CzxTceIvCfgfS7dbi1aJ4GnkkXeR99gcK2DjAwPrQB9w+MfDmi/AvxJ4e+IHjKS0sbfWdL/AH1hNIqycLsLBTz/ALQOB9a8vvb7Q/FmnaL4h0G5tppJYxb6ksEgcQzqxBUn0+UMM9mFfGd5+1zY/FL4hJ45+Pmu6/rN3Ko+0XZlB4/uAfwqMAAKMYH59j8Nf2yvhN8MNQZ9AjldG1X7V5N1BKbcx7gRGxA3H5QVJCg855IoA+nPH/hC88K6zp+muypJcoHliSXkA5xnHfv+NdR8NPB2rJfnxHFp0r29s4e8uHwFjA5DEnoCVxXiOs/tk/s7eMtVufE0niCS1aWcyW1vFdq7QKR90l9rFc/7Oa57xp/wWM8ZeEfhtf8Awi+DfhzTrqG8vll/trWrUSyQbAR+6QjAzkdcjjpzQB9L69ZNqOrz6itqrO6N886fKgPLNz0POc9B14614Z8bv20vhh8ALaTT/CWo2/iHxMEIjt4XDw2j9jI6nn12ivifxt+0N8bPiHcS3Hiv4maxcCfcJYVvXSNgx5BRSFI/DiuMJJOSck9SaAOk+K3xa8e/GnxldeO/iLr8uoahdOS0kp4RSchFHZR0A9BXN0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
图像中的器官是否存在于头部?
是的
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"
图中非增强型脑肿瘤在哪?
左叶
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"
图中是什么器官系统?
头部
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"
图片中包含哪些疾病?
脑水肿,非增强型脑肿瘤
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Pbnr7UAXpr6XxX4gTS7eYy2ts4a8mz98/3QB71+k//BL/AOEum+NvDf8Abd3p0aWtunlCHyiNzA/eOBz278V+b/w00uOxs7G1fEj3IV5GZcZZ+/bpnGP0r9zP+Cevwq0z4afsz6NbwRBbm4t1nuCyEM3mHd81AG7o/wAKtI0/S5dPgtIkXDbtvzFSeeMdB16d6+f/AI0/sIa54i1OTWvDnim5xI24WzSkcnkg847DtX2itlMlw7Gwi8osFwpxgcdOtZut6LZvI4IYN5m3CE4x9MUAfmPr37I2vaLbXdt4z8NjTTb3TO16ly0sTx5wHIcKynGd2DjjivlT/grB8LPgn47/AGBvFvw++H/jW2l1jwxrMHiOG3sbERPOttHPFNG0rxtvhxO0mwOp3Rq3IBFftD8avBmiat4a1DTLsZLWzbWJB5xjA55r8bfi/wCAGh/aG1D4YwaZJqFhqkxs7i2xuZklbYRt6ElWbigD8LqK779qX4JeJP2cv2ifGnwS8U6Re2dz4b8S3tigvrCS2aaKOd0jmVJAG8t1UMp7qwPeuBoAKKKKACiiigAooooAKKKKACiiigAooooA2PA9rBc65uukDRxwuWU98jYP1YH8K/W/9nL4O3PgP9jTwZcQJIl94lhn12+3QhFWK4k3QfQCPGM5+tflN8H7Kx1PxFDpNxgy3l/awRrnBKGTLfyWv2Z17406pp/hbT/h4+jWjafpGlwWOnSSWih44Y1+VA2OOp/M0Ac54efxP4TeSDWbHz7B8Fkzyo5xkY+nIrtfCf8Awq3+zp9QjguEujtIju7xVjUscffCjvjGcDsSK1Ph/wDE3wH480y00nx1oIW7WYKjaZBawFLYBi5eWV4xxnOXkUegGM11XiT4PfDKw8PX/ir4Q67qGry2VpFNqFpcxwsI4Zi6/MYXZWUMCnykgHHPIoA8l+ItxqT6U4vLGKPySRvULvAPqRk9BXlemuYrbzCvzNO7EKOCecnj2Fej+LfFGq2mkNo2q6ZGyrAIxNJH8/TAyevbr9a8wsVCWBujKAFkZmYv8uPTigDE8b6nDe6n/YUNvKQgO/a3G8jOP1q78KrxvBWuwa9YRCV432tHKzL8wIwCQcjkYzWMtjeXuprqM/7qZTuc84PPQCtfyZEgaCQgSTglWQYJPU8Y/wA5oA+sPDP7SnxA+KvxT0X9obxIVgsfDNuNN1jSPNLiJIrZ0B39TuWRWGf7tfJHxsv/APhKvH154qhJkSRv3QdfvDABIz2yCfxrvLbxFqGh+D7nTdEQrFeNv1CZWIadliKqhGcdGIz715zq0Ml1FHMh2OFKqmRwO49KAPX/ANlawHi34jeE9HkjD/aL+KNs8gDIwK/oc8JaXp3hzwXp+k2gRUSzjQAAZUBehx0P+NfzwfsKa5p+j/Gnw1qNzIpSLWo43jY5K4YKp9s5r94LTxjqMU8di92wjECYA5JGOaAPQr+9tNLtyxl+R8cFj830965PxLr13Y2bX6XAUo7Nsj42/wC1z1rBu/G581nWANs4LSuTg+mBVHVfGt8sOMwpFglkEHzYPY5xQB4j+0l+1Zq/hnRrmO20K/uZJbpLWL7LbNLK8jkLuwB8qAZLMcAAHnOAfzb8VfE/xlpX7QeoeOLXyrfV7K+WWERhpFhZGPKj5S2cN379a/WTWND8LeM7KexvtMhRmgI83cBlsHOPXj1r8wvjrbeBfht8VdQmvYwHjuJ2XDbjhWKxjjHXr9KAPi7/AIL0+B734rt4W/bAu/D9vDr+pRJpfim4s1YLcmOP9zMVJO1toKsCe2fWvzVr9ef25vh74++Lf/BPfxv4ysNPM2n+H9ZtL6WBXAcIzMrMi5yxGRuxnCsa/IYgqSrDBHUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdT8E4PtPxV0KISmMtqMQST+4xYBW/AkGv6N7j4VfsPfHr4H6Zc2mrv4L+IdzpzXEENzIfsdyDzGjZGF+TaQcjr3r+cn4Na1aaF8QtMvbuLKrfRMZd+BGA4JJ456D06V+u/xH8X6pI+k6rpuoiWzl0qzWHymGAghj2jI5HAAI/2TQBY+LP7PXxD+EmuSaVqNgPIYZt7iH545X5OQ6nB+oIPsK5bwH8RPGPw41lNb0fUpLK/hVgFkYhWBPzIezKcA4JIzjjvW54a+OXjHSov7Dh1iS2tG5e0ADQvnj7rAj+vPrUmrSeBPF3kzXsP9n6gXYxyICYpM85K9uuOOKAOy8Z/E/wAAfGfwRbm08Hw6Xr6I51K5st3kXi8FZPLJPltnO4A7eMjrXz9dXItoHsL0Mo8796g4zkggf59K6C+fxD8K9Tj1XTrqKeAXBMM0Z+QE5z0x9DnNcvr+vyeIvED6leIo3nDbAAD+Ht2+tACf2jGJXaFF8xXADLwAOMcHPpWzoccklwY71I98Rw7N94kg4zz61H4P8OajPIlzY2EsqkFVdIgD/s16B4D8A3upaxatripDCxxqU74EcIHO8seDigDMfRb+Pw0oaKUGeWVo/kwuFADY9ef51wN8rWwaMTKAh6AH5sn0zX0drniP4D6l4qh8K3vx88Opp+m3eqWdjc2VvM0U6ERtBM7BDgucqSBgFTzjBrxzxV4MtbbULmKLUYbm3t2ZoLmCUMkqk/wkdRzQBgfDDUbjwl4vju7a8kUrOs0TBsfvVIOf6V+737MvjWL40/s/eH/iJZQRGa7tVWby5cmNl4IY4B3cZxjvX4MrZvpUj3ihZIhOB5iY3AnoeO9fq7/wSo+OFl4V+CVroWtaiJ9PW62vlsGNmOefoe5oA+rBYXlh9pMluRyZtzIMBc4znvyO9ct4j1TSYojf6heRrAVy0rycBseh6/Su/wDFlymv2TTeFL+GSKWIq0MRUFx2yeODx+teB/tPS+ENI+GE2heLPH9lo5MbLKiTjeQf4Rg/XmgDGm/aj8Cpq58N6FjU7q5tp2g+zhXZhHwwG3nrgc9K/Lz9pn4g3nir4p3F5e286x/bSXiPLBOeOn0r1jwr488D/DXxTd6hpN4smn20cirDPKu66Qo5KDPJDPgc8ckmvnPXtdXWPFWoeM72KLCTkWkEZBG5iNuAONoHH/AaAOgtfH2o3WlnwvqytJp92WtpNOkY7ZLdxgqR69ea/LH9on4ew/C340eIfBNq6GCz1GT7ME6LESSg+oUgH3r9I/ANxaTa5Hc+K/N86e7CxFCCV3Htnvwa/Pf9tNrZv2p/G7WeovdQnXJTFNIwJK8YGRx+XFAHl9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAWdHuFtdRjldSRnGA2OTwD+Bwfwr9Vf2evEg+K/7KvhzxLCRLc2No9hcyDHEsLsA5BPdSufce9flDX3X/wAEr/ifNqHgvWvhC1832iOY6lZq0xJwcJIB6cKpI9BntQB9H3fhy31CwF7/AMtIoVYRFyCD0+hGQKwtUOuCN0smeR1UB1VOenT3r0e20bQmj+2eIZ/Kl2qvyjIAGTyMggnnsR9K5vxB8TPCfhW78jQbGK8k5/1hH4cDHv15oA821Hxb4hltG0i8u3Kh8bZhxwCMY7Vv/A7wtD40+JWk+G7+VVFzeonHTOepz1GK5rxPqEur61LrN9YmEXDZjUJhV9fxrrf2dfE+h+DPH9t4g1lpJUsH3NECM9Rg+1AH6efGP9kL4a/DT4DW/wAS9Q1DTtM0/Q9BS41J7cIqlDnBd25Z3Y4GDuJI7Cvyv+Mnxl1/4i6ze251CS20hLkraadbuUiiUDAyo6kgAknnNet/tqft+fE/9orw7Z/DGzvWsfDGmujjTIOBcuuQrynq+0dB0GTXz5o1tov9qRL4kW6lULlYIj1JPQnsKAKMETyXzRGFtkcILMfl29MMSRwK0vC3iLV9Am8qKctATgpuyP8AeHpmuz+Jf7Lun/HrwZp9p4V8V6T4Zu9Ok864uNQ3mJ4sEFWZTwRng98n3qrrH7PV58I/AJ0PTvF6+Ir+xfEE1vG5LwbQd67lBIHphuADmgDpPCfhdvibZv8A2DfQQ3Sx5a3nbHmMTjCkDGevXAr3X9kL46L+z7r8/wAOviLZS2CNKS0d3HtwxzyB05H86+Z/gH8UIvhZ8U9M1fUbVZ9N8xI9TtnB+ZSeT7EdQa+x/wDgotZ+BvH/AML/AA98RvAdpHOGs1EerQhT9pj4IyR3XlSOoxQBm/tA/tleKrPxp9g+GHxVm0i2isv9JltJcbwSSEHJwQAOR69q8C8WfHufV9TN/qmt3+r3h+9Pe3LSEZP3RknHPsK8sjvrVr/GoFpUVfnAc133gm08HCwXUru3giiHLSFwWP0H+JoAy9V13xd4sktxNC1uI33LvTmJOfu4HAOf15rS0jwrZWkAu9StmMaIzgheCepyDwO1bNx8UvB2jWstpYeG0mkecmAvIBsUdB8uM/41zV14tfxLeOsz+RZqD5sI53rnoCQMfn3oATw42h3HiGfUJIC8aRs0KKM4ODk4DLnnH8Q+tfld4z1XWdc8Walq3iEAX097I10oYEK+4gjI646fhX6n614r0zwt4Q1zxxYWsBstJ0C7u5JZRkHbCzYBPU8AfWvyekkeWRpZXLMxJZieSfWgBKKKKACiiigAooooAKKKKACiiigAooooAK9B/Zk+LmrfBf4w6L420u6MQtb6Np2WUrmPOHHocqSMEGvPqVHaNg6MQR0IoA/XPxnrF3rWl22o6BeSzWuoxK9q6YAKsAVYEfU1oeCfg/aaJocXirxjGN/RI2fcZOMk4z0H97pngA18y/8ABNb9ouLxlPpvwG8fauqLmRNEvbqUF4nSMyeV0yVYA4yODx6V9V+NfEyRqdNt7aWZl/dhVYhI+TgqffPSgDhPilq2l+I9Qt9L0OwxFA2d0fJLEYx7Y9/6VyN0r6dq268BBdAHwfvHpnjr0r0jRtOvbOFrmbw8AQ27AbLAevH54zXA+I7m31PWJnldSWY8hclW47dcdaANf4deBtK8YeI/J1m9WG3eXq5OFXcBknr/APrr0vWfhz8N/DMvkPp0dzHGdiXEADg8cMPXt16V5z8JHju9XOmXmoLA6NkOw47Y7Zx/hXueieA7XWrW/wDDGvC3hu7a1aZLiechJ3G3bHHgY3EEkZIB245zigDzHxl4Ibxb8M/EvhjwtNNHd3djiyCyYCPkbWPsTgEe9X/il4V8VaDbWtr9kuNNbTLOOIxyIUkLBcH5SOnHeuq8K+AfGWnJqEv9izXNr9lkZpDG3l7Arc5HQ98+oFM+PfiuTxCLjxDruqtNczupkJYEynHp75J4FAHzxPo0t1E15FMzyl8y7hyTzzXdfDn9oLxj4f8ABlx8KdVvjd6VLmaKOUFvIlHHyE5xkda1/hl4Nv76Vmu9NyJHwApJHJPXt2PbtXMfGfwro3hrxjJHYeUyYIZYR8me+D1GTQBzeqI39qTIISGJLSBcAewz34pPDOga/wCJNb/sDQpiGlOSGf5F4GPz6UaPp1zrmpxWhyjzHEbMSOPr3xW/c+Ddc8KXguLefDou/wA7PHsOB6eooAnj+Fvi3Sy5vBG8S4HMmeQOcfjXReHPB2kSztHrwFumQxVgzAjHIwvJzWf4b+I3iO1QWl5JHKqyFhGRzn8T3+ld3pM+meP7WK01RobLYhkmutqRRQRqMmR8YAAGSemcetAHg3/BUL4gfD34Xfs06V4F8Ja3NL4h8YXTi6s0j2R2mnxqoJJzlmdyRjphT1r82q9S/a++Oj/Hn4x3viG0cnTLD/QtHGTzbx8Bsdixyx/3q8toAKKKKACiiigAooooAKKKKACiiigAooooAKKKKANr4e+O9d+GnjHT/G3hyUJd6ddJPFuHBKsDg/lX6x/syfGvwl8ffAq/FDwMttcSwqp1nTC6tcWEucMHTOfLPOGwVI7givyCruv2ffjl43+A/wAQ7Lxj4M1z7JLHIqyGUkxFCw3K6j7ykZBHvnsKAP1m+Inxi1TTtJm0HSNMtoo3QZCWseVOPUDjFeX/AAw0a013UtQur5C80as6s3IHO5iPTj9BV3RPiZoH7S3w3Xx54Bto4X2INXsElEn2afHzAMv3kPVT3GK1fhr4f1TStQGs6KiSRywlbqPPIIz8rD8SKAOH1v7Vovif7fbOqhJy21CeR0I9QK9O/wCE9l1D4b3M1tfKL5HQqWlAdYxkEgE59BSar8LdAvfEWoXUWr28lnA2WuWkUKg/vf8A1hzXnmvLa+H9Rf8As3VVuYJB8uzJ554xQB6j+z98UfGuo6fdWN94ynji+zSokH2g4JKEYI6AZx2qTV4/C3hG5Ov+KAmou0JjtxHKcLwBu4HHf0JrhPg20VvqExhh8qVWbzbcdSCpGQDjjDVDqzi/sNQ0a9u1HltutvMOCWzjg46fjigD2H4W+Pr7UNDvxpXhqxt7fyWZZ54iGYDp8xOQeTwMd68O8QJfeMvG11FNeAlpTHJzwOf5VJpPinXdJtXtlu2ZAfuCT5cc4HoR+FVvCDTpr8gCsZJ5QSVGQQT6duKAEew1Xwbq1nqsUZlhjlBG7HOe35V6iPFng34kIktxZW+nXBG0rapsR845Kg4GcHp6muT+Mt1BLYWHh6ytXLx7TISh4Yctx+Qq54M0TTf7NjtzMTLvDEBsEHPU0AN1b4b6h4e1VrKOIMoIZeTlc8jnB6g5FeEf8FA/2il+F3wyHwi8KavGdf8AEDbdYAGWgsSj5XIwVZmKfgDxzX0t+1F+1Z8IP2bfgJFqHi/TI5vHciGLwzpL3CjfCsW8TzDGdoYkKv8AEeOlfkL458b+JfiN4rvvGni7VZb3UNQuHmuJ5mySWYnHsBnAHYUAZNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeh/AH9pP4ifs8+I217wbqkwSSLy7iyMg8mdM5KyIQQw9DwQeQRX3j+xv/wUp+B/ijW5rX4ieGIdF1B7CYQJe6mBaTXDIyoN2xSnJB2nPThhX5l0+3uJrWdLm2lZJI2DI6nBUjoaAP1e07wx4l8W69N9guEgtJIQ2/zgY5AMbsY4Pr7Zqe6+APi6wm+0JGdRtXKMJ7QiSMc85K5wa+Bfg5+338fPg3o3/CKaTq8d3orT+dNpkzOqOxGCflOBxx0r074a/wDBYH4z/CzxTceIvCfgfS7dbi1aJ4GnkkXeR99gcK2DjAwPrQB9w+MfDmi/AvxJ4e+IHjKS0sbfWdL/AH1hNIqycLsLBTz/ALQOB9a8vvb7Q/FmnaL4h0G5tppJYxb6ksEgcQzqxBUn0+UMM9mFfGd5+1zY/FL4hJ45+Pmu6/rN3Ko+0XZlB4/uAfwqMAAKMYH59j8Nf2yvhN8MNQZ9AjldG1X7V5N1BKbcx7gRGxA3H5QVJCg855IoA+nPH/hC88K6zp+muypJcoHliSXkA5xnHfv+NdR8NPB2rJfnxHFp0r29s4e8uHwFjA5DEnoCVxXiOs/tk/s7eMtVufE0niCS1aWcyW1vFdq7QKR90l9rFc/7Oa57xp/wWM8ZeEfhtf8Awi+DfhzTrqG8vll/trWrUSyQbAR+6QjAzkdcjjpzQB9L69ZNqOrz6itqrO6N886fKgPLNz0POc9B14614Z8bv20vhh8ALaTT/CWo2/iHxMEIjt4XDw2j9jI6nn12ivifxt+0N8bPiHcS3Hiv4maxcCfcJYVvXSNgx5BRSFI/DiuMJJOSck9SaAOk+K3xa8e/GnxldeO/iLr8uoahdOS0kp4RSchFHZR0A9BXN0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
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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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?
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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图像中的器官是否存在于头部?
是的
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图中脑哪个叶是正常的?
右叶
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P4Zmx/wCE5dr6NvMWQmN3BHINfXnwZ8ew6Tf2d0cCIfLIW6Divmv4P+HtM+I7ie1u4YbtSSOQATz/AIV6Jq+neP8A4Vact9LYm/tusiWxBZfegD6t8S614S8U6ev2Y+VOzEOS5IdewHpX5J/8FwrbT5/A1/pzGRQrLIuJQMsrFgMYHHy19EWH7ZeoeGPFLT3lvqa26NtNlMGA64zzmviz/gsV8R4/ihYy69o7yRWn2aNm35JJzyO3XdigD83qKKKACiiigAooooAKKKKACiiigAooooAKKKKACrGkWTanq1rpqDLXFwkYGO7MB/Wq9dt+zfolp4j+PfhDRr63aWKbxBa74l6sBICR+lAH6n/sx/DzwfYfCGx+Gfji/ezivfmsbz7MF+xFmLMCBzIrZHX7uOKp/GP4YaX8BNag1X4efFZ7qZXIMlozoB1JIBA9q67x34e1Sw0q21mOzNvZrGsMQIxztzx7Cm/HrwBY+L/gloPxK8N6c8s0sDx36R7j5MqsFwfqOaAMvV/jdfan4DtI/GWh2uq3gt1kkv7qEFgT0XPf614J4/19fE2tPqNrpkNqVOCtvFtFdQ+p+IbHSY7bxZo1zHaMAgmKMflHSqE2geFr9ZJdG1uLDqXYzfIRj60AcHfJPc26yudwwfmI6in+FNZl8O3TNAvD+o61a1uxS2XZa3AkUE8BsjNZ2mrcG4W6jt2kWM5Oxc80AesfC74j6jJrsdobKFo5G2FpUB+U9cccHisv4paj4ej165vrcrlWbauQc8npXZ/s7674M8Q3h0PVNMhiuZYHS3uZYj8khHGcflVX4j/steI9A1yW98WXNtbW/l7xLLcKAVAzxzyT6UAfPl2st3cPcyJ8zNkKRXWfD7xpN4bkWzvCzQ8gsO2TWLq1pbW2uy6faOHSNyFcdxnrXQWHhyPVI0t01JWuNvEWOcYoA9f+Hfx4sfBV7Dd22slYCvRWwQfxrtNW/ah8U+MtQSz0TUnlgXDYLY3+3Br5ntYYNG1Ax6taNJGpGQO9ezfC7SdKtvCt1428F3EiXljg3EcqKRHwcEZHPWgDb1X4g32sXgil0FxIxwzPxn8TXnf/AAUV+Ctnp/7EuvfFnVvENlPqV5d2EdjptjIJZbaHz0Ls4X7o+Xk8YzWbrfjrx/4w1S4vxLcXCCTEsiJhQ34Vi/GDwh4r1T4TarqGtrJHZnT5PNaY7QflIAz1JJOMCgD86KKfcxiG4kiAICuQA3Xg0ygAooooAKKKKACiiigAooooAKKKKACiiigAr1r9hm1ku/2p/CSqm5UvJJJOM4CxOQfzAryWvTP2QfGFt4L/AGgvD2oXKnFzdraI4BOx5CFU4AOcnA/HPagD9yfjP8Ite1T4C2GvxwoAkDqkbNjeR3X8K+dvA37Tnj74E6Bf+DDo8UkUshyl7pwnQDnoGGPxNdT4x+IXxX1rT9Ols765lt7aEGK3JbywvBxtHFNm+Pvh63SG08Y/Ay1mfaI5pyZYmY+uAMUAcvb/AB00z422T+F/GkFjZyzApDPIwiBJ79gp/Sud1X4HfDTSb+bQtP8AF/8AaE7R73ltD8ikjoM5zivStc/Zu8NfF/wPdfE3QLGPQYLXex864KYwM4Bwc187/D/WbnwZ4+kkmuzcwrOsb+YQQyk4I/LmgDmvFnh680DUbuC1d5baCQo0hPOe1emfsk+E/CfiJJ5fFsStaiJmkZgDsIDYzn8K6L9o7xT8MLd18GeAvCwtoL5Emu7m8cSTPOUOSrcbU6YWvKvhlqfjXS5rvwj4WhaYzg71UDIGcdaAPoX4e+D/AIHaf4rOp6XfYmjdJbSGMMN0wkwFOOK4z9oLTvir8TviHeWuj6deXD/aJVVI0YgAE9MdBgVpeB/2ffjHpvhLUfiHrnhq5tbTSFjnmvJ4THEzO+xFQkfM2fTpXO33xd8c+D9YneHXLq3lDEM6SN8x70AeJ+MfB/iHwTqZt9atzFI3J3jkVZ0bw/rP9mf8JXpd0zNbv+82sR2z2rsPi9470Hx74dE2ohzqgYBpM/ePc4z7Vm/B7xpoGg6TqOheKbVWS6j2rn+FuMMD2NAEcXihNegSW/8ACzs38UsTFc++K09N8T65qGlSeDvBmlyRCeT/AEhnJyeMYyK9BhisIfCkV18O4RdEDN3BJCGZFx6DPHvWFp/xb8NafJ/ZmkeAguvTtsbzCVVSD1A6Lx9fwoA9M/Y98LW3ww8d2mufGOwtP+EfKSC6guFV1mJ24G087uvNN/4KoeOfCnxY/Z+l074QSLYzWob7LpcCrBDHGcK53od28jnJ4wCO/CeAP2X/AI3fFFLPxH4iLW2n3Mh8u9llCxAA4JyDnA+lfOn/AAUm8Vyfs++Gv+EO0DxTYajPqEz2kZtpGYx7c72IYDI6D/gQoA/PIkk5JyT1NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABU+m6hdaTqMGqWMrRzW8qyROrEFWU5ByOlQUUAfuZ/wT7/a68LX/wAA9M1vxVoFl4hT7CixWWoaejEqqgE7yCQQR0zXW/Fzxpp37UU1p4a+GvwwbT9Tlm2mO1gBE5LLjGMkYx6d6/Mb/glt+1jofgP4weHfhN8WYjJ4ZuJXgR1uBF5Rd9/JIOcksO3UenP68+Kv209J+EOiL4e/Zz+EPhzSg9v5dv4sTTvN1IkqQSJyxCr0PCjkZoA8v/a60L4v/DTwHpX7PtnorWt1lTc2tv8AfLOpALAdfpXil5+wr47sdIi1XWdct7fVZQJDpjupnUEAgsobI79q9fsv27viz4di1R/FUdvreoXKFNP1K9tI5ZbeRjyQ+3LHB4yeK5DxR8Pvil4a8E6L+0N4j1e6U+JLi6fTgZ2JPkNgtg9ATx15oA+cviN4V8YeHvEiWPis7riN1WJTnJA+vap/BWlawniSRrW5NpPEwErc8jt9K+gv219Curyx8D/FOawLLqei2l28gXIYv97/ANBqrovwgi8c6hB498PRobKdYzcGHGEGBkNjoR6UAa/hL4q+NY/h3feEtYvrjUbAxxl0lkZlIVty5yexryzVfiV4VtLi5TX9FaQvMxIZgR+RFevy6zY67p1x4J+HnhfO9lhV1O4zy4x3GecV574d+D/g7TPEF74j+MutfZbdZWElrGu+YuM4RV/hGepNAHkWn+Dx8WPH3/Eu02Sz05Wy8nlYAQHk/SqOu+EdPl8a/wDCLaA7z+W+1mHOeleu+K/jp8PdN03U9M8E+HEsluI1iSSMglUBBIzgZJrzn4a65H4Y1O78Rahpfm3NxK0kHnIcEHpQB7X4H/4R39njw/Lrez7Rc3Nm0Qtrg8MOeQMe/euCtPC/jL4w+Kx4w0nREtoIJtzeWgAAz68Y4NanhLwr40+OPjGxs9Qtp999ceXbRxxsyqv3mbGegHP4V7B8V9S8AfCqxk8L+GL/AM+zsYwtxfRkDzWwB8oz60AN8W/H/VvhL8ELX4dT6ys13HC8iOJt3kK5OUB6CvyK/a4+N3/C4viHI1rIktpYyOIbjqZGY5YgnkDgce1e2ft6/tKWbWt78N/DfiCRr66VReeSwZVhYncpb1I/nXx3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAElnd3NhdxX1nMY5oZA8Ui9VYHIP51+jH/BOj/goP4S+IhsvgL+0TrUWnX7+abDxJezJHayAB3Eb4QeVhQFDEnccetfnHSxySROJInKspyGU4IoA/a340+BDBdxSaE8c8cDB45IJQ6SrnOVI4IPY19K/D7VvBn7X37IUXwLsLGG08b+DLV59AsyxL6jbn5pdgAzuB3Ej/AGa/Gn9ib/gpV4o+BGo2XhD4uWY8S+GY1Ma/2lcSvJbJgYUMuW2DAAA6elfe37FX/BVz9gzwL+1BoniPX/FdzpEbW9y9vegMtrDJIjIIpJJACucnluOmTzQB6X8O7DWPjP8ABm5/Z7vtEa61DQJZ2tcRDckTA4UEjPHNeJ/Cz4heLPhFP4k+GV3JJFHdxMFilfBVweGHucCvuv8AZL+LP7Jfgu88W/HT4b/ETRdY1tFdbLS/tKHy2dGK56g/K2cV8Xa74au/iV8Zbvxd8QfE2n6fHdT77rULidIkiXjcx7cDOAO9AFXwrp9z4T8OaN41ub+a2a41+NbUo5UkYILDn1NWpPgC3j7xV5F/r73Pnb38gv8ANIQ2T6ZNeAftuftceFJvjD4X8H/DXyrjw34WaCO1lWfat8I5DulbAIyxH5V03xK/4KP/AAP0fVdD8R2WuXGn6rYsLiaLT5dwVioGPl5I9sUAehftHfALwr8M7fSNE0O3d7m6VGuAf4GOTjnsMV7FbfAr4Z+Hf2dfDPxz8UaOu7UjMtjp6xkGQQyeWzccgE+tfIfxA/4K2/Ab4ozR6j4p0aePVLdNiz20LiKXAwCQQcH15rG+KX/BcIaz8ObD4W+B/A9xFBplmYY7+5iUlm3ZPljePLU9/lJoA+pPFPxV17wvos3iWHSrfRbW3Qot0qbZIl2nIDjGMivgj9sT9uGPVZZvBngG9E8oytxdrJlUbP6n6HivEfiz+1t8XPiqk2n3niO8tbCZyXtIrxyHyMc846Z7d68uJLEsxyT1JoAkurq5vrl7y8uHlllYtJJIxLMT1JJ61HRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAb/g/4oePPAb7/AAr4jntf3vmbVORvwBuwe+BitnxZ+0d8ZfGmntpet+OLwwOu2aOGUoJB6Ng1w9FAF658Ta/dxpFc6tM4jGEy3IHpnrVJnd2LuxJPUk0lFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAB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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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该图像中有多少种异常?
2
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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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"
这是核磁共振成像吗?
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?
T2
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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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"
这张图像是关于腹部么?
不是
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"
图片中包含哪些疾病?
脑水肿, 非增强型脑肿瘤
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"
该图像中有多少种异常?
2
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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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"
这张照片是怎么拍的?
核磁共振
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"
这是T1加权的核磁共振图像吗?
不是
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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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"
图中脑哪个叶是正常的?
右叶
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"
这张图像是关于颈部吗?
不是
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"
图中脑部左侧显示什么疾病?
脑水肿, 非增强型脑肿瘤
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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