Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
image
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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?
左叶
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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
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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?
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?
T1
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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?
无
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大脑是健康的吗?
是的
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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加权的核磁共振图像吗?
不是
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"
扫描的是图像的哪个平面,横断面还是冠状面?
横断面
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"
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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nblQe2PSqenJE15GYmyDKFww9f5UX91eXEv22cbmz8vPv9eKfosXn63axbSxkuBxtzt70AeifFj4UXeleCLHxdBtdGiG9SDkDA5rm/DM9zcGC12HYtoz+Zk5j+dMEe+Ux+J9a9y+L5sj8E7e23cm1UBSPb1rxHwIFngmdFLFrMAc+jjIH0OM0Ac74wvo73xQ0kOASQCqgge/WreoyzRadHErlR64zn86xNQgZPEMkztlS2AW/ixXSR2I1XRnmmDkqCRg4JA7fSgDr/hHiZYpbu5QKxHzScY5r2jxppSa14Ia00o+ZIsOVAbIJH+NeB/Ce1t5r9ZLm6jWOMjKSufz9K+kJtVhi+GdxdaKiu8MRxtye30/GgD5r1zwfLLI3no5ZWO5WOKwFtj4evhcxxJvjyODnLe2a6271fV7j7Q720jzOxJYqcN+Vcvqdjq3m7r2UAsMlSvagDZ/4Wnqy6bHpXkTbgScgYGTwefpUTeL/ABDrDzW/nSJBHHhMEksT1xXNR2mp3Mqx23mMAOQO5rd8N3up+GdRW7NnG6qeVlj3KfqDxQByX7WWjarrHw5/sbTPDs0kei2KahqGo7Tst1YlFUt6sxr4ldGjco4wQcEe9fov8YvGWvfEH4Ya74fWT7PZXVh/pFnbosccpT5lBUAZwRwPWvzsv4zFfTRMMFZWBB+tAEVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfpx/wSd8LeJNJ/Y78TD4t/ByPTfBmtXH9oeGvGBXddatc+Y8DxRAnCpG1thiQDhhgHcDWloXjm5+FXjd9R0GKK+02f5b3S7lA0U6Zzgp09/atP4d/Fe38K/si/DD4YaN4cENpp/hK2e5FqpLT3cyiSeR+vO9mH4V5z4y8R2t/rAlsLCW1IO4iRCBuoA73xFqn7NnjnVXmtPC2u6BLcn5pBdxzwRsfRPLDAc9N1cn8XPgpZeB9MttZ0DxPbatZ3gytzbxOnln0cMOGrnLLxGtuv+mwCeEnLKDz17V19t460HUPCE/hyZ2MJy1tkfcJPHXoecUAeYG3dEETMWyeAOmKt+FrqSz8RWslzGSFmG5QOuTx/Sklijs9QSOK5BDZ7ZBpy20a3kd2rZKMCCPrQB7l8W9WW4+GVqyFVZhtZQOV4ryP4aNYu11Df3ZjmgJa2A+YSZ++h+q9PcVd8W+Or/W9Lh0KJy2wfMq84NcppMF7bauI5IXWMy5c7T+NAGl4tsUQNf2rJLDKxeKVE69Oue/8Agan8KXkT2skJlx5sWwgnqT7V1fivSNNPgWJrKZTLI7s42ABW8o9PY4H5157ocwh8tyCJEOeRQB0fgJTDq7WYjTAfbulHQA44FfUvw2stPudAGm3WyRJFCOu7IPofr7V8wWlmXvk1WyUEMQJAowQfWva/hR4kEaRwape5k3Dy13dfTP5UAYXxZ+G8fgjWXktdSK2tw58pAxyDnBX3FcDfaZZ/bVnGoKWMflyxyRsQQDkEEMMHkjoQa9R/ajutSuNRsfEFpYvJbCA7WQcK+ec14jc6he3lxJcXbMBuwzeuR+tAGrLfaNoQC2oEkmP9Z6ewHapNGsNf1xvtItSQQPk25GPU9awBlWX7NZPIQcuzJmt3w5401jRLR42s2jUDCsFI7+1AG5YfDTVfE32rQo4Y/Pms3dYwQNwA6Cvzu+NPhS+8FfE3VvDeo2phmtrpg0ZHTk1+lPg7xnqkWrHxFC6p9jtjmVlxt6setfFP/BQSzgu/ilY+O3svIuvEVk11cADAYBtqsB05GaAPA6KKKACiiigAooooAKKKKACiiigAooooA/Ub/gmL+0L8MviH8E/D/g3x/wDC59R1jwhcMb/UI5kSO/sw5WKB1w3OHwWABPlA5HOel+MnjXwF4i1e6sNW8A2GlZz9nexSRNvouCxU/XANfD3/AATY+NGnfDL44p4Y8Q6pLBp/iUR2hxjy1lD7kZskY7jjqSPavuv4uyfCeKzuJQ95fXKuRCskYUK2eh5OfrxmgDxfwJpNhqniFdKv3zBLOY98gx8pOAR/OtHxn8IPEHhO8d9PtDcW6v8AK8LkgD1zitnT/hNrFzpya1JdfZnkBMCA9vYHk1P4X0v4v6xqaeHfDsF5euWwIoYi5YD2xxx37UAeXzJtvPKeMpIGztkHI5qbyz5RGeh6r0FelfGTwn4b0OG1tdVR01h491w+FCpJn7nqcY5NeYSSzQ2jK6YbOCwH60AdT4C0G71eOW5023Nw+SzK0eegweD9am17wrrdvL58lqsR2cokYXC+px0/nXb/AA/u7P4b/DWfxpZ3Ucl6bgWdvFIm4AGIO0jA9RzgfSuWi+PfiXVYJLWewF5a8lla0jKAjoeg5FAGYk7yaRbxXD7hHI4wTyV8tgfr2/KuDS8khvGt5EKdlyD8wzxn9K7vTXl1iCHUTEsKNdMCCcYyrcY/Pis3xNpFrPALhYhHcQqUHHEg9QemPyIoA1fhOi6nqYsbg48wgAg9K970n4dWGkCG4tUGMAg9ifoRXjHwQeyt9VW6vLc7QQWJOdpB7YNfRGoa/pI8Px3FhdEsy8bzkj8fpQBv2nhnQPEnhyXStUto5c/dDnHzY7V4B8WfgbfeE9a/tDS9KkubPdkmIbvL68YFdbf/ABq/sXU0Ea5VSSRgda6vRPizofie2EySIrlcSB4wM0AeDade2Yuhpz6QPLxli8ZXaPr17VuajoWmwmNbmQDI3PC2M/ie9eoeLPhppvi+6GsaLqMVpOqYLIuQ38ua8z1HwpJbak8V9qBlIbBy2O/PGf8AGgCxpkmk6bbiGKOMW7ZOoOybi8XRlGemRkZ6818O/wDBSHXrDVf2lbnStJMS2uk6Vb2sMMJJWIfNIF59FdR+FfT37XPxLtfhd8HZrnQZEhuZHEaFuuSp5H+e9fnn4k8Rax4t1y58R6/eNcXl3Jvnmc5LHGP5AUAUaKKKACiiigAooooAKKKKACiiigAooooAm0/UL3Sb+DVNOuGhuLaZZYJU6o6kFWHuCAa/TL9kvxZ4Z/ae+DVv4mufFdkdU0SOC28QW08hSZZwuVkIKjcG5O4cEhh2NfmPXYfBT41+Lfgd4vi8U+GZi6dLyxaUrHcpgjDfmcHBxmgD9N/i/r3h3QLzR9J8Ja/9rWztkikmEZQM+52fAPJGWAz3211Nx4+1LUvAMfhfwPr8dpeyxYvxCixtNjOBuAyRznHQkZrlvhRpvwp+NvwxsPil4e8SJcJc20cl7Elt81lKyBmhchiN6gjIBre8QeANH8F+Fk8aeF7+PXc5QR2kbD7MwxjzR2z1A6HHXjFAHgXjmz8Rw+I5NM16/kuZosOgycrz3/Xmsme0lx9neAxlyBuK4Huc969g0fSND8LM/i74iaU97qGofPbWckhXcpyFJwMkdcDv1NU/E2peFviZoV9bp4bt9NvrKHfb+RGEJQHkH16g5PpQBmeF/EWj3vw7u9I1CQ7zECFyOJVGA306j8RWP8K9X07RJ7gT6stuC7KFlj3K688Ee4/nXK2iT2iMnmMpzg7c4yK0vBC+Go9UEni6B/JP3WQgEfn396AO51bStCfTba804qZzrMYURMNpUpIc4+qgf8CrndS0e7eIotqSGbcWPb8a6SfU/DN9o1pp+haB5Ua6orpfSXDM4ARxtxwvJKnoTx1rDfxcmkTS2uo/vQrnadnUelAC+GLu40LUoLm4h2eYxDptGD+Fdl4g8dxxwYsZsMQPkHTp0Arzttem1nV11N4ykEA/dITyT61KNZhlnMtzuJVieD/SgDV1fX7XVNO/0hyZ1bgbaqeGPElxo96JEkY5Pypu4J9KrTRadqhN1aPhk52Z7VufD3wcPEl3JcRL8lvgyOW4QZAyfQfMOaAOvtfi341FitvYWCxBujMm4j3JrCv5dZ1PUBqMl4ZXLAyjA4PtXc22n+H9As5Ib+eOaWWMJaJEd6Anqx6cjp9TXmHx9+Kvh/8AZl8LSeLL5vtFzdE/2dZ9pnI/lQB84/8ABRLxk11qNh4Rt7zesG15489Gwa+Xq3viP8Q/EHxN8WXvivxBdM0l3OZBFn5Yx2AH0rBoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPUv2Y/2lfEvwE8UqsmpXcnh+6YjUdNiYFSSAPMCn+IY7EfjjFfevg/x1fQ2Fr4/wDhV4iYwXUKPLCJN2Ayhip/PGDxxX5cV6Z8Bf2n/H3wR1eNbe+kvNIORcaZKQVYHuCeR+eKAP0W8MaV4l+Lvi+fx54oZzHaxSXEzbMoqoue3AJwAB71xNhfSS/ELUdStrUBJVdHjVcAqVORj0wSK2v2HP2sPgb8UfG7fC5vGkWmXHiuJtOttNvZGiElxICI9r8DhwvfoTUnxJ8A6r8OfFd3pd5Yy29xDOVmhkGGX69u/wBD1oA8wNpJNfThGZVWQgYPI+taFvYfYbmK31yAm2nGI58ZCEjj6VsaX4ccTTTNGreceBnn616boXg/R/E3we1WS8sYmmso1dHIwy84I9aAOGsE07TrOy0+CXeov1ywORja+f5/pT38JW93OdQuVTy0yzMB0Hr+dVNGRdO0zT4p2Cm61TyoCx+84Rzj8gaYdbutM0i60zypJJWDRx4HHJ69KAMXRfD03inXbqKyuTFBEWMbEfeHpSaVoV9cazNp1vEZgjYdx0ru/CPhyLRtPtICv72aH965PUkfWuh+H3w+1Oex1ma2sYt0cYlWSSXbxvGcZ6nHH5UAecXmg2ula6La2mUHZ+8KqMDj/IrpfD/gLWrqxa/0LVCHIBaGJclsdxzn8qTUtIg0i3lguId95McyzSMNq/jXBfEb9rXwl+z1YrNp+tefqg/494bVyTvHPVfujtzxQB2HxE8YeEfgr4Wu/GvxL8QGN7aMta2RbL3EvZFHXPvX59/H/wCOHiP46eOp/E+r3cotlAjsbMykpFGM4wp4B55q3+0T+0l4+/aM8Z3HinxbfyeTIw8izL5WIf157153QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV774A/4KKfHLwzYWHh7xfFp3iPTrMRwltShf7UtupAKJKrgZ28AurAccHpXgVFAH3p4O/bj/Zi8SwRNreq6hoVy6DzIbmyaREPcb04OPpXsfhL9sz9h9/g/qunaL8ZrvUdZnh3rpUOiTwDjsWmVc9umR71+VFKkkkTbo3KnGMqcUAfWvxl/avvLfUra08I6VDJY27LcWcqyn5Jc8847dP8a9N8I/tEeD9X0bQ7/wAXXkNhqsyeZsABU9fyzjvivz/E84j8oTPt/u7jinG9vGAU3cpC/dBkPFAH6Z+I/wBpT4K+IfCFnfXeuLZ3tthDtIQOoJAP1/8ArVwfin9vnwF4D8waU/2yWPg200u5Xx3UjqK+CptU1O4g+zT6jO8YORG8pKj8CagoA9t+Nn7bnxL+KeozNZTJY28jHKwLtLKfpivF7y9vNQna6vrqSaRjlnlcsSfqaiooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
图中哪侧的脑叶是异常的,左侧还是右侧?
左侧
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"
图中是什么器官系统?
头部
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"
图中脑部左侧显示什么疾病?
脑水肿
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"
该图像中的异常是什么颜色?
浅灰色
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"
该图像中有多少种异常?
1
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"
产生图中大脑左侧疾病的主要病因是什么?
颅脑损伤,颅内占位性病变,颅内炎症,脑血管病变,脑缺氧
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"
这张照片是怎么拍的?
核磁共振
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d6TLHALlTcLADslXIyOR3FfoYfhV4R+LXwx0e58JxRaWkQSWKS2jDFCQMjPof8a+j/wBpP9k34PfG/wAD/wBveH9As4rmWIFZYYwGUgZzXy/8Mbmf4C+ItR+DWv3Li+kQmxSRjskjOSGUeuaAPmn9rzxnpOh6fd/DHV7oz6hBJiRd24ArnkE9K+Y43ewYSbiefk+btXd/te61cQfG7XINQikLmd9sjnoSa8YtPFtwNROlam+Q/MEjcAnPIoA7uW/jvIhNCoQgfMWHU10fw7kdrify1+9HnbjgmuA02++3XLxEZHoDmu5+Hb4czM54GGx6UAM07Xr2z8Vat4N1F8RsUu9PcnJKMPnQ+mDijRbqI6g1xdxlokucmBmILrnp+VM+JdtdeHPFdrrkFi1zDJGY5WQ/PC2D27gg/pWR4b1NrjUw0avK0hyw2/dPvQB+c3/BTn4cR+Bv2qda1HT7d1s9ZSK+ibYAoMiAkcV88V9j/wDBY/xRb6j8WvC2g29nbRyQeG1ku5IWy7N5siqrDPGFUEd/mPtXxxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB2vwHNwfGrwW+czWZjbnHBljHP44r9ePC3gm78OeFdMtbF1WKLTYY9qjDkheWHpk5r8pf2SbXQdS+Klho99bzNfXWpWa2cikeWsYlzKGHcnEePoa/Yi106WOX+zldR5GACG+8nOD7+n4UAZuhWGm3fzyxsH6SszHcv1z3rF8baI3h7U11K0hzbzN86gcA9m9q6W908i6EyNsaMHYx/i9AfX+lVPEkya1orIV4XGVbqCD0/MUAS/BrXLXwx8SdK1DV0UQyXKB5CPUjBr9NdItYn0JDAu6GaFXRxjGCK/OxfgVr3jvwHF4g8O22+a0Xc8ceQxHYj3FfYX7E/wAe4PFvhGz+FnxIiW21uFltbWdhgzEA4znvgUAeo6TpiW1w6+bnJxjritlIIXhELQu5JyrIcbf8a0NW8CapoN75N8jRq2WD9mB6YNTRadBZ2/m72aXsMcCgDvvgX4vvZtbh8MXshe3YNGkZA+UYyOfXivFf+Cjvwri0jUtL+Kml27RXmnXDRmVBgiNhkZP+8P1r1v4EpYQeM7a81B9jeYdvPX5T2o/bhv8Aw9d/DLULC+uIjPd7Et1lYZLZHSgD8gf21LP+1/iSdchiUG8s4JnGOctGpP618+eIfDqtB543K8bblOK+rf23tEt0+Itpo+kRsn2bSbaOaTaQGcJhiPUdK8A8U+Hp47VXhkBJyCKAMPwZqKXMyGQhTsKuoPJNemfD+KGQTEjhWPJ44rxa7e90TU0ukhwFyW2967rwR48M1u2XKs6knBx2oA6Px7rH9ra4bVLjEacE56n0qTRBoukac0y7fMPHXknNYEATUJzJO24yHIx3q9Pp866bcXscRSOGIsTjsBz/AFoA+Nf+CtPwZE0mlftB6UY1iklXStRiAAO7azRP6sSA6n0CrXxJX6q/tw6H/aX7GvjA21mLkjToLi1RI97AC5iJcDkjC7iT2Ge1flVQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6d+yR4hsfDHxhtdWvLxIWjSMwB4y3mMLmFiowPl+QOc8dD61+yhhGtW1pqOmgM8sIZHUZ4I/lX4XeFdal0DXbfUEupIoxIq3DRDLGIkbgPwr9l/2Mfi9pHxN/Zt0DxfJbJeFrZ7K6AkIbenB56rkAHI55oA6jUr7UtFQx6pCSGPySqOPofSsqe+tDbzukqFpHyAHyeRyK6bWYlvLdovLXa33YgOFHbrya8+8TeFb3S5BfwBvKD52A8igD9Gf+Cenw70nxd8Lri41nTUmheJIwrdOR0/Ssb41eBtN+DPxJQ2OlXOnFbgTWE4TKA5zww9+x5Ga67/AIJJeONJ8VfCq98O+eFu4GVhGW+YjGP0NfTvxG+EPhf4o6G2ieMdMWdQuIp8YaNvUGgD5m1T9uiDUNGs9O1i0/e242GfkjPqfbit7w3+0DZ+L4IorIBllQMk4XAYHpz6VkeMf2DPC2mRXUrePY44I2ZkJ4KD35r5r+JHinxZ+z1cnRvC3i4Xltu2xBwGCAdAPagD63Hx88L+GfEtvpF74mSG8IMqKhGePaofF/ijRfjLI2veNdYaLT7PLRl3AAwPvH3r83vjV8UfiVqOp2fxvsLK91C58NzpLeaXpUOZbqFuuVHBAPB+tN8Ufto/HP4+yW1v4Z+F+sfD7w7alVK6s37y/cnkhSOg60AetftTx6541vbDxemmziG5tiLcGPnywzKrH0yADj3rxuD4X+NvEl5JYWehTh4oFlfeuMKzbR9cnoK7yz+MHibxbPBot1pZvNUi2hbhHO1kUYAKjvx2r64/Y2+A2v8AiHTh8TfH+jrAPMzb28sW0uVHDEHsO1AHz14N/wCCUvi3XvBKeKfFd6kOoXMYaDTF5cAkYLDtxXzH8TvhJqnwQ+KFx4S1W0KiKYp8y4B9K/brR7ZLXUFEtsCxXasmfXrX5yf8FgPCel+HvjDpGt2yRrLf25cgAZOG60AfPPgHTrO6tpbu+ZfNWTATI4FaOo29rqFjdWtpNN5MkLrlBwuQQefxrj9H+263rC2dmdoYnzADjgCvRNLuWt7Q2E1mAAAo+XIIxigDivjXp0Omfs4eLrW2UbIfBmoxoSOcC1cfyr8Wq/aL42a1ZRfs4eNBqV1FbrF4Z1S3R5pQA7fZ5AoGe56Y61+LtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX21/wSH/aBk07xfe/s/8AiLVmEGsMLjRhJyI50XDKPZlwMf7NfEtdp+zz4/ufhj8Y9A8Y2VsJJrbUYhHmXZtJdRnPTpkc8YNAH7bSPZ6Ysk80S74x95jkY9q4zxH4gbVmZIccscADORVzwV4z8LfG3wjZeJvCuuQ3VrdbTO1vMr+W+BlGweCPQ+tdBa+BNPsGMgdCAcKAB/M0AfQv/BHn4peGtG+Jdz8PfFSrBcXR83TpmO07uhHuCO1fVf7YH7V/jT4Ya9f+DPCGjW9usMCNcahcn5wrkKGQdOpxX5n2mpat4E8Waf488NgwXGk3Ucu+LjcmeQfqAfyr78/aU0G0/aU/Z70L426Egku7TTkXU1Q/M0RwQ/vtcD8DQB8w+P8A9o3xVLvsLnxLeymYlmDyHaT615N4r1O914EX2oyXDvKjZJ+79PSqeqax5OqXOm31s8l1DKyNGecADgjuc1Daazo+/wDtDVIyhUfLDGpDMfcGgCpJ8YdQ+DcWq/ErRCCNGsWeQOuVlQD5hjvVHRPj7eftL6TovxSuFZLa8tS1nbrwqKGIIA9ciprPwno/xd8M6p8PbnVItIttSsLm2a+vBhY3dGwT/wACIFZvw7+FVp8GvhXoXgd9Wilm8MaesAaNMm5YcuePVsmgDqfDPiTVPAni4+I9DhBljUMgZc+hr9QP2P8A9pbwx+0R8JLXU7SGO31LT1FtqtkMBoZQPT0I5Br8vrS+0HU5f9HuBudBkSrtGTgnntzXe/szfFfxF+z78arDWNOkP9navIltrNpuwkkbfdkHuD0P1FAH6nto1xPcC5gnURqxMi4/EGvyn/4Ks+M5fiH+1efCVhciRNDtVhJVuFfGT/Ov0x1b4p+H9G+F9342i1SKSOOyeaJt3G0LnJr8YviV4sv/AB18WNb+INy5luNR1CSQE8naW4/TFAGj4U8DX+ij7WuoL5wGRnpjrXTi4vorUPLErSAExhT1bpj6VxH9r3NxGI9Q024ljG392GIBIOecc10el6pc6pEI205Yo1Ix6+lAHwR/wVH/AGmNH1tbb9nHwbrbXTaZqL3PiqaJcR/ahwsAOeSmW3DGMkDqK+Ma9E/a4uILv9p/x9c204ljfxXelJFYEMPObnIrzugAooooAKKKKACiiigAooooAKKKKACiiigAooooA+iP+CdX7Vmp/s+/GC20DX/EFynhXWnMN7YbsxLcOUCT4/vDbtz6Ma/VLUL+S4sItU0y9ElvOoeMqeqkZFfhPFLJBKs0TlXRgysOoI6Gv0H/AGEP+CkPgq48M6V8F/jdqbWGpCdbXT9ZkXMTg8LvY8J2HPc0AfVuuap40ks5bWyjYxyJlh3NfUX/AATS/bIsNOu3+AvxLuQLW7ia3tmuTwAwwUOfwIrw+WWyutMj1HTriOaKSMNHLCQyyDsVI4IP9a8y8bS3dlr6a9o8DW1xbkN5kRxgg8HIoA9u/bh+Hknw1+LFy3h6JQUuMwsBw6E5HTtXm/hfxBr91cK15pdvG0jY8+YghT0/Co/EP7Qfiz4nWNqPGdxFNc21sIFuJergcDcfX3rnLnUL65Zre21D9+QflXpnHFAHV3ek6ZLO17B4hSVi5aSCMFVY+1LdafqOsRzHTLYzBVO5M/MODjisLRNFtbawnid5FvBGW84tleCPyFaF6df0O+m1zR9S3+RkvHG/Lc4yPUUAYkdxFYI0TM25+VkzjDehFdd8I9O8Q+O/FtpY3chWK0dWDg5yAeB/OuV1rVNHvdDg1CWErKWJnKkEvITyfapvAfj7xNoVndWfhdFge54Ern5gKAPpD9qH9qmDwp8Jz8FfCeoCWea3EN68b/dXOW/PpXzN4GsoTam8lZWd3+6eSKwLrTNZu9fZNenO5n3li2fMPqSa6lvDNnaWK6hZeerqmWMZ6/h3oA6WLS45F3RJhx94Y5r56/b/AP2stM/Z0+Gdx4L8OX9tP4s8QQyQRWonZZLK2dHVrnKcqwJATJGTkj7ten/F744+Hv2c/hjqHxD8d3sMYtLc/wBm2s1wVa9udp8uBQATlj1IBwMk9DX4/wDj/wAd+J/iZ4x1Dx14x1aa91HUrlpried9zZJ4UdAABgAAAADgCgDId3lcySOWZjlmY5JPrSUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB9b/ALGn/BUbxV8CdE0v4T/FHQhrXhe2kWCO9jfFzp9tjACrjEgXjjIOBgZNffvgv4k/Bb44+DrXxL8N/GNhe2t9GpjgeVY5gWGdjRsQyt/skZr8S6u+HPEeueENes/FHhnVJbLULC4Wezu4Gw8UinIYf4dD3oA/a/whoFl4fttYh1XTYpY2icI0qg7RwRj0wQa4y20jWNVkQxBIFYMIWc8sMnFfGPwQ/wCCsPxI8P6XD4O+OmkHxJZy3ZN1rkMixXiRN2KKoSTB6fd49T19s8Kf8FPP2WdWt5xq+savoYt5zFbR3WkyStNHjPmL5IYKO2CQeOlAHqPxB+MPgX4M/DzUfEHxG1A6XFaoLcXhBkM87H5UjUcuTgnA6AE9q1PDuoD4keFdK+JXhvVbgafq2nRXNnKImQujruyVIyOtfnj+27+2NN+0Pr//AAiXgwvF4T0+6822MsW2S+lAI89gRlRgnavXBOeTgfXn7Dnxr8L+Ov2cvDunxa8n2rw1aR6Xe2krmPDxxrtxuxuG0ryOO1AHoPivTZfDckQmu2mEikYZvuNXWeEtDEVrFcINwZQSw5yawfE954Xl0a61TxBrFmIxC0klxLdKqW8SglmJzgAAE59q8O8d/wDBSj4JfCLRrm3+HniCTxbqtrcCCKwgjkit3AOGf7QUKlMA4K7skjAxkgA+kvEWiPPJHqEUeZIWAAx94dxXKfHz9pj4Zfs1eAZfFXirWEl1AxtHp2ixvuluZ9pKocAlFyOXIwM+uAfz5+Jv/BRz9p/x54g1K90HxvJ4e0q+YrBo2nQxMtvHjG0Ssm8tjksCOeQF4A8Q1nWtX8RapPrev6nPe3lzIXuLq6lLySMepZjyTQB337S/7UHxH/ah8b/8JX43uRBaW4KaVo9u5MFlGT0XP3mP8Tnk+wAA83oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k="
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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"
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?
右叶
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"
图中是什么器官系统?
头部
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"
患者的右脑叶是否异常?
是的
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d6TLHALlTcLADslXIyOR3FfoYfhV4R+LXwx0e58JxRaWkQSWKS2jDFCQMjPof8a+j/wBpP9k34PfG/wAD/wBveH9As4rmWIFZYYwGUgZzXy/8Mbmf4C+ItR+DWv3Li+kQmxSRjskjOSGUeuaAPmn9rzxnpOh6fd/DHV7oz6hBJiRd24ArnkE9K+Y43ewYSbiefk+btXd/te61cQfG7XINQikLmd9sjnoSa8YtPFtwNROlam+Q/MEjcAnPIoA7uW/jvIhNCoQgfMWHU10fw7kdrify1+9HnbjgmuA02++3XLxEZHoDmu5+Hb4czM54GGx6UAM07Xr2z8Vat4N1F8RsUu9PcnJKMPnQ+mDijRbqI6g1xdxlokucmBmILrnp+VM+JdtdeHPFdrrkFi1zDJGY5WQ/PC2D27gg/pWR4b1NrjUw0avK0hyw2/dPvQB+c3/BTn4cR+Bv2qda1HT7d1s9ZSK+ibYAoMiAkcV88V9j/wDBY/xRb6j8WvC2g29nbRyQeG1ku5IWy7N5siqrDPGFUEd/mPtXxxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB2vwHNwfGrwW+czWZjbnHBljHP44r9ePC3gm78OeFdMtbF1WKLTYY9qjDkheWHpk5r8pf2SbXQdS+Klho99bzNfXWpWa2cikeWsYlzKGHcnEePoa/Yi106WOX+zldR5GACG+8nOD7+n4UAZuhWGm3fzyxsH6SszHcv1z3rF8baI3h7U11K0hzbzN86gcA9m9q6W908i6EyNsaMHYx/i9AfX+lVPEkya1orIV4XGVbqCD0/MUAS/BrXLXwx8SdK1DV0UQyXKB5CPUjBr9NdItYn0JDAu6GaFXRxjGCK/OxfgVr3jvwHF4g8O22+a0Xc8ceQxHYj3FfYX7E/wAe4PFvhGz+FnxIiW21uFltbWdhgzEA4znvgUAeo6TpiW1w6+bnJxjritlIIXhELQu5JyrIcbf8a0NW8CapoN75N8jRq2WD9mB6YNTRadBZ2/m72aXsMcCgDvvgX4vvZtbh8MXshe3YNGkZA+UYyOfXivFf+Cjvwri0jUtL+Kml27RXmnXDRmVBgiNhkZP+8P1r1v4EpYQeM7a81B9jeYdvPX5T2o/bhv8Aw9d/DLULC+uIjPd7Et1lYZLZHSgD8gf21LP+1/iSdchiUG8s4JnGOctGpP618+eIfDqtB543K8bblOK+rf23tEt0+Itpo+kRsn2bSbaOaTaQGcJhiPUdK8A8U+Hp47VXhkBJyCKAMPwZqKXMyGQhTsKuoPJNemfD+KGQTEjhWPJ44rxa7e90TU0ukhwFyW2967rwR48M1u2XKs6knBx2oA6Px7rH9ra4bVLjEacE56n0qTRBoukac0y7fMPHXknNYEATUJzJO24yHIx3q9Pp866bcXscRSOGIsTjsBz/AFoA+Nf+CtPwZE0mlftB6UY1iklXStRiAAO7azRP6sSA6n0CrXxJX6q/tw6H/aX7GvjA21mLkjToLi1RI97AC5iJcDkjC7iT2Ge1flVQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6d+yR4hsfDHxhtdWvLxIWjSMwB4y3mMLmFiowPl+QOc8dD61+yhhGtW1pqOmgM8sIZHUZ4I/lX4XeFdal0DXbfUEupIoxIq3DRDLGIkbgPwr9l/2Mfi9pHxN/Zt0DxfJbJeFrZ7K6AkIbenB56rkAHI55oA6jUr7UtFQx6pCSGPySqOPofSsqe+tDbzukqFpHyAHyeRyK6bWYlvLdovLXa33YgOFHbrya8+8TeFb3S5BfwBvKD52A8igD9Gf+Cenw70nxd8Lri41nTUmheJIwrdOR0/Ssb41eBtN+DPxJQ2OlXOnFbgTWE4TKA5zww9+x5Ga67/AIJJeONJ8VfCq98O+eFu4GVhGW+YjGP0NfTvxG+EPhf4o6G2ieMdMWdQuIp8YaNvUGgD5m1T9uiDUNGs9O1i0/e242GfkjPqfbit7w3+0DZ+L4IorIBllQMk4XAYHpz6VkeMf2DPC2mRXUrePY44I2ZkJ4KD35r5r+JHinxZ+z1cnRvC3i4Xltu2xBwGCAdAPagD63Hx88L+GfEtvpF74mSG8IMqKhGePaofF/ijRfjLI2veNdYaLT7PLRl3AAwPvH3r83vjV8UfiVqOp2fxvsLK91C58NzpLeaXpUOZbqFuuVHBAPB+tN8Ufto/HP4+yW1v4Z+F+sfD7w7alVK6s37y/cnkhSOg60AetftTx6541vbDxemmziG5tiLcGPnywzKrH0yADj3rxuD4X+NvEl5JYWehTh4oFlfeuMKzbR9cnoK7yz+MHibxbPBot1pZvNUi2hbhHO1kUYAKjvx2r64/Y2+A2v8AiHTh8TfH+jrAPMzb28sW0uVHDEHsO1AHz14N/wCCUvi3XvBKeKfFd6kOoXMYaDTF5cAkYLDtxXzH8TvhJqnwQ+KFx4S1W0KiKYp8y4B9K/brR7ZLXUFEtsCxXasmfXrX5yf8FgPCel+HvjDpGt2yRrLf25cgAZOG60AfPPgHTrO6tpbu+ZfNWTATI4FaOo29rqFjdWtpNN5MkLrlBwuQQefxrj9H+263rC2dmdoYnzADjgCvRNLuWt7Q2E1mAAAo+XIIxigDivjXp0Omfs4eLrW2UbIfBmoxoSOcC1cfyr8Wq/aL42a1ZRfs4eNBqV1FbrF4Z1S3R5pQA7fZ5AoGe56Y61+LtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX21/wSH/aBk07xfe/s/8AiLVmEGsMLjRhJyI50XDKPZlwMf7NfEtdp+zz4/ufhj8Y9A8Y2VsJJrbUYhHmXZtJdRnPTpkc8YNAH7bSPZ6Ysk80S74x95jkY9q4zxH4gbVmZIccscADORVzwV4z8LfG3wjZeJvCuuQ3VrdbTO1vMr+W+BlGweCPQ+tdBa+BNPsGMgdCAcKAB/M0AfQv/BHn4peGtG+Jdz8PfFSrBcXR83TpmO07uhHuCO1fVf7YH7V/jT4Ya9f+DPCGjW9usMCNcahcn5wrkKGQdOpxX5n2mpat4E8Waf488NgwXGk3Ucu+LjcmeQfqAfyr78/aU0G0/aU/Z70L426Egku7TTkXU1Q/M0RwQ/vtcD8DQB8w+P8A9o3xVLvsLnxLeymYlmDyHaT615N4r1O914EX2oyXDvKjZJ+79PSqeqax5OqXOm31s8l1DKyNGecADgjuc1Daazo+/wDtDVIyhUfLDGpDMfcGgCpJ8YdQ+DcWq/ErRCCNGsWeQOuVlQD5hjvVHRPj7eftL6TovxSuFZLa8tS1nbrwqKGIIA9ciprPwno/xd8M6p8PbnVItIttSsLm2a+vBhY3dGwT/wACIFZvw7+FVp8GvhXoXgd9Wilm8MaesAaNMm5YcuePVsmgDqfDPiTVPAni4+I9DhBljUMgZc+hr9QP2P8A9pbwx+0R8JLXU7SGO31LT1FtqtkMBoZQPT0I5Br8vrS+0HU5f9HuBudBkSrtGTgnntzXe/szfFfxF+z78arDWNOkP9navIltrNpuwkkbfdkHuD0P1FAH6nto1xPcC5gnURqxMi4/EGvyn/4Ks+M5fiH+1efCVhciRNDtVhJVuFfGT/Ov0x1b4p+H9G+F9342i1SKSOOyeaJt3G0LnJr8YviV4sv/AB18WNb+INy5luNR1CSQE8naW4/TFAGj4U8DX+ij7WuoL5wGRnpjrXTi4vorUPLErSAExhT1bpj6VxH9r3NxGI9Q024ljG392GIBIOecc10el6pc6pEI205Yo1Ix6+lAHwR/wVH/AGmNH1tbb9nHwbrbXTaZqL3PiqaJcR/ahwsAOeSmW3DGMkDqK+Ma9E/a4uILv9p/x9c204ljfxXelJFYEMPObnIrzugAooooAKKKKACiiigAooooAKKKKACiiigAooooA+iP+CdX7Vmp/s+/GC20DX/EFynhXWnMN7YbsxLcOUCT4/vDbtz6Ma/VLUL+S4sItU0y9ElvOoeMqeqkZFfhPFLJBKs0TlXRgysOoI6Gv0H/AGEP+CkPgq48M6V8F/jdqbWGpCdbXT9ZkXMTg8LvY8J2HPc0AfVuuap40ks5bWyjYxyJlh3NfUX/AATS/bIsNOu3+AvxLuQLW7ia3tmuTwAwwUOfwIrw+WWyutMj1HTriOaKSMNHLCQyyDsVI4IP9a8y8bS3dlr6a9o8DW1xbkN5kRxgg8HIoA9u/bh+Hknw1+LFy3h6JQUuMwsBw6E5HTtXm/hfxBr91cK15pdvG0jY8+YghT0/Co/EP7Qfiz4nWNqPGdxFNc21sIFuJergcDcfX3rnLnUL65Zre21D9+QflXpnHFAHV3ek6ZLO17B4hSVi5aSCMFVY+1LdafqOsRzHTLYzBVO5M/MODjisLRNFtbawnid5FvBGW84tleCPyFaF6df0O+m1zR9S3+RkvHG/Lc4yPUUAYkdxFYI0TM25+VkzjDehFdd8I9O8Q+O/FtpY3chWK0dWDg5yAeB/OuV1rVNHvdDg1CWErKWJnKkEvITyfapvAfj7xNoVndWfhdFge54Ern5gKAPpD9qH9qmDwp8Jz8FfCeoCWea3EN68b/dXOW/PpXzN4GsoTam8lZWd3+6eSKwLrTNZu9fZNenO5n3li2fMPqSa6lvDNnaWK6hZeerqmWMZ6/h3oA6WLS45F3RJhx94Y5r56/b/AP2stM/Z0+Gdx4L8OX9tP4s8QQyQRWonZZLK2dHVrnKcqwJATJGTkj7ten/F744+Hv2c/hjqHxD8d3sMYtLc/wBm2s1wVa9udp8uBQATlj1IBwMk9DX4/wDj/wAd+J/iZ4x1Dx14x1aa91HUrlpried9zZJ4UdAABgAAAADgCgDId3lcySOWZjlmY5JPrSUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB9b/ALGn/BUbxV8CdE0v4T/FHQhrXhe2kWCO9jfFzp9tjACrjEgXjjIOBgZNffvgv4k/Bb44+DrXxL8N/GNhe2t9GpjgeVY5gWGdjRsQyt/skZr8S6u+HPEeueENes/FHhnVJbLULC4Wezu4Gw8UinIYf4dD3oA/a/whoFl4fttYh1XTYpY2icI0qg7RwRj0wQa4y20jWNVkQxBIFYMIWc8sMnFfGPwQ/wCCsPxI8P6XD4O+OmkHxJZy3ZN1rkMixXiRN2KKoSTB6fd49T19s8Kf8FPP2WdWt5xq+savoYt5zFbR3WkyStNHjPmL5IYKO2CQeOlAHqPxB+MPgX4M/DzUfEHxG1A6XFaoLcXhBkM87H5UjUcuTgnA6AE9q1PDuoD4keFdK+JXhvVbgafq2nRXNnKImQujruyVIyOtfnj+27+2NN+0Pr//AAiXgwvF4T0+6822MsW2S+lAI89gRlRgnavXBOeTgfXn7Dnxr8L+Ov2cvDunxa8n2rw1aR6Xe2krmPDxxrtxuxuG0ryOO1AHoPivTZfDckQmu2mEikYZvuNXWeEtDEVrFcINwZQSw5yawfE954Xl0a61TxBrFmIxC0klxLdKqW8SglmJzgAAE59q8O8d/wDBSj4JfCLRrm3+HniCTxbqtrcCCKwgjkit3AOGf7QUKlMA4K7skjAxkgA+kvEWiPPJHqEUeZIWAAx94dxXKfHz9pj4Zfs1eAZfFXirWEl1AxtHp2ixvuluZ9pKocAlFyOXIwM+uAfz5+Jv/BRz9p/x54g1K90HxvJ4e0q+YrBo2nQxMtvHjG0Ssm8tjksCOeQF4A8Q1nWtX8RapPrev6nPe3lzIXuLq6lLySMepZjyTQB337S/7UHxH/ah8b/8JX43uRBaW4KaVo9u5MFlGT0XP3mP8Tnk+wAA83oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k="
该图像中有多少种异常?
3
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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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"
这张图片的成像方式是什么?
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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"
扫描的是图像的哪个平面,横断面还是冠状面?
横断面
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UfPQAZP6VxV34dvb3VprOGaM4bkyyYAya7D4WwSX0FzaiIqZFYIVHzA44x68/zqp4s8AeI9EvHkvLRow6jJccnvk89aAORtfBniB7jZZzRnaTuMZyK7HwrpnxA8NTRXullC6yoY5IyvmIT+PFZelaLq1xqaWOl3ZHmNksBXp2vfALxX8NvDsfifx/rkemRSoJLdJp1aSVRzlUUk/icUAfmp/wVr8Lav4d/bB1C/1zT3trrWNGsNQuA9uU8ySSBS8gJGH3NuORnnI6ivmWv0B/4K+ah8MvE+keE9e1LxFqF1fReGZrbRrg2+7zrqO6izE7Z+WMQSZB55A9a/P6gAooooAKKKKACiiigAooooAKKKKACiiigDV8C3Elp4z0q6iHzR6hEy49Q4Nfrd+w9+zX4s1n9nKW5vbaKHUNR1ibUphLIBJMXjVVUDrgKoH1Nfl7+y14Bf4k/HXw74XRiPM1GNzgZyFYE/oK/Ue/8U654f8AEcV5o19cW0diyrbCEkbQoAxgUAO0nx/4/wDgrrMumabeTW00MrI7IeR2I+vvV3WvjtrHjWzbTPGd1Nd4GYpbhtzg/U9RVDxb470Dx3qP9patZyRXZIDTR4+dscsax5NIW7uFaeMSxE43pwdtAGhodxaxGexjt0nlmXbHuwNpP/6qTUdFvbOMzywA4lAcLzg4pmhI9pdMTpnmRnhCeo61bvXuHMsSyIfObJQ8lTx0PpQBl6BE0mv28ssJVirDgkZI6cV9lf8ABLzwdrfif9prSLqyedINMt5bi9khXgIIyFU+xYgAmvj/AEW5vbLxVZLGWUbxkofzH0zX6k/8Eg/h2dD8H6/8TLwfvtSuFtbUNt5VDub0yN2B+FAHsX7Rfw4v7zTLwWnmTxpbN8zNnnBxkHFRfs2/DCWPwRpl3eRl3FgnmblHpk4/M12fxz1Yp4eubmefYPs7lj3JC4A61yv7Mnji61Xdpc+oF4bctEkLcbVUdOp/SgD4H/4KffC6Lw98aLi+0ayWO0ljWUNuxv3jcf5gfhXx/JpTRapcyO+8mQArnPb09q/UX/grR8NPtfgaz8aadabRb3DIyhOobnn+X4V+Z8lnLBqtw81uofdzujwf19+lAB4OvG06/fbC4UfcVeME9wPqK7vxF4UuvF+jf8JHda9FCwAXymfaCQM9M5P1rktLhjg1AyRRhicZAXPTqP51ov4P1vxrO8Wl6wNyE7Yi5Vffk8UAc74V8RWngrxC8upxlkjOFcHgnPHP1q98Xviprnxd1RZr658wGERKqDCqgGMD04rL1Lwgumu0ep3cbtnIjicMQefyPFZ8OqS6Dco+k6PmcsCjyLux9BQB5/8A8FAfCfh3U/2VdX8I6bpS3Oo+HhDfQyKm54cMnnYOMgCPcT/u+1fmfX7C/D3VdO8PePBfeN9AS/hvdwmtrxfllBBDA56/KxODwcV+QOqaffaTqdxpWp2rQXNtO8VxC45jkViGU+4IIoAgooooAKKKKACiiigAooooAKKKKACiiigD3v8A4JqT2Fj+174S1DVHUWy6rDFcbumyRwhP4A1+w+h+H/2ZpfEN5Br+k6hNA8zLlZRuXnGQP1r8d/8AgnDaJqP7UPh6wlhDp/advNMp/wCeccm9v0FfqB8RrfQtd1K7vfBGoPp7x3DvDA8mSVJ45oA3PiL8KfgjYRzSeD/EU0xZC0UVxa7SpHZj/WvHobaeLXDp9rKSh5iz2Hoa0F8X+JGR7O5Us68FmbIOKrWOomPVY9RuLVhj/WE9PwoA6LQLCeDTbqTz/nKsphON2ap25aSUWhXqflOO/wDkVUXV7tr43lqxEYbna3OKvR3Szv5ixDLcoQOlAGn4R8FXOteMLWyitJJHdtpUdQDX7A/srfDS8+EvwX8O6Fq4gLx2xMrRKV5kw4JBOQwzg1+cH7DPgF/H3xztJ7lmNnpjCa5cHIYDnaa/Rz4pfF3R/CPh03V3fx28cUQK5kIGAOnFAGD+1V8SjpvhaewFxH825Thicg8YzXGfsu+O9Ki1WSKK/jZHumIAYHHbHODXyl+0V+18nj/xO2i6bPJJbRy4yjZBx6Y61T+CH7Rtv4M8UQ6fql68IknD72OQoz254oA/Rf8AbN+Gw+JX7Oep28cPzognt3yCRt549K/Ibxt4bh0vxbd2hTbI1zsaPnBbAya/Zz4XeNvDfxs+Er6bb6oJll0/Y/kyc8jnGa/Orxv+y1reu/tBXWi26NPbteMGl8nBIB4+7xnAoA8k+F3wW1rxE328WshV92IwnB5zXcW/7KHiq7ndbOB7eBgBLyQTnqBX2v8ACX9lmw8C6Zai7t027FLhxlvwrf8AEfw5S0vHNtp4MTkFQDjaM0AfGNt+xl4Q0zQxLe2bvcM3zlkzg44z+VeNeK/gjc+FPG+5dPSW2EhI+TPTHAr9FvFem6Za2UtlHAMMpLAJ3r56+LGlaRp8pvTBmX/lmM9CeuaAPnXxD8NvDPxFns4YtAOkTpMv+kqxdfTJXsOO1fkr/wAFQvBmnfDz9ubx14L062WMafPZpM8YASZ2soHMqgdA4YN68knrX7Ha59uu3NtZxNarkjegILHtz9a/GL/gpBPeXH7a3jqS/meSUXVorNI2SdtlbqOfoBQB4hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH0n/wAErrrwzZftWaTN4pv4oIJT9nRpmKrvcEAlui8jviv0X8e+D7TR9auI4NVMk4dlO0AAAHsR1r8uP2Hfipovws+OWm3+v6Yl1bXN1CHSdA8XyNv+dT1UgEV+r/7Q8+ia34jg8XeFWSK31GKOfy4BhELKPlAoA8/bw74gNo0kFsJkD7g/eqcd1cwyta30TrtySrJ+QrrfDfiAeFo45boLcI/+siU5GPfPSr01/oXiFZ73TvDmXT5jiT5VHvQByun6fdRzNdWoO11wwHTmtaPTQluJFzuC45U4qraLPfag7WtrsiX7xjyFwK6OwvVvUGnW8eEcgFweM0Ae8fsYeKtO+F2hXuqOUWS7bMjscMFFcx+1l+0pfeNJX0jQ9Tl+zJw53HArhNU1rVNCtDpdrlPl+8CRurzzWb6/ur7YhMhL8g5GTQBteBdLsdSNyLsySTGEtHICcg/0FTeMdOXTLuN1mJeO3Ul4yCN2B+VbPwstNdN5sXQYmKDIK8k/4034jadbpf7Yy43Lko7ZJzQB9F/sDftRar4cgfwrdas6HYfK3SHPPYZr7e+COgaR4uFvrttpkX2u5dnkk+8W+bg8mvyA8B+I7vwT4itb62kaN4pRlw3JH9a/Vv8A4J8/Fzw5e+F9PN7fpLIxIRiMZyc4J9aAPrC0+Fmm3emx214hDOpO5sDbxnivHP2hbfTvAtzbWc+oMA/ALKRznpXumr+OdH/sffHdKm5QdyP0NfOf7TPxK8JeJLq3/tnW4RDZSEtGrDLHFAHhnxG8cSaXZX9+LoxwrD/rHHr2FeG67rFxrqSazf6jBtSItHGxHHp9a0P2iPi5b+OYbjwx4WuljkYFQvXgGvEPC3iS3ttVbRfGU0ke3IkUPjzP8KAO88QaVJYwNfXWopKsUJlm2r8qqBlm+gFfhL+2/wDEXwR8Wf2n/FXxD+H+qSXmnajdoUuHj2hmjjWIlPVCIwQe+a/Zf4ofE+4g0XVdO0a6WOCPR7rk8kgRN1NfghQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA6KWWCQSwyMjL0ZWwR+Nftz+wt4d0P9pv4D6D4kk8RQ/2fZWCR3WqyP8AIjRjY689WDAjFfiJX2h/wSo/a08U6H4xsP2UdcvpjoOvXL/2WsJCpb3G2WV3kJOSCMgY70Afpj8XYf2YPDnh2TTfB11c3d/BHta8uVARz32gf1rwix8QWMugyWFqqbJ7lnMuCCF7Ctx/hlqXjb4jReEtPaSRZZwnQnce238a1/jj8KPDPwws4vD1tMPtsaD7SxYcOeooAteFdGsdT8FtDptyiPIv7xncA/Ssq5hbQb630iyl/eL99UIJyfU1wun3N5YwiCwvWKsdpAbp9a1dEv5LLU7dr25ZWZxvY9c5oA9A8fm90bTLaa5OWMB2NtGSPes7wN4OsPE2m/bIL5IrkscrKOGPsRVfx14ok1JpHEm7MYECnoB0PesXwD4j1HQv3u8ThnygHb2wOlAHpnh/wp4isbuXMqERxMQyv6A+/tWr408BeLNWvYru38OAqtrE0vlx8nI6n0FVPAPiLxjq13c6rKURYrNyq+WeRtOc/nWD4r+KPirw/rZuri/e4tyiho5HwCMn0HGKAMrxf4Q1KzxcT6S9u0TfK+3nP44r3X9jP4sp4fsRo15OwAk3xBCQQe5zXz34n+Kcmu2TQWUE0m5SWwxZVA9//rVufA/x+vhm+/tXUV3W8eV+QjqRwKAPrH4tftkeIfCcn2SXxFcshJJiMmOK+c/Fv7QfjbxrqV3qOmawwizl2kkGfwrhPiD4outZ8Q3F/eytNFJMSsLH7ntn6VkwahpAlKTLJArqQSFHX3GOaAOk8DWPinxt4nea18Z/ZHkOPNkk+XcfXHSrHxW+DnxX+HlzB4i8YpNNBKN0V3C29JF9Qw4rjIE1vw8V1XRJFeJm+8p5PsR3r3r4M/tdeD7P4b6r4A+OlnNeeHWsZJJ3WHfNYFFLGSLPoAeO9AHw7/wUF+Oj/Cz9nxh4U8c3On+I9dv47ey+zY8x7dcmfdn7qleM45JxX5oV63+2x8Y0+Mv7QOu6vourSXPh+zvJIPDiugXZa5ypIHG49T715JQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVPpmqanot9Hqmj6jPaXMLbobm2maORD0yGUgj8KgooA/Zv8A4JVftXWHx4/Z41jxrfXlpJ8UfCd01r9giQKzwyj91eImSSAmUyf41Y9MV6JpfwY8V/EfWrjW/Hl3IXMp/ctzJIx747V+N/7J37Tni39lf4o23j/wzPKsQkU30dvgSSoquAoyQMZfkHqK/ZbwH+0np3x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图像展示的位置是?
头部
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图中脑瘤在哪?
左下叶
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这张图像是关于头部吗?
是的
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图片中包含哪些疾病?
脑水肿,非增强型脑肿瘤
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相对于其他组织,脑肿瘤是白色的还是灰色的?
白色
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"
该图像中有多少种异常?
2
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产生图中大脑左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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"
这张图像显示的是哪种类型的成像,核磁共振、CT还是X光?
核磁共振
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"
这是T1加权的核磁共振图像吗?
不是
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tStl0uSG3lLN/EOpGOuaANDSI7nQtSMFvdgjdmMGE7SB24Fer+AZfFSyxz29k0hm5ggRS3mEjBUAgZ6/SvLJLqOZFSMkskmVI6mvUPhZe6ve2aTWt4YZYI2BZWw2zHI9vwoA9U8D+HvAPibUo/D/j/wAInTtQlkjhtp7acSDcfvb16AgAnOe1Xbv4FfAWXxkdK0fxjHC0xMStcQnqeAeOOteeWHi3WrSS8t3g2zCBngmf73AI49yCayvB2r6dZazDqnifVZECzB2UZJbHYemaAPzD/wCCrHwK8U/BL9uDxh4Y1HSQlpcLb6hpEluS6yWLwqqSHj5TlGBHYg9sGvm6v2C/4KweHLDxgng39qfSNCa/0rTEl0HxnbQuwMul3AIKsVwwA3yKTnjcK/JPx5Y+HtL8c6zpnhKeWXSbfVbiPS5Z3DO9usrCNmIABJQKSQBz2FAGTRRRQAUUUUAFFFFABRRRQAUUUUAFSWlrPfXUVlbRl5JpFSNQOSxOAPzqOuj+DwU/FzwsH6HxHY5/8CEoA/Rz/gnx8HfEGufFPwrpfie6s4l+GfhYJKJbjaiTSsznGe/zgfWvpP4p+A9Qmubye11eznkYEsHulGwZz68n2rxX9mDxIbHQ/E/xENsJzr+tTR4lXgxRucfXn+Va3iXxtdrqsd9DwpbKxDop+lAGvoPiN/COsp9smEa7vmS4ygZe45616zr9rpvh2FPEPhiE/wBmarYpLLGAGEn+0MZ5U/pXiWt/EC91rQ49NvTudZA0ZkGdo/Gu7+E2r6nrunppl5r0qW+mWzyR2KxqUlL9cnGRjrgUAZvjfUo7hBfWIYOoIbJ68cV5il1PcX82wZeMn5SP6V6J8QzDauy24+9kH69q8l12S++2yMsR8yVtoA7+9AGL4o1a/wBS1EwyMVMfPlrz+Nang7w7HLCbi7SPeGyPmx+dSP4FTT7gTiSQh1B+dMtk9fwrRs7blrfzEWIYDEITn396APffgf4k13xpoVn8KpvEc1lHPcCKO9t5iGRSeAVP3h2/Gu0+K+teJP2VtO8R+A7zxFJqc+tRxGzCEp9mjH9/3PpXh/whuLix8aWD2M5XZMpjwOrZrY/aW8Xa74q8e3FxrVw1xIzASsx+7gYoA8R8U6PcavNPe3RZp2YsCT1NZHhO9vNB1MxRtjf9/c3T866i5YXU7xSgptJ2kcVmXfh6a4R5ooRvTLE/3h160AbtvfTfbo5oQ+AoJLE4I9a9J8EaxewFI7H5g6cmM9BXjuiXN1LEsh5beFIY5H4V614Ev00+yN0YdzohKknjPagD274dr4ZXw9cah4vlhheBGdbibOEjx8zH1FeQeKLq31nW3bwyyz2KkmCeE/K6565r1KyQ6D8PZPEmqXgd5bAec0g++CfuKOwrwFtUtrnXpG0yU2MbuS6RNhAc+nSgD1rw5oy/Ef4Z638I9RtI5bbU9Omiw5DHJXhtp9DzjPavxB+JPhXV/A/j/WfB2umc3Wl6jNayPcxFHfy3Khip6AgAgehFftr8H/j1Y/Cu7nu4NAsdSPklFa7JPJHXivzv/wCCz+naLqv7Sul/F3RGSFPF3h2OabTo4iBaywu0TAMSdwYjPQY96APj+iiigAooooAKKKKACiiigAooooAK7f8AZug8P3Px18Lx+J5/LtBqqMG3lf3ygtCMj1lCDHfOK4iu6/Z78M2PiXx4xu3lWSwsmu7FonwRco6eVn1G4jIoA/Tf4K/DzxOP2WPBviaCyl+y6pp8k6yqhxuaRiScVnX+ja/ZziS7tGkiXqQORxXs3wr8XX3ww+B/hr4bLIktrpVlBH5Ern5P3ascfUk5+tS33jbwL4xhNjrWhRwuyDZc28m1kPqVIw386APEhq1pdQCx1CNopFGEfHJ9q6X4Z+NP+ES1dVuU8yGddsi9Dj+8D61s618LrPV0kk0K8hnAJOAQjr/j+FcS9i2mXR06eMhkJTpnHOaAPRfixqnhefFxos0jKV3MJFGR6YxXB2VrprarHeeWCEU7d44zVS8u5LLy4FlLliAQecUl19uhYvCGG1QBlOx7/SgDT1zV7W/k8uKNFMSsCwbpjFZ5YIIUFv8AMxwrqcKc+vPSpNG0KOS+a5mvUcOynjhc4rutF8Dw64tuLdT5mMgoMnsAMUAaPwK8LavrHjnSo4LYyA3Cu/lj7ihlyT7Ac/hUXxr0m4i8e6vHdQN5kc74yMDGc9PpX3t+w7+wxq/hRpr/AMavb/2j4i8LSy6JZSIQYCpWQrg/xFFP54ryv/gon+zJrdh4/wBU8YeF9DMWjWcVtb6jIn3kuiig59mPfsaAPg9rTT5rlnfB2khmHQ10Gh2+kxHJABIwFIyGFW9Y8EWUFu7TybWVuEXgE9v1rl7mSfSZlt5Z98SEsG5yRnsfWgBz6Jplnq00sEY2NKXXHH6V6V8MtC0bUtI/066WMSON7ntGDkn8v1NeYnU2m3R+ZgOCFIOOnrWxpfiybT7JrWxyjmPazE9Rkn9aAO++O3xb07xCkXhjwynkadZx+XbqW+ZgP4j9eteUKbI/6Fbdcgu56s2eae9nqepy5KmQk53+2f0rcsdJ0PT4xPfXCh1TJA6k96ADwv4HtdZvFj/t6CASEY89yBz+FeK/8FsPAlp8Ovgp8LdGOqJdXV1rmqzu0X3VQQWmBzz1Y/nXu2mabBqEoksLwAKR+7dwNo9T7V88/wDBZuxg1/4d+CPEuna750OhXpsriKRP9bLdQFg6EfwqLJgQefnWgD8+KKKKACiiigAooooAKKKKACiiigArq/gjqF7p/wAVNEawjLyTXyRBAxGdxxnjrjr9RXKVY0rUZ9I1O31W1ZhJbTLIhVypypz1HIoA/dW3+Fdrquhab4wmYvY6lpUM0WeB5gXBH+fSuFvPDPhaxM9vd3bh2BEJRvlQ+/c074H/ABn1n4gfsyeGNRuybaazjaKS1DEhHGHA/Jqj1nxJ4cuIzeR2UhkcZdd2Np79qAMSe+1LQpHa312QhDhV8wED0xgfzrClvZr/AFBtQu5HyzD5ifvcd/xq9qd9odwjqgdty/LmQEZ/Ksy1jWaEmSY4xgAjgY9KAOs+Bnw21T4q/EK10K0097kyyYEaIT69h9K+hviF+yDN4FsxqWu+C79P3ZISOAkKSM4PHoKv/wDBJTxf8Lvhr4s1jx98QrmFGsLX/Rg+Mkn+7nvXdftc/wDBTn4gfEKXU/Bnwkt7PSdLupQr39ygkuGAUr8meFGKAPk7xB/wg2gXItYtMKSRn545GAIbnHsK9X/ZS8VfC+w+IGm3viJEluYpg1tDqEirbGTIIUkDnn1OK8E12HUJ78m6vjPdXMn3mJO8nuT3rV8P+Edak12w0NUkWe/nWK0QEYlbPAB+tAH6a/En9oTWPDGtfDXxxcXkkCyatd2980aYe2LIeOOMbWOOxFdJ4avovi18M/GGt+O7cTaV4nvJVVXABEe376nsR8uPeue+DX7F/iLSvhBYeJf2k/Gsg0W3aGVX1E/NYSAhYwWAzg5wc+vWux/4KBfs8eMtL+AcVz4A8YRaP4P8NWpnuYLE7ZdQcHgFh0TvgdaAPzh/aC+Ex8MeLJ9K0wxSWom8yKcSAYQnPzDsRXlU/wALhqzk2GtwyEMR5cj4I7Z5FdB4h8YarreoXt1qEksp+6zTvyp6ip/grcfD2Xxtbr8TpLhNOuW2z3FqhLQZPDYHUUAc7N8FtV07SLjWr58QwTHymZeJBtGSMdBkkYPpXHZEOogKpEY4EZY+vf3r9iNM/Yx/ZS+Kv7K91J4Cvo5buHTGuLW5a+3SCZVztYdSD7+tfkx8RdD/AOEb8cX+jPDnyZiqAr056UAY09wYsRJJgs23ryfb6VKPD+s3b+ZBGzhlPyL396pQRzXWspazFY98gy5PSu6Hhe8srVPsOoiRyCSIn+Zh2oAw9G02TRo9uu6fcKrH7gXBPfgmvJf+CknhDwZ4l/ZA1bX5rm8jvtB1GwvdPRGAWVzOtsVkyp3AR3MpAUqdwU5wCD77pujazLKtpPBMVOTscscmvnT/AIKz+J7X4W/AbTfhvcWMn2nxvMstosu9Gjgtpo5Hk5Qq43hExuB+fPODQB+cFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfo5/wSw+Pll4i+EWqfCPV7GG4vrNluYJXmLybV+U5B7kYP5V9D3beHryAgWUyyE4ypACj8RX5VfsjftB3n7Nnxr0z4gGMzad5nk6xbBMmW3b72Pcdfwr9aDa6f4302y8R+GpPO0vVYUuLaeEghlbkc0AcJqUeko5gjQckleSfzHasuCNbe9ConyMep5Ndx4t0rSraQadYQB2jOJZwwbJ79Og/Oua1HQS0wFl985wAc9KAOj+GuqDTDPYJ/A5bI9xxV3wp4fufF+qyxsXaQ5UIvPfrXI6VdX2l3a3BYiSP5ZUxjcvr+FdZ4b8V6l4J1r+19PaRra9haKVY+yOMNg9j3oA6TUfhde+A7IeJNT06RYEOdzxZY/4D3qHRvF1hqniGy8W3V7a21xpN9FJDA2BvVWBwPTA71RvdW+Herq0j/EK+VRgiG6s2ZifTg1lfY/DUiNPp2otcBMhS8WM/nQB/QF8BvEvhP4zfA7Q9RFtb3dlfWcbXMcqhlfAHykEc8ivEf8AgrF8QrPwZ+zbJ4RhmEb6pebBCox+7Xtj04r48/YD/wCCr/hz9lX4Xan4O+Ni3Muj6Vie1v413GBGIGGH90EjmuG/bO/b1v8A9uOXT/Gfg6xns/Cs8f8AxKJrgbTOpOPMAPY9jQB85aNc6dca5qj6tG5tppiNygBgB6ZpjeKtD0m5fT9I0XzI1PJOc4PuOhrqZPg7Jbaa+r2uqW72a4826+0jaOM455rH0+TwLoUjx2d4LyVgd7NEVjHPPzHk9+QKAO0+H3x18aeBtBaTwP4ovLK3lTbLbtJkbTwR7V4/8WdZbWviJdXpX5XCuxJ6nFaukaol22pS2RAtc4wc44PBH61yGt6hFd3s14QSc7VzyT70AUb+x3SCRZCGxkY61atPE2uaaqmZncD7jFeQBUemanbrJumtmf5TuyM4rq9EvdF1K3WKXSm3HpgYI/pQBoeGfizrht0tTbrlQPLmZCHT3DDpXw1/wWV+K9/47+Nvhrwhqer393N4f8PZJunDRoLhhIojO4noozkDn1r7fa/8H+DUvNX8VGZNIsbaS6vbmKP544kUuxwAckAHjHPavyS/aK+L158c/jJrnxJuBIkN9eMLCCSTeYbZTiNM7VzhcdhQBxNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfUn/BP7/gofrn7NGpv8MfilPPqngLVnVHZw0s+hScD7RbjqY8ffiHUDcg3Aq/y3RQB+2DaNp9/Y2ni/Rtatr/AEfU4RPY6hZyCSK4jYArIrDqCCPoazYo0g1yGWNUI34DHn/Pevzr/Y3/AG+PGH7Pdyvgrx1cXeteDpmG6xZ98tkQAMwljwMADbnAwCO4P6H/AAk8e/C743G18R/C3xfa6vphXzJxC/7+2HOfMjPzKeD1ABxxQBS+Ilm2jeJZNQtXVo5VBKjoCe1T+GtSjNv9klAaKQbowx6H+6fY8Y9Kg+IanUfEDW+lxM6CQhNw+8MnH41ROkanotn9sE/zlwvk46Y/pQB2l7D8OdJtlvLDRZbq7f5zDNOyrC3dTj72DnkVH4f0nxb4pmkv/AXhTzNkReVLK1ZlVR1JLGsoeKofEmhRWj2sYu7F8GUqQzoc4DAYzj1Ndhb/AB/+OFn4dXQNB1uHSrMwbS2l2MUEkyrwNzIMnH4UAZF58OfEniWDWfC/irTRbyXegXsE1q0Y3bWhkAbaO4YA/hXeLBfeJVtPh54B8PWK2vhbSINO0yxVAGKQRiPPuS6MT9a4H4f+LtbuvFL69rPiZFZUZ7pbqVjLMpJygJ6kgn86veHZtY8X+Kb3UPCaSx3ZnkmSWOXbtG93Bz680AVPGfjzx9JYDwZrOhparaMTFi22kdiG9TXJW+k+I9TkW0kZo0kbnKFe/fjp716Pq/xH19JUt9f1S21WVMKzSgebnofm74wetcnqN4pZ9TaUoFUld7gknmgClq91DpVkNA02TAHM8x6MR2BrG0PR38Q6sLRHxECAcYzn/OajQz6zK/2eMMoDFpCxww61sfC0DTNTmt5IyxYEEt3H/wCo0Aa2g6P4dsb9rDUog8ZJDSJz6D+tbEdh/wAIzqItdkV3bzt+7ZF+YA9MVlXenxXWrGxs1Mf2hWNoGP8AEeNpP17186ftn/8ABQLS/gTpk/w1+EWt2ur+NJYvLk1SGRZrbRFPG4dVkmxnavKrwzZ4VgDyf/gqj+1z4g8W/Ee8/Z08ENBp3h3RBEmtNYXW99TvNiu6ykfdWJjs8ocb0JbJwF+Oqn1PU9R1rUbjWNY1Ce7u7qZprq6uZTJJNIxJZ2ZiSzEkkk8kmoKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArf+G/xS+IXwh8SxeMPhr4uvtG1GEELc2M5QkEFSpxwQQSCD2NYFFAH6Ifs6f8ABUT4e/ES5s/D3xe0K38M+IHZYYtYtubO4chV3MD/AKpidxP8IyAK+svGnwwvNB8IWPiLXPFmkp9vUy2/l3gkaRO33Mivw9r2/wCA37dvxW+DOnQeFNYiXxH4ftgRBpd5OYngz/zzlCkgZxkEN07UAfoB9rj0rU5GtbhZ4vL2yOOjmtDw5r0dhr8V1qF06CB/MZRyZB12Y7jHrXgPwk/bZ/Z/+LehJb+KfFa+CPET3xij03VndrSRCMrILwRiNB1B8wR4OMFq9y8VWUGk/DOX4rahqlslpp8KSXmoJdKYjCRwxYcEeh75FAD7HxLol14pk1LUAsCTXXl2ycD52PyqB9T+la1n42u/Delata2U7wvdYhd1PzY43D2zXwX+07+2ZoHi/wAdeFf+FT/a4rHw5dfadQvHlITULjcNrIhAKqq5Az1znAr7H8DeNdN8Q22mePbWBLi01C1S6CsNwYsMnOPfNAF221y3t8zGd94I2oOCfY1N4g8VX98sVpcILdW6ZyMjGKz/ABFYTteR6utoU82QsqKmN3vXMfGH9pL9n74fPbaP8R/iJHp2rrbrLFZW1jLcOU6Df5KMEJ7biMigD0/xDpraH8O7HXbICM3QdHlT+MjHHpUem6jb+EfD0PivxVqVnpunsWRL2/ukijLbclQzkZOBnAya8E8Vf8FUv2ZLv4b2/hrS/CHjG61PTnkMXn2dvFbXBJGPn89nVTgHlM+1fFPxx+O3jX47eM7nxR4lvpY7d3xZaWk7GG1jH3VUE/me5JoA99/bF/4KPeIfiGZvhl8DruTTNBgaSO41yFilzqIYFWCnrHF6Y+Y9eOMfJtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVIt1dJEYFuZAjD5kDnB/Co6KACvTfg7+138b/AIIaU/h/wd4hhl09vuWOpWwniiOc5QEgrn64rzKigD1/xp+3h+1R46sZtI1P4p3FvYyuzJZ6faxQrBuxkRuF8xBx2avIp55rmZ7m5maSSRi0kjsSzMTkkk9TTaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z"
这是冠状面吗?
不是
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"
这个图像属于身体的哪个部位?
头部
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"
图中哪侧的脑半球是异常的,左侧还是右侧?
右侧
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"
这张图像是关于颈部吗?
不是
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tStl0uSG3lLN/EOpGOuaANDSI7nQtSMFvdgjdmMGE7SB24Fer+AZfFSyxz29k0hm5ggRS3mEjBUAgZ6/SvLJLqOZFSMkskmVI6mvUPhZe6ve2aTWt4YZYI2BZWw2zHI9vwoA9U8D+HvAPibUo/D/j/wAInTtQlkjhtp7acSDcfvb16AgAnOe1Xbv4FfAWXxkdK0fxjHC0xMStcQnqeAeOOteeWHi3WrSS8t3g2zCBngmf73AI49yCayvB2r6dZazDqnifVZECzB2UZJbHYemaAPzD/wCCrHwK8U/BL9uDxh4Y1HSQlpcLb6hpEluS6yWLwqqSHj5TlGBHYg9sGvm6v2C/4KweHLDxgng39qfSNCa/0rTEl0HxnbQuwMul3AIKsVwwA3yKTnjcK/JPx5Y+HtL8c6zpnhKeWXSbfVbiPS5Z3DO9usrCNmIABJQKSQBz2FAGTRRRQAUUUUAFFFFABRRRQAUUUUAFSWlrPfXUVlbRl5JpFSNQOSxOAPzqOuj+DwU/FzwsH6HxHY5/8CEoA/Rz/gnx8HfEGufFPwrpfie6s4l+GfhYJKJbjaiTSsznGe/zgfWvpP4p+A9Qmubye11eznkYEsHulGwZz68n2rxX9mDxIbHQ/E/xENsJzr+tTR4lXgxRucfXn+Va3iXxtdrqsd9DwpbKxDop+lAGvoPiN/COsp9smEa7vmS4ygZe45616zr9rpvh2FPEPhiE/wBmarYpLLGAGEn+0MZ5U/pXiWt/EC91rQ49NvTudZA0ZkGdo/Gu7+E2r6nrunppl5r0qW+mWzyR2KxqUlL9cnGRjrgUAZvjfUo7hBfWIYOoIbJ68cV5il1PcX82wZeMn5SP6V6J8QzDauy24+9kH69q8l12S++2yMsR8yVtoA7+9AGL4o1a/wBS1EwyMVMfPlrz+Nang7w7HLCbi7SPeGyPmx+dSP4FTT7gTiSQh1B+dMtk9fwrRs7blrfzEWIYDEITn396APffgf4k13xpoVn8KpvEc1lHPcCKO9t5iGRSeAVP3h2/Gu0+K+teJP2VtO8R+A7zxFJqc+tRxGzCEp9mjH9/3PpXh/whuLix8aWD2M5XZMpjwOrZrY/aW8Xa74q8e3FxrVw1xIzASsx+7gYoA8R8U6PcavNPe3RZp2YsCT1NZHhO9vNB1MxRtjf9/c3T866i5YXU7xSgptJ2kcVmXfh6a4R5ooRvTLE/3h160AbtvfTfbo5oQ+AoJLE4I9a9J8EaxewFI7H5g6cmM9BXjuiXN1LEsh5beFIY5H4V614Ev00+yN0YdzohKknjPagD274dr4ZXw9cah4vlhheBGdbibOEjx8zH1FeQeKLq31nW3bwyyz2KkmCeE/K6565r1KyQ6D8PZPEmqXgd5bAec0g++CfuKOwrwFtUtrnXpG0yU2MbuS6RNhAc+nSgD1rw5oy/Ef4Z638I9RtI5bbU9Omiw5DHJXhtp9DzjPavxB+JPhXV/A/j/WfB2umc3Wl6jNayPcxFHfy3Khip6AgAgehFftr8H/j1Y/Cu7nu4NAsdSPklFa7JPJHXivzv/wCCz+naLqv7Sul/F3RGSFPF3h2OabTo4iBaywu0TAMSdwYjPQY96APj+iiigAooooAKKKKACiiigAooooAK7f8AZug8P3Px18Lx+J5/LtBqqMG3lf3ygtCMj1lCDHfOK4iu6/Z78M2PiXx4xu3lWSwsmu7FonwRco6eVn1G4jIoA/Tf4K/DzxOP2WPBviaCyl+y6pp8k6yqhxuaRiScVnX+ja/ZziS7tGkiXqQORxXs3wr8XX3ww+B/hr4bLIktrpVlBH5Ern5P3ascfUk5+tS33jbwL4xhNjrWhRwuyDZc28m1kPqVIw386APEhq1pdQCx1CNopFGEfHJ9q6X4Z+NP+ES1dVuU8yGddsi9Dj+8D61s618LrPV0kk0K8hnAJOAQjr/j+FcS9i2mXR06eMhkJTpnHOaAPRfixqnhefFxos0jKV3MJFGR6YxXB2VrprarHeeWCEU7d44zVS8u5LLy4FlLliAQecUl19uhYvCGG1QBlOx7/SgDT1zV7W/k8uKNFMSsCwbpjFZ5YIIUFv8AMxwrqcKc+vPSpNG0KOS+a5mvUcOynjhc4rutF8Dw64tuLdT5mMgoMnsAMUAaPwK8LavrHjnSo4LYyA3Cu/lj7ihlyT7Ac/hUXxr0m4i8e6vHdQN5kc74yMDGc9PpX3t+w7+wxq/hRpr/AMavb/2j4i8LSy6JZSIQYCpWQrg/xFFP54ryv/gon+zJrdh4/wBU8YeF9DMWjWcVtb6jIn3kuiig59mPfsaAPg9rTT5rlnfB2khmHQ10Gh2+kxHJABIwFIyGFW9Y8EWUFu7TybWVuEXgE9v1rl7mSfSZlt5Z98SEsG5yRnsfWgBz6Jplnq00sEY2NKXXHH6V6V8MtC0bUtI/066WMSON7ntGDkn8v1NeYnU2m3R+ZgOCFIOOnrWxpfiybT7JrWxyjmPazE9Rkn9aAO++O3xb07xCkXhjwynkadZx+XbqW+ZgP4j9eteUKbI/6Fbdcgu56s2eae9nqepy5KmQk53+2f0rcsdJ0PT4xPfXCh1TJA6k96ADwv4HtdZvFj/t6CASEY89yBz+FeK/8FsPAlp8Ovgp8LdGOqJdXV1rmqzu0X3VQQWmBzz1Y/nXu2mabBqEoksLwAKR+7dwNo9T7V88/wDBZuxg1/4d+CPEuna750OhXpsriKRP9bLdQFg6EfwqLJgQefnWgD8+KKKKACiiigAooooAKKKKACiiigArq/gjqF7p/wAVNEawjLyTXyRBAxGdxxnjrjr9RXKVY0rUZ9I1O31W1ZhJbTLIhVypypz1HIoA/dW3+Fdrquhab4wmYvY6lpUM0WeB5gXBH+fSuFvPDPhaxM9vd3bh2BEJRvlQ+/c074H/ABn1n4gfsyeGNRuybaazjaKS1DEhHGHA/Jqj1nxJ4cuIzeR2UhkcZdd2Np79qAMSe+1LQpHa312QhDhV8wED0xgfzrClvZr/AFBtQu5HyzD5ifvcd/xq9qd9odwjqgdty/LmQEZ/Ksy1jWaEmSY4xgAjgY9KAOs+Bnw21T4q/EK10K0097kyyYEaIT69h9K+hviF+yDN4FsxqWu+C79P3ZISOAkKSM4PHoKv/wDBJTxf8Lvhr4s1jx98QrmFGsLX/Rg+Mkn+7nvXdftc/wDBTn4gfEKXU/Bnwkt7PSdLupQr39ygkuGAUr8meFGKAPk7xB/wg2gXItYtMKSRn545GAIbnHsK9X/ZS8VfC+w+IGm3viJEluYpg1tDqEirbGTIIUkDnn1OK8E12HUJ78m6vjPdXMn3mJO8nuT3rV8P+Edak12w0NUkWe/nWK0QEYlbPAB+tAH6a/En9oTWPDGtfDXxxcXkkCyatd2980aYe2LIeOOMbWOOxFdJ4avovi18M/GGt+O7cTaV4nvJVVXABEe376nsR8uPeue+DX7F/iLSvhBYeJf2k/Gsg0W3aGVX1E/NYSAhYwWAzg5wc+vWux/4KBfs8eMtL+AcVz4A8YRaP4P8NWpnuYLE7ZdQcHgFh0TvgdaAPzh/aC+Ex8MeLJ9K0wxSWom8yKcSAYQnPzDsRXlU/wALhqzk2GtwyEMR5cj4I7Z5FdB4h8YarreoXt1qEksp+6zTvyp6ip/grcfD2Xxtbr8TpLhNOuW2z3FqhLQZPDYHUUAc7N8FtV07SLjWr58QwTHymZeJBtGSMdBkkYPpXHZEOogKpEY4EZY+vf3r9iNM/Yx/ZS+Kv7K91J4Cvo5buHTGuLW5a+3SCZVztYdSD7+tfkx8RdD/AOEb8cX+jPDnyZiqAr056UAY09wYsRJJgs23ryfb6VKPD+s3b+ZBGzhlPyL396pQRzXWspazFY98gy5PSu6Hhe8srVPsOoiRyCSIn+Zh2oAw9G02TRo9uu6fcKrH7gXBPfgmvJf+CknhDwZ4l/ZA1bX5rm8jvtB1GwvdPRGAWVzOtsVkyp3AR3MpAUqdwU5wCD77pujazLKtpPBMVOTscscmvnT/AIKz+J7X4W/AbTfhvcWMn2nxvMstosu9Gjgtpo5Hk5Qq43hExuB+fPODQB+cFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfo5/wSw+Pll4i+EWqfCPV7GG4vrNluYJXmLybV+U5B7kYP5V9D3beHryAgWUyyE4ypACj8RX5VfsjftB3n7Nnxr0z4gGMzad5nk6xbBMmW3b72Pcdfwr9aDa6f4302y8R+GpPO0vVYUuLaeEghlbkc0AcJqUeko5gjQckleSfzHasuCNbe9ConyMep5Ndx4t0rSraQadYQB2jOJZwwbJ79Og/Oua1HQS0wFl985wAc9KAOj+GuqDTDPYJ/A5bI9xxV3wp4fufF+qyxsXaQ5UIvPfrXI6VdX2l3a3BYiSP5ZUxjcvr+FdZ4b8V6l4J1r+19PaRra9haKVY+yOMNg9j3oA6TUfhde+A7IeJNT06RYEOdzxZY/4D3qHRvF1hqniGy8W3V7a21xpN9FJDA2BvVWBwPTA71RvdW+Herq0j/EK+VRgiG6s2ZifTg1lfY/DUiNPp2otcBMhS8WM/nQB/QF8BvEvhP4zfA7Q9RFtb3dlfWcbXMcqhlfAHykEc8ivEf8AgrF8QrPwZ+zbJ4RhmEb6pebBCox+7Xtj04r48/YD/wCCr/hz9lX4Xan4O+Ni3Muj6Vie1v413GBGIGGH90EjmuG/bO/b1v8A9uOXT/Gfg6xns/Cs8f8AxKJrgbTOpOPMAPY9jQB85aNc6dca5qj6tG5tppiNygBgB6ZpjeKtD0m5fT9I0XzI1PJOc4PuOhrqZPg7Jbaa+r2uqW72a4826+0jaOM455rH0+TwLoUjx2d4LyVgd7NEVjHPPzHk9+QKAO0+H3x18aeBtBaTwP4ovLK3lTbLbtJkbTwR7V4/8WdZbWviJdXpX5XCuxJ6nFaukaol22pS2RAtc4wc44PBH61yGt6hFd3s14QSc7VzyT70AUb+x3SCRZCGxkY61atPE2uaaqmZncD7jFeQBUemanbrJumtmf5TuyM4rq9EvdF1K3WKXSm3HpgYI/pQBoeGfizrht0tTbrlQPLmZCHT3DDpXw1/wWV+K9/47+Nvhrwhqer393N4f8PZJunDRoLhhIojO4noozkDn1r7fa/8H+DUvNX8VGZNIsbaS6vbmKP544kUuxwAckAHjHPavyS/aK+L158c/jJrnxJuBIkN9eMLCCSTeYbZTiNM7VzhcdhQBxNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfUn/BP7/gofrn7NGpv8MfilPPqngLVnVHZw0s+hScD7RbjqY8ffiHUDcg3Aq/y3RQB+2DaNp9/Y2ni/Rtatr/AEfU4RPY6hZyCSK4jYArIrDqCCPoazYo0g1yGWNUI34DHn/Pevzr/Y3/AG+PGH7Pdyvgrx1cXeteDpmG6xZ98tkQAMwljwMADbnAwCO4P6H/AAk8e/C743G18R/C3xfa6vphXzJxC/7+2HOfMjPzKeD1ABxxQBS+Ilm2jeJZNQtXVo5VBKjoCe1T+GtSjNv9klAaKQbowx6H+6fY8Y9Kg+IanUfEDW+lxM6CQhNw+8MnH41ROkanotn9sE/zlwvk46Y/pQB2l7D8OdJtlvLDRZbq7f5zDNOyrC3dTj72DnkVH4f0nxb4pmkv/AXhTzNkReVLK1ZlVR1JLGsoeKofEmhRWj2sYu7F8GUqQzoc4DAYzj1Ndhb/AB/+OFn4dXQNB1uHSrMwbS2l2MUEkyrwNzIMnH4UAZF58OfEniWDWfC/irTRbyXegXsE1q0Y3bWhkAbaO4YA/hXeLBfeJVtPh54B8PWK2vhbSINO0yxVAGKQRiPPuS6MT9a4H4f+LtbuvFL69rPiZFZUZ7pbqVjLMpJygJ6kgn86veHZtY8X+Kb3UPCaSx3ZnkmSWOXbtG93Bz680AVPGfjzx9JYDwZrOhparaMTFi22kdiG9TXJW+k+I9TkW0kZo0kbnKFe/fjp716Pq/xH19JUt9f1S21WVMKzSgebnofm74wetcnqN4pZ9TaUoFUld7gknmgClq91DpVkNA02TAHM8x6MR2BrG0PR38Q6sLRHxECAcYzn/OajQz6zK/2eMMoDFpCxww61sfC0DTNTmt5IyxYEEt3H/wCo0Aa2g6P4dsb9rDUog8ZJDSJz6D+tbEdh/wAIzqItdkV3bzt+7ZF+YA9MVlXenxXWrGxs1Mf2hWNoGP8AEeNpP17186ftn/8ABQLS/gTpk/w1+EWt2ur+NJYvLk1SGRZrbRFPG4dVkmxnavKrwzZ4VgDyf/gqj+1z4g8W/Ee8/Z08ENBp3h3RBEmtNYXW99TvNiu6ykfdWJjs8ocb0JbJwF+Oqn1PU9R1rUbjWNY1Ce7u7qZprq6uZTJJNIxJZ2ZiSzEkkk8kmoKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArf+G/xS+IXwh8SxeMPhr4uvtG1GEELc2M5QkEFSpxwQQSCD2NYFFAH6Ifs6f8ABUT4e/ES5s/D3xe0K38M+IHZYYtYtubO4chV3MD/AKpidxP8IyAK+svGnwwvNB8IWPiLXPFmkp9vUy2/l3gkaRO33Mivw9r2/wCA37dvxW+DOnQeFNYiXxH4ftgRBpd5OYngz/zzlCkgZxkEN07UAfoB9rj0rU5GtbhZ4vL2yOOjmtDw5r0dhr8V1qF06CB/MZRyZB12Y7jHrXgPwk/bZ/Z/+LehJb+KfFa+CPET3xij03VndrSRCMrILwRiNB1B8wR4OMFq9y8VWUGk/DOX4rahqlslpp8KSXmoJdKYjCRwxYcEeh75FAD7HxLol14pk1LUAsCTXXl2ycD52PyqB9T+la1n42u/Delata2U7wvdYhd1PzY43D2zXwX+07+2ZoHi/wAdeFf+FT/a4rHw5dfadQvHlITULjcNrIhAKqq5Az1znAr7H8DeNdN8Q22mePbWBLi01C1S6CsNwYsMnOPfNAF221y3t8zGd94I2oOCfY1N4g8VX98sVpcILdW6ZyMjGKz/ABFYTteR6utoU82QsqKmN3vXMfGH9pL9n74fPbaP8R/iJHp2rrbrLFZW1jLcOU6Df5KMEJ7biMigD0/xDpraH8O7HXbICM3QdHlT+MjHHpUem6jb+EfD0PivxVqVnpunsWRL2/ukijLbclQzkZOBnAya8E8Vf8FUv2ZLv4b2/hrS/CHjG61PTnkMXn2dvFbXBJGPn89nVTgHlM+1fFPxx+O3jX47eM7nxR4lvpY7d3xZaWk7GG1jH3VUE/me5JoA99/bF/4KPeIfiGZvhl8DruTTNBgaSO41yFilzqIYFWCnrHF6Y+Y9eOMfJtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVIt1dJEYFuZAjD5kDnB/Co6KACvTfg7+138b/AIIaU/h/wd4hhl09vuWOpWwniiOc5QEgrn64rzKigD1/xp+3h+1R46sZtI1P4p3FvYyuzJZ6faxQrBuxkRuF8xBx2avIp55rmZ7m5maSSRi0kjsSzMTkkk9TTaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z"
大脑是正常的吗?
不是
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"
图中肿瘤是增强性的吗?
不是
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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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75+0V/wAE+rLVtNT4h/DyPY9yhllskX5JD3K+h9q8u+DH7FGufEXU52v3aOw06LzdQnSL5l6/uxno3H4V+vvwK/Z3i8U/s8eGtS8VWZSafSxK8bjBUbe/4VwH7LHwS07Uvg38QdTsLFc/2zfJC4UHIjJxQB+fPiJtG+DunSaPodvHbRRJiKCJsnH95j3PqTXzV491Ua94hifzC5MrSM/9416h+0p4n1AfEPUdNvH2+VcMgUZPGSMdq8mNmlxqC3k0nlqjcKB0NAGn4Pubqz8Rx2lmrKXAycfe9q9R13Xm0rSPJ1Lw9aSsmP3ksJL5I4HXpXllvc3WnaxFf6cC8quMqR1r1C78Zw6d4UuLjX7BJ7y5jTEki7igHYDFAGDpfjnxF4kvxo+jRraxRctGAIlxnnIHUfWvX/hxqfwVv9IHh34uWdxI7Ptiu7NjmInjJ55A9MV8233ia61LWFi0eA2s0x2LIFx9c8V3/h3wxo3g9Y9f8T+IPtswXd5avjn+7kcUAfKn/Be/wLri/tD+DtL8J+EmOlReF1i0f7HG0kt0GcsX2qPcfrX5+XFvPazva3ULxyxuUkjkUhlYHBBB6EHtX64f8FBPEuu/Frwt4d+N3hLTAmtfDy5SaGCIko9qMZTBzxgV+VPxNuH1D4gavrDuG/tDUJbwMsZUHzXL8A9gWI/CgDCooooAKKKKACiiigAooooAKKKKACrnh3Qr/wAUeILHw1pSqbrUbyK1tg5wDJI4RcnsMkVTrW8BRW8/jrRYLvQ31OJ9Wtll02O9+zNdqZVzCJf+WRYfLv8A4c57UAfp1+z58JZ5f2oNN+FmoeJrdbb4OfCGK3ub9l2LcXZCkKFydpZnIxz0r1HRfEOp+Hteka4dZ7aZSsyBuJAfUevNc5+xy+jP8JfEnxn13wvby6x8RfE0lzby3T7jaadDmKFByM7iWb6KtesRfBiDxL4Rm8ZeE7l9Qu7QhLmxEQHkqcnIUfTrzQBxPxJ+HenWYtfEmgKy/aIhKuVPAY4KkeoxVbwN4ct2vRda3ayPEHwxkYhRjnPSu8sNd1DT9CTQfGnhtp44vmiL/KyeuG9Pb2rrtAvfAUvgy8i0bwa0Vxf2ktq9/eXKyLEHXadilcBtpIyckdaAOI8cy6d4QscaZogCygLvk5Ck9OccV5LOZby+d3OfMJPAwa9H+JHjHxBY2X9gXE1vNa+SIIpHKyNGqr8uGxyfrXn9npcm1bx5CqNzgNxkn/PFAEetRuIgg+YKMMD6+tdz+zFY6ZH8SNNu/EBKQfb4g6+o3Dj3zXGSWMqTrazg8vndjqPWtLQdR1Kw1SFtM+SaOVTEw6KQRyaAP3Z/4aR8NaP8B5Y47yOGa300rEAwXCheo/CvJP2JP2ktD0D9m3xDZanDJdXd5r19JBHBguVZzknJAA7V8Gj9o/xl4j8F/wBgeI0uLYSCOCykUlo5mJVSNw4B9jWX8NfjJ4q8DR3Wjz37Ky6pdrLGrAYLjIP6fpQBwP7adppeqfGPWdf0jzEWS5Zkt2ABUk5weeK8h0yOQylJz8ucnH+J616P8WvFTeI9durp0WUyttJXt7k1wkNs8j+b5RLICwAPy4/xoAgXzItUDBnBRsp26eteiaF4k0vxDCumahojSzIAC2SB/KuHvM/aikkXBQE7Rz+desfBbwdd67Yvi/srLdEW869Xcq9hgZySTgfjQBxfxW0jw/oCRNpkZWYqGKOc7D+GKz9E0a71q0Gra3qZhtlxhXJYt6ADv9K6rxl8GvGN/qRnQmVg+BJHHvDD2A7VWX4eeMbmBNJuPD11DIkpEZtwwKj8uTQAWDaVrHneErDTd1lewNDM04+Z1PUnPHSvyQ/ag8FTfDb49+Kfh/JEVTSNXmt4GKFd8YY7WGeoI6Hpiv18g+FHi+zgeSzeOW4G7bb3a+XIxH8G4YHqOa/ML/gpq2P2xvElu1y0rwWmnxyFxhlYWcWQ3vQB4FRRRQAUUUUAFFFFABRRRQAUUUUAFbnw40w6r40sLdL8WzpL50chXOXQF1XqOSVA9s9+lYdbvwxh+0fEXQ4P72qwDp/tigD9dfBFrD4d+HeieC5kwtrp8McZQYC4jQYH/fP61v8Aww+LXir4d+J4rrS9Sa3aL5SWGRIOm1h3/GsfxLHPPNbHTzsCQoAATk/L0rntVS8kJvcMJgoGDySRQB9S+Ivj74S+KWjvpHjXwNZQXLAlNRsl8sjA6ccdaytI1Dwzovg+fw7BraixluN8z3EI82LIxkf3hj0NeJeE/G0WmzRpr0FyYgcOkUYZiD3AJGfzr1TUPFPwaudFe2WR7m6ghB06RZPKUNjneME57cdKAOY+Lnw3tNC0g6/bSi4sbyPzNLvPKMZkXpJlCSVwcgc8+lcL4Vtba7h+yNlRGx2rnqB6V0HiH4ratq3hdvCt1JDLBGQIwgyI1xjCk9ffua5TT7iQy+TbWzF+iMHJyKALniGS3GoMtsfYLnOQetWvDXhnV7i6S5t7NgHbIPPPv/n2r0X4M/sq/EDxtGvi7VvDdzDYlsQyzxEeaf8AZB69ua+kPhn+ytqFmizajYLb28UQfzrmMY4zkn8MUAeb/A/4G+JPHepaP4WNtI6SalDOyFcg7ZY2Y/gB+tR/tbfDy58D/EXWdPTThAJbkXUDBMZBzn253H8q+xfgD4m/Zq+FGsR6h43+JWk2kkDZRLyVY2l29AvcjP8AKuI/bU1L4RfFeCD4i/DvxTZapLBuh1C0sHMuI8na2V4Xr3xQB+cfiH7ZHM9yYCOckt3/AMe1SeFdMhvAZ3UANgnJ6dq9s8ffAiS+iiuIbJYoJSHBUZY8cZPT8q8e8U+FNa8Bawtjchkjdv3bH+NexFAGN4jtlsZNq4wpxtB7Hmuw+HcHia7to5Jbz/RFI2oo+YDrXKaiI7mVEu33EzLvC9SK7fTdY1HTdOvrLw1CZ7eeCNSfKzLFwdxUjtnjFAHReLPEyanZW2heG7qZru2UCZ2QAqOON645Az1qfw94j+Kmkafv0qe6aNhgPPuHQYyCTj9a57wtp3irT7UT6PZxyOF8x2BLspzwAFViT9RXWaH4W8feKkjGp3FwwRh+4QMrge6kCgDlr9PF99ra6rrt4WcShpWBzznPOO9fCP8AwXH+DHgvwt8Y/DXx78I3kvm+PbSeDWbRyNsd5p8FlG0ijtvSeMkdMqT3NfpTqHw81shrTVHS3ghC7bcjacZHJ6kk818K/wDBdn4O6tZeCfh98Y9M1y0l0SHUrzSZrFZP3sN5NGkofHdWjtsE+qigD83aKKKACiiigAooooAKKKKACiiigArsPgIdKHxb0P8AtVJSv26MwmL+GQMCCeRwMHP8q4+tLwfr03hfxPY69DKyG2uFZ2SNXITo2A3BO0nH9KAP2xsNR8K6TrMF94g0uS+tjaxyLAj43Er6+lHivxr8Lbu0223hSOz3AgOJm4/PrXI/D3VP+E9+FHhvxOFdRNYokzHghkG059+K7TTfhh4Jm0v+09Y1k3Sj7sFqm5kJ7NnpQB55ruueHrpz/ZYPP95+9ZKyOV3QA/KeQD1r0W8+Hnw8upW+y210QwyoMeOa4zUfDE/hzVPI1FiEdiYYyuTwehNAEMVrJczR20cZzKQWVU5/Wvuj/gl9+xz8MfiX4vt/FHj2CO+NvJujs5/ubh0yO9fGPhuIDVllYMWVejnaSeoNekWH7WPxV+GOlnSfhrrsuikqfPmtW/eNnj73WgD9Y/2pviP+zb+zL4be58R3unRXVtERa2EDKWPHCqg6V+WH7Sf7f/xV+MFzc6T4ZvG0LRvNYCKzcq8qZ4DN247CvHPF/jjxv44vZNZ8YeIrq/mkfdJNczs7HP1JrAgEdzcfY7lHCM2FYLntQBFeeINUv7/7bdajJNcYI3ySMzFT75rU8KeP/EvhGb7foGt3NpJJ/rDBMy7x6MAcMPYg1bn+CHiGOxj8VGZLfSGVt99dN5aBiMBSe3OPzqOT4X+KtJsjHfWflRoQtvM0q4nbqSpHUc9aAPpb9mj9q/SfFKQ/Df4vWMUiSsFs9VChCpPQOPTNfRfxn/YL0T4t/Db+2NNY2t/b2/m2N9GuY5ARnacdR71+aemyyaTeLEJCs0TfKynOw198fsTftl3eseDI/hD4v8RTJJCuLZpJOJY+hXmgD4q8a+B9d+H3iyfw14hg/e28pQEj7wB6ipPDmvWulXLpfTzFWBVGjfBUn0/+vXtH7cvhOwTx1P4ispkJlbhUr5/vYxLZeYpCY64FAHsnhv4t+HrHQ10qD/QvLiC/2lBcD7Sz/wB9sDB5/hArn9R+MNtpFw13aanPJcs2JLj7Sdp/2lGAR9D0rzfSvCeu6+XuLfCRA58zdwcdzyK2ofgrfyIlxeXTAvklQCuc9xxQB3EX7Q1pHbC6vbprq5WMhVmbIY44PPNfMX/BUHU28ZfsZ3usa1Yh3tPENnLYsc/uZHcoWH1Qsv419Exfs0eIz4cXxFY6ZJceS3IjO5gvrjnIr5E/4LIf2h4Y+EvgbwrcXz2st3q1zNPp3mlWkjSNQrundQxIBPcGgD89qKKKACiiigAooooAKKKKACiiigAooooA/Tv/AIJJ/GzRPGnwVvPhxrlsDe6CVNop4DogAbGSd3BjJ6cs3FfUUfxW+HlizFdDtoL1EKK7ZU9O4/iFfjd+yX+0PrH7NXxo0rx/bM0mnCcQ61ZgZE1qxw+B/eA5B9R6Gv15utJ+CnjPwxYfEHQ9UF9Y6zYR3llfRDO6ORQceoYZ5B7igDoNd+PPw2gto5NH8JwRXkcit5ocuDjqNuOhPavJvF/jjUfGHiVdVuoY/L3ZVUjx35PTiq/ij+xBsTQIyqq20tgAk9z+eaoSadcwxQoZRv2HCgZ3Lu4JH4kUAbun3ZtZ/NhnBZ22/exwBkDkVu+BPB1j4v1Vk1O9ES5AYlcqi9SxI9snHuK5zTmnSYxzIxkjUE5OCTuxjn0Br0f4E6tbafcXtvJYid5ImUAqMn50Y/pkUAYPiHTPBGnLJaacZJlViFmdMZIx27DmsDR5tF0/Xorh2Dwr8rDspPGfrzXRXOnXVzqk15axDyS7ZRx0UkYNbF/8LtD1rwamp6dcQfbZJXH2NHAlXaFIbHcE5H4UAe5fDDw98HvjT8CZfhd8S7OSXS5LtWmkgnEUigHIAb0JC9Qa4/8Aak0SLxF4vg0XQlWG0sbZYbaKNgpCKvB+UDPYZxXkfxJ1r4leAv2a/FM/gOPzr2yawkljZCDs+2wR5UjnjzDkegrufi/8URqGvXa6lamCR/3R8oYKhRtPT6UAeGapp8mlaxcWhyR5nyvnJzWpoGral4YvYtV0y6kilVg0bqSCKkMNjq3iANpUDyPJ3YdCTn8a7DxZ4GbQ/BNp4iuY0KXLyrGEb5sqQMkdqAK3jDxzrfjqCK6129MxXkbuxx0P4Vxl0Y7aDdIrNu6hm4x/SrbyXZjNtbnc5IPzdeT2rP1ZjbpJZTDcQ2Wzycf/AK80Aej/AAZtorqOFodZtreOFJJxDOSPOZRwBxz3OK6228cw+IL1pde1JZJYjhTC4VsfQ8GuE+HWu+BrjTI7W/Z4LmMZyG+4w+6Rj8c/Wu10PQ/hne30kd/qcKKttu+0JuDPIWGRggjGO4NAHYX3j/wnoHgK81fxHq9tbaZY2j3N9rFxdfZhZRKMli2egz05JOAASRX4hft2/tJT/tPftD6v44s9XubvRbNvsPh1rhmybSM4V9rcoXOXK9ixr9DP+CyfjjwJ8If2NIPCHhDxfY3998QtYTThprTP58NpbNFdT3AXAHEiWsfPUTnHTj8j6ACiiigAooooAKKKKACiiigAooooAKKKKACvqH9g79vg/AGT/hWHxYjub/whfTqEmQ7pNMLMAzqD95MclRzxxXy9RQB+32oaD4O1Xwha+MvCc9vqOl6hAJtO1KzYPHInVSD2PPTtXCadZ6g98ZJLNvJDAbsckZ7Z6c18F/sVf8FBfE/7MlldfD7xnaXmueDrz5/7OhkBls5f78W8gYPdcgd6/Tz4P698NPi/8ItK+Mfw+8SWur6DeJuvPssi/aLKT+KGePOUZTwQQPUZBzQBieIfDFpeaEdf0zzBNGgM6Dpgd+PWs3wT441LwXrUesWoQFH+ZXGQMgjkd67TxD8Z9F0yF9E0/Qo7HTic+Qi/NcY/idjyc/lXm/iHXtG1e/OoaNYtADn90GyDmgDX1DxXqdnqs19YzCaCWQuEfoOQduKi1a/1O+lHjCW+FqwUCGK2zngdvSsq1u4JpBtJMgPzKDkUT6u7XUaWgBKg7lZeAaAOh0G+8W6zompzXgnFvdR+Q0MhyJSzqNp9Tx/Wup8batomr+O9SfU9GBIvZQsZcgEb2GDzntWd8NLzV9VibTb/AFCO2sprmBJIWflsyjkDitr46+E9M8P+KLl7bVCt4bh3lUtuDZYkMpHJB96AIvDL+E9AiuNYmsES9YYtI92VQkYHynr9az/iN9r0nwbp7anqXnXGo3EkkcXZIgQM/wDfRYfhXHWl9P4m1mGyhuXEiMFd2P3j6+1afxi8Qw6jrNpp9tKGi0yxS3j2nIbGSx/MmgDP01/t2u2wjiDP5yggr1wad8WdH/4RrxA/7xPML/vCoyRnt+Fdf+y34Ss/G2p6lEsinU4tNll0yBh/rJlHA/mfwrkvEmjalc+NW0vXUZp1kKyI55HuaAINJ8CyeKNPOo6OhLR5aSADqP7w/CtjwtoRiuPsduzseAys/A5/WtPw/wCF9Y0vVQNFaVHQdIM5ZT2r5i/b2/b08KfCvwjf/Cb4MeJ0vPF2ooYrzVtMnRl0lN2JF3rn98cFcA5Q8kgjFAHzv/wVK/aCt/i/8dYPh/oU6S6R4GgksYpVUfvbyQqbls4BwCkce05wYmI+9XzLTpZZZ5WnnkZ3dizu7ZLE9ST3NNoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACus+Evx1+L3wJ1w+IvhJ4+v9EunBEv2Zw0co9HicFJP+BKa5OigD7f+DP8AwVU07xnf2vhP9prwVp9hbOwU+JfDcEkYTCj5prYlwxJyS0ZTGfuV9Tt42+CHxPj0AfBv4n+H9TXVFjSC1t9RjW8lY9FNuxEgb/Z25r8easaTq2qaDqdvrWiahNaXdrKsttc28hR4nByGUjkEGgD9jvF+kv4CZtPk05obkfIyPGQ2c46HpWA9tf2V26TgeeYwQAccH0r4T8Bf8FMPjz4cs0s/HPk+LDG4KXGrTN5uBjguOW6dTXousf8ABYTUNYms5/8Ahm3SLdrYETG316UecPT5ojt/WgD6E+J37TngT4DaZpSav4iH9sarq0H2fT2XLeUj5ZzjoM8ZOMmvb/HWuweOFT4gaHeLPFqsSPbearLjco45BHBr8bvjl8b/ABb8evHcvjrxUkUEnlrHa2lqW8u3jXoF3EnPcnjJycCvvP8AYF/4Kbfs6+Efh/a+Dv2g9Xm0qS2tzbzRT289xFKwTi4jMMbGPJ/hPQjuOaAPZNT/ALU0dpLe6tPIuCOXAwTVDS20q9ZI9bupAHbDNH1+tcz4n/bS/Yv1/X5dU079oSxkWYkj7Tpl2hQc8cxAdK8l+JX/AAUa+Cfw0vL2y+Hukf8ACY3E0W2KXc0NojYUhtxG49+ABgigD7j+DPwz1PwlZXPxWs9WS3sdNXMUskojLFgQOSR3rwj4wftffAT4BeJ7rX/ij46Gpaq8m9dD0Urc3cgODyMhUyDkF2UHHWvzx+Lv7bH7RPxl0x/DXiPx9dW2is+V0bT5DFBjAGGAPzfdB57815OSWJZjknqTQB9W/tUf8FYPjP8AHC3k8I/CbT28A+Hc7WOmXznUrtcEETXC7MIw5MaKOpDM4r5TZmZizEkk5JPekooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
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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"
这是冠状面吗?
不是
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"
图像中的器官是否存在于颈部?
不是
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"
图中哪侧的脑叶是异常的,左侧还是右侧?
右侧
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"
这张图像是关于头部吗?
是的
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"
大脑是健康的吗?
不是
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"
该图像中的异常是什么颜色?
白色
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"
产生图中大脑左侧疾病的主要病因是什么?
脑胚胎组织发育异常,遗传因素,化学因素
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"
这张照片是怎么拍的?
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?
T1
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"
这个图像的扫描平面是什么?
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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dV+x6tDdXsMseY4bZHHmTMcgKUB3KSfvhAAxIU/pT4l0l9AvbbUr61WaCWFHeGV5V2g8k8HbgNxyGzx0FAHjXxP8AghqXiWwfwi+os1pLMbwwrbKJYJycmWF1RSwY4JjYsO4I4rk/BnxW8V6HLbfB7wl4MnvZNMtls72+kvxbxxxgD5srGxCkE/eAbIIxxivdPFN9bvq1qioEmILBCcYzkscgD5QMYJ54rzT9lfwtotx4kvdIsbpmmvNfkku7hWOHiU7jnOe2cYBHXBHNAHuvwM8K6sbL+2vEFvcQ2KxK1na3c7PkkZMm7y87dvTjODW94k8TujJbaRILcTh4wJWdQoC8xoxXO5gPutjv0rrtM+GnjfxnHb2XhO0c6bExUzRpiN2ALkDbnJKgdye2K1PiN+yrD4ZWPX/Fs8bTWxUxx2xR47fKgs4O088jnAK8+lAHlqWosbkzalaKJmQNISBjaPTOOecd+PWtbwppseuQmwN5ChkJltgVVoywIBTHBOR34rQ1Wz0W/wBEm1bw1EL77GY4ieREr9yudwPfnt3rm/CnijxJqF6byTQwbSJywZhgAIMZHJP6AZoA5vxJ8R7D4R6yfCfje3Ii167MFj8rGOOdc7AU3DCtjBOOoHasH4cfEHR/BsviLxh8QdQl2aPrBtIpIflklbYsgA3EDLO46HGBxXQ/tS/DjRvHdtpXiC1LLcWUsbwlzhYpEJdcjcDlwSMDqRXmH7Uvw5nvvhHq2tzWV1YXaX0F/JbzR7DMPLVAV4GMZ9OnegD2K3v9X8bapJ4p1mzE0spX5VlbdChXaq5yQFA/M966K28zQNJj0+y0y1WS4Yx3JWUh8H5hhQzcZ6gZ+tc7+yRqC/EH4aWXi68sSJ7CziS/jRlbzJAuGYg4AJ+Vh+Nen/ELSbK9uYNetUMwZFaVC+Cvbc3zHgAdOcUAM8F6zFr+nHw9raF7iyBa1mmK/cVcFCPUE8YU8cVw/j7w94cupr3TNX11J3kwlxp9tbbCF7ggDOD7ceuK7LTLWEz2uq6dIGufM82SNoQUKAAsvOBj868v/bC+D9rrIfXZtZvre0vMG4+wTSRBgCCVZlODGRg4YduKAPMfA/w58SWmu65b+CPGM1h4awXt7hbYXMsOOHCGR9qR9BkHOc9zXkfxd/Zx+LHjb4eeI/7W8XQahb6aJr3Srez0qSWa6MSlkIXd8jyDKZG4nd0PQ/RHwt+Nvwn0LTh8Nr7UtJBaEI1rFICZAv3C7dsnkZPXsKpfET4s2vjcP4a8BWunpYSMLWWS3n82CR1A3pwTvcZGR90Z65oA/Luivrz44/Br4X+DvCuveJ49PsbrWJrG9leWa1VsyNDKCyjZhSpcMG+9uUHORmvkOgAooooAKKKKACiiigAooooAKKKKACiiigD62/4JmfBPQPFN9N8U59W1OHUrTUJtPtYbS4iELjy4XHmI8bFgS5GM4JA4yM19weKvDiJ8PdJg1pfIu7Od5Sihl8uNiQoJPfK84YCvEf2V/BPh7wP+zV4ei8KWzG7utNtL67lMYDPNdRLM8jlFG7bu8tCQTtRFydua9jGq6x8RPBsukQ2S/wBoWgYRuAVMyqcbWLhGOPw/GgDh9StYde168v4tas4JRbyKi38paI/JjPyhgCCfQfWsv9jD4D3+k/ELVL61uDczahc/aLq4RmEMT9CEGASWzwQAQOtYFlrt5B4xltnDw3quYJEkQ4OSBwTkcA9MkEHnFfVv7JGhW66NrElrYtcahBZ3M0VskmGyI/lZeeT7DGaAOr+JvhL4nyXmgeDtG020GiW+kPcCTS7gRTyShwzxtnHlsRgA5+Yk9a4LSfiZ4y+I15qvh7xX8Njpq6fatawS3cTgQZk43kkmXC5Bxt+hrP8AgP8AtE+Mvjf471CwvfC8lk3h65Y32o/bgsSMrbNkxb5WHyjGdpGOK9/8Yax8Kf2g9A/4RHWvFt7ewxQRjUrvSG2OjbiHKNuUzNjI5yo9DQByvgfwj8OtP0F/hwPGPhLUL/xD+60bRtNhNzI8jNgkCNSGkB/hJyAefSuW+PXwc1j4A+Lrnw1c4cxPHDiOLakspALYQBQAAwxznIOa+m/2YvBH7B37P08Hinwt8NJZL6FTNaXniG+gS9GRtdoAd21sD+FcnNeZf8FJbzTfF37VVvqHhCD+zfD0uh2t1Y2Cgt9mleLDAngsxYZz05zQB82y3Nu/jm40HVbVnhFkhjieRz+8Vsq/ynHHPO7ivnC1/aD+MXjaTx58ItV8IHxvqEthJbzRxmOOfRUtbkQNcFdgjdSrjGGDnKk55r6p/suCWe41/U1C3TR/6qMLlnGQvPZSOvIr5o+GVld2f7ePizSobeJtOvdCW8mNxuZkYyoAseGx8ztkgnBwO4oA+pf2fPAsfw7+G1noGqWccNzPAjXc0AB/eFV3A5wT0I46+1dZNpT21xLbXEC/Z5GZ1aQ5bBUYUL3Pfg1jWUdzZwWv2whPLTdEsZH3dxByDjkjtyfSult7uS+TDQoYY03B4ixwScAjOPxzigDm1S20++F5O80ZinJeLytpwcAZyASMkf3vxqr8QoLDVPBg03xDMI4ZLcCETnlXO4YG7AIPJwewHFba6DEniAajeSOYQn7m34+cs2M46ZGOgziuY/aA8LXes6ZaxWtysLQw7f3s+CSR69BwcAc80AfOnxK+AnwodtO8O6Dpkcuoz3aodRa6ZZQqDMhGOeQcZ+X0Aqp8S9H8JfDnSNO8C29nNLdGNVttNtFA8lFPOPm+XJIO47eTySTXNahL4k+EfxMfxX44ufk8tw1zdbpGuJVUmOIA57e46fdrobXx7B4rkuNRto5o57qIfarR7YwF3IDDKgZkAPTPHegDg9b/AGY/EfxGXUX8R+PnWO9050tV0+ORo9P3ZIWTewEjZKhtpIOCA3p8VeKPD1/4R8Taj4U1Uxm60u/mtLkxElTJG5RsEgHGVOMgV+lXgLWNTgjurbX7mxErMz21jPdRBwoXJVEZgWIJHA55r4G/ac8M2/hv4zaxLYvIbfVLh7+HzvvqZHbzAeAMCUSAYz8u3JJzQBwFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfoh/wS48aeJvFfwQutP1g/bLbRb+azjDsWbykijkjDFyc48wooGAEjUADaSfojxJ4dutBRNb8G3MqoHD3dnEX4LEbmC9GHYDtzXhf7KHjBfB3wX8N6XZWj2MM/hu3ZjbxookkeBGJAjGQXd2YuRkliSeTX0X4b1cW+n2r6tvSOeIsr3AAyQMAk8DIHTHWgDw344+BbvStcTxzpCKjSzmSdI8K6Eg7sFTwAAOSc84r2P8AZD/aO/4QPV9I8Uvbm6e3kWO7td+7zEH3kwcEtg1c8Q+ENB8aaDf6dp0YfMDguIQNrHrnBxt6/nXzmYdU8FeIbrTIrcxAecLdSgXa3G3gdDjA44560Aes/tb/AAG+Il78SL34y/BGO6uNA8V373T2unqREsjY3N5af6xlXscEEcAisL9mPx5+0B4b+J134b8NfBbWtb1gW5k1DTHtpkl8hVynmBV3Rgt85woB4Ga7n9nf9ovxL4X0u70pmctb7TFYyhwjuGAO0dM4JJYE19BR/tp/F5tMu4/DVx/Y19MI0uL6Gxi+0GJcFR5yqWZfTIOO5oA+XfgXo/x++M37Ylj8TPiT4TFtpPhu6Y6z9reSCC1tEDbgMkZfB+6DkmvaPi38RoPib8U9b8XRwlLWNo7fS7PcwEdvEoVD09t3UjnrTfiV4+8X+K7OWDxB4ne+iuLjdceZEiB3JyN2MD9M+9cfqmvafZ3Ba9y4SULGIwdrnbnAxyT+dADdZ1y8eBopdN8vdIW8vzQHA445XHJI6c814R8CNX0vXP2qvH2vWV6siRWAgtnYdVtp1R8dMjexwOAcfSvcn8D/ABR8Ry6prXh7wzc3P2PQrrUN08I8lIoY/MaQ5IyVABAxliAMGvmX4ceH/C3wT+Gngf8Aaqm+IljdnxVrGp6L4x8OLMkl9ZthJorp0yMLnacKADlupzQB9ZaNrGl34EMtwVENsH8xDg55z0XJ5565rb8G3tzeapd2CyEQw26yrIikBj0ILdPwNcN4O8Y6brlubrTr+O4ZGUEIgCGM5A+6eck5ziut8NX5KyWunhBdtDuaLf8AO2Bjbx0BwetAGpYC5v7yOOJJNySSCJWyQUIGSMccEE9B1ryz9qv9p/wJ8MludOutQtxPZRKDbQxNJLcEEYReqjrgseM+lezeGrkX9pFqZhkiZWYeWD+8LDO5cEnDdsZP0r5e+J37PEPx08eap4m1vTYwmlrLFY+awA81n3uffHCg49aAOL1LQPHXxz1LRvE/ie1GkaTBIb2HTprkK5cjahdzjkZ+UKCMnqareNdag0LT7nwt4dR7m+ttkQg0+zkuJI8nqyorYIGc7iOcUeIz8YPiNq9v4A8OeGDpTaTIqaxqt5HJFEExgKijBkYgZGFxz2r1r+wdH+H3gyG71+VMqgM3+j4aQc9VOQueg9aAPC9PtvhvdeD7lhpE2n+U8puZZpX8+7uTgO4DFdr7QuFQbF5GTmvkb9pe5Nx8STsU+VHabIJMcSKJZckHvhtyk+qmvs3U/F+ieOFDMYLm1kDRWcdza7vIQ5Yr0+nqOK+PP2rfB8Xgf4p/2HaxPHB9gWW3idw2xWllJAx0G7cccdaAPNKKKKACiiigAooooAKKKKACiiigAooooA/RH9gLx7qPjz4EWq+NvDFpb2GjsNOsrt7dlFwsUccaOrkYOeVI3Eb42PGdo92sfiR4M1W3j0zTLuKGSFcptiba6/d4C5wOCeR9Aa+GP2EvHuteItEm+BmmeIJ7W5+2S3sUs7mRIIHEMeIIz8ok8xmJLYA8zcAx3Y+ttJ+C6X93a3d94zW2uYYVtUNzqTO5RFAVMswHHX7nUnigDsLObX9J1q31HSrzzIhuZ4VcsxP8JIdVzxg4Pr+FYHx18HofFVl4ittObN7Ed4LHIbsw6HPJ49ulavhv9n/U0kFxceKFt4omzA9tGSxwQQdx24GfzxmvQta8K2et28+n3duGwimFZIcqu1SBJxlgeSN3GT7UAeb/AAc8O2mhwTeJ75XSR4CCiuWLlei4HIz0Py85611elfGTwRrlyfC+matdDWEQM+m2djNM0BJ53uitGgx3YivOv2udW1f4P/AS68YeE4yZ9MEQRULcbnChiArA4644znrVH9mf45/Fr9p74Or4Z8MfDWG3u7i3ZNX8W6yYxptmltFLPNc3Z2pvVisa7WkCpuUhSDQB7Dq+rxvNF9qAe4IC5aLdg5wTxn8z0q3pPgjTtQkOp6ydpIxbRw+XIzH/AHhkD6Z/KvnD9lbxf8SPjP8AEpgb24n03Ro1/tzU4Jx9mSRgGMMRUbNxfHK5G0cV9bSzWwtpNYu7x3jgDh+Qd3PULn17E/hQA7wwLjwdZz2XhDUm063vCxu1huHTzx3ySxLdSOTgZrE8WfBT4XeNtN/s7xl4F068Kzl4pTbKJIpCMFlkXDKdvHBGe+a5P4leLtY1HQk02HQLeye5hkht/OuriOTcxBWbMDpnBT7vfPJrrPh3431rXdVt9C8X6eBKYDNbXtoJTHOSvzCRXZnjOORhmU+1AHhPxXeH4EePtM8HaTqdvb6fcSRfYG1CRYRCnXaswx8o5GTkZxkV6PB8a/Dtz/aMfhTX1utU0jTDfPaanKkC3kS/ei8yInZKU+ZTsaNgOorgP+Cn3w//AOEu+BQ8SWVs7XWh3B84hWx5TjkbucYZRxnvXj37N/wR+Ff7WH7HniK51n4l6ho/j7w7eLL4b0/StywzaVBAGujdKR+92DiMQneSW3fL0APs39nb49/D347eEjr2gxz2FwJ2XU9NuQFltZV6lsDBVl+ZWAG4dgcitnxz4N1nxBp82laRfxWdvKCkoikwXRsgAOBlTt69OvWvhn/gk3dXGm/tLeJPDU+sJeRHQDbWrxMjB0DbkbqVJAyRycZNfoFYzRXrCEsCD1Drz7gc8HIHbrQB8yeJNGvvhXDLaeG9Aub6clRBaNMX3OGwMbjjt13DHrXF3fgH4q/Euxk8U/F54bQWxLpotuivGFB3F2kjdlcnjK57HmvsHVbHw1fSmTU9Pto3Vxv8wJyQvGQP5n1rkfGeneGpLN4NX8uKLaFldsAOCDjkk54PQfhQB8Ww6bbHx9HLoE6mOSYL5EcH7vPC55xtOSQTngECvnT9ubXYdX+Osmnr9oM+l6Tb2t207ZDOd0w2nJO0JKg5xyCMYAJ+/h4G8C6Tqd54i8OTwzuqErbuBhiM5bAPGR6jPrX5o/tBfEHT/il8ZNe8caRCEtLu6VLUhmPmRxRpCsnzKpG8Rh9pGRux2oA42iiigAooooAKKKKACiiigAooooAKKKKAOi+FfxN8S/CPxvZ+NvC97NFLbyAXMMUuwXMBI3wscHhgOuDtIDDlQR902XxKg1y0gvdEGm3v2rZgvc3SCYHndvjlXKEHOQpzkHmvz0r6r/Yv+MGka54Nm+HetRytrWkRmSyuSGxLZb40VWdnxlGcIAQoCCMDo2AD6a8C+IPH19EYp7q6sLWKXmCG6JjIHRlclCSeoyucV6/oHxY8L22ow+H5ria5b7OWmnQYM3TLBdwLDIOTjsa+dbfXb3XydGtLu40y1ijIuLqNod3mqcMqssmxcgcsCxyMACui0B5LK1+z6XaTKlzGUF9CCJHYjBZmbJOefX2oA978W+G/CfxO8Hav4cAjm0rWYGhulkiXARsgjAYBSQQRwDxXivwU/Yd8U/CXxbDbWXxamXwzBfTzXMMULrLch4vL8llD+U0eDk+YD64NeufBrw/daF4VNtqV55j3Mof5uAPl2hSQc56HHB9q3tV1e40vSbkWoDskTmNYfZMbRzkHOSKAKOin4bfCjRbT4XeHLOx03S7P5YLK2YYOfm3y4JJZuu88n6YrU8TaxcaZ4WuNZ0eCO7ZFHlQJnZye3Jz6jpXzxq0MmvpdzQeJ76x1GBCGVDlopHHBkjbIbPUBgc9RWr8GPG2teD9Ig0rxP4lS4vkb/iYhkKgcnD7RtBBGD8oI7c0AR+PNS8R6xPpN/rhe2RdWRrvzCVwNrbVK9eWOMGvXPh5450ldRsPCwfc8MAjgkeMHJwOFwBj8fzrhPiNDb+KdTt7OBVaBpIJYGjAHKMXJO1cgZ74H1rrvBXgTw54S/wCK/wBYsFeZosQbYTGQR0O8AFsE9fXqTQB6Pr/h3S9f0+60fWtMhu9J1C2eO9tJ1BDoylSNpB7k/iAa/LT4z/s7ftDfsmfFS68PeEba+u9He7Y6Lq9quBJAzZUbh80Mg4Dcjn6190S/G/Wbvx/atpLSyRSyiOOFYySxBJ3AAYC5B5PrXrl9pOk+Jo7Y6vZi5dSJESRslHI6KehPr9KAPmD/AIJhfs6eLfh7BrPxy8e6U8Gp60Ps1jbS/LsTqc7s559+pr6L+LnjWDwP4YkgAuFubyP5hHFl4gwO5mABBz2xt+tdVbymBPLuJTCsCHAjXAYdAPl5x3rx/wDaR0DU/GUMt/pN+oeKIeZAxYLwQc5zw2c4JNAHknhD4peMNI8V3MWu6rLNaMyKhLjKAnIAC8jjoDnvXrN6Lbx54aVxNtym75JNrEdGOD1xj0rwbw1qOn2njN9MnZ4/MkT7TBK/3GTIBAIGeD1JP1Nei/FD4lv8LPAcniu2s5XsbCylubmOBtx8uNC7BNxxu2jgE4z3oA8D/bWu5vgl8N9QjTXdSuTr6SaYbF51aMefDIfMyykooUNwp5OBxkkfCtelftMftLeM/wBovxvPrOrX0sOkwybNM01GdI/KRpPKlkjMjr5+x8My8dhxXmtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWv4D8deJ/hp4ts/G/g3UTaalYsxt59gbAZGRhg9irMPXnjB5rIooA+9fgT4hg+JvgTQtT8N6O9pY3FwBqS73cIqD540JUMzBxy3zAjnjNfRvhHQ9A01rKSe2idp4i8axRhTG38Iyfx64NfmV+zV+0v4n/Z98RlovMu9DvJAdR04MNyNx+/hJ4WUAAdg4GDghWX7y+Gvxg8P+Oo7DxRY6nbT2Go4kEynOQo5A7qQ33gcMNpBANAHqnxk8etoXh8SaZMIZ2jCoS5X5O443HPvj6VP8MNV1K60ANrGrsSjCRXluD8oA5AbJzn0NeJ/tKaobjQbnUbdZplS2jIKMSByPqAv+Nev/C24Nv4YgF3HDKt1FG0gAJ6cDBAAJGfpQB53+0Foun2HxQ8M6zBJHbx3902n31wIhuuISN6Ruq/7fRiM9s9qTWPhTrWpfEe0juozbWVtak6be2v7p0kx8yluM56jJ289KtfGrSvEfj2caH4Xlt4Xt7iC7tLy4XckZikyCNqknIyCcjGa7HwR4v1e7t7XTfEujvaXtz5pt2aXcDtxvUMMggdR3x70AcNq/wARn8Eatc614k0mQ2ugSWu43AR45zOxUMAuc4wRtHzdTitcfGPxT8QdVM+g6LDHZ3qlUn1BDHGikYwkeVIxj+LaT1zWZ8QrfT5/G+laHrlwzWt5qWFhYblwiMwwOOckkHNbPxA8IeHNE0iI2GovBdTgJYbI8AMcDB2gZBHPOetAHWfBT4N6/wCEvFVx4s8f3kd/IAxtHmtl2W8WM4RAxG7nrlieuRXaeNfipa+ABaW4t0nunYkK0meM5JIBPbjJ6Z61g/BDw74k8PaJ9r167eWVVJFvcKw8oAAEgOD7YP8AKuN+NtnrH9tzeIIroMfs2yCA4+XLEnIAyaAPYbnXbbVfDN1q1rJK8rWrlIiifI+3OB1wBnPNfN+m/HTVdJ8XTaN4neG7t9/ltbMy73GcZI6gDn0rs/2afiXqHiJ7rw7q0czR2uYpLl2OyclOgBAHB4J/CuF+L3wKs/E/jCbxLZ+IkilB+ZY5Ayu3IVdrA8f4UAVPiz4I0TWEi8baDdFZon85RBtJmUnOzgDIA45J+orzX4+ftEeCZPgZrmgN4lEtxc2N5YrZK/KXEkToAxGRkAnC5Jxz0BNW/E/xB8R/DfTRpMU7XF0WGECfu1/hBwoUsS20KgHzMQADzXyf+0F4su5dal+H91pdxZ3ul6hcL4igvrePzYtRjnmieNZFdtyBQCWwhaR33BgkW0A84ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuy+FHx28ffBxrmPwpdQyW92MyWd6jPEsnA8xQrKVfAxkHkYyDhSONooA+iNU/wCCgOsa/wCEo/DWt/DaGSTy1FxcwapsDsCpYqpiYoCV6Bs89T3+0Pgf8SG+IfwY8Oa9Y6lp/wBq1PToZroWcjMkNwyAyohYtgrJldu4lSpB5Br8p66DwR8VviZ8Np45/AXjzVtJ8q5FwIrK+dInkGOXjB2PnaoIYEEDBBHFAH61DWNA07yNFmuY5LlgCzBSWI6bjnkc59KzNW+I0vh/x2mha/oqw2k0pjsbqJtxOBnnGck/X8K/Pu2/4KA/GOKWG/u/DPhq7v47D7JNqFza3RknXu7ItwIlfdltyImCTjA4q8v/AAUc+MV5pf8AY/iz4feCfEMKzLLbnX9Lubl4HX7hRjchhtPzDJPPXI4oA+7NX+FWhePtLv8A42+Nfi34e8DaZ4Uvo5dEvfEmtQ2Frrl0QxksopZHCtKYkdlVSSdjehxt+JdH0/xHoUemaXq3mXcOySRpTh0w33Dkn/8AXX5y/th/8FA/2if23J9Ej+LmsW1np2h6XBaw6B4fkubfTZ5oXuCl7JavM8Qutlw8XmIqfu1VcfeLXP2df+ChPxl/Z70SDwnp9nZ6lpsW5GklZ4r3ydgVIFuATiNCAQCjEKSoIUIEAP0q0Axaz4XXTp4HhuFfaYTkbDk/Nzj+ua5zxR4fv9HS8kn1QzzmHZFvOFXHbGeP0r5x1j/grd8L7KGaDwd8MPEYOoPFHe3Ut1FbTxJtO+ZXV5DKwOCI2wDkguMc+e/E7/gqN4t1Lw7p2h/C7wfY2l4LRhrGu6lZFZZZTwPJiSZkTAyS7FixbhU25YA+n/g9JbeGfCt7eahdRqJjKtqkbgGRnYltvGeSOvYV5lrvxTkuL+607QFGoQx2v25Lm0u42i+yldxnLtiOKFV/5bSMseOdzdK+KPEHxy+K/iTSR4fv/G97Hp4SRDY2knkxyI/3lk2YMwwSP3hY4JGeTXJ0AfQ/xf8A2nrLw5q19Y+CtQg1nxBFM8UPiC3nc2WkkxlDNYsNjTXQLYW6ZVWPYTChDLKPn2+vr3VL2bUtSvJbi5uJWluLieQu8rscszMeWJJJJPJJqKigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q=="
患者的右脑叶是否异常?
是的
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"
相对于其他组织,脑肿瘤是白色的还是灰色的?
白色
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"
该图像中有多少种异常?
3
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"
产生图中大脑右侧疾病的主要病因是什么?
脑胚胎组织发育异常,遗传因素,化学因素
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"
这张图片的成像方式是什么?
MRI
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"
图像里包含的区域属于身体哪个部分?
腹部
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"
这张MRI图片用的什么加权方式?
T2
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"
图片中体积最大的器官是什么?
肝脏
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EdAsZvDV802m3UYiIkOHlcY/+vX2L+wl+0Lqs/gtte8QhJbPTLhH1FscRxIqBcDvltzVu/wDBZ7xb4R1D4T6KyxpezSRCa1m6bo5PmVgPXBFAH45fEnTW0O1jGn26SNczH7RascozkFU3fTcK+PfiV4MsvA3je68JabrAvRZyKj3MTdJ8AsFPoGJH4V9ifE7U5rSKeZtEZLZDl5C3Jywzj3NeB678OtCh11NasNPe6+3XTMYmP+oUoHVx6gjcv1FAHJXtpoN94chbxT4TSS+tM/Z75E4kTPzI/wCfFc745XR9Q0208SeG7JY47KN0mtC3WI/fj/IEj6V9G3fgi00/QSv2GG2s5omSGK45lD7SVJ9if6V4B458CNpur/btPTNvPj7RArcbSMZx2I5oA8h8d+HpppI7O1ImhaMtaOgyZI2+Yc+3+NeezxGGUxngjpXu/iDwwtgDo2nxFIliE+kvnoMfNHn2OfwNeR+K/Dl7Zg6ilsRb+YUWTPQ9dp9xQBgGilIPXFJQAUUUUAFHeilUHqKAADitXS2uNNthcWrFbmcFYmXhkXoWHueg/GqWnWhv72O1DbdzcseijufwGT+FdR4O0+31XVX1CRAIbdflBHTjC/koz9SaAO5+Hvho3E1h4cgjG6VxGxU/xN1b8FzX07peiyRWVtFaIYrS3wiyqOEAUYP5V4v8DdHtpfG8jwLlbOx81gf4WfG0fgK9ysL1mKJb3/kRxR4EUg+VgOOfc5NAHR2Wr+A/DmbLXtPbXpTIGa4jO1UwQD/WpLrU9L8S311beEvBq2qWMDukAOWkjQqR/wCO1zV3DpolEdspLNCGfy/uqcEkCur+FPjDQtPvZbG/0d4ru8jEMGpIciBmIwzf7OSc+1AHOjxHcQau2p6ZKqzLvKyFOcsCvA9wcVl3F5czassdxGV3TKSI15XkDJ/U113jnwV4p+FvxF1XwvqOpaVrM0N15Kz2TApG33gRjqBuFUbWw02KzuL5teSK4ikCLBsy9xxyR7UAbOs/C7xJ4b+F/wDwl+mobqwmv4xPNBy9sqIWwwH8OSDWd4P+J2sfD/XYbvSI7eRAgWR2QMGJHOR3GTir3wz+Mnj74bvJCltFfWFwrG6068GVkXGGyD6+tcxr154avfElzfeGrR7aKRmljtXGfJOMlfxbgUAfof8AsTftq/GLx9pOreFPiKllPpMFvaHQb2FMedC8ZBU+6qpyPWvmP9tr4Ia18P8A4pz63NpUdv4b1eaS6tjageYk7584MB0XcFx9a7v9kD4v/D74UWLW+pazaXlvaaegWLb0uGAbP0AJ/KvNv29/2sNA8R/GaKTwxrSPpk2kWp86dv3bXLxmSSEjswbAoA8Ejt3fURHZrNIJJtqIEyWBIAx9d1W9e0zUtD1W88PXNsnmR3QillHQNGT0/PFa2ga/c6drUPiKzkhhngnWaydQHiEqyB4wfbjmuk0/TdA1DWtS1nV3W4vRdvKibvkuJ3+bA9t5b8AKAON/sV9M12az06HzHgLRqP752rkfqT+FTwz3unXDapFP5cvll0iU9M4OD+H860Bp2sahez3ulTKZZJXldehRlbkn8CaH0PZpcghAaUOzSOegAbC4/AZoA8J+MfxV12xefTFuJtkjMzpvOWY5OR/wH+Vepfsw+MG1HwtpfifWrdh9om+wsDyoZcMc+g2BfxJrzT9ofwdYT2rX8F2kdwoyFHLHoMj8Dj8a9Z+D/wAO/E/hP4L+HdE1ez/s281TVDqMdjcjEksZGxBjqBtG6gD9HP2YfH6+G/C7XC+IVhhtrQajdRs37mTykykD+u/7oHc13H/BST40y/FzQ9F1MaT/AGfb3OmW89zp8g2tY3PlBnjUdl6YHvXg/wCzv4V0O/8AAup+H/EJuVtJ9MjmaFD88l0JMW5H+yOc/hXN/Gf4p+PvG9q9/wCJFln1W1uPJ1MSJhJJ4l2gIPcBGNAHhPxQ1WfUtBu0kkR5oUmKqhzgD5enrnGK8e8U+J45vHdj4f0ZgEktYlinJwIniI3RkewYkV6T428Uaj4eu31SDS7YTTFSocZVpCc7CPYg5+tcz4u1Lwn8Z/Bth43bwvbaNrPh3XhPqAszxeWrlR5oH+yRgigB/jjV44biy1PVrx4tMaQQRahL1jmVTkMPTdtAPvXG/Gm1sdL1NPGMSxvY37+TeWcZ+42z7w9Ohz9K7DxXpOj+KvDV9oC+KodQdwk8/wAmFSIHecD+8Aq15x441HS9XuoNBnmeKyt7xZL2VxguhA3EfQH+dAHn+q5aKCOCYSOsxWLJ6L/C30Ybh+Vcd4q8P22rXpRTsjvUkZYj90TbTt49yMfjXVa6smn39za3cJE7SqbedOgRmODj0xgg1leJ9KnusSQceZGJ4wOq4Yqw/MZoA8OvLf7PMY2BXuFPaoSMV0HjOyiS4FzFEQXXdIx6FsnP69vesBseufWgBKKKKACpI8BeWHHSmfUU5Bx16DkYoAt2JMdrPKh+Z08tM+p6/oD+dd78NNPgbSYklcJ58jfM3v8ALg1wbl4bKKELw5Zm+pOP0xXo3w8CH+zLFwDm6ijOemdwzn60AeyfApUn1bXtTNv5RN2kDbf4BGgB/WvWdMHhiYJ/ayyuTuESJ03bSBn6NzXlPwGVh4c1C7clJJ9VuWZT/vcr+VelR6ddyRpPbyJlgMqp7np/KgCbQbSbUrTGnKzTeYfLUDJCiLOSP97NXDpk2m20c93eFRJEsrRJw4RvmAYfTJNUdFvLzTboajpepLayJtdXxk5GTtI9+PzrurXxZ4R8b+HzB48jgtNT8wG0urYY85sEbGHpn5aAOVxBLCbmW52TBWYyu5O70JPf5eKk1m9sND1ufw6jxTzx7M3CLwhKqSFPpyBW/qHw48S/DfRdH8feO9AXN/OkulWUwwlwFw+5v9kAZPsa5PUTZ3+oXWveWUke6JWGJcgKxYnHqBkAUAdxr3wiu9E+Enh74wt44tr218Qtc2ot4Vy9m8LbGR/Tcc4z6Vy0SW0NpLLCkaMQhadxkuQcgf8Aj361q6H8R9b0nwVqvguztbabTb14VvbGePDwMPnEyZ6HPB9awp5bOQCKzmwXiDTK443g449+n4UAXNMvZdPlW5NlHEqeWJFVvvEHKk/kBU/j7wD8PP2hPitfazrOnw6Dc392J49OZsW8V18u76YZQR/v1mxiyvLOS2Mcq3Ej5Yg/KUEfH/j3T6VgeK/i/wDDbS387xR4wshPHGts0ML5fds2lzj+IECgDo774Nah8LL99F1myu9MZmXYhfzLeXn76N6YNVJpNRtr9dOkLSZYlWj6qckAD+dL4R+PcvjfQDoei+Im1jTLKYfNd/M8PHIBPOBnP4101p4lt9P0lbmHSLWWcR5S4lYBlDAlsj1xkUAQ+GL+2fVVvZi2TlWC8CQYAwf51d1Xxv4O0aBxc3cSRQgSXEQOSCXCnPovWuL8SfGWw0ohNG0mKSVXAjUkBY/c+uD/ACryKx06TQU1O7XWLq+OpKy3EkwLJJE0gYqD25ANAHt/jb48+Fra7hn0z9nK3uoluZn/ALQuRuWaOJ1YSL6g/KMexpL3xvbyeMvD/wARviH4zXVdcv7xY4o7V/3NnaqWKttHAzuEYHoK81jt/HOoeDoNFm8c2tpZR3jXOmJMcsqFWR0B/u5JGPUiq/hf4RvbWtt4it9R8z5BLAm/ONgJAx+QoA/Sn4Ny6tr+kaVp1pc4/tOKOJLyPgxRvt3qPcAAr9DVP4/+HTo3iGXSLrUgWjvHjlKAclnJ8z6/0rxH4A/tBav4Q0e0jnvRI+lXtvNFFnqMeWB+AYn8K7Dxp47m8Wa3dXeoXptrsMUUucqdoUF/p0x7k0AeV/HXS7Xwpo041GaCU/ad+9Rny2JG7+ePoa8q8F6roN5oGqQpaG3CxfYkdejusxaQ/wDfIFd3+0DfuiyWTwB5Lptz/NlZCx2nB+n8q8hsfDvivR4PDEV7Zz2VvrU8l4I7pdu4LdfvGHqNqgfjQB6l4htND0jw+dR1GK2tmtQWvWgXDfPGCiY754H1Jrx34hNDrOkyPqS+RCtmzTzomBGVQMDnvu3ED3xW1+0ZqHjPw9quk+GdCtv7Sur+SGYSoco2JyY2f/Z5Iq94w8KHWNMbTdS1BYIL+0W41BCmF0+0RwXY/wC1xsUd91AHkfj3U9O8Uyp4pvA2n3F1AGtbaMfIsMRWOKP/AL5TOfUms68mtXa2uobkNGJZYo1frtLhwPryfzqLxlqdtq+tXt5oUZWzYvBZRyD5UjTIVQfUDJ9zUP2W8Hho3jKhh/tO2UueoZlAOPfA3fjQB5/44ssC5soXUrG5cZ7/AMP6VwpVRnPp+teoeK4NFk1YXV9bsIZLeUXcUZ5Eyhun1YRn8TXml00TS7lPLAM3HGSM4oArUUrDDYpKAFAycU/5gucngY6VH34p4LcAfgMUAXtvmiESMPL8nDeqn5jn/PrXb+HZbm2SGdF3NGfN+TsVfdj8uK4q0hEwDo38AyPXpxXVeHdQkiWC4gkJZsgP2I5HP5kUAfRPwqitbc6jZRArAupyPGM8gPhlP5Gu2UXNiExIiq5ASXdwexP15rzP4R6yl/HJLFIA7QW5YE9CE2kn8VAr2z4WX2kTaxBY6xo0Fxa3Dk3j3DYSGIKSzL745+uKAMq30q8dVb7GZVm+WOaIZAbJJB9+lWrewt9Jvbe9v7dWSOQSxQHl2wcj9c1bvPiVLfaPc6Z4b0+LTYY7qN1hVck7iwY59R8h/GsK31G9vbmOJQu0AAvMfnPByPz5oA+gv2s/2pfDH7SvgXwV4O0vwidL1Dw5bzx3K7cBT5KIVPsSn614/o32aXw8wt9XihuLd3JnZO7E7SPbJx9BWDcanql6U1MToJLmPO0Dlc8Hd75GarW8V/OT5ron+lxxmEfxs+Rn6AA/nQB32neMbLWvCVxpvjq3s59XgkXffWSBRLEozk478Y/4FXS/B/xL8Nr9b/wJ8SfDMcUOrIxsNYjHzWk5UCM/7oAwfevKk0Q+X5qXKKJGADqeHHUg/gK6OLQ9UWwttYvZFiF3ujso26tGnBf8yAPdTQBzfxM0TW7jwnqen+ENUMN6lyIII1HMiFT5jA/7AK49ya+ST8C/G1x4gNlqs8FvebzI8tw+N2TkMc557/jX3DBqdlpl0HTZ5cYAZXXLNKF5OfQtn868t/aM0jw5qb6RcS2whubi8aLz04LAQ5kP03FVH1oAoeA/7G+DemD4deF/Dp1XUJWVby/iPF7cPyyp7DG38KufF3wn8a/CAjsvF+j6fY3eowR3NrYw6gpkEMmAC2Dwx6Ae1eaSf8Jp4m8SHw74MvJbSHTCEmvoz8wYDaTGfUgnn1zW/efsyeJdSE+sah4m1O9vhEjC4ur1nkkUEY25PY4wPrQBW+GngJviH8U5dK8Q+KppbfTrOS7Z0O1biGMEAe5JOPqK2PHPxP1HwZpi6bp2hwQ2MLeUY5VBJznv/nrXG2P/AAmPwY8R/YvFLSi1ntJLSXUQuGhV8AP9A2G/OsjxZp3j+51BodQtJb+OVg8M0RzGykg7gfQ44+tAHoGgRS+ONPtbrSrI/ZbtGC2oOWt5ly7f8AZP1FS+CdY8ZaZ4pPhC01K389iEgmlf92EyFkk/EFfyNT/s832s+Hta0/w/pulm91CTzJLq0txuCxldmz64JP4V3mt/sUfHm1kbXL7wJMltLA32RoSd53seT6YjwfqaAOi8M6xqR8UXkEvg37JZafYrDa3Hm/8AH0I4SGk92dySPwp2o/HW4n8KCW2t1W6tS/2p5ORJCSCFz2IwD9a4RvEkXhu9/wCEV8X2upW15Zq7FJ2KgSBcAAnr/wDWrMs/GnhuHxML3xHZynTrmBpLnT4hnzVZi3B/3gM+mDQA74w/E+9ltfJ88vEIi6BXyY2IBIU+zGubu/2gvE/iy60ZPEOsm/i0e1ktbEOm0QI5yQPX5uar/ECXRZdNEWkQp5MlyksEjtuaMEEyIB3BOPwp/wAE/wBlv4ufHW/vtP8ACvhu8ubXS7N7rVLqO3KmKAAbWX1YkgD3oA9w8OeBfiXf/DTSvih4htNLtbHxLAzeGJZbkGe8htg5c7eqKGUj64rzOw8HfFP44+KdM8C2+uyWkvibU1gj0vb+/FmoLS3c391EGMA9SRXp3wt/YT/aH1WewEj3umaRYpJHbHWrkkwRuQSIkJ+UHGT719X/ALO/7K3gL4F3114nvbiTV9f1C2ZbvXJxl32kYiT+6mfT0oA8G/bP/Zi+FngL9mqa88LeGhaNothFHBKo+eVxwHY+rHr7mvkaXRba3+G1hc377ZLvVZZNueuyOOPj9R+dfoZ/wUJ1GTS/2etSthDHJFfTx29wD1AJLAj33r+tfnbq2uW02mWOkeQXeztgAWOBGXcs/HqS36UAeZePljg1eSdJWKEM4cfxYY5/HHFee3TBpA2QDsUnj2Feg+P7hYXjlZBsUyuFHRlD/wCH868+u9rTkocBhkAD7voKAIXI7U2lbg0lACg85NLnAwabSgigDTsHJs3cdVAbI7f5wTXR+HHiS2XcuXExAQdNnX9cn8q53QFErNCyghxhhntg/wBCa2tDgkhUXUlyoViEkj7o+cflnigD1n4LanDZ+IvslyQPPtjtjU9VzuH48GvYbe4tSiJa6gyx4ZZIm4GDww/Lb+VfOWg+ILbw3qFhqtvCwmgu1jmkPQo+TH/48GU/WvfvDt/pepW9vLKxaKUh1IXsdvX8z/3zQB3XgT4dPren/wBtal4ptLLT45MXE7nBY7gdg9Tzn8KqeID4M0jXbi10wzXsUEhVmPBLFsbvzrL8U64+p3Z0xLYQ6XbsY7e2iONgUkBz6k1UaSR7uR3I8yTDOfV+GH6gfnQBpaVdpHpV0kaqy3GEZZBhlbdvBB+uB+NaNhoemTaysEOomPYrpLcueFnVCxx7EAj8RVSzTVfFt/pvhe0trcTSva2WnSHChnYkfOfXcxyfQVJLC/h/WLnSdVCyPDJJbXRQ5UssmxmX/vkjPvQBuabYLBawX02nMbS4YMFYfK5CjoexGcfhU1xrJ1LShpd5KzTwXUjWkg/hjdhujH+6QrD6mtvwh4qfw14e1DwF4m0jzbPxBZ50d51/eWE5bdHKPQMflI9DWTe2Gi2tvp8uopLBev8AaBeBeilJsAj6rn8qAJNNsLDUr2Ge6uxBbuf9IZ14iZTksT2A4P4V88fG/wCIU2s65NEmpJcw2f8AolhcRrw0jyElgPy/CvW/jR8Q18IeDLvwtaSoZbuQuJMY8xAoGM+hJB+gr52u/DOoyww6hM4hQT/aFeVeJZt33EHfCqc/7woA9e+Fmj6doWmB42TzImL3RY/eBONmfUMT+delDxP4Hhgjulux9pdvLWMSY8p/THoDmvEPCGvX2uTWsWkeGdSaa6HmJaGAgszYOT7ADNfUHgv/AIJG/wDBRf4x+ANM+K3g79mhUsNXU3mmpqV2Ibq9iZTtdIzg4bHHvQB5b8VrLw78V9DvIpRHDKkG1TKuAQB94/Uj9a8NOo67N4JvvCdlrC2o0MK4Lt88yKrOqKe4CkD8K734oeH/AIn/AAs8aXHg34p+CNa0i/0xpYtS0ye3YGJ15ZG9cbePYV51Fomp/EZvEOsaFpxlGnad9s2RAgxRh1UuR3HJB+ooA9u/4J3fYbD446brV8yxLNsWMynJDbFxuz6/Mfxr9Y9OtbHVdKiksx5uY90sZGfkLYwPcoBj6V+M/wAL9ag8OeKtJ8RWkM6NFbr5oQ4G4Muwn6ggZ9jX6v8AwC+IKeKfAljdWF0sV7c2qB3Y5VcrwPwVc/jQBW+IP7KfwZ+NVnfweL9As75XQ7byJBHKm7O1gfUc/lXxf+0Z/wAE2fFHwzuZvF/wX1iXWdOtELvo86/vrdDw4GeucdP9o1+iRs72XVLew1K3iSLUMkLF8o3jlBnsM7qu+J/DVleaAnicXkazJNJHNbKPmIABDH1BzjHqKAPgn/gnT+zd8F/Eng3WPG/i3wumr6zBqstrDZXh4sIQFKKVP8TZY59FFfY3hqz0bwFb3R8JWtppstxIiN9igC7kWPaI29QCAw96858T/Bu48AeJ5vil8IoVgvbrnWNLTiG/AI+YDoHrT8FfErw78RtMuH0m/wBl1bkQ31nLxNayc8MOvXv7UAdbdW7X/mz3Er3LhCQXPKj6VQsInL/u8OSu3y26DPUfX/Cr2mPPNMsKSBJUHJ/vYU9fqc/nUWqXOmaRp9zq91IIYo0M1w+cAEDOfyoA+Vf+Cp/ibRLD4V6R4S+2mPUbvWI57eFD96OMEOW/Fhj3r4D11bSxvLkSzAvAkcOW/wCWkuwkgfifyNe2/te/Gqf4z/Fy98T2cXmaNpGbeCZz8sQV8j/gTHLEegFeOaL47bw7pmrK/hy01A6rps1vPcXY+azeUg+ZH/tKoC5/2jQB5b4+uk8uSFCCI49qsPfkj8yfyrh5ipnbZnAfiuu8eyLJMUbAJlBbZ0A/yMfjXHMTk8/U0AIxBbNJR1ooAKVevHWkooAtafdNbXCyjna2ce3/AOrNdJZmKZvOJDR3KnnPfuP6/nXJxuUOV61sabfBYvJmlxE5BDY+42c/lmgDqdJ1q2iuRp2sjaSu2RiOJI8ghh6EEA/nXtvwp1iWxsra1CmWzlRpNPn6hsZDxH/aQnIHdWFeCRrFq1sbSdgJTyrj1x94f1HvXVeA/G7+D9CTw3Nfy/bJZ3e3ik/1UEgVVSVT6lcqR7CgD6Ps9PmuYUnvVIj3rGGHViB1P4EGnpbFZWi6OG2kyIflHTP4cVz/AIA+K+j+JkXTNUc2t1HIXGT8rDhS36V6S3inVr6OIHQ7RvLVRHcKoO5Rn7w/WgDEji0+1g+0W8s80yuGaVQVET4/hPr1rovGHw/bRrLSPFOizvcafqenJKZpOfLmU7XQ++QCfrTF1X7Li2kS3meaJZNqx4RCwyCfp/WumsfGMniXwaPA9ykUMFkLm4s59v3pXZGI+hwVFAHNSw614jnl1uXUjcyHmQEYIAH8I7AAUzxLrqaPof8Abus3AMUVpmYOeflJIx7lT+Jq/Dp+saVdC+kuo2VED7yQq4yev4cGvHPjT42t/F+s/wDCNeHpWOlWf/H7dqeLhwT8q+w6ZoAx5bjxR8cfGVjaabpbuZrpLXT7U/8ALSVh8qn2x8zegU1sa58X/C/gLxjpnw8n8FW/iKHw0ZLc6gmCiSl/3so/vcgge1Urf4p6N8N9Be28C25Osy2clsuoDkWXm8SOp/56Mh2g9hmvM9JmtdNe2iIkjeEoZd5zuHIbJ74H60AeqaF+1j480j4jWnxE0Pw9aTfY3CC1EIVI0B3rEf8AgIUE+lfo547/AOCpPhH9rXVtM/abu/2wLz4WtDpVol94EMxifw69ugEiW6DAaNnQuuP+emK/HeWHXbKYy6Nrvm28i7nhI+8h6E/hxTZfEUGoahDa65pVreahEnlwzXY53E4AYfxAA7gT2oA+r/8AgoP/AMFMvG37Z/7Ueo/Gn4f+GjpXh8T26WE97bDzb8QQeULiYY+9Iq72HvXO+BP22vhppHxb0/U9b+E9smnatbNp3jK50+ICM20wCsEHoARJ9Vr54e01udY5/wDhI5IYOR5e3mY8gtjsMdKSO0k0iVYWulVDGu2NRk4HAB+uf0oA97+PXgTwX8GfjHrnwg+G/wAQ38SaDax21xoOtKuPt1o6iWIA9wrPJGT/ALAr2P8AY4/axuPhZf23hbxjrPnWLPtgmlbojYzn8gPpXzf4N8UaF488B23w78T6jFp+p6NK58J6xtxtjb71pKe6Z+YHtk1gSarPYXMuhazMkdxDIyyxseD83DI3o3X8KAP2r0P4j6f8RNDtLDQr+K4lmmj8l0lGfmPAz2wD+tWf+Etvn05/Dl7HhoZwLm47syHt7Bhmvx+8D/tCfFDwIVh8NeM9QtcReZEocsEIGRg+vFem6N/wUC+M8Vollb+JluMFmkknTl5N2f8A6340AfptqOq6LDZP5r7IhHgl2xg4PT35NfD/AO098Y9P+En7R9h8S/hhdo0xUprltE37q6TI4cDjcRnB9a8l8a/tifFjxf4ft9NPiyRChf7SFJBYs+4MPwyv4V5Vr/xI+xwz3+qXazSMpEqyvuZz1H680Afqpofxu+Et9oZ8Q6f8T9LuLN4tyzSyBGBCqSn1Ukg+4r5K/bY/4KF6T4kWb4J/BSfz7i/l8ma+Q/KF6N9AK+IPFHxK1WcjQdFklKwqdqRSFUUtyx9zk81W8N250kyX8l0WuZ8iSccscj7q+n+NAHoXxT8SaMNK0r4ZeD8SaZo5Ju7wn5tTv5eZpWPdd2EUdgtcDr8zWMbwswZg7IuR/EBliafdyRWqG5aUxyIw2qTkD0A9T6+9cz418SzSEgtiV1+YD/lknUk+5oA5bxZqMc0jLA3y52KT3A5P68fhWATmrGoXZu58rwijbGp7DtVegAooooAKKKKADpU9pcrETHKMo3DCoKBQBu29zLb26kPvjY/unXkqew+uK6Cx8SWGpW8VnrcSsI2yswGGVge9cZp2qT2Lgo5256elXhNBcy/aLORVct/qW42/Q+lAHoNrrV3pYSa8R5rZRiO8tuWRc55A969K8L/GKLTtJW/fUbiVgg2XludytzwHXt1Ar5/sfEus+H2LRFoxk5VsFWre0bxh4cvrgTtNNplwxzK8AzG491oA968P/G3xl4u1AR6TYR28flELII9yyEA4B/EflW3rnxF+Ieg2Ii1mxWEjOLxEwHwRgge/X8K8R8K6t4p8P60db8G+OrSA5DeTIoKNgHjHbjj8a1PFPxd+IXiAxv4pmRT5m2d4lzFGo53KPxIoA3/Evxu8Ra7bf2RCs8iAkyGSXaGJ6j6dazodY0qJFfXNVLqYxusLJfvsDyAe3bn61zb6hpGuXUt3Zwh4WdlCvJtYYxjj/PWtHU30K207Sk0uAx3PlTrqh/ukTjysH/rkefegButySOkb+QLdVXEVpEciNTkgse7VlXEizxmCWUhAw3j1XI4/SnTag6JmW4U56LnJNUtRm1W10R9bQ26R+ZsDk9XGCUPpkUAOkv7bTAkKxMsDSkWkoGfIc87G9VbOB6Yp9zBYm6tb4hJJoYZIwZBjZuLDJ9e5HsRWfqzXdzpK3ussmnwrGGKRuCXG3AGPU5/M1z9pr0t2kNzJBNI0LLvl/hK9FDe+OPwoA7W21W1u74W9vcDzlAUl1wI1yAMep6UlvGYJWuLcfPjEjy8lsnJ/rWMmuteyQTulvJJbFjAF4LLjIJ9SOv1rTtNSkniY3KDzOvH8WemPp0oAvxMk8/lYU/L8pPAPJI/wqzqn9l6jYxWyyst20mJ4bn128FWrJe8MBDGaNPMJ2AjJZvan32oC4dQQkjAZZen0x74oAtPB4is4ALPUHgkY7zGRuX8D6YzVWHxT4p0+eMShHfccDZwAOh/GqsNxKhMUmozBWXJjznGOwNWLLWYTcRxxajCyO22V5Bkwnux9u340APPjrxxeRfY/7KlkkaVdrwRkkLghk/PkUl34I12KFNW1iOa3jmOEtbh8yuSM9OwFX7P4oeJ7C0ki8P2sMLEfLdSxjI9MCsm81tL2Nr3WdcuZ7lVH2k7slySflX0HSgCWC4t482dpCsko43qPkj9ST3NOTVEsCFhTzZkOQ2eFI6Vh3vie2t7T7JGotoQBtjTln9SawdW8UT3AMEGYocYIU/M/pk0AdLrPieNI2nS6WS5DEbv4Ix1Yj1IJ/WuG1XVpbvKCQkE5dz1kPqahub6SYBQ2FHRarZoACcmiiigAooooAKKKKACiiigApwYjgEim0A4OaALNvqM8RG9t69w1WlutNuOZIQp2YBA79KzKXIPJ4+lAGgEngQyQXeCF6o2N2a0tM8Y+JdMIBvfMQf8ALOdciufDv03GnR3Mqg5kP40Adj/wn8ksolvNCid9oy8JwasH4haUy/vNInx3B6Vx1rqXkACSMNghg3cGrtlrFhK6rcxMEUgYB7A5oA19Q8fzzR7NK0uODP8Ay1fljx2rn31LVNQQWMl0djzFyu8gFj1OP84xWpPD4cuo2uGvzGrtuEcaZZc9qp3msWFm4t9JtQqqu1pJBln9zQBC8N7fEhriaVcDaWyQfx7VehkW00ltLFwytcbHujxgFCSgH51lXOs3lwxPnED0HAqu1xIw5kJOPWgDa05bsbhvQBCSrE8kADge9acGqG1Cvd6g6blA5X7vHWuTS4mXG1zkHPWrtp4kvrYgkhh6MM0Ad54f8a2uk2uoafdxWV2mpwxR/bmGXswsofzEHqwyh9qrah4g+y3bxWqxXcIZvKlU4YrnjI9a5tvEWi3ij7ZoMW85zJFlc8f401ZfDc8jSBp7c44w+QOBQBrzeL9KCbH0ydWHBAB9agfxZbxRlbHSIoiT87ueT9aoy3Wi26uXvZJcrgZHWsq4ngwTBEeehJzQBp33ia6mUK180jf3U4A9qqHW9QBdIpfLVuWA6kZz1qgWdnL5x7Cm7gCCTn1BoAma8baVUknJ5J5/OoXYtnc+T60jOMbR0pCewoAQnNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTlORtIptAJHQ0AKxJyaN3OSaQ0UAOEjYxuIA6DNJmkHFFAAeeppeKSjjFACg4pASKKKAF3Y6UByKSigBdxJ6fhSlzjg02igBSx7H60lFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q=="
图片中包含肝脏吗?
包含
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"
图片中包含肾脏吗?
包含
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"
图片中包含脾脏吗?
包含
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"
这张图片的成像方式是什么?
核磁共振
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"
这张图片展示的是核磁共振的哪种类型?
T1
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这是横断面吗?
是的
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图像中的器官是否存在于头部?
是的
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图中异常位置在哪里?
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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"
用什么样的成像方式拍摄这张照片?
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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"
这个图像的扫描平面是什么?
横断面
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jJ47+ua4L4g+LxpGo2cTeWFm3MOuRg49O9AGT8YPhVc/EnwZqPhu0uUDXcQET87VIYHOav/D3w5deHdLg0x7f5beBY2duQdowTg81taBfW2rQq9vMrgLhl5GOelWb22+yXDXCXm4hCHXj86AJre3XyisijOwAjAUDPtUt1NEoMMahmRdqZf8AP61V0/U9Pu7xYZJQSrqpR/vKT6gda0ddsI7CGSPfiQOOMYAHWgDKOpzCVYrQjJGHCg5+lY/iifWZdGkh02Uw3HLeYY8ZOe/tjtWlcMsTExlWL8/K3BA9sdaoa3f20kKiKcxsmQWUYXJ7Zx1oA8p+I3iL4haTNN9istPnhmGbdpbzZLyvZTwee9eD+J/EXjzSdfGva2kpYpuVnOUyD2+lfT2sw+FbCUX2qXKzNwuXPGPSvFP2hvEmieIhFoXhaPzLqJyAsCEhcjjOATg0AfKP7afhvT9N8aadr2m300kd5byRNFLbhAjqVlcrg9C1wRjHG3OTnjxivX/2u/EWnan4h0nSrK9E7xWrXVx93dC8qxIYnAOVYGEtggfK6no1eQUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAS2N09jew3sZO6GVXXacHIOetfrp8E7AeFvgB4YsbvT7jRmXSYBbWurRiKbBQOVdSfkcbsMp5BBFflj8CCB8cPBpLAAeK9OyT2/0mOv1xl+Ing/U3trIXcUtvNAWjUxbkJbgnuM8UAa1tc288KGCaN3wAGjORz71oo8ExCzJujAAYMPun1FY+jabp/wDr9MjjEWQsUsUajb7EkVt2dtdpu3oq7FztIzuHqB70AW9PaK1Y+XGQrNuzsK4/LvUFtJcpdvdXsrrCVbEeeoz8pOe9PcTNF5flEgAF3A+6Pwqot1HaWpafd8pOAyEgqfSgDe0v7RcokVsiiSQERlxz+Brxr4wSX198R7XSre3k228H7xc8Bs8jr0r2Hwzqkmksb1YBcQwxlgrD5lOODyO1cVbSWmua9LrkpCzSuxAC7t//ANagC54MtX0mBC0JiLgZ3EEH9Kl8WRXYglvLe92/xMTgEDuOO1RavqVpDNbW9xcFZLh9sVuHGSfXAp1zctfRzaXcod8asCCe/TB5FAHP/CbXG1/xfc2rzkQxlWDHB6H1NeleKLqCKEwgOWJIWQDJGfQ5/WuF+G3hWDTPEN/ssGkeWFfLAIHOPve9dRd3M5jjhmPlAHgkcEn1oAy2kikLYll+ZQGIGeTxz6CsTWvBySxNcWlzIAWJkRWPUd8Hit1RbQq+2Y7lbAZeMAc8UT6qskBSV9u4HGF5YjpwKAPFfEfw+8W+ItQk068jeKGNPluzLu8zJ6Bexx3rY8L/AA30rwars1pGZZ0XfK33mwOPpXa65runadHFNqmpRQ+bxGj85OegA5NYOoX+t3cxs9AgYSMzBZbteE77tuOfxoA/P3/gob8ONH8KfGZ/FHhjTbe3tdUBGoLaqQPtoJZ3YAbVLqyHg5ZlkYjOSfAa+0/+Ci/w31/w38GbHV9R1C2mWTxUtxMS0aOHlgkUhc4aT7oO0ZIAJwAGI+LKACiiigAooooAKKKKACiiigAooooAKKKKAOm+C0Tz/GPwnDG2GfxNYKpxnBNwnav1n8JWVj4Z8LWulNFbSC0tETzwmHGcnOP0r8pP2dRGf2gvAglXKnxlpe4eo+1xV+td9oFnrUqPDKglSMoOANhDEdetAF6Hx3pEsX2C3tmZmxv8tTxxjOR0retL5blEaFHVvKAUSNkgA+uev1rmLHwC+nylYvMciQlnkm+TOM9a6aytWsHIZk3FQFJ55oAWUhFeZXZGY/xL94/SmXdp9qSMpN1UDakZOTV5yraf5MbjCOHkLKAw57H0zTbWS+vJXtNL08zksD8oGWYnsB1JoASGwWKweKaKUsykb9vQfzrJlt9Is70CGICQp8oUBRgV6ppnwm1WLw4Ne8TrNao979mjskXfPJIBnaFH/wBasrxjpPhHwelvHffCnWbx7hkVriz1OJGiZugKFTux1xx9aAPNvEeg2cot9eCYvLSQtbz4OHUj7hx1ya5P4RX2uaj4YS41nUVe4t7qaOVIlKlT5hIHPoOOa9N8XxQaWxtLeUvEPm/ex4wOoB4+Vh+RrmNEtLGTfdWUQ2NI5cxoMM7etAGroZjivvP/AHsUwUGYlivy88D3qXVJCYpI5IY8IyhWAOTntx1pxtoogzxbdzoFdy2cH0qtPBK1yIFTIRcFWXB6f5xQBDJHFDOixxHcSdyen6/0qOdUli/0cCOVe4HT1qxHbj7SVjjPIwGaHaef89abPE6LIIoHUqSVLdj7CgDldX8GTajqMWqyFJHhH+jB0/1YPcc1PdJFaWsQiQmeSIjYzjAP1rduLfATex5jUS442+p6c1iXGlvc3gCTFirtsCEjjFAHwt/wU8+KXjuTxFpPwZ1m208aULaHWreWFHMxk33VuAWLY2gBuNuc857V8n19j/8ABVLwDcQx+HvH8hjIt7mTTTL5K+ZIHDyqrOOdqlJCFI6yMeMnPxxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB1nwDlEHx08FzHOE8W6cxx7XUdfq39ourFme2cINhbzGUAO+Se3QYr8sf2YB4YP7S3w8HjbV7bT9G/4TnSf7Xv7y4WGG2tftkXmyyOxCoipuYsSAACTX6o6Y+nSXS6XdXCy3UUY81UJwAMqXPbGVoAs6h49vtLubK2uLTBuZtgniUvGhK53EAcDtXT3upyafB9scAtIFzsQ46df8KzLLV9It7WO0ji8x8k+cOQAO3TNaF7rUWp2kkUcAh2qAu7J3H19qAMbWvGEqtHYneARkgMTk+leqfsawWmvfENbuJopJtNgkubaymOVlnUfID68814B4j1meyvjaRIyyFSwYj730Nej/ALEXxL03w38bbLU9VEabZMGNjt8wEYxzQB7/AKZ45+JfhXxlcX/jrQktBFcTzaZdWUB/dzOpLksDncegOPavLpP2mPEHjnx29n44ubm4WzmWTS5pbUrcJnOVy3+s+vavtW5+Hnw78d6PB418PiRXkiZpLaWYKIFOcuc/eAPavmnxdp37NXhLUb6/8V622qatFIxsRACWU9Cm1Qcj34xQB5l8SvEWo36S3Gn6Kl75sLETeXtkTbyRIvY471y3grTpV0i2uftikXBLCQNtyTz+XbNaXib4kXuo6fqWueHPCyWNnZWkhmMs3710Hy5GfrXO+HPEt5dXUFnBZqIMRv5i9htzjPr+VAHa3tnCi/JGr/IOAPmJ781XSOO5hJiZ8Ix64BPHp3rSNuZ3iv5du0sAvbJx6evvWZc5m1B9ndySGXBC+vUGgCtPZtawBWJZ3BK5IG0Z44700WzTglozujjwxPPvz71bu5wD5sRYqzhQDGeKp2kEzXDxzbikh5UH5h7kCgDE17xfpekWwinkX5QMEuDgEe3TmuK1n43eF/DxcaiZNqKTI0EDYHvz2q58RYJNO1If2fpM88synCJHuBI+n9a5vwz4M1jXdQceKPDqRwsx3RStvY+5Hp7GgD5v/wCCh3xRsPiR8K7TT9Ft7icWeuW17JOYThYWiuY9x4+Vd7ouehLAdxXxtX0j/wAFJtX07SPizbfDbww9nHYW2mwXd7a2xDNFdFplCNyTGBEVYJxxKGOQVx83UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoj+wZ8QNH8ffCDRo012ybU9Jsxpmp2cMjI1okWUg3K/OJIlV9wyrMJAMFWVfzur0z9lj9oOT9nv4jR67qmmT6loV4Y01jTYblkJCtlLiNdwRpo8tt38FZJEBTfvUA/T288Ok3Mc0N45R3y4VunoFP1q7HPJZiS0ll2hzncVJ56Hj2qt8PPHvhn4k+FLTx94Z1q3vtLnh8+0uYCSJEOR3+ZSGBUggMrAqwBBATxFdxqHmR2RJhmJmP3T9aAMbxY9tcXsKRvv2Rgs4X5sg817R+z18GfAuhfDm3+NHxes7y8t9V1F7fRrPTgElAXkkk8ge9eHXs0MsH2qBo5Nijdk9fXFfdHiDw34QsfhJ8NdPggieK98OxzWtnbsd87Mctsx/EDQBy3jTXbzxbDYeAPghqGsaNLfahFZNBeXeVbzO+/gAVyPxx8BfDX9l2/1HRfil41WbX7SMLqFvpg3NHn/a5DGvefGHwrtrv4eXPjzw/DfWS6ZNbXPktFjyChBLH64xmvlP/goNo+kTfHzU/GapPJouv2VvfpM/IeR0AZV+jDpQB25+Emk+Mv2dte+KXgjwTql1YXnhZ5kury6jilt3MoUsQOMEZ4rw6yuf+EVkWDzjHCqg+VId8gIUAAk9q9V+Emv/ABZ1z9hXxp4stJphpWkfZ7TyAQB5JlHB5BJFeM+OPF/hW4sYrOW4nRyrMSUw7txnkc4oA73SvGNvcOjK5d8APubGPpWzcfan3XEzMRICqPyAAfc9xXB/DO1sry2GoqkjKSMxMnzAepzyM11mpSXV6Ahn2KwUJleFIP8AWgB95q0dgqS3w3xxxlo5Gk5Pqv196w9P8X6ZqtxOdMs2kYKTsRgWQe9ZvifVruzVkVE81ZMNg4GP8KxNA09/EXjI3i6ZNaPFb+XLLb5UzDr823t70AdNZ+LtG1iWW3uGEMkKASADJBHqBXIfGHxrq/gPwfrfi6EedFpulT38vkLgmKKNpCByPmwpxn8xWt4k1LwxpPiaz0OW6tYtSJzHBFKnyr235Oc/WvEf+Cinxz0jwN8HdV0Dw54qi/tTxDENKjtYmieVI3H+ksysc+WYd8ZYAlWlTGCQQAfnz488VTeOvHOteN7i0W3k1nVrm+eBX3CMzStIVB4zjdjPtWTRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfRH/AATv/aR0j4K/Eu68K/ELxbdWXhrXbUxxxMENrDfl4gk0pY/uUMYkRnHGTEXwqb0+7ZdX03xNpFvqGhXyy2c5V7O7hKvHMrKGWRGHDIQQQRnIINfkVX0F+zN+3x4w+DGmReA/Hmm3HiLw6Z0HmPfyNe2UIWGJY4TIxQxRxxtshAQbm++o4oA+3Z7mLS9TH21EYF8AIvJOOeD2r6I8F/EPX/iH8CPD0vg/Wmj8T/DLVd8EA+aSTT5DkSIO+05BFeC6VdeEfiB4U0/xh4Q12C/0fU7P7Rp2oWpLJIgOCmCNysrAqysAyMCrAEECbwd8Qdd+E/iZL3Rbqa3lCH98jkAg9QexHseKAP0A8LftpweILq28N6reyvBq2kvb6tbC1yHUjDh0I/EHsa8i+Kemf8Ln8NWXh7wte6Paafo5eOFtWjOJod/HzdQR+Rq58HfjP8NvH9wPEt0unaV4mAijuZZIMQzoRhm29AD3ApfFEOpaZ8Q5fFHhXxd4ZvdLul2Xtp56hI48YJWM+/vQB5V8YLvTPgt+zrq3gmW/t7qfUbqJopNPkKqqCQHDLnaR9ea8/wBLbQpbP7dc6TBKCMi4lIJBOMgnsMV0f7Quq+F9XvoNIt7WBrZp0QSIwIwDncc9Oa5f/hCYHvbWdJBPYouZLckHDZ4xQB2Wi6/pM1g1npNuownREAHHVs/SorTxJai4ktEuN7BxiPzASfTn0rnPiDq1j4c0xv7HdUu5BjZnAHHQ1534G8U6pp3jCyj1LbDBqM2z7QQ2d4PQ9vpQB6j8TNDuGtrfVI7YqjqGmWJsZYHgEjtVjTfENtpXhuLVpbMQNIxSUR/eJzgAnsPrUXiDxhYt5+i648ewZ/eb+M9Pl9B6n1ryP4neJrx7WLwf4JF1cJqb7ZvscRZ1C9GU+u6gDrPiBe/DXwvp97rfimCyMl0GPnXG1fIUKSzvI2NiqoJLEgACvzJ/aX8cR+OvjFq9zafZWtNNuZNPsZ7O6E6XEMUrgSiRflcMSWBHG0qMnG4++/tyfEofDzwp/wAKfj+Jd7e+L7wx/wBsjTb20uILSyzdQ3NhcyRTNJb3YlijDwFFPlsQxAfY3yLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6f+z7+118Xv2brHVNF8DXNld6bqo3y6Xq8UksEFx8oFzEEdDHLtXYSDtdcB1bYhX1eD/gpjqms6ppsXi/4W24sYbGKO/n0+/Y3P2rePMuIww2eXsztt2Gd2MzYr5ZooA/Rrwb+1l8FX8MW3j2H4naRao9qZ5LXUNSjjvoCoO8Nbgl2cYICKG38bNwKk7Gi/tqfs/wCt2L6y3xv0uDTIJ5EnSdXhuGCx7y6Qunmt1+XahDH5RlhivzNooA+6dD/4KS/Dbxz8Y9N+F2neBG0PwHqRt7SPXtYu41v4L9mG27uWeXyI7XewWRQ2VTdLvOPJP0F4S1K9svANt4pimikTU7YXkBspFkRYn5VhIhKnqCCCQVYEHBr8lK3vC3xU+J/gfT30nwV8R9e0e1kmMsltpesT28bSFQpcrGwBYqqgnrgAdqAP011rxPol+7T6rMzMoHnb2Gd/T/OK0tV0/wANa58PtQvYLqK2i0uI3M99JchIoERSxkZ2wEUAEkk4ABJr8t5/ij8Tbp/NufiLrsjf3n1eYn9Wpug/Ez4keFvD174R8MfEHXNO0nUlddR0uw1aaG3ug6bHEkaMFcMgCncDkDB4oA+1vg1+0L4F+Ofxjn+Gfj34sadoENg0w/tzWdWsrHS5EjlWP93cSTBZC27coz8ygntXKeP/APgoz4/+Bt74m8BfBGx+Guu6Fr+n3sXhbx5p1pqCatZ2k3nQJcITcxS2N9FgnEkKkOiyorxPFI/xzRQBc8QeINe8W69feKvFWt3mp6pqd5Ld6lqWoXLzXF3cSOXkllkclpHZiWZmJJJJJJNU6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
这个图像属于身体的哪个部位?
头部
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"
图中脑哪个叶是正常的?
左叶
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"
这张图像是关于胸腔吗?
不是
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"
大脑不正常吗?
是的
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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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"
这是冠状面吗?
不是