Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
image
unknown
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图像中的器官是否存在于胸腔?
不是
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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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OjTiRAflJ5GKAPzS+A3xG8ZfC3xJZ6N47ge70qK4U39uCdsseRlefav0atPgp4U8YR+G/G3wt1SPS7BJheWz2kQZTG4Ulc+hxUX7cX7Angvxd4Nk+Ifw/0qG0nMG8m1AUP0xwO5ryL9nr4gePvh7+zp4i+HFg0supeH/Mlt/P5MUTjB2/7rZP40AN/wCCn37Tvw1sfh3qHwZs9TtNRv2QeY8eCY5Fz+RBzX5p+HFW2f7dPKVYuWiJ9M962Pinr+ra343urzWTJOzl2d5WyQ5Pc+vWuKj1x7HU0trqYC3lOYmbs3p7UAej3Gs2d/ClxG2zC4yTwxrf+F1xKks0WxnV2J8sHgHg/lXnukObgyCSUPg5UKPT/wDXXbfChdz3Us7NgPwB34zj9KAOjhg1TW9Xu4rz7Nb29jAJV+cmSRc4LHsAMgY5PNUntLwGO7121khgjkDRWUxIaUZ6uPcdveq/ifxrqfw/+Ifhy+0rSbm8lvXmtrgWsHmSCMoTwvsefwpda8ZaXqtxEthp14kxTM32u0ZDvJyc7ufQUAflt/wVA+CFr8Jv2jrnX9FtyuneKIjfoQhCicsRKMknJJxIegHmYAwK+b6+9f8Ags94v8Ey23hDwX5LN4h2Pe7hAQsVocxjLkYJdkPAOf3fOMjPwVQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6n+yits3ifxIJYI3mbwnMloXQEpK91bICuehwzDI5wT61+s/w+8Dz+D/AId6JpOmBQkOk28QjUYYhVxn2zzX5Ofscqk3xYezfpcWUcfIz/y+2p/kK/ZrSdMdNPt7FSuYol2n1THB/WgDAtrVZcyTwjLLhs9VqhLYS6HdyfJi2uDxxwjdQ35iuvk02RpwZrbBXiNgMhvY1Q8UWFvqPhua4iBGxchT1DDP9RQBB8PfFlvH4hiXxAscUsUylXDZD4YYOa/S74ISrH4KjNtIjQyxq6uDxgivyI1zQ/FWt2Umt6TFIyWxy5jByo9eK+tv2B/2xb3TtDg+G/xCkaV5Jlgs7hW5HBxuz9MUAffGizwwyzYnVmOAQvJHtVxbF9SlBaEuufkJGMVn+EdKFxZLqaylYGUsWP8AFkZGMda6yUaPZaXGbaZmuM/NhflA+h5oA2vC3iqS+tk8C63crLZA7BG3O3jjn+lfO3if4eWfw7/aB1H7Ov7nVdPmSW2HQhgRz+Ir3PwudEsbg6lrt5h0bdFHGOTxwSegrz+PUtC8T/Gc65r2tW8SW8Zy91OqA9sAsRnpQB+S/wAb/Di6T491W5tF+Q3jjZj/AGjwK8r8TaPaX8Dqp2vu3LjseDmvpH9qjQbk/GLX7VtHmsR/aknlxyrjKZOHA7gjBB968e8SeC5JLcy2koLAZIHPFAGH8OL+6vLZ4LpQrquGxjJI716b8NYHS5mlZgADkk/gB+teR6fPP4W1ZJJCu1lbeODgmvVPh/f2/wDYj3L3ACyKxlYtj/JoAsT+JPt/jl9TsJnEOlwSRRzMh2vNIu0sCfRe/qayodZjutSDkNPtkwoUZ7/yrO87ULqaXRbXUxPvlbEixhTDHnAQ46kVu2S2mhaeY4YAyomW+TOccnr+NAHyP/wWF+GHha/+FGifGiVLhdZs9Yh0mEpLiI2rxzykOhBywdMhgRwxzu42/ndX6r/8FMfCGjeNP2L9d1a+nkifw/c2epWCwMF8yQzLb4cEHK7J2OBg5C84yD+VFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHq37HXjjw94I+LbP4hjG3UtONpaSttCRTCeGZSxJGARCyjHO51Hc1+03hpR4i8O6bqmncs9mjxyLzwVGfwr8CtL1CfSNTttVtlRpLWdJYw4ypZWBGfbIr9pP8Agmz8cz8UP2SNA17X9Ktbq+iSbTL6OOVwC0bfLknBXKbG4PfGT1oA9cl1dtJURalbEs2CsgHH0Pp161l+MLjSh4av7gXEKySEtEiPk8gcH8Qas+I7gGIxyOpLEjylA2oPbkk1xPjTwdr7aMNbtYZfs6n94o+9j6d6APrP/gk98BtF+L/hjXpvEug295AbgQmObkFSM4/EgVX/AGwP+Cder/B7x/8A8JJ8D9E1OK3nm82GyMPmRK2ckRSrnn/ZYBvTNem/8ELfFeiXPh7xR8Pri5WG9M63NurNhiCu08eoIHTsa/QTVPBsOsaTLouvWSXUUwAk8wAr+PcH3oA/LHwb+218SPhZ4di8N+NvDd+ZIPkb7RCyFMHByGxn8K9T+Hv7VfxL+JcsOn+FPAmoypLgi6ktCkY9MseMV7l8b/8AgnvN4yae68D/ABBl0uIEyPY3WJI8e27Jr5J+NfxT8dfsc2S+EPDuoWt/dGY+TNJbAeUwHYDpmgD01f2kSP2iLP8AZz8aavDY6ldaW9/LI0w2oq9V57+1ereI7P8AZo13w9J4O1bxMPt13Eyx6lCyZjlK4DgnjIPIr8s/iV8VfFEnxMl/aq+Jtvf6idKglkvotGjH2kxEfNtU8MOORkVRX9pvxP8AtEaBbfEH4U+H9Z8P6NI2LddcYC5kdThiEGQoGOpOaAPdvj7+zd8b9MuLLWvEF1ceJprm3jWTVLdWZnKjaCc5IJCjpxzXA6f+yj8c/FupSaRpvg2aOeKEO0dyDHtVjgHOOOldp8BP2pfGnxE1Cx+GHjG7uE1V5FXTNUjmIIkUgKCffp6Gv0q+GPw7/wCEV0Bdb1XT1W6MY8+eSL5pWxjc3egD8sfiV/wTW+NngvwJD428VaVA0c2DGdPuhcBc/wB4r0PHevBl07VPC2qyeHbh5E2ybcdOa/e/W/DeleLPB934XntI3t7ywaIbGO0gjj8jX4v/ALZ/gEfDL43TaUFVXXfwByBuoA5bw1Z2FvbOPNUOG+bnHHrWhJYR3WmXjQGbabdzuDHbnB6d64vQZ9U1bW1WyhaTr5ir/dH9a9L8M6oEgeyvdOZGZDGfNiyCCMEenSgDx7/goFpVk/7CnjmyiZY400i28uWVgoGy9t2A7ZJxgepIr8eK/Wb/AIKbeO9H8L/sNa/pF/bXBbWr+10mwMABAlFwJwXyRhdlu44ycleOSR+TNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX3L/wRb+P0ehfEXU/2e9e1R44fEWLvSGk5SO6iTBX/gScf8BFfDVdL8IPiVqvwh+JGkfEXRVJuNLvUmTaxBwGBOMEckZHPHNAH7wi1sra5a4ubWEzRt/rN5Ix7Ajj/wCvVLxb42t30xtLt2jMjs2EhBJK44BwTz9K5n4FfGX4c/tK/DrTvHfgjXbfUIblV/tGG1uEZrKYjJinXOY3AwdrYOCDiu/07wxpWkOZlgTA5UADae/UjmgD1z/gkT8RfBvhf41SeCfGNiLe71Ah9NuZAUdXHoT+RHoa/TH41fG9fhRp0dwmjm7uJUAAZiOOm6vxp13x0mgeM9G8ZaPb21pdaXfROr2p2nAIBz6ZGc1+sek+MPD3x3+CeleKMwXUiaXvWYOCRIFOQc+hX9aAPl39pD/go14z8Kak2hrM8U13G2y0jfAUdie4r4t+IXjjxv8AFjVHuPEeqGcTXBnzkErwcYPWui+M+ty3nxd1y31S1EjpdtEJsjhR0ArlbO60v7TLHp3yT7lRYpsxgljgYDdRk9qAOU8c6/e+Efhh4r8RabKHnsdEupYzL0wIm4rl/wBkHWLjXf2cvCerSGUSXiyuFZ920GRs4z2r0bX/AAXbeM/CWt+C7rUfsceqaVcWct2y58ppI2XcB7E5x7VT+HHw/wBP+EvgDw34Nt7o3cPh7SY7YOqgNPtUBn+pILfjQBU1mTW/AXiOPW9Dby7+1kW4spUPRlIP5g1+uv7F37Wvg39sD4M2utWF0ItbsoEtfEuklgstvOFGWHqjEFgffHavy9kg8P3F60zTxzY4DMOCD79q3vgz488S/s8fGjTfiZ8Or1rQTSLDqtorER3UJ9R0NAH6+xaTb+GtFn1IXQMVujysGAyBjP8APNfib+2r4jvPjF+1JrtzZtvWK4aNj/dAPb86/UXx3+1t4O8Qfs/6r4mguoYGOks8oB5B2nj86/Imx8QteeK9S8QSgtPf3jyMx6kE5oA3vB/w7uPC0bXkWooJXALs3QL6c/55rpZbySKyDCNJrk58lInH3unJ7CuYOtec7Jq2kvc27FREjnKKR6j9cmt+31Oa5skgisUihDAgKQB0x2FAH5if8FWv2kNM+I3xAsPgb4Vv5J7PwZPcDWbgxvGs2pO22VACcMsYQKG2j5mkwSCCfkiu/wD2rdR0/V/2mfH+qaTqMd3a3Hi/UJLe6ilDrKhuHIYMvDAjnIrgKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD3f8AYU/bZ8Qfsf8Aj9rm80+bU/C+puF1rS4ZNsg6Dz4skKZFA4DcEZGVzuH63eFPE2ifFLwbp/xD+GXiyLVtF1iAT2c8f8SN2OSCrKchlIyCCCMivwar6/8A+CY3/BQOX9njxVD8IviffOPCOrzrFBdxou+xupJIkSSR5JFVIFUuXbBYAL1CgAA/RDxpoGv6fbtPLekEjPlMMf59a9i/Y0/bg8U/B24/4Q/xBdPLplwDEhmJIiLDBAJ6A151r32PxXBbeKNG1+LUNMu4Fmsrq2lWWG4jYZV0dSQ4YEEEEgjpWfNo2kXGkz4gIlRQRgDA/rQB6B+0Nd28PjCXxPpgS4gv2LOB6/n15FeZ3+tTW9yksEKkSEbw+Dt+h9e9Y8Pji+1KwbR9c1LDW5KL5ncDgGs68/tGa8FpaTeZMwyMngcHBNAHbxa28cgu/tYmlZSzW043KykEHPp1qSbUme2lt7az3LCoCRqPu8ccelcz4XsrTS9Fv5dWSRb3y2LXEkmV6gA/QZFT61/bdhqM2t6QRNHgNiJ+W9xQBqR6lpMNskUEzYkUMGORhu4xWn4JurnxLrawsxFvbMDLKOFAH171wU3i6Sy0hZIY2TzuGIk5Ldz6/hUGiaz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大脑是健康的吗?
不是
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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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"
这张图像显示的是哪种类型的成像,核磁共振、CT还是X光?
核磁共振
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"
这个图像是用什么样的权重生成的,t1还是t2?
T1
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"
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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"
图中哪侧的脑半球是异常的,左侧还是右侧?
右侧
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"
这张图像是关于头部吗?
是的
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"
图片中包含哪些疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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如何预防图片中大脑右上叶疾病的发生?
注意饮食卫生,加强身体素质,避免脑部外伤
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这是什么类型的医学图像?
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
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pyI5Zru5E1zCZnyBhtkUaY5wI1FfHNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6If8EH/h54ci1jxZ8WbucHV50/sbTs7h5MKmGeb+La+9jB1XK+TwcOwr876+2P8AgiRpXie0+NHiv4hWkzSaLpWiW9pqVik7gyXFzP8AuJdgG19iw3AyTuHmYGQzYAP1gu0uPnniKxXCDqDkP+HYkdqw281yztKisvUpDt6euP8ACtZtQW9t2uIwDuAIIJ/ljNZU9zbbZBLc+ScbgWOAw+tAGHqd7MGAEY5P3lPf+tGnrJcuU3cAAHcAT+VQX63d5OhsblZo5CSGH8xxzWzYDcwjuIRE5VQsZ4OM9ff1oA6DRLWO2hEsqAqH+XB6H3Hf+VJ4r1i3t76C2soJEVVJlxnDH6VWu9VFk32dGKupO0hTgGsKO/k1XX2vI4sCIAMwcnd68UAd54IfTluJb++AYxRiTyZGyDz0xXA+Mf2gNa+JfiCfxH4wIh8lZrXRLaNFiEUEXyhEUDgEkse5612Oiwpp/hPU9buZNvl2r/PgZzg7eT05NeJ6zaW0WlW97Pt3QLIQ8wJ3B++fz5oA3vhY6+OPHi6GsMkVvpm64kQk8+WueQeDlj1rude1N7SRnYku65boAnqP/rVx3wNntbG51PxTao7JJbeXHKV+X5j8w47Y45rW8XX0ssirEihpGKhg2SQaAOt06ZrnSW1gMSsilI35OcdfYD+VcNrtzL9sQJbs0khO87flRfp610nhu6mt/DUVlIxGNxUt1APUVzer6kVugY4DIBOAYwMAA9yaAJ9F1K4lb7HBaSAIuFZ1Aznvz712WmSE2f2eSGVnLA+YSm0dsY965nT4Y4YjcyXQaR23yBXBwPTg5xWxaa3oFpemwS6AnVVZ0ZjlQeQTnpQB+ZP/AAXq+GN3oHxn8E/FW61sTf8ACQaBc6cLIW+3yfscwk3793zb/toGMDHl5yd2F+C6/Rv/AIOCtRivdU+FUULoyxxa2cq2TybDr6dK/OSgAooooAKKKKACiiigAooooAKKKKACiiigAr9Hf+CCXj/wLOvjz4K3WkQPr94bfWUke2Obi0hKw7TIByI5JgQjEczkqD8+Pzir7N/4IX+INC0T9sm/stR1VILzVfBV7aaZbylQLlxNbzuoJYFnCQswUKchXbjZyAfrPrWn7bfykhEBVA6bVxx64FcPP4Q1rVJ2udR1sSxsD5VvEpC4/wBvJJY/kK9bWxtbuBkk3nK5DqM4OevtWTc6NC0sca2cGE+8wBDynPcg88fSgDhtM0ZbadZWupJmkU4Ln7uOwx/+utq+0S5tpbZriUCRk3sm4Foxn5Q2On06810d5aK5KaTpkFhHkAmNixk/FskfTiqw0WSCH5kwCwD57++cUAY1/aS3Q2iInzFxvyM59qn8KeCIbOSe6lnIgUhpSRnBx0z61tadpUFywLziOJWDSvjkCtHVLjSprFINNj2RM2QMDcfdiO5PPt0oAwPiDcXninwq/gvw8senxPbsHuFf77k8ZGOleV+Jvgl43u9DuNP07VYpnEIWE52oSF6DI7nvXqNzqH2TxG+kMVClFxMCdgOOmegqxe3X9lT2mj6hJAzzhAZoJAy5Y8EEflQB8/8Ah7XNV+Fvw9uvCmpXHl6ha3IF63PzZ54Pb0ruPA+pv8UPCVvqVk2XhO2dl6Arzg471k/tY/CLUb23fxV4duNl1Ah+0wrnE6jpnFeW/skeKvG2j/EWXTZrN47OdPLu7djkOOzAHuKAPqG8sRFbRPHJtiMfyAdc96yLHSI7nVHDjaH+6e5FdZFpwnt1lHMez5ExwPw7U59HVd8tpCUUEgs0e7PoBigDmYfCtlb2bxXEhjdWw0i8H1GD9KfaSeEGu4tPl1lLi8u12rBIR5m1ep2jnaPU8Vta14bnvp47XT0kuE+zr5z3UPl/vD2ABbgdK39G8CaZotrDfRpA1z5YMrbAMeozjJ/GgD8vv+DgHw/o+iXXwol02NVkmTXBOV6HH9nkf+hGvznr9GP+Dhbxt4a1Lxx8Mvh/ZXobVdK03VNQvrYRv+7t7qS2jgfcRtO5rScbQSRs5ADLn856ACiiigAooooAKKKKACiiigAooooAKKKKACu8/Zg+Nmpfs5/tB+EfjZpkkw/4R/Wop7yO2ijeSa0bMdzCok+XMkDyxgnGN+QVIBHB0UAf0q/DTxn4f+KHw80b4ieC7xbvRtZ0qC+067khaNpreZFkjbawDAlWUkMAR3A6VZfSJrS83BAyyc5ZscGvmP8A4IXftRD49fssr8MdfjsY9V8BPFo628EwaSSyWFPs1w0Z+ZMhXj6kM0DEEZKr9ceNUOloz2yqZV5YuOmPSgDHubI7N2wnHKnbwPzqm8LumZYjjpkduas6dc6reebPKkzbLctBmTamcgcgDng1aFlMgMMo7cEr/KgDNs4obO6LzMyoFICqBlj2HNUzZyXkm0FsBjgADp9OK1L8JFp/lTPhxIWLLxnsBVOyvrW6ia2hGJI/lZsc/wD66AMfxDajTtOnmkgUq0DF2bnPB/oKw/h5DpN1o9neLHHCXUSBSCcMc4yT3q34v0q9/su5dgrI0L4YSHOCpHriqXgaOHTNItLT7O2EhVcByc8cZ9aAOk13TIrzT5re+iLNLEVJL9z/AI1w/wAO/g/D4d8WS6gunpuaXc+eSB25r0VLgXC+ZI21wQFcnGfatKxgUASZUn1xk5FACm3VdgihIbPYZz2/CtGDTm8vMdwAQOjKOvpTBEiSfaWUkkbcd6tPJJ9mMdsgT/aIzk/WgB1tBbNKNt3CXJBP7r/6/NV9fltreJgJwCoyXYAAVNodrHdJ5V3EYXByQv8ATvXhH/BU/wCOGnfs+fsUeNfG9tdPb6xqVgdG0B/7W+yXBvLr9yJYHA3GWFGkuAq/MRbtyoBdQD8Qv2ufi2/x1/ab8c/FZPEB1W11bxHcnSb823k+bYRt5Vp8hVSMW8cK/MoY4y3zEmvOqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD6K/wCCYX7aEv7FH7T+neNddvHXwnrSDTfFsRWWRY7ZmBW6EcZyzwuAwIV22NKqqS9f0LeLvC/h+48jUvD3jvw/4l0vULWC60/xB4Z1aO8sLuKWNZEkhnjJWVWR1II45r+V+v0y/wCCHv8AwUc1XQtcH7JPx38YWK6AtmG8G6tq1+qTwzedFEmmJ5hxMG8zdEud6bGQblKCMA/V3TfDFva27DzEJXO35gcc46isfWrqGBzEqruyMDrjNbV/dxrbrd6fIrpIu5JW5P6VzNws11dmV28xGH3gpGKAKmq2Int33KWUp029DWDY2klnLjbuLkOrKOB9fSu2k0+5ay2lCX25bJPOe9U9O8K3U0jTwSlpdzZiI52AckH19qAOL8ZiaTRLl7hkZhAxXaf9n2o8IWd7BodrCICFEC4DDP8ADWz4602a18I3b2WmPdu0ZWOBC25yxAHCg5P4Go0TWdLtYbUQSRBY9mWXBB46gjIoAWz095pcbW+Vzuw/WtgSi1ZVKbQoByV4FR2PhzVH0hdYkDpC7bFd2AZ3/wBkdT79hV67sZ7fTZEySwGQxFAElxCNR0szQ8lOSM/pWTbaxqWm4iEZlGcMucnH0rpPAiNeobW4cFmxv3KQfp9Kvn4aqNVOoidmXOVVh8v/ANagCTSdKg8SWCXdm3kzgDeAcE1+KP8AwXW/a78R/F/9pm5/Zr0rV7aTwv8ADa78kvp2ptMl/qckMZneZVPliS3LPbBCC8brcZb94UT7+/4Kp/8ABQrw9+wl8Grvwf8ADbxvB/wtPxDaBfC1g1kt02nRGULJfzqzBURUEoi3hg84UeXIkc238GqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKm03UtR0fUYNX0i/mtbu1mWa1uraUpJDIpDK6spBVgQCCOQRUNFAH6Q/sB/8ABeDXPhlb2fwp/a80W41bw/BY21lp/izSA8uoWxUiNprxZpG+0gqd7OgEgKN8khcbf1B+D/xL+GHx6+HenfFL4O+M7XXND1O2861v7c7Swzgq8Z+aNlIKspAZWUqwBBA/mdr1P9mD9sv9oL9kPxSniX4M+Obm2g3u9zol1PK9hcuyqpd4VdRvGxMOpVsKFztJUgH9H1xC9lK9rdMjvEgIMb53cdMjPNaCaasaA26MWVQfMQdWI5H9K/J/4C/8HIHja5u7jQ/2rvg9pKaQlqh02/8Ahto+y9E6t8yzC9umDq6nO5XQqUxtfflPpLWf+DiX9guw+FGmeKNE07xVNq13dmG98KQ6CTqVog8wCaV5JFsyh2KR5U7v+9TKDD7AD6g+Jlla2OkWwYALLqdvBgEhsu+RjHJ6Gupi8HRS24Aj3713AOOeuc5PWvzt/aW/4OB/2WLP4ieHtB+D/wAN9e8Y6NY30cuu+JGRbCONSkXz2cE6+ZcsgeZSswthviGGKvvX6A+FH/BZ7/gn541+As3xf8U/GuLw41tcSW1x4b1y3C6vC6uqIws7dpZJ1YOj+ZD5iAFtzKY5AgB9A3nhSY7GumISPIjXJ2qCew/w61OmmRy6e9isgLMhGMnGcV8g+Nv+C/37Angvw+t3o+v694xuJLryWstC8OzxTJGVYiZjei3j2gqFIDFsuuFI3Eecyf8ABxT+yU9y0qfCf4jIDwG/svTyQPp9tGfzoA+69KS+0CV5ru/RVyDJM4OT/hxXxV/wU3/4Lb+E/gr4d1f4G/sy67BqvxAjuZLC91SKIta+HmAUu5JHl3Fwu7YsallSRH87mPyZPz6/bU/4Kv8A7TP7YOp3WlQ65c+DvCFxbLA3hXRL84nUxukn2m4VUe4VxI4MRCxbQgKFlLt8wUAbnxK+Jfj34xeO9T+JvxP8VXet69rFx5+o6lfSbpJWwFA4wFVVCoqKAqKqqoCqAMOiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK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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,非增强型脑肿瘤
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图中肿瘤是增强性的吗?
不是
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产生图中大脑右上侧疾病的主要病因是什么?
脑胚胎组织发育异常,遗传因素,化学因素
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"
这张照片是怎么拍的?
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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"
这个图像属于哪一个扫描平面?
横断面
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"
从整个身体的角度看,这幅图像中的器官位于哪个部位?
头部
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"
图中异常位置在哪里?
右叶
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"
这张图像是关于头部吗?
是的
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"
图中脑部右侧显示什么疾病?
脑水肿,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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"
这张图片的拍摄是通过X光吗?
不是
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"
这个图像是用什么样的权重生成的,t1还是t2?
T1
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"
这个图像属于哪一个扫描平面?
横断面
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"
图像中的器官是否存在于头部?
是的
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"
图中脑哪个叶是正常的?
右叶
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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,增强型脑肿瘤
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"
图中脑水肿是什么密度?
低密度
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拍这样的图像会对身体造成多大的伤害?
没有
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"
这是什么类型的医学图像?
核磁共振
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Tniusu2k8J6EL6zsJL6RZ1WZ5ZwGCsTuky2c4yOPQ0AYSTaz/AMJxceGrl9tm9ss1pjuN21wP0NeleGtOi0+wXaqFQOigfgK4zSrGfUdSg1W5jYvubocFQwwVwfoOleiWcYghC22TGPvZORx1/WgBx077VEBMo2upzjHH4elfMX7Y3gyy8P25u2KZZxsTbzk/zHevq6JVit/3yhQfmyDnPvnoPoa+Vv27ppL3xJp8Ftcp9mhgYuuOC2ODz1oA8c8H213ZeA/FWpxDaiWttFuZRkM8hH8q6L9ljRYtX+Ia2ssKs+0eUMdPUVt+Bvhpeaj+zT4l1awTz5r2WJ4Y4vvPHC+WwOOnP5U79jbQLi9+JS6zCn7q2hYTMSMYPQ9e9AH1vb6Rb2EKWtuMBVHA5HTufWrgjAdn+zuUKkbC+APb/OatWiAlYnQPuB+Tdzj2/wD1VI9rEi7ZJACB8o5JXPr6/WgDk/EFvbyK6XEa/L2PIbuPTFYlqXt0eV2d0RsHEvyg9gfrXSeKrGUXnlPOpzHuOWJJAOOQPUmuG8c6Xp0WlyeJbOG3F/aRSNpV9IVKx3JQhWywO3JAXpQBuw6hf2jXNrK4+zyQCONREjbXwctllyCfTPbis17rQPCnjPwnHrWjWWuaJ4gumtZ7TWbeN7S4WVTE0E6SjmKQkxujfKwY54NR+GdSuNd0+A3sKz3TQQySrAu9WLxqxKnv824fhVzx14FsviP8KdS+FV7PBJes7TaRax3BFzZTIN4I7AnbkqDngcUAfnD/AMFff2QZv2OP22tf8LWkujLo3jGI+LvDVhoVoIINMsL64nK2AjX5FFvJHLCvlko0caMAhYxp8wV96/8ABV+8vvjH+zT8J/jhdjSpL7w3qF74X128MYXUJWkUTW8LELl4Ymtb1wGYbWujtU73I+CqACiiigAooooAKKKKACiiigAooooAKKKKAOr+AyaLL8cvBkfiTT7e705vFenC/tbuJXimg+0x70dWBDKVyCCCCCc1+sUOqxaV+wZ4b+HF6DZ6x8V/GE+sapNghZLaaYv8wYcjy0GO3NfkZ8ONO1DVvH+i6fpSM1xJqkHlBDzkODx78V+v2v2B1r4y/wDCI3wA0T4Q+GrLSommlUwi6nREXcW434U4XrknFAGgtlHbWEMGgX32YxR4tj3jA+7j17cVz3xQPibXvA134Xt5hb39wDGHgXCschiR0xnHau50y3077eVe7XJjZzEIcbscn2wP1rlfiTNriaHJrWjQxkWUiS3MUhPIBwcE8e/4UAdN8Nrg6lYQNer+/RUSWPu2FHP55Br0J4UUhIY0UfeIGOD64rzn4M+LdK8W6FZ6/p8okt7sbkZuNpyQwPvuFeka3qC6bpcmoi2RlXnzC2W3+mPrQBXvJ4YUEJCtuPJ3EBfY9fzzXF+Jfhl4C8eeK4Y/EmhPqcImUkyXRgQYPQYVtw+vFb2kyvqiG4ZjgnJYAlt3YY9Pxq5a2SQyG4mADODhiCdx74oA3764+CvgvTzofwq8EwzWGpaFNYXNpfkea7g58r5QNjKCWLjblSK8m+GXwK0f4W6lcalo5K+fKWWAMSsSk52Z7gdK6CzhtG8XTLEoFwjrJu92XZ19SuATW9PYM8zCd5NwGGAU8jHXIPT/AAoAsxXVvbyiS4UAr0JBBjHr6mriyxz2qyJN5g27lIjAEgB5zx1PFc1q8jrGVCtgDaWO38iD0pnhLxC9vLDot1dMrbj5bsB0POAemMjHTFAE/jKb7L4lhdiMy2hLcHClTnpnk4PWuZ8Q+HWm8BHStTTz7Wa0MAcLnzI2ZgDnsQzdexFanjrVvtnjW0/enZBZsG3AFSWzgYPT61i+IrnxWzWFv4WtlZmu/wB/dylTFbx4y7EDkg8YH97FAHT+Dp9H8JeCrbwXLZMhsrZbefUrGKOK5V16jzFUMQe4Oec1jzaZJpUthN4JsoLJIbpZ45JroPJuDhiR9zknk5yTk9amhjuHaSS5uS7FyZJSQWbJ69Kju7qYSXMME1syLHve2SRTKcfxbQSQRjqBQB87ftv+BZ/Efg34vfCnwD8PLfXJvEi22t+FYEtI2ntLq3u4JbprYHlZTbC5XEeHdZGjAYybW/L2v2X8S3FpP448N61JbPOX1UQSTMwG7zhtyT3zwCPavyX/AGgtOGkfHrxvpIQr9l8X6lDtbqNt1IuD+VAHIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB63+wN4NvfiJ+278JPAljZSTnV/iJpFpcCKBpDHA93Gs0pVedscReQnoAhJ4Br9WdQ8N6r4q8R674iu9dSHT9Y+IN9rWnIkEYM8sDvbwTklfmVV37VPHOa/Nf/gkp4rs/BH/AAUT+F/iW8ltVMGuSJapeShEluJLaWOCMZYZZpXRVXOWYqACSBX6ZeHPE6+IvDml6pI0KMmlxRMiEHGN2eB0y2TjrQBzHiW717wNr0d8NB1O/tJZcs+lwodhzgbgzZXORwoI4zU3h1NT+IunXlj4svNSs50UrHatpbRRlW/jDNgOcHtXchxIh3NuznO4DBH0NZUmjX9nfwX+jXDF4gT5UjY8xcEbST+npQBxPgDw5f8AwX8Uy6CZFXRb67L2bbjmGU4+XrgA/wAya9Z8TXs+p2TRqAACNxDDjjj3JH1rLvrfSdd0s2urWDSRuRuBX54pB0I9wR1q/AsMdg1m9ypLIBGXbBcj1x0P4CgB+gQeRbxv5TSoRkkkjPrwK0Lm+hk05iloYmRiwUHKuCcd/unpzVKIJb2axCTICbWZT90epz0rA8W+IZ9O0i5ufD0lu/2aBjK91J5SRArgMSeg798kYoAWY6jpV9oPiu6jZrTX3u0tZNoCEwyiPAOfXPX04rsBqEcYMdqAEAKuFY4P19Pzrj9R/t7xL4YsfAWhaXp8fh9PDcEUWovMxlN7G5mNzDyNhd2JKelWPAOoaw+jRjWroXVzayeTemFGTaw/jZWGUBHOeVPrQB0N9atLbMylZDtyFySazJtAF5d20lsiq8fGQM8dcHIrr9B0WfV5RBp8G92H3Qfm5+nau+8O/s+XFlYrrXiGGSGMHEaMwRWbGTubPQDr9aAPn/W9C1CDU5ruUljvAY528AdKbJqaWGnSR7yz5LZVPvNjA/KvYPGFv8OI45rOGG9DSTLHJIYxtjwMM4OSWUj09K8j+Kvg288Ia/LpVzOHiEcctvIowJYnUMjDPTg0AYkuqalNAY7VEdxwXkX5c9hwcirtlJJDaojOiMF3OiLu+uMGq9qoWNZ4UBBTJBIH+c05b6Szk3opjI53evX26e9AHOePVurXxX4Ruo5wTN4ns44VhZShYzJtJAOTkE59COlfkH8Rfh/4v+E3xB134V/ELRjp2v8AhnWbrStc09pkkNreW8rQzRF42ZG2yIy7lJU4yCRzX63/ABe8Qz6D4etfG9tbpO3h7X7DUmhhGC/lzjcBzySD+lflp+1R8WNI+PX7T/xH+OXh+xubWw8aePdY12ytr1FWaKG7vZrhEkCsyhwsgBAYjIOCetAHBUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB61+wXrnhnwx+2t8KfEfi20vZ7Sw8f6VcpFYOiu1wl1G0AYuCPL84R7wPm2btpBwa/Rv4FeEr6x8IwXOvaxd3b3Fskg015Fj+ycvlV2rzknJJJOa/Kz4Q+MrX4c/Fnwv8Qr6GWSDQfEVlqM0cCguyQTpKQoJAJIXjJAz3Ffrz4VtZtKiurfUmieexvpYMO3DvHI+CQMYXbg++RQB1U2n22l20f2C9lLMQr2zbRKnGRkgkH9PpUtheST3CxTNkgYULyqg/wBc9q5xW1iOUTmSOSNslZA2Ac+nPWtzTLlrpjLKg3ry7ZwT9T+VAFy61CGztpLuQFcDLKx7/TNcR8S/iomgeFodS0u/ge7ldiLZZQHVVOM5PA9cck1s+P7y5t/Ct7NGdrrEcHHT09zXk/7Iul+B/ir+0Bd6T8b/ABr/AGb4f0u0a9SJlB8wo4ynbPGeCaAPVNe+KXgvT/AWlWVlrF3JJqdibvOqnyzI68Mo2ANx1HQHpWR4W0q88Z6bGNTZDalg6kphnPXLc/lXj8/ivVvj/wDHmS28OsTo+ji4tdOlEYX/AEYyNtkYAAbiMduK+iNBgtNJtU0iNwqwRhV2jrgDrQB0vhma+s9MTRtPiWOO2fIVhxgqef61nzPPJqi34lYSnAaYLhmwP1Fcp431rx7Z6ZZXPh68hg/svV45pGmBkW4tAD5kLoFyRk5Ug8g47Vr6BNdy6VbRXqsskalnJ+8N38J74xjjtQB6x8IPF58DaqmvR2ULCaRYpJAMRxtuyG2/wk9OuO+K9t/bA+Ivjq78J+HplgmkivVeG9mll4UgblCjBAUggcda+VdA1m/tJHs7Z0lgmGwwEDBPbBJ+9noa+wPhD4M8Q/tDfD+Oz8HS6DqmsWelyW154Y1nVVtrhpGUolzAJMAleOOelAHyTpGqah4u1K30jR7Sdrm7uDAlu0hO6QtwB368V0X7aVhB4O+KEfgNrkyzaHoNhZaiElBIuEhBdPwJx+Fe8+EP2dvDf7D3g+f4r/H/AMPw3fiuC5J0Kx+35jtnAzvG04lkLYwnQDk+lfFXxK8Ya1408VX/AIn124L3mp30t3dysxJMjsWOCfr3oAZaarM1uSLcFRkoRxkH6n9aq3FxeXknl/aFVT93ac7vz5P503T70QQtDM0ROecISQPw6VXu9UgglVndV3DaoXODmgDN+IUMqfDnVY1gRpPsJCHGRvLAAc9Otfj9X6yftOXWvX3wB8VWvhCxu5dWuNI8rSorEP8AaDcMyCNYVjJYybvuhec4r8m6ACiiigAooooAKKKKACiiigAooooAKKKKACv1I/Z++Jtx478FeBvihqU89wPGvh3yry5uIlRxq9iTbXZ2x/IBIYxKo4+VwcDoPy3r6/8A+CX/AMR7TV9M8Vfs66prn2a+uHTxH4KEpjWL7fboVuYeSHdpoRF8gzhbdmG3B3AH3It/dQyI1vukVshiTuKn2/PtWpZXkwOTJhCPmGMjGOP1rl/CfiCDWLCO7EPl7YQ3lsSGQnrn8c/lW1HPPeEtJIdqcKG4x7AHoPxoA0NaS3vdGnjlJ8maFlfb2HQnivmnxb8F3fxFKlvJJ85IDoeWB9frX0hKPtNrJYGMcR/MoX0rz2Oc22tSafdRFpVnGwyZHy9lH+NAHRfBX4daJ8N/Dpt7G28u6utrXc5IJOOgye1b2p+ItG8PJJeXOpIu9if9YNzNjp0HWqr/AGy+017O0n8pZIyrOvDRZGCR6n096jOjWVtDbpeXgu1hCf6+LacjoTyw3E8k+tAFfWtavtZ8I3F/ol/cWN6IGZZ7BRK8EuAQYw/DMMcA8cnitaN9Yfw9btNeiSeSNDcPNw80mxdzkDgEtknHGSazp9OlFxK2lgJLIp8mUMQu4jjdx/Q1bs57uOyhtJbQyyrBwZJWA8wAA8jGeemeKAI7XUbiyuRHLIWORnHygdOmf/rVcuvil8UNE8T2R8PeLbmBQ6OnlSlArA/dBzn/APXVG+W51GNxe6O8MkQDB5ApS4HquCTx05xTI/s8KyTMEh8kByjkBlPYj8fegDs/j98efHnxO1MWviHxZfan5EhdxdXLOsJYLwgPC4xjj61wlhY/bpvOv5TGnIwG4PHUY681mW9zLd3s13NHu81t3m7cnH+etb2nTyW1uBErZU/M4Q4XI7A/55oAxfEum3cQZtN37GzhkbAYDrzgE1X0awu0dr2/uEDsFZFAyc57811Vhb29xMdQvZPLt7ciW6lKgPKM8Rr2yx4+mTVPV9S0+WaTUNN0S1s4yCLe3ind1Qk9csMn+VAHIfFvxDceC/h7rfxJW6tbT/hE9Ku9dtpdQkZLdruCFxaQuQy7vMu5beMKCGZiADkivyNr7w/4Kh/FBPCvwf0n4V6Pqzx3fjPV/t+o21rqhQx6XY5SFJoQMyx3F3LLMCx2hrBCFYgFPg+gAooooAKKKKACiiigAooooAKKKKACiiigArb+GvjzWfhZ8RtA+J3h2C2l1Dw5rdrqlhFexF4Xmt5llQSKCCyFkAIBGRnkViUUAfsboWveCvit4M0v9or4ZaXcS+F/HiC7RreUR3eh6hG7RXMLRvlXj3oylTlTgMjEEE7EGn2yXAW0u5WiDbljmVQzD3/rjpXwN/wTD/bK0D4C+KtS+DPxeu418E+LMlLmb5V0vUyESO5Z8jbGyqEckEDbGcqocn7h1LRfFGjapcaL4kvI4jvzZXNkdySQsMrJ3HPoPSgDoxewzSsizLJKSOUYNtHviub8WeD7nzv7Tsov3nbaQARnp+fNammPYaWwgTl34Z8cFsZDdKvT3Su4V5ArbRuWNuSD3/8ArUAcv4e8RXUQW21VtoUsjgLnd0wTz61u6ppl3rdlA2j6kIZI5RJ5ZXKzkdI8jo3pVXVtCiuVMlrarLj5vnX7vPPU/wD6qt6daS29v9jnRXjZTvQHIPt0xQA60bVINKkS/LrPGkjSwyIV8tgPukHkEZ5rS8uK4s4hJF87KP8AZ28A5HHFZOvS3tno6nSbYSM+2LeZiDGpIHAx81baTsr7ZFddpwzhfvY44Hbp+tAEV1MsNuzu29yMO6tzntiuW1O5kuWktoQoAOXbORtA78+tbHiXVJ3xaQDeSAAW9z7VFpXhmGJftF1MzsXJOAQSfw4x9aAMqwspHkSSIM6oOVC8Ak+lb1yJY8EorurZKhiCD6fhVmWGK1iL24UOrcDqB+HrVMXsrnEMigsMOSw3A98D0oAs63erNaJptrDttYFQ+XnIeTHzSEd/QHsK5bV/Evgqx8G638SfFvilbDwz4cTfrepuwVd2QFhiwMtIxKqqrkszBQCTXGftTftH+EP2e/AR1zV78S3d2JINO02GQLPeSADMaDB2oNw3ynhARwzsiN+dHxa/aa+Mvxq0K08I+OPFKtoenX815p2iWVpHBbwSydyEUNMVXKq0rO6qzAN87ZAG/tIfH3xN+0l8Urr4keI7GGyj8lLTSdMtzuSxs48+VCGwC5GSWcgbmZjhQQo4OiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+lf2b/wDgpJ40+C3w/j+Gfj7wW3jHTNOAXQJX1n7Jc6fFg/uPNMMvmQg4KoQCnIDbdqr81UUAfqH+zJ+1T8IP2jYI5vDtwNO8UW7BJfDmoTxJdv8AuTLI9t83+lRLsly6AOojLSRxqyk+xRXMTXaz3UElwu8E+WxjKjuwx1OfX0r8Y9F1rWfDes2niLw7q1zYahYXMdzY31lO0U1tMjBkkjdSGR1YBgwIIIBFffH7Lv8AwVL+FGq+GtO8I/tQWt1o1/o2hpajxNpkE11/askKpGktwCZJDPIMtI+MFlZ9w3hFAPqyCBVVlVg+ASSy8Dn+tPG/aAGYMfTp+FeY+D/2xv2QfHviiXTPDn7Q+iRGKB50Osm40qDYCF2mS9jijZiWHyBixwSAQCRF8R/2tvgX4G8H3/iqf4zeF9UWxgLxabofiOzu7mdshUVIYZCzuSQB2UZZiqgsADsvFeoMdY07wla2073N9dI8skcTvHaQqctJJt5A/rXWr5rOy7VKhfkPmZUjruHFfmzq3/BT747XnxX8O+LtF1XWdH8LaRqFnc614O0jxNNbJ4iWOWOS4ivpolXz1l2GNVaMpFG2AjMZXl/Svwz4j+F/xT8G/wDCxPgvruna5o1xMoim0m7Ey25aKOXypVGGgkUSKTFIFkQMAyg0AZItEe/admKkYyTgYFWWuFeIs33QuFTfg47YA4x3oii83fLqNnJ5wbbGm4gKPcd68z+IP7Y37Lfwh1C/8O+NPjVpsWrWNjcyz6Vp1nc3tw00RdfsgMEbwxXDPGyBJpItpKmQop3UAekNNPEBG8m52HGzJyM8DHr9K8J/a5/bM+Hv7OOmX/ha1uItS8crbRfY9AG8i1MoYpLdOo2oqqA/lbhM4ePhVfzV8h/aX/4Kr6Brfw//AOEO/ZW0vxHo2pX/AJkWp+KNet4ILu2tyB8tqIJpQkjZYebkNGBlcuweP4joA6X4s/Fnxr8avG11488d6l593cHbDBHuENpCGJWCFSSUjXccDJJJZmLMzMeaoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA79P2sP2ponEkX7Svj9WByGXxlfAg+v8Ara4CiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
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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Tniusu2k8J6EL6zsJL6RZ1WZ5ZwGCsTuky2c4yOPQ0AYSTaz/AMJxceGrl9tm9ss1pjuN21wP0NeleGtOi0+wXaqFQOigfgK4zSrGfUdSg1W5jYvubocFQwwVwfoOleiWcYghC22TGPvZORx1/WgBx077VEBMo2upzjHH4elfMX7Y3gyy8P25u2KZZxsTbzk/zHevq6JVit/3yhQfmyDnPvnoPoa+Vv27ppL3xJp8Ftcp9mhgYuuOC2ODz1oA8c8H213ZeA/FWpxDaiWttFuZRkM8hH8q6L9ljRYtX+Ia2ssKs+0eUMdPUVt+Bvhpeaj+zT4l1awTz5r2WJ4Y4vvPHC+WwOOnP5U79jbQLi9+JS6zCn7q2hYTMSMYPQ9e9AH1vb6Rb2EKWtuMBVHA5HTufWrgjAdn+zuUKkbC+APb/OatWiAlYnQPuB+Tdzj2/wD1VI9rEi7ZJACB8o5JXPr6/WgDk/EFvbyK6XEa/L2PIbuPTFYlqXt0eV2d0RsHEvyg9gfrXSeKrGUXnlPOpzHuOWJJAOOQPUmuG8c6Xp0WlyeJbOG3F/aRSNpV9IVKx3JQhWywO3JAXpQBuw6hf2jXNrK4+zyQCONREjbXwctllyCfTPbis17rQPCnjPwnHrWjWWuaJ4gumtZ7TWbeN7S4WVTE0E6SjmKQkxujfKwY54NR+GdSuNd0+A3sKz3TQQySrAu9WLxqxKnv824fhVzx14FsviP8KdS+FV7PBJes7TaRax3BFzZTIN4I7AnbkqDngcUAfnD/AMFff2QZv2OP22tf8LWkujLo3jGI+LvDVhoVoIINMsL64nK2AjX5FFvJHLCvlko0caMAhYxp8wV96/8ABV+8vvjH+zT8J/jhdjSpL7w3qF74X128MYXUJWkUTW8LELl4Ymtb1wGYbWujtU73I+CqACiiigAooooAKKKKACiiigAooooAKKKKAOr+AyaLL8cvBkfiTT7e705vFenC/tbuJXimg+0x70dWBDKVyCCCCCc1+sUOqxaV+wZ4b+HF6DZ6x8V/GE+sapNghZLaaYv8wYcjy0GO3NfkZ8ONO1DVvH+i6fpSM1xJqkHlBDzkODx78V+v2v2B1r4y/wDCI3wA0T4Q+GrLSommlUwi6nREXcW434U4XrknFAGgtlHbWEMGgX32YxR4tj3jA+7j17cVz3xQPibXvA134Xt5hb39wDGHgXCschiR0xnHau50y3077eVe7XJjZzEIcbscn2wP1rlfiTNriaHJrWjQxkWUiS3MUhPIBwcE8e/4UAdN8Nrg6lYQNer+/RUSWPu2FHP55Br0J4UUhIY0UfeIGOD64rzn4M+LdK8W6FZ6/p8okt7sbkZuNpyQwPvuFeka3qC6bpcmoi2RlXnzC2W3+mPrQBXvJ4YUEJCtuPJ3EBfY9fzzXF+Jfhl4C8eeK4Y/EmhPqcImUkyXRgQYPQYVtw+vFb2kyvqiG4ZjgnJYAlt3YY9Pxq5a2SQyG4mADODhiCdx74oA3764+CvgvTzofwq8EwzWGpaFNYXNpfkea7g58r5QNjKCWLjblSK8m+GXwK0f4W6lcalo5K+fKWWAMSsSk52Z7gdK6CzhtG8XTLEoFwjrJu92XZ19SuATW9PYM8zCd5NwGGAU8jHXIPT/AAoAsxXVvbyiS4UAr0JBBjHr6mriyxz2qyJN5g27lIjAEgB5zx1PFc1q8jrGVCtgDaWO38iD0pnhLxC9vLDot1dMrbj5bsB0POAemMjHTFAE/jKb7L4lhdiMy2hLcHClTnpnk4PWuZ8Q+HWm8BHStTTz7Wa0MAcLnzI2ZgDnsQzdexFanjrVvtnjW0/enZBZsG3AFSWzgYPT61i+IrnxWzWFv4WtlZmu/wB/dylTFbx4y7EDkg8YH97FAHT+Dp9H8JeCrbwXLZMhsrZbefUrGKOK5V16jzFUMQe4Oec1jzaZJpUthN4JsoLJIbpZ45JroPJuDhiR9zknk5yTk9amhjuHaSS5uS7FyZJSQWbJ69Kju7qYSXMME1syLHve2SRTKcfxbQSQRjqBQB87ftv+BZ/Efg34vfCnwD8PLfXJvEi22t+FYEtI2ntLq3u4JbprYHlZTbC5XEeHdZGjAYybW/L2v2X8S3FpP448N61JbPOX1UQSTMwG7zhtyT3zwCPavyX/AGgtOGkfHrxvpIQr9l8X6lDtbqNt1IuD+VAHIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB63+wN4NvfiJ+278JPAljZSTnV/iJpFpcCKBpDHA93Gs0pVedscReQnoAhJ4Br9WdQ8N6r4q8R674iu9dSHT9Y+IN9rWnIkEYM8sDvbwTklfmVV37VPHOa/Nf/gkp4rs/BH/AAUT+F/iW8ltVMGuSJapeShEluJLaWOCMZYZZpXRVXOWYqACSBX6ZeHPE6+IvDml6pI0KMmlxRMiEHGN2eB0y2TjrQBzHiW717wNr0d8NB1O/tJZcs+lwodhzgbgzZXORwoI4zU3h1NT+IunXlj4svNSs50UrHatpbRRlW/jDNgOcHtXchxIh3NuznO4DBH0NZUmjX9nfwX+jXDF4gT5UjY8xcEbST+npQBxPgDw5f8AwX8Uy6CZFXRb67L2bbjmGU4+XrgA/wAya9Z8TXs+p2TRqAACNxDDjjj3JH1rLvrfSdd0s2urWDSRuRuBX54pB0I9wR1q/AsMdg1m9ypLIBGXbBcj1x0P4CgB+gQeRbxv5TSoRkkkjPrwK0Lm+hk05iloYmRiwUHKuCcd/unpzVKIJb2axCTICbWZT90epz0rA8W+IZ9O0i5ufD0lu/2aBjK91J5SRArgMSeg798kYoAWY6jpV9oPiu6jZrTX3u0tZNoCEwyiPAOfXPX04rsBqEcYMdqAEAKuFY4P19Pzrj9R/t7xL4YsfAWhaXp8fh9PDcEUWovMxlN7G5mNzDyNhd2JKelWPAOoaw+jRjWroXVzayeTemFGTaw/jZWGUBHOeVPrQB0N9atLbMylZDtyFySazJtAF5d20lsiq8fGQM8dcHIrr9B0WfV5RBp8G92H3Qfm5+nau+8O/s+XFlYrrXiGGSGMHEaMwRWbGTubPQDr9aAPn/W9C1CDU5ruUljvAY528AdKbJqaWGnSR7yz5LZVPvNjA/KvYPGFv8OI45rOGG9DSTLHJIYxtjwMM4OSWUj09K8j+Kvg288Ia/LpVzOHiEcctvIowJYnUMjDPTg0AYkuqalNAY7VEdxwXkX5c9hwcirtlJJDaojOiMF3OiLu+uMGq9qoWNZ4UBBTJBIH+c05b6Szk3opjI53evX26e9AHOePVurXxX4Ruo5wTN4ns44VhZShYzJtJAOTkE59COlfkH8Rfh/4v+E3xB134V/ELRjp2v8AhnWbrStc09pkkNreW8rQzRF42ZG2yIy7lJU4yCRzX63/ABe8Qz6D4etfG9tbpO3h7X7DUmhhGC/lzjcBzySD+lflp+1R8WNI+PX7T/xH+OXh+xubWw8aePdY12ytr1FWaKG7vZrhEkCsyhwsgBAYjIOCetAHBUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB61+wXrnhnwx+2t8KfEfi20vZ7Sw8f6VcpFYOiu1wl1G0AYuCPL84R7wPm2btpBwa/Rv4FeEr6x8IwXOvaxd3b3Fskg015Fj+ycvlV2rzknJJJOa/Kz4Q+MrX4c/Fnwv8Qr6GWSDQfEVlqM0cCguyQTpKQoJAJIXjJAz3Ffrz4VtZtKiurfUmieexvpYMO3DvHI+CQMYXbg++RQB1U2n22l20f2C9lLMQr2zbRKnGRkgkH9PpUtheST3CxTNkgYULyqg/wBc9q5xW1iOUTmSOSNslZA2Ac+nPWtzTLlrpjLKg3ry7ZwT9T+VAFy61CGztpLuQFcDLKx7/TNcR8S/iomgeFodS0u/ge7ldiLZZQHVVOM5PA9cck1s+P7y5t/Ct7NGdrrEcHHT09zXk/7Iul+B/ir+0Bd6T8b/ABr/AGb4f0u0a9SJlB8wo4ynbPGeCaAPVNe+KXgvT/AWlWVlrF3JJqdibvOqnyzI68Mo2ANx1HQHpWR4W0q88Z6bGNTZDalg6kphnPXLc/lXj8/ivVvj/wDHmS28OsTo+ji4tdOlEYX/AEYyNtkYAAbiMduK+iNBgtNJtU0iNwqwRhV2jrgDrQB0vhma+s9MTRtPiWOO2fIVhxgqef61nzPPJqi34lYSnAaYLhmwP1Fcp431rx7Z6ZZXPh68hg/svV45pGmBkW4tAD5kLoFyRk5Ug8g47Vr6BNdy6VbRXqsskalnJ+8N38J74xjjtQB6x8IPF58DaqmvR2ULCaRYpJAMRxtuyG2/wk9OuO+K9t/bA+Ivjq78J+HplgmkivVeG9mll4UgblCjBAUggcda+VdA1m/tJHs7Z0lgmGwwEDBPbBJ+9noa+wPhD4M8Q/tDfD+Oz8HS6DqmsWelyW154Y1nVVtrhpGUolzAJMAleOOelAHyTpGqah4u1K30jR7Sdrm7uDAlu0hO6QtwB368V0X7aVhB4O+KEfgNrkyzaHoNhZaiElBIuEhBdPwJx+Fe8+EP2dvDf7D3g+f4r/H/AMPw3fiuC5J0Kx+35jtnAzvG04lkLYwnQDk+lfFXxK8Ya1408VX/AIn124L3mp30t3dysxJMjsWOCfr3oAZaarM1uSLcFRkoRxkH6n9aq3FxeXknl/aFVT93ac7vz5P503T70QQtDM0ROecISQPw6VXu9UgglVndV3DaoXODmgDN+IUMqfDnVY1gRpPsJCHGRvLAAc9Otfj9X6yftOXWvX3wB8VWvhCxu5dWuNI8rSorEP8AaDcMyCNYVjJYybvuhec4r8m6ACiiigAooooAKKKKACiiigAooooAKKKKACv1I/Z++Jtx478FeBvihqU89wPGvh3yry5uIlRxq9iTbXZ2x/IBIYxKo4+VwcDoPy3r6/8A+CX/AMR7TV9M8Vfs66prn2a+uHTxH4KEpjWL7fboVuYeSHdpoRF8gzhbdmG3B3AH3It/dQyI1vukVshiTuKn2/PtWpZXkwOTJhCPmGMjGOP1rl/CfiCDWLCO7EPl7YQ3lsSGQnrn8c/lW1HPPeEtJIdqcKG4x7AHoPxoA0NaS3vdGnjlJ8maFlfb2HQnivmnxb8F3fxFKlvJJ85IDoeWB9frX0hKPtNrJYGMcR/MoX0rz2Oc22tSafdRFpVnGwyZHy9lH+NAHRfBX4daJ8N/Dpt7G28u6utrXc5IJOOgye1b2p+ItG8PJJeXOpIu9if9YNzNjp0HWqr/AGy+017O0n8pZIyrOvDRZGCR6n096jOjWVtDbpeXgu1hCf6+LacjoTyw3E8k+tAFfWtavtZ8I3F/ol/cWN6IGZZ7BRK8EuAQYw/DMMcA8cnitaN9Yfw9btNeiSeSNDcPNw80mxdzkDgEtknHGSazp9OlFxK2lgJLIp8mUMQu4jjdx/Q1bs57uOyhtJbQyyrBwZJWA8wAA8jGeemeKAI7XUbiyuRHLIWORnHygdOmf/rVcuvil8UNE8T2R8PeLbmBQ6OnlSlArA/dBzn/APXVG+W51GNxe6O8MkQDB5ApS4HquCTx05xTI/s8KyTMEh8kByjkBlPYj8fegDs/j98efHnxO1MWviHxZfan5EhdxdXLOsJYLwgPC4xjj61wlhY/bpvOv5TGnIwG4PHUY681mW9zLd3s13NHu81t3m7cnH+etb2nTyW1uBErZU/M4Q4XI7A/55oAxfEum3cQZtN37GzhkbAYDrzgE1X0awu0dr2/uEDsFZFAyc57811Vhb29xMdQvZPLt7ciW6lKgPKM8Rr2yx4+mTVPV9S0+WaTUNN0S1s4yCLe3ind1Qk9csMn+VAHIfFvxDceC/h7rfxJW6tbT/hE9Ku9dtpdQkZLdruCFxaQuQy7vMu5beMKCGZiADkivyNr7w/4Kh/FBPCvwf0n4V6Pqzx3fjPV/t+o21rqhQx6XY5SFJoQMyx3F3LLMCx2hrBCFYgFPg+gAooooAKKKKACiiigAooooAKKKKACiiigArb+GvjzWfhZ8RtA+J3h2C2l1Dw5rdrqlhFexF4Xmt5llQSKCCyFkAIBGRnkViUUAfsboWveCvit4M0v9or4ZaXcS+F/HiC7RreUR3eh6hG7RXMLRvlXj3oylTlTgMjEEE7EGn2yXAW0u5WiDbljmVQzD3/rjpXwN/wTD/bK0D4C+KtS+DPxeu418E+LMlLmb5V0vUyESO5Z8jbGyqEckEDbGcqocn7h1LRfFGjapcaL4kvI4jvzZXNkdySQsMrJ3HPoPSgDoxewzSsizLJKSOUYNtHviub8WeD7nzv7Tsov3nbaQARnp+fNammPYaWwgTl34Z8cFsZDdKvT3Su4V5ArbRuWNuSD3/8ArUAcv4e8RXUQW21VtoUsjgLnd0wTz61u6ppl3rdlA2j6kIZI5RJ5ZXKzkdI8jo3pVXVtCiuVMlrarLj5vnX7vPPU/wD6qt6daS29v9jnRXjZTvQHIPt0xQA60bVINKkS/LrPGkjSwyIV8tgPukHkEZ5rS8uK4s4hJF87KP8AZ28A5HHFZOvS3tno6nSbYSM+2LeZiDGpIHAx81baTsr7ZFddpwzhfvY44Hbp+tAEV1MsNuzu29yMO6tzntiuW1O5kuWktoQoAOXbORtA78+tbHiXVJ3xaQDeSAAW9z7VFpXhmGJftF1MzsXJOAQSfw4x9aAMqwspHkSSIM6oOVC8Ak+lb1yJY8EorurZKhiCD6fhVmWGK1iL24UOrcDqB+HrVMXsrnEMigsMOSw3A98D0oAs63erNaJptrDttYFQ+XnIeTHzSEd/QHsK5bV/Evgqx8G638SfFvilbDwz4cTfrepuwVd2QFhiwMtIxKqqrkszBQCTXGftTftH+EP2e/AR1zV78S3d2JINO02GQLPeSADMaDB2oNw3ynhARwzsiN+dHxa/aa+Mvxq0K08I+OPFKtoenX815p2iWVpHBbwSydyEUNMVXKq0rO6qzAN87ZAG/tIfH3xN+0l8Urr4keI7GGyj8lLTSdMtzuSxs48+VCGwC5GSWcgbmZjhQQo4OiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+lf2b/wDgpJ40+C3w/j+Gfj7wW3jHTNOAXQJX1n7Jc6fFg/uPNMMvmQg4KoQCnIDbdqr81UUAfqH+zJ+1T8IP2jYI5vDtwNO8UW7BJfDmoTxJdv8AuTLI9t83+lRLsly6AOojLSRxqyk+xRXMTXaz3UElwu8E+WxjKjuwx1OfX0r8Y9F1rWfDes2niLw7q1zYahYXMdzY31lO0U1tMjBkkjdSGR1YBgwIIIBFffH7Lv8AwVL+FGq+GtO8I/tQWt1o1/o2hpajxNpkE11/askKpGktwCZJDPIMtI+MFlZ9w3hFAPqyCBVVlVg+ASSy8Dn+tPG/aAGYMfTp+FeY+D/2xv2QfHviiXTPDn7Q+iRGKB50Osm40qDYCF2mS9jijZiWHyBixwSAQCRF8R/2tvgX4G8H3/iqf4zeF9UWxgLxabofiOzu7mdshUVIYZCzuSQB2UZZiqgsADsvFeoMdY07wla2073N9dI8skcTvHaQqctJJt5A/rXWr5rOy7VKhfkPmZUjruHFfmzq3/BT747XnxX8O+LtF1XWdH8LaRqFnc614O0jxNNbJ4iWOWOS4ivpolXz1l2GNVaMpFG2AjMZXl/Svwz4j+F/xT8G/wDCxPgvruna5o1xMoim0m7Ey25aKOXypVGGgkUSKTFIFkQMAyg0AZItEe/admKkYyTgYFWWuFeIs33QuFTfg47YA4x3oii83fLqNnJ5wbbGm4gKPcd68z+IP7Y37Lfwh1C/8O+NPjVpsWrWNjcyz6Vp1nc3tw00RdfsgMEbwxXDPGyBJpItpKmQop3UAekNNPEBG8m52HGzJyM8DHr9K8J/a5/bM+Hv7OOmX/ha1uItS8crbRfY9AG8i1MoYpLdOo2oqqA/lbhM4ePhVfzV8h/aX/4Kr6Brfw//AOEO/ZW0vxHo2pX/AJkWp+KNet4ILu2tyB8tqIJpQkjZYebkNGBlcuweP4joA6X4s/Fnxr8avG11488d6l593cHbDBHuENpCGJWCFSSUjXccDJJJZmLMzMeaoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA79P2sP2ponEkX7Svj9WByGXxlfAg+v8Ara4CiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
图像中的器官是否存在于腹部?
不是
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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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"
这张图像是关于胸腔吗?
不是
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"
图中病人患有脑瘤吗?
是的
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"
该图像中有多少种异常?
3
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"
如何治疗这张图片中脑左侧的疾病?
药物治疗,支持治疗,手术治疗
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"
这张图像显示的是哪种类型的成像,核磁共振、CT还是X光?
核磁共振
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"
这张图片展示的是核磁共振的哪种类型?
T1
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"
扫描的是图像的哪个平面,横断面还是冠状面?
横断面
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"
这个图像属于身体的哪个部位?
头部
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"
图中异常位置在哪里?
左下叶
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"
图中是什么器官系统?
头部
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"
图中脑部左下侧显示什么疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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如何预防图片中大脑左下叶疾病的发生?
注意饮食卫生,加强身体素质,避免脑部外伤
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"
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?
T1
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"
扫描的是图像的哪个平面,横断面还是冠状面?
横断面
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"
图像展示的位置是?
头部
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"
图中异常位置在哪里?
右叶
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"
图像中的主要器官系统是什么?
头部
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h/wCL/wATfF/gX4lAReH7Dwtbx20zruDNLdoHGD6LurZh8MXGpabca3YkKlpqUdnJs7naGz+tO8YaZJBpD6JpT+RdancWlo86nBbzZ1jGT6AtmgD8a/8Agtl+xPq+g2mkftd/CTw0t34Mtbq68LeIb7TNMjT7LJa3TLaXly6vvkEyTC2EjJtj+ywRmTMsKV+dlf0hWPw00bQf2bPi38MPinbyapo3wW8c6poHjbTBeyxHVrDVlNrPGXhZZCDHKw3owZc5BBANfze0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAavgTwfqnxC8b6N4B0SWGO91zVbfT7N7liI1lmlWNCxUEhdzDJAJx2Nf0e/ALwp4S8M3Hgv9jrwpp0SeHPhJ4F+y2MsUESLdTMS8s7+Uqo80ssjyyPtBeSR2PLGv5tdJ1bVdB1W213QtTuLK9srhJ7O8tJmjlglRgySI6kFWVgCGBBBAIr+hj/gkn4x1b49/s6aL+0bq8ZTUvEqzrdMYtih4ZHgmVBuY+X5sT7csTt25wcigD7G+CHw5tvAfhM6bbOrB5GlwnYvXB/F4oNVaWdgGDbWXuB616n4R12HT5HtpsHfJhMnpwK8t/aH0G8ttQk8Rb2WCYKpGOAS3BoA8t0/ULrw/ZXun2zkxz3yTgD1UH/GtL4T2Wnwyad4XmKxRW128oY9D5hyRWGLyGK+mSYBlSTbg+opkGqOusxXFtIYwkin5aAPr3SvDGl3FrHYaTcrLGGUybO1dnBpltp4gtwQczBJCB2xXnn7JkN5deGbzxFqFw0yTsUi8zsQe1egatfLY3UqtzmbK+3FAFvQvKjh8xX+dZGDD2zxXFfEmyvbDx1ZeJdL03zgdJuLa7P8AdiYE/wA63INZFg8lyejDp+NXL7xbai1kK2cchvdPeIFkztyevtQB4h+x34Bi8BfBa0uJLfyrzUdY1G7njxgjdOQv/jtewm6M1pPZj75kBQfSs+z0+2gu4Y7WIRxKDiNRgDgE8Uup6muiah9uxkFGYcZoA1ktUOngyLhwhOMdyK8c8WS6idSvrR0+YRlh9MZr3HMOpWqzpgZhVjjgfdrxD4na1c6Xr880UGdyeXkL2KkUAc38FF1e2+GNxF4hIE1zdSzt7tuwv6VW+J1tq8720um9UaKXPoyOHU/mBUtt4hmXRrWKRNquUBAGM44zUHj34naN4YtbZHjLzm3fzcDIHpQB8i/8FFP2qLH9ln4LfEzxxqeoXQf4m6Xc6dJ9itFmaTxLJBK1o7B/kCRsnmuX/giYAMxVG/Bmv2l/4Lu+CJvEP/BNqDx14R0W5vo7D4xaVf6/c2ds0iWEE+m6jCskzKCIkMzQxBmwC8sa53MoP4tUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFf1NfsT/s9aL+zd8APCPwL0SS1lj8L6NbWU93aWC2yXc4jUz3JiUnY0spklbliWkYlmJJP80/7I1idT/au+GOmj/l4+Ieixf99X0I/rX9SWj6sNCurjzMfNMxAPoCKAOqu9Hgt3juLcglGYtj2OKZ478MW3inwhOs0e5o4shcdxyKj0fxBb6q3kMwBYhvwzXTCaNEMSICkq4I6j0oA+TvEPgjUbeaWRrTbvYt070mj+Dpp7mBhBn+F/Y4yK+gfGvhKHUJ5BHaKAI8jC49qo+EfhqsrNP5QH7zbz2O2gDvvhHplp4T+EOmxoSrNbs8v++c4qG3vL/ULrMwBB5zmtaKyWfwtHoUJ4gRNxHbFVoLX7Fab15Kqc/SgB9rbJJIkUy5BLg+9cZqXxW8K2nxSs/heZv9OubaSS3TcOi9a6TU9ZvNP06TU7dCTbXERYAdQ/FeB6h4BudR/aYsvjC0Mgl0y3lhQe0lAH0hp8cUbia4Xh4wR7HFYHi1457JXX+Jii1ZtPEsG6BdVnEKOoSIucbmxjApmtx6TJctpCXsZuLe4BMWfmGRQBr6XdPZeHYDK3zm3JP0FeLfGTxjp1mzrHaF5DIBnP+fWvX7qG6ntha7CAls4X6ZrzfxR4P0W4sZrnW0VDGS5kZfu8UAYz+EftvhVZFi2yRW0YH+83zCuO+IXw1n1zwo9xBbsbydGWNvTb1rqovH0dqBby3I8qcQtC2eHCgipr/XLl7YKvSIOY/fcKAPiL9v7StT+Hv/BHP9pnwx4vuDPPq174QbSzIMGPydetN4H/AAE1+D9f0kftafBfWf2hv2YfiD8E47OwlufEegXUOnPqyE28V4But5XwrFRHMI5NyqWUoGUZAr+begAooooAKKKKACiiigAooooAKKKKACiiigD0T9kGf7L+1n8L7rdjy/iJojZ9MX8Jr+nvS45fECQ30A3LJCzq3rnpX8vX7L8sUH7S/wAO552wieOtIZyT0AvYs1/SZ8J/jDdaPqD+AfsTSDT9Pt0ScJkNuzznvQB22n6ld6fqHlyfKyD5vpXfeCdTvtRmhVzuUYz+dedh59UuWvhEd0q7SMehzXdfDZ720u4oZIWVQBkkfjQB6BdQaTFaRvfJ8xOCc496qaTbQhLj7KmF3Bk/LP8AKneJrX7ZaQHdjdL/APWrS0/To7TTZVjxnyyoP/AcUAYHw38c6L4y0rXP7Ife1vqD2WQ2cOi7j+lS3mox2kxdjmB4WUfXHFZHwX+HukfCzQNVt7SaMyaprct/JtHIZ0KnPvWhqcdhLplvGrghZsEe2KAOE+K37Q3g74WeDptT18IYZBFu3Pj/AJeI4c/99OKufB/4i+AvjNZaxd+G4I2k0x7Xz2V8/wCtiEi/oa8O/wCCivw3l1P9mrx3eaNb+deaV4XnubGJRy0izRzDHvlBWd/wSDi8QW/7N9j4s8SWrQ6j4mtbVr2Nzk5hh2KT68UAe9/tcaXqmk/DjTtT0J2guNJuUu5tnV41YEj8q+bte/bp8OD9pFdThu0WzvJIonhMnAc4U19peLtKg8eacdJ1KLKzWxjkB5+XFfKfjT9i/wAH/wDC/NKki0sCzaZZZ5Fi6EEEfrQB9lQS2Gqacl9BEuDagrj0IBrzj4raE+taZd6TagxmWEjcnXpXoflQ6NpEdpG3EcITp2AxWBfCCbT2upRk+Vz+dAHzJa/C/wASPd6DptzcTEWETpKT/GN2RmvRm8MNB+7lB2hcDNdPeT+HYdVQxyDcAzdOwXmsyPxf4evQE8/O5xt+lAGVrGi2yaY8EaIrTRzLn/fXA/Wv5N6/qI/am+LcvwY+C/jb4sW2mf2gPCnhXUdXjsftHk/aTbWsk3l+ZtbZuKAbtrYznB6V/LvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV/Q1/wSw/ac8Hftd/s3aD8QLaW4m8R6Tp9vo/jK4u7ZYWl1S3hjaaQKgCbX3iRdnyhZAMKwZF/nlr7N/wCCLP7cmlfsoftEv4N+K3xEudJ8CeLLcwTrPg2VpqZaMQ3UpPMClA8TSL8vzRmT5Iw8YB+/+iXdhI0EiRjEjkDn3r1DShpclvHLbQqpV8FvoK8gs7nT7O2ie3kDKsO6Mj1PNaXhzxlrT3Rt0VvLIPfvQB69rdnPLbrPESI0cHFM1fxLFpehy3eB8oPB71QbxEYtGihvn2741rL1tnvYPs6kNC4BBoAxLLx7/a01tPbHYJ2kKoD6cVJHr/n2jfvMbZ0QjPQ1B4V0OET5MW37K77BjsafqsVjawL9nyTJIXcY6EHigDK+JttZ+I/DutWd3EskRs5bW6ibowMZGDWV8AvDtp8MfhVpFrHAkSaZBGmxRgdD/jUnxXGqReEtUk0hAZZ9pIPrwKr2ltrkmhLYGPEckMff+LAFAHpelfEy3d/PSNceXx8tT6f4m0rWtXkjkghaXywFYqMrnmuastCW10aFAv7xgQePauc8PWmt2vjnUp45T5TSxmMegC80Ae263OpsGVm/1iIPpWHPD5dnLbs3ysgUEnpmksNTe9W2hlO5mjO4fSl1WRLi2lsIGAkbG2gDyrxn4fu9IuVv0nZsLKBh88MMVwthpdzYGCOYyBojhiWNeka9NLZ6jPaauchAQoP1rzn46fF3wT8KvAmvfE/xFL5Gk6Bpct7qU4Rn8qKKMu7bUBZsKpOACT0AJoA+Gf8Ag4K/aw1n4R/s/aP8B/BGp3Fvf/EaW4h1S7tpGXy9Mt/JaeLekisrStLDGVKsjwmdWxkZ/FmvTf2v/wBqHxn+2H8fdb+OvjO0+xNqLpFpukR3kk8Wm2ca7YrdGc/V3KhFaWSRwib9o8yoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP6AP8Agkl+2loH7WX7MfhvTNT8SrP4p8JaTbaR4qt7vUmnuzNEnlR3UzyAM5uEj87f8w3NIm9mjc19deDvFOnXWtzWVqEZbe9WIsOa/lW8JeMPF3gHxBb+LfAvinUdF1W03/ZdT0m+ktriHchRtkkZDLlWZTg8hiOhr9UP+CZf/Bcz4T+CfB8ng39tXXb6y1i3vXnt/Ellock1tdQBIVVZRAZJPtLSGZjtiWLYowQflIB+xnxSv2tobJYX2gOA2Per+mXDnRIsNuKAg5PJrxjQP2pfhH8drTRtQ+HXjHT9asNRu9ltqGl30dxBNtdlbbJGSrYZWU4PBUjqDXo+ka59mQwlvkViRk++KAOi0K/hu2nkVAucq3GOcVTuYY0ttpXcwducVWk1i00+2aZDgH5jg9qt2V5FdWrTkZVo9w+tAGfNEmr2d1Z3TKCyhstx0rUNvFZ2YslCkLGHyBnpXJeOJb1NPWx0qTbd3ExjjOOuPm/lXReH2ub7TEvpzlmgVD9cUAb9qFuLCORgMq3T61kLZwaalzqBZQ5Y555qS212OC3eCThkAB571y+va3calFeR2Un3QRx6jrQBr+FfFrP4q+xiThBtz25rY8ZXZ0nUI7u1fJOMke1eNx+LG8PeKbIyS4fUJwkQPcqvNd74p8Si60a2nY5Z48k5oAreLZ7PWmk1W/nVAeSzHsK/Hj/gvL+3v4L1vRR+x18F/FFvqgvbtLzxxqOm3sE9vD9nnkC6a4G5knW4hWWQHy2jEUa/OJXC+kf8FPP+C4S/BPVtd/Zp/Zw02x1bxPbW0tnqnip5xJb6DdkhTGkeCtzcIu/cCQkUgQOJSssS/jdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB1vwg+PHxm+APiaHxd8GPiZrPhu+hvLe6L6XetHHNJCxaLzov9XOoLN8kispDMCCGIP3r+zN/wAHDXx003WNP8J/tOaPp+oaW4gt5/E2jQPBcwYDCS5ngG5JyzbGYQiLYN5VH+VB+btFAH9IXgj/AIKa/sOeMPD9jqN3+1t4Ator2zilCaj4otraVEZAwEkUrq8bDOCjqGU5BAIIr1Xwd+1j8BPiLok9/wDCH4y+HPEthbRmKS80DVoruJJlCloy8RZQ4V1JUnIDA9xX8tFFAH7r/wDBTD/gsd8EPgv8NPCHiH9m34s+GfHfie915zdaZ4c8TRym0to4zvmlkgWVY8sY0VHKl97FdwjfH0v+xD/wUE/Z8/af+C9l4t8D/E6yubxbGKbV9HlnUX2mSuzKIrmEEtExZJACflcIWRnXDH+ZGigD+p3xz8b/AAjo97LMuuRhXgJBB/iFeH+Mf+Cp/wCwn4F+Hw8UX37UvhCfExN7b6RrMd/dAOQq7be2Mkr/ADMM7VOBljgAkfzpUUAfoz8bv+C+Gt6nqMF18EfhZM09nIJ7DUfFlwFWGQyHcjW1u5Mi+WBhhOhDN0IX5vAPjZ/wV9/b5+N/22xvvjXN4c0y88rZpXhG2WxW12bD+6uBuul3Mm5szHO9l4Q7K+ZaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z"
患者的左脑叶是否异常?
不是
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"
图中异常是高密度还是低密度?
低密度
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"
该图像中有多少种异常?
2
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"
图片中大脑左侧的疾病会给患者带来什么样的症状?
视力障碍,呕吐,耳鸣,颅内压增高
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"
这张图片的拍摄是通过CT吗?
不是
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"
这张核磁共振图像用的什么加权方式?
T1
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"
这个图像的扫描平面是什么?
横断面
"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"
图像在身体里代表什么?
头部
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"
图中哪侧的脑叶是异常的,左侧还是右侧?
右侧
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"
这张图像是关于盆腔吗?
不是
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"
图片是正常的吗?
不是
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"
图中肿瘤是增强性的吗?
是的
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Pt0rkL2TUI9VS0hssiQBFdMk7s8gL6n160AWItB0/SdMVzGqEIThegx369e1edfF1dX1TSV0mHQXuxcEpFHG+SjZzuOe20kHoK9OeOW5t3RASUyCGGAMcVmyWUFnatcXxVnO4AdOSOg9KAPib9rXw/wCNodP8Oajr0VsLTS7V9LwscfnwzCWRwjOBueMoAUG4qpD8KXJfxSvrv9rzXAnw98RsZxFBfJDa26vgedILq2lwvqdsbk+yn0r5EoAKKKKACiiigAooooAKKKKACiiigAooooAK+7P2YdT8E+JPB66z4JlkltrWC207EsTI8JhhV2Rg3o0gyQWB7E9a+E6+4/2X/Cx8H/AzQbVooEuL+0+3TvbLgyee5kjZyQCWEXlqT/sgAkAGgD2G3Nxaz4uLZjlc7QQeO3AJx+NWIbuGSQ4gIAHLc8c9zjFZGirBGojmYgpyzeuOvNbtlp7XcRube7kDEkYyTx75NAFg3CNAJGbKrlQ+BkVY0Jrjy4/N4ODvGc9/aorewnQFHtYWx0dgefbg1fs4hEyyNgBThowOvpzzQBbmuh57BFLLjGQM5I7U6TCxlnUBsABQepJ/wqvDv+0lgA2cgK3NUdfubo3EWk2UjGab5U2KXbJ6cZGT7UAYWp6e2r63c+I7y0c21kkjAA/ekGFVcYz19qwriZv+Fg6GBIYPss93cyMCQFkZFGenA46+1et3kNrodpNodrAQ91bA3Mu7AycE4THy5x+FeZvp7zeILzXhZStBbQRhYnX9598+YuOnTv04oAufDq8mstXvtJurlFZm85NrBgxJyQCPzrtBOqKR5h5TBGD35rx2DX4tA8avLDqJkj8/d5rQmMlGPIKkkjGfofpXrrSg2aMGDHgqB0PoKALCuhtfMSRiFXhjXK69dRqGjt7fe7E7Rjknpn2HvW/BJ5iMjOFUk5BzkViX8Wpr5v8AZ18sYd+A74UDvx/F+NAEliRpukYlf5gnTHeuet9R8Q6rO8+ktHDbkhfPkjzJIM4+Qn7gz3HJ9a100c3YEl7cvOeikjao9cL/AI9qbfXdnptj5G7Bdtu444A+tAHzZ/wUP0e2n+G+ia9eo0t7aaysEM5kb5IpoZSwxnHzNbockZGztk5+Ra+0f+CgFvBqvwNs7qHUbeI2mtW87R3D7Hnyk0YSMfxt+8347Kjntg/F1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFnR9J1DX9XtdC0i3867vblILWIMF3yOwVVySAMkgZJxX6S6Ze2j/DrwJ4fg8NQWN9ongTSLDVZ1mMnnXEVqFk4yUUgjG5PvHJ718efsW/DkeIfGkXj8Xnz6R4i07To7Ty/9Y15FeEPv3DG37MV24OfNzkbcH7B0m7ih+ytEgymn24ljZThTtYNyepBFAEtqlwqEndt5ywxk+nNdH4Ztpvs7rIWzn7xqnpT2d0hdbYBm54xkCug01RFEsccYXAGMKDxQA+2jli3MQTjrnvVv7PJICgIyAdrIMnFSQI23dyOevpzTo1USZA+bbjGfegCNLeG2DSzS/Io5yOQaj0CSd9RfXru0PyYW1jdcDb/AHuO5PrU0u15POkIAxyvqKk0udLuLCFTtxu56c/SgBdUubuWe4v5wxkkbc746+w9q5lbk6lq+s6IYTvjYxFwRzlQ2Pwrf1m8WMBGbAVhkE85HP07VmaE0Oo+bfps3TMXaRRjdk9f0oA8g+IME0Ok3k17bCK+s1CxukYxMmec5PBHrXpPwk8Qt4s+HWnanI43pGIpQOSGXj/OaPiL4GTXdMklt1+Yj94F4J7Z561D8IvDUnhOym06Hd5BAyrDHzeooA6YAwoIzgl85qrNtyZfLZpCRgenoK0JlUyBlT7o79aq3UixQbwckDoT+n1oAqcW9qWuHGB0GfXtWHqep6HKwtby8jViQMSsMDg9fT0pPGU73Gms0jYCkNt6Y57+/tXN6i9pdGCWaNTH5vzhVAwcEg0AeMft7vpH/Co7BNKm3BvEdtlRIdq7ba5GAp4HWvkevpL9vrUWgtPDuj6fLttLm4uJ5o9vWRI4QhyeRgSvwDg7uegx820AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAelfsp/EDU/BXxk0KzTURHp97rli97DNOyxb4pg8cu0MFMi5dFJBws0gH36+34onh1DUrGe5Bex1O7spNuDtaK5cYH/AWByfWvzatLq4sbqK9tJNksMivE4GdrA5B596/RP4ceKtJ+M1vdfEXw14vgvpdX8OW+uS2zv8APHfwIsGo2rdNkqHy5ghHzRyKwJDKxAOr02W2tYRa4aQgDy4I+AuR37E8da39LvQbI3LqEAPyAc/l61zWgkTWULXKIN6gLtwGkOehNbVhMl46wiTy8cRruB46UAXV1u7QtMbmPGMlPMzt/AU+w8TabftIun6rZ3klvlZo7S5WVoXPRXC5KH61i+LLq607R7ybTbJ7lrSylnkhQ8z+Wu4pnBxkDHrXyD8Pf2kvjH+zz4ok+N0vwx0u+tfEssq6fa+KrCaa0cBwWaIB0Ztn3c5K9cgmgD7mZLvVbZTiPcVJ2xSqWwDgkrnP+e1RabFJpbSAA/MwBDA9a5X9mj9rr4Oftv6rp/w51/4OReGPiJLuaG40AhrK+KqCVjSQ74W64jLyA4wCCQK9R8YfBv4oeCIjrWqaQ82jeYsceoToQS3TD5XIP1+nNAHC6xfolpPeMmRtbcgccnO0j9fWrPhkra2AQsFWMBV+fgmqHjGEWugXsluqKUtmEbOMYcEbf16VUtY7ua3gS4nIYxhn8uPBJwM9ScZPagDsW8maNWXa46HaP51A6RQkhVxjg7ep5qrogEUJQyMQOST1/Wrd3KYPlC7gF3MN1ADJpGY7gSTyOnQdKhuQCnkmIdOayr7XfMJhgjG4dAOn5ioLHWr54x9v08EtnDKxbHp15/nQA7xZplnPaLbTO0YK8yMOV/EdR0+lcZceGdXfU5dFkJhNsubpLhSjMDwChPB6gkD6jNdtreq7YvLuFDfwgscA+lcz4o8b6NoVo97dXEUHygB5XOWA+p/P0AoA+Uf2+IRYa1oGlmbzGT7ZKrHqUYwquf8Avg18+17B+2D4ttfFnizTbzeftD2zzLDuU+VatsWDdg7lkYI8u1gPkliYZD14/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV6f8AsqftA3fwB+I8GsXKxyaRdTJ/asTWokYhVkVSCCGAxK6sBkFXJ2sypjzCigD9VL3wvp8Phyy8eeHrpJtJ1WBbnTxtI3wyL8rxN0ljPTepOCMGmadJb2Mkd0vlsZDlCMMfQg+1fn3+zT8cfiN8N/Hvh/w7p3jjVI/C7+JILvWvDX9rvHYXqkqkxeInYZGhBQSbTICFKEMq4++bPxP4M8c6u0+neXocMtsfs0Et3JOkznoA7nK5HTOQPWgC/omoT6fqP2uNis29iHDdDnjtjpWL+0T8IbT9pbwNHoV/f6XaHQ7PztJnvbxY1UljuhjjyM5zu2LjJ5FeseFv2ZvHGs6Vda59pslm+wedaadFepLcz5+6dit8qnBIbvjFXvgH8HfG2v8AxPsNLk8PQxaeL2NLy61GAmCFWO1mYEjdtyTgc5Oe1AHjPwx/Yz+Gf7B37JfjX9pzx3qMniLxjeaM9p4Hg3/Z4ra7GGN4qHMhEXA3HC78Cvtj/gnv+0foP/BTP/gmN4s0eXWZJPi/4EhWHxJpl/NETq0AXdFfw7QD8wBVwwwrrwcNivmX43f8E/P2wv2oP20NbvvHXhxfD3w4tmTSlvJNRiNt/ZUPyrHaBGJdnxv+UfeOW6GvtX/gn7+yf+zR+wR4uvL34LaZqqXWv6QdL1S41fVPtAlhJLONoRVyx7847Y60AfCfjC2u5dPYXAI8yDd+94DOp6EAnHT6Vgm/uReLNCBtOCqk4J4GcduDXr37XPwiuPg7481TwzBvaylupprJ3fGxHfevT0yRjuMV5Vb6YbyOMZfMZO3YwAbjuP8ADH1FAGx4duJJWdGVNoIPPr6D1qxNIY5xDL0cD5Q3B/GoLVrWwtUWWIKeC3OefSk85Lu4EvkIwVSWwQTQBQ1fRi6+cpIbIKjdgdfukf1qUXUdpbGQwDIUHaT936etNt9ajvZmhEIILAMSDn/6/wCFUdavgLr+z2tFEfHzJxnv+tAFa48QRak8tuY3UgfuyFHQ9+p614V+15qGq2HgO/1Pwn4YlvXsLEHWr15MQaba3DiCOXAIPmtI6hMEn+LaQDXefETxNLb6nZ6L4LtZb3WbuUxW9hbkHzQR/F/dAP8AF6A18xftZ/FV7tk+C+naml5/Z+pfbvFOpxFGjv8AUxGUVYyMkR26PJEoyOXkyOFNAHidFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV7N8F/2pZPB+mDQvHQuruCAE200Shn4UnackHcSAAehzk4wSfGaKAPtT4b/wDBXTVPhV4l0xNE8EXmpaIk6HUft92I7mKL5wVt9pYKQfLf5m2thl2rkSD9Ef2e/wDgpz+zP8YfCieP9M1+0sDY2X2rW7e/ljhurJAGLtLufYNuxz8xAYKWBIwa/BqigD+gbXP2+f2FtLi0y8j/AGx/BDjWtYhsLWJNXSV4Zpi2xpxDuFtCMHfPKUhTI3OuQT7rH4C8R6bZDV5NS00MPmW3OoxGWUA5JSNHLuO3AOB6V/MJXrnwW/bu/az/AGeoYLf4SfGW901bVStqbixtrwwJsVBGhuYpCiBUACDCryQASSQD9fv+CjFjHp3hy68e+NvH0mn6VsCjVvGGvRR/6XKjGK0t2kZd77I5CkagkJG5IwCa+bPCt7batpNpfW2qxXUMkKyQ3cEoKXCkDDrtyMEYIIJyDxX51/Hn9oX4zftOfEGT4p/Hbx5deIddktIbUXlxHHEsUES7UjjiiVY4lHLEIqgu7ucs7Mffv2Hf2kfh5pfhd/ht8VfiAdHvYpSmk3+qtI1p9n2ZEbS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如何预防图片中大脑右叶疾病的发生?
注意饮食卫生,加强身体素质,避免脑部外伤
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这张图片的成像方式是什么?
核磁共振
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这张核磁共振图像用的什么加权方式?
T1
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这个图像的扫描平面是什么?
横断面
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图像中的器官是否存在于胸腔?
不是
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图中脑水肿在哪里?
右下叶
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图像中的主要器官系统是什么?
头部
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大脑是正常的吗?
不是
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图片中大脑右下侧的疾病会给患者带来什么样的症状?
视力障碍,呕吐,耳鸣,颅内压增高
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"
这张图片的拍摄是通过X光吗?
不是
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"
这是T1加权还是T2加权的核磁共振图像?
T1
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"
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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"
这个图像属于身体的哪个部位?
头部
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"
图中脑水肿在哪里?
右下叶
"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"
这张图像是关于胸腔吗?
不是
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"
大脑看起来不正常吗?
是的
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"
该图像中的增强型脑肿瘤是什么颜色?
白色
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"
该图像中有多少种异常?
3
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"
拍这样的图像会对身体造成多大的伤害?
没有
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"
这张照片是怎么拍的?
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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"
这是冠状面吗?
不是
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"
图像中的器官是否存在于头部?
是的
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"
图中脑部增强肿瘤在哪里?
右上叶
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"
这张图像是关于头部吗?
是的