Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files
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"
这是T2加权的核磁共振图像吗?
不是
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5ndwd8lzI25juC/FNfvD/AMFwf2bPDH7Rf7Fl78SbHUYRrHgOCTXdJubnZlYET/SrfzBGz7JIVLBFKhpYYCzBVNfg9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+4P/AATG/Yp0v9n74NQWevR3VpqmtWtre67bxaqshWfyUMoMsLbColyqhDt2Rry7Fnb8s/8AgnN8BtX+Pn7UmkabYiaO08NW03iDU72C9hhazS22+RKfN/1ifa3tUZEBco7Y24Lr+5vwkj03/hUeijSLqKWzj0+G2tpn3Yn8oFPMHOPmwTigDg/E3wC8IeENatv7GtpLey1DzXkSJ8kODndzzyTnnOam0Hw4NH1JbXxFo4hmiIktbqHaUcDgHDHKtj0ruksR4j0698H3c1xDJcRFrS7hyTG3VSMghTn0ryb4t6n4ytdI+w2V2I77Toiksoj2vJt5O7pjnn3oA90h8W6/4g0pfDkV+luIZUbc8SuzgfdU56im/HP4o+NvCfgKXWLV4tTuoVCwAgAKSMZKHIKgcYxXw/dftafFHStWNr9pMXmOFWaaLaYto6596teKPib8QNb8P2OtN4pvp4ZpmjnKuPnwM4btQB6H4dv/AIleKNXuLq/nj09HSLbLpVsII2lLZI2qABx1avqP4b3dwml2duowGjxPcO25Rz0bkj6mvAPgJdXuofDyLWNSttskhYbbhdvbggDHFe0eFr2HTrCNbXVY5i1vl4FJZgOoGP60AezeEPENv4VWe5k0W2lJ+V4rgeZBcxtwwzj5eOn6V2/ws+IukXV/ceFvD2qi+n0u2eeTR5ZAdRt7YDIKIebiJezLlgOorzvQEGp+FlvZUVVWAM8ZAzIpPTA714H+37YeLvAnhTQf2hvhdq95pWt+DdThm07UdPuNk1s27JKt94A4wwztI4IoA+3r74r+GbOykfRZY7q4FsDBbxuAJS3JYnjAXq3pivy//wCCif7S0v7SnxDtPhf4K1K4vLbS9UEmqXlvIv2e4lBwERQCSq4+9mvRP2v/ANsO7tPgdoPxK8A2kel6r8cfDvma29nGoNsI28u7ljA/1LSvydvXNeLfsO/Bg6l4vjfVbYz209yu0yMS6Dsc/wCNAH6HfsO+Drj4cfse+GfDE1kytuuLuTykVmDvJnjd/OpfGWlTa740uLWaAyCVQ2HlIRRnucjkjtXV+Bo7Xw3ocXhezmAtLdWeAyAs0eBjI55rB8fWCy6mI4yXE0akSRuU+ftkfzHNAHQ6Z4WstGW3bT7eW4kby8KqAMBjrgjnHrWB8XPhZ4Q8YWE9p4js0kkztk88KzBWHXapre0Rr6wEenareIHkh3edb9dmOOeAM4PFcL46+Itlo3npbjzWkmHlq+CzjsAR/wDXoA8I/ay+DqeFPhFfSaFr0kb21n59ukc5X5YiFAOTkdRiv56/jZ8MdY+DfxX134aa5p1xazaVfskcV06tJ5DAPCzFeMtEyN0H3ug6D+hT4l/DPxR8a9AuT4q1nULHRruKRbjS4dieexbKM7j5ioYDgV+MH/BVjwVceGPj9p+oXGl21rJc6GsF00eTLcTwyPmWRto3HZJFGCSTtiC8BRQB8w0UUUAFFFFABRRRQAUUUUAFFFFABRRRQB79/wAE7R4ph+NUs3h69iht7y0j07Vi7Ef6NJPHOxOONv8Ao2Dz1K9ecfvHomgaBD8O9P0/wppSQWdlGn2ddoIhhCjoD2yc5HrX4z/8ERvCPgj4g/tTax4N8c6XJcQSeELi5t2juCmJEmhjCkD7wPnZ68be+eP2r+H/AIUm0jQZPDV0+YfIENk8kg+bHACseTxgYoA4PxNd6zbarFqUTxwSWkoEQidsFsgqMZ6Y5rM8e2UXjDU7jXdMttQa9bUw98ssK+W4aMDCc5PvxXU+LPDur6dcajNfWhWCVdkdyG2hnVeGOQSB2OBmsj4dw+IU8JxeImmVrbUWlWKWNgih0+Vh1zx74zQB8pfG74SXVr4kOp/YJvLWQmeIY3rIeVyOOMVreA/DEU3w0tdN1uI4l1AyQEoFLbRyMrwa7z41+FpL66ulv79mkkO1vL4IPTcVGcj61z/jy1ljsPDPhjR7kQQ6cgDmBMHeTy5HYUAe2fB/wPDP4QstD0+QPC6ERqc7we+fpXoVr4K/4RmRZLSJ3aM+UWMR3KoHPXjBrN+BehPbaRb3D3LMIV3faA+V54JGTx9OK9p8LeGYPEMEumytJsmcM0yyAMNvOR9aALHhv7dqPhK6uLCyt3EUYgiikTaGYLnHHPTvXz3/AMFM9cstC/Y41SwxMt5q17a2lo0OTuk3BjwQSehHFfRuu6FFoejwTxagRDIpLbjyhz90YHU9Mmvzc/4Km/tH6f4s+IWi/DfwheXElj4Wy+pypJmI3rDgDsQnr60AeIazdaPonwi8L2mu6ndyaib29mhtnUEW1sCPlUFvly3bFfa3/BNrT4fFXgvTvGNwUhuFvNvlO4YlF6MRnv8AXNfAfi95Yn0yxuytxcRaaJZAzgSF5DkgcHPHNfZf/BKnxyR4PvPDtq2WsropJHu+baxyjEmgD9AtJmuLqYy20LSiEsxXhQgz04J49qfq7WGsaqJJIlBgjHlFMZZu3YY/WsXSHMNg8EcKRl5PMYRMcFR14zVqC6DP5FkQYwBJKXhIZ3B6Z70AXtVit7WUGOfzGSLy5Zm45PbgY4zXHeJvhp4RgvLDULuyzNBKGUCYA4B6YHX8a6mbU2h1QSrbTOrsWdmZcA46AdqzL+4ttW8RW8tzKI4whLgNtfp8uM8EZ60AcX8WibvTrOx8Po0VtbF9lvCcjcW3nPBJwAa/GD/guN4A1q28XeHvHT7ri0t7m4sbi8S3IVZJv38SM3QOUR8DuFPpX7QeM4rGzlOn7zJvVnmlWTHlMQenBxX5H/8ABaPxnpOp+ItU+H3iN9Rj0TQL0+Xb2d4qC61U2RFrNtb5X2GXa4xu8ppdpBAIAPzVooooAKKKKACiiigAooooAKKKKACiiigD7o/4IkeEtOsPiDq3xui1a4TUtM8Y+GvDAsVkjEMthqi6nPcyuGXO5H0u2CkMABK+Q2QV/aGwbQdVFlp8l95cqBjEJD8hY9NzdByK/Fr/AII0aPqGp6jq7WerQ2yn4neEYXMsW/DNaa8yv7AeWRz3Za/ZGys7mz0GNba/kWY7WnVlUfaD1Ut/dwfTFAG34s0LVIbJbbXAWE8bHYhUqp/Ds1cPD8PLHwy82rWliVh1CYfaILYAxg4wMAYCj1rXh/aA0+1vk8EeO4pbO7Wdi0N6vySBiAGjlAwfpmtu9txcabIunX/2iGKXesKMCQueUz69+aAPIPid8Ipr+yk1m2SR02bZZCSCHyDjGT26GvOtI+GF74i8WXiPLPdNHIphXyQrL0B7ZIA96+sL2GLUNAlt3M8hMXzxu3UAZyMjnH1rzvwL4e1C08ay3NpdRjMgkj80lcA9uBz9M0Aem/CH4W6lY+HYtEsXXz7dFN35o4ZcZyTnGcdq9C8JPaaddQW7WixTXiblijlwyrnAIHr7VB4b1G80qJy7qJ5Nu5lUDevTBORWl9k06y3azcfZ7b7GplknuGxtjGSTk9FA70Acv+1h4yl8E/CHVPEGlHyxAkkSXsoBigkK4L5HAwM4z0wT2r8dp9CvfHnjFbiBpHS/vgImmGWk3SZ3kdyw5+lfT/7cH7XWrfHya4+DfwuuvP0C2uHJktnJju33YZyBgH0Gawf2bPgL4k1/xXN8Qdd0RWsdC0ee7kjEZXbIsRSPd+PPFAHzZ8RdDtLzxZfXUpikEVxJECflCBcKB1OK9x/4Jl+IvD/hP443ela7fXy22p6a6xwWiIfPmB+Tdk/KAPSvFvEGh+KNIvtQtfEMTNcuWCuUAXYWLH5u+c9a6H4L65YfDvxroXjG9vB5kWqRNJtQjyosjduOeRigD9iooraXSYXhtGhJhzCoLbQNv3QTzyeTyaitm8lnEdvgrGoUqxb5v4snOK0GuNPHhbTbjS9YtdTilt4pLe705sxmB03cMe/OMdah0vSLOCJblpYmuZnYCDeQ23GQQcYoArvaJOu0zbklVnxvGUbPfHbHv+FcZrHieDRlnv7chV2bTLIrHZzgAd67rXNNImnzC6lYt0qtyQSMZwO1YeveGZLC0kurmxTCxgvP5auV9cgnqO1AHkWv+IfEniO2uLvwrZwXU0qGOAXLFUkYf3jgkfgK+AP+C8PwLstF/Zn074pWWiz3OuXXjTT5PEd9bwu8ccAtLyISOQMRp5rxR5bGWdB1IFfpFqlve2NhIfDlh5G/c4e2YI5BGd+R0P5V+dH/AAWi8ffEy3/Zn1vwp41ayi06/vLGPTbjLRyXbrcxSiPDn5nCo7/LnhGPQGgD8jKKKKACiiigAooooAKKKKACiiigAooooA+rP+CRfinxqn7ScPw30G7lOm6tcWeoX1nHAh33FrN5cEpYjcoRbu4GAQD5vIJC4/brRviVceHtXk0F9CmvovIWQv8AZyeg5O/jI9hX8+v7BnxT0n4L/ti/Dz4i6/JBFYWniOKC+ubq8W3itYbgNbvcPIwIVYllMhzgEIRlc7h/RHYeJtK0uN7a/s4byKEiFLmEA7k5O7PbII4oAvr4f8C+M5/tttHbxzALceVex+YUcEEdM/zqho3w4vfClzqWsTJLNb3M5k2G6YRpuOchSM9ferXhLVPhv4luZLnRVurQyttlkZT5fHbf26V3nh3QrzTNPkkuwGinfCK3z/KPunPfPagDC8IE6jZy2VqiXB5iEiHBQ45VjxkY/GksPAM1pr9qtrapCJXC/Nycj0J7V2GheDdLj3wxWQjkcGU7SrAPj39auz+G5rKWKWAmLaBIZN2QRjlc84GfSgDGntbg6g80sK5UnKzEqDkYwMccV8wftOfFn4o/tLeMD+yd+zNds1qJ428Wa0sreTCitzD5o6e4HWvpr4m/DfXfid4TTwbZ+MLvRbO4LNrM+nRKtxJAfvJFIciPI4zjNQfCj4I/Dn4CeDovDnwr8MvaWSBWunlk8ye4OTktIRudu5JoA8x/Z2/4JsfCD4SLC3jzU21vUpnImLExQqWPCqP7v1r33VPCPw1g0HUvhNZ+GI7OBvLtZo4ofLdoiM5DcFhmucv7jVTFPfW9u4aCMFA3TaoJwcgck1LY+IfA0fiu4h+HUN6I7rSrBNRvNQZiwv2y1wsZPDqvAB4xmgD4x/bm/YZ8V+BIZfGvg2C41jQ40fcYo8zW56nKjqvvXxfqVtcWmnyR3cTgGQIwCtiNj1JyvH0Br9wNw1Rbq31KQFZV2tE7bgV7nB9Rwa8q8d/sO/s0eONYj1PVPAkEF0bgCV7NyiTHGSGQYB+tAB+yZcvdfsheDJdYiY3B0lYid+NwQ4Usa9F0u6urC7S3jiDl/maSEbtmRx9cVLpNtovhnwvZeEdD02K3061j8pLfcMLGvHTB596jLrBAHKBgF2xiNgpI6DB9B+dACxfab+Z7nPlkud291OVIwR8wPB9K5zxvrGnWVokVxapdRFnWdEYqJFAz7dK6aB7aws5zKGaUD5ZZhht2MZHPWuB8b2t5fyXFq7M8SQ7hKFI3M3HOT+eKAOBg+IerzXV1pOkIs3nRIRNYxkJHu6quQO3B7V+c3/Be/U/iFqXwP8PSeJLW1g03/hN4RZxGcPcBhaXY52jCpjPGSc4r9OdA0K10OxlluZ5ZHhh3PKUwCoyxUHvivyA/4OBPi2us/FTwZ8ILHVbxl0/TrjWr63U4tpDcuI4CRuy0qeRcDlRtWUbSd7gAH550UUUAFFFFABRRRQAUUUUAFFFFABRRRQAV/QJ+wx8edL/bT/Zt8O/E2O/topZ7cWPiDSLd1RbXUo0C3AKrJI6IWAkjV23mGWJmHzV/P3X2x/wRO/bYuv2e/wBoSD4C+L5Fl8J/EbUYbVGnmnP9m6qVaO2lijQMv792igkJVf8Ali7SKkJDAH7daH4S8PMqaVLcKkGxEEcA2jjoNvf616Rplu89olm8MhNuFW3Xoox0Z/6CvPNAglhl/wCEhKxSrLF5hDLkxnO3B/zxXbT+J9L8N2ENxdPI7SEkwj7z5Hy9eOPWgDckt51hkmMAlnQg+Qp+Z+OQMfnV6x1BGgjspWUx7WQqqlsHGRWavijSvsC6rYTyOsYWAqzDd5hGcEjr9RVfwp4uTxHcm2n0hrZ/KOPmypOcYX/GgDdnRYdgDsP3W53zwW/ucdOO1UdW1W00vy5dTkJMw/0dkctJ9SmBgCtBIDOkkU8kD7SJHiB+ZiDwD71zfxM8OyTW9ref2g8cpZlbjhAeV79O1AHPeN/Hr6nBNaJ9niMh2r5fBbHOSSOv0rzv4dasdOWXX7RiiSXshimLdGz3weR7Vp6zoOr/ANmXM6NHMsKtIgkk2lmHVVPauZ+H0upXOgn7RpV5p6yyFXsoslC+c9Dz05OKAPZ/AXjRNZlkguLcQ71/cSiUAZzyc5/SumnnsVuGt76GSQrGGfk7m579eDXjvhmPWGvoVsrOJY/PRCSG+4xw2FxxXrl7bTWdojSwG4mhISMsoJx2BA60AUzdRPM8dzbxrvzsiLdFJ6cD+lS38+j2sXmiQFY4j5kaleABx16ZNc18R9T1PTIluViiQmcuNpbbjGBknB/CuOvfEWrQwh4LcTR3sQRZVJ2qfU8c/hQBu6V8a7bUvGE/hc6JKY7WRUEoQkfMuQy5PP16VpeNZVTSRqMds1woIALD58DtnPauE+GN/oF94jmmvkVJCdjjfgOy9z3FM+KHibxV4F8aWlza6fLPpN0SLgB8iDcMqxTupAxkUAYPxO8eWE2hqJ9Ra0UQSGNfMCgYBJLDr0Ffz1ftffFDVfjJ+0341+IWsaxZ6jJd67LBDf6eQYLi3t8W8EiEEghooozkHBzkcGv2w/4KXfH3wN8Lv2T/ABp8SdJmWK8u/DkljphtUillS8nZYoXRZCAUjmkjL9cIG+VjhT+A9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+6//AASi/wCCg2oftdfAT+y/GV61x4w8KeXb+ND9i+zw3HmtL9mnj2kpiWOIlwNu2VJcRpGY8/UWg67f+P72aO0t7q3021LRl7mNozuTsC3Ueh71/N5+z7+0F8Tv2Y/ihY/Fn4T639l1Gz+S4t5gWtr+3LKXtrhAR5kT7VyMggqroyuiOv74/sD/ALe3wp/bk+Fj+MvBzCx1qzt47PxD4aupFkn06dlON5wPMjbaxjmAUSKrcK6SRoAe5aI+r6syaJZXS+W8m9wMrtYcAsMfL/WvRvB+jWehWyrO0LYj2TT52sD1IBJ5+tcn4Hsxp1nPrVmoCBEhuCw+WQL0ZuOuemaztc8S/wDCQtDqdi3EIKSx22PMZQcdPrQB6F47vb+LwjNJot6rmL5l2uQXHZenX3rO8NeL7zxB4YNvq4jExhbHyKxDnheOvBqCO6uPs9rfXN6sMYt9skYP3n9SM46etctDJJ4X8bGWW7WSB5ww/dk/MemccYxzQA/UrGbQrS5gkAmuHYYDrk57lSeB9Ks6VbrcXbyWtokkLQqZXfB2MRjOexFU/HVxFotwNSWWSdppg0C4LxgAlieO3rVH4U+I7TxVbwXNjMp+23EjSQ7AEHzcYzyfagD0vwdotlFbKHnNvcZY/KvDen0zWvd2EJSOMBoXkGXI+6rDjAPH51z8HiHT7TxIkenARyWRCsjNuVc8ZJPBq9darbJrQttVlJG75QhOGyOGwegoA8g+LPj97PxDJ4G1C+ivbydibaOOTaUA+UKwPPA796rfBe71caOvhPxcrF47qWOPy4ioVSfkb5vyJrP+M3g8H4jab47ubAqbFvJmlkXI2Oehbv6j0ru/Cd1oeuWj6zDKYILcK+Xj+WUq3IJ65oAr+NfhrpYcXGiRC1nKBPv43qeHB/oarLPd2dtLpPimQSWsVtttHml3FFA+Xnqw7e1QfEj+1ZvGNx4q8PakZYriMCO0znaQOQnqfrXwn/wV/wD+Cjd/8Afhjp/gH4X63Zw+NNdZh9nlYvLZWo3q1yY9pUqHXYgchXcsQJFikSgD4n/4LPftQaZ8Wfj9/wAKV8AzQp4d8GTSNerZzZiuNVlAM2SkrI4hXEYyqyRyPcocjFfGdFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV2XwL/AGgvjJ+zR47HxK+Bvjy78P6z9iltJLm3jjkSe3kADxSxSq0cqZCsFdWCuiOMOisONooA/X39kv8A4OHvhp4n8K2/gD9r3Q7zwvqE804uNc8M6Y8+kpGil4XZN8t0rN/qSirL8wVy6q7CL7z+F/xD+F3jfwfL47+EPjrw94w04ak1olz4c8Q21/FDcBVd4nNs7qrhXRipOQrqejDP8x9WNI1fVvD2rWuv6BqlxY31jcJcWV7ZztFNbzIwZJEdSGRlYAhgQQQCKAP6fbPxro17evpWpa0pm80tHDGWYR46g4+97VU1/UJNce2s7SOczLcowYtsJjHUkg4PHavxh/Y+/wCC23xa+AGhXfgz46/DC1+J2lPpot9NvH1ZdM1WzdTCIybk29xFMgVJd2+AzSPNuachdh634hf8HD37Qdxfi0+CHwR8L+GdF+zKPsWuXtxqVyk+W3SJPbGzVVIKfJ5ZwVJ3EMFUA/Wn4ifEXw94R8J3reLvFulaDo2m2Rnvtd1nU4rSzsld1jiM9xI6xxF3dI1DMNzOqjJYCl0LxDHoHhtvDfh23SLUEgjVxLDsl3MCQQp+79a/ni/aU/ba/ab/AGtbtP8Ahd3xU1DUdOgujcWWgQP5On20m+ZlkECYWSVRPIgnl3zFCFaRgAB6V+x5/wAFeP2w/wBjacW3h3WNG8baRHp62lnoHxFs5tQt7NUjhih8mSOaK4iWKKBI44VlEKKWxHk5AB/Qd4EtpvB/hl9U115ZbwhfMlu1yCTztA6D3Nct4j8d+JtO+ItvqeoyxT2MqYukt5TlV/hJJOBivzt0b/g5r+HvjDxtax/FP9jvV9I8Oybhfy6D41j1CeIeW2DHby2tursX2glpV2qSfmICnhfiv/wcDeCdS8ZXdp4B/Zr1jVvDdsV/sSfXPE0en3RyiljNBFDcIMOWAAlbIAb5SSoAP1e8eeJvDuv6E0CalBMsgBeRpQSEGTtA7Y655NfHnhz/AIKefCDw7eXnwq8Z+MdJ8PTadfTrFcaxq8FuL2IOwVwJHXgkFc5AyDk8V+aPxw/4K/fte/FvT7nw14Y16y8F6PO1yht/DsB+1SQSkBY5LmUs4ZFBAeHyclmJH3Qvy7eXl3qN5LqGoXUk9xPI0k88zlnkdjlmZjySSSST1oA/WL9qr/gu94b+GdrJ4Y/ZusbPxP4nguPLuNSv0eXSbQLK6SoskMqG5bbGNrQsYWWZXWZtpRvy1+JfxL8d/GLx3qfxN+Jvie51jXdZuTPqOo3RG6RsAAAKAqIqhURFAREVVUKqgDDooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k="
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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"
大脑看起来不正常吗?
是的
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"
图中肿瘤是增强性的吗?
不是
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"
该图像中有多少种异常?
2
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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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"
用什么样的成像方式拍摄这张照片?
核磁共振
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RRQAUUUUAFFFFAHVfBrRH1nx3bt9ga4S0jaZgkuwxv9yFxyCcTPEcDPuCM1+on7PPw+0rQ/BuleCdB0vyre1VR5SY3b8fM2fXd61+cP7I1gLn4yaXNdzmG0e9ggllEYf5zIJUQrnJB8luegxz2r9XvhLFFp+o6fqDBIdknmMA3OS3P6UAe2+C9L8H/DnSFC6BdXF8IPMa489dpbuGAHA+hru/g3pml/FKHUF1Hw/lbF1llkg2hI0xnZnq+fXPFYOseF9U1jwxda1pUcL2wOHmlkCqqlevJ5H0q5+zZZ/ET4QeD/FvxL0/RGvbWzt1UGZjIkZlBUHHQgelAGR49t9M1jwqvj3QLJbeS2vZLe4it1IR0Bwr7T0PbjrXlviO9muNMkuo7dEkZiP3j9PqOpr0BrXWNG+BC+JfFGqTrqfiPVZVtLSWIKIYEYlpfXBPAzXCS2htb60v7jJjkG6A9m9z6UAYN3o3iyDTD4n1TwleQ24VQJ0iyrA9CPY1o6R50UKzXCogVTt3kFpD6AdhXoHxZ1GSTwTp3h/RGaeG1RHv2jmGFZjxGR6d/SvOrFZIrqUXS7X3kKGXnPqKAI/E6R6j4avbRbdohLZzRtj+LKHqetcd+y/4du/C/wALbHTbpN7yO5Tefujca7O9gK6ZdW8k5Z5FcOznJCkYGAKp+CUOneG7fTkjP7uMqrbuQM9aAN2KaEK+0uwDHgnOfWqj3AnbywuUVDlWHUGluMrbm4VtoC5bb6+1U9Nurid3jcfN95HZTx6j8aAI4pJo7yeym814mtg8TFiAGz/P3rn/ABDqEOlTNqCH54CrqS33dprtbu2ifEQj4Zu3rj3rzzxvbyvDJZ2sLGSbhcc98YPtQBTA0nxL4iu7ufT5FVHElvGJVAUuMsOB0PXBpuqJFGBbQMVVRk/uOfoD0z71taf4Xk0zWLm8McYTMccRUcYC8n2NVtWkIkZBGsm3IWNRnIoA+I/+CmXgt5dN0TxnY2k0cVjfzWtwjJkYmVWVuPuAGPHPUyDkd/kOv0Z/be8L3Wr/AAS1DV9X0V30+C8g+1gMQqMWGzJBBGTjmvz78WeH7XQLi1WzvGlS6tTNh1wYyJZIypPf/V5zgdcdskAyqKKKACiiigAooooAKKKKACiiigAooooA9s/YQ0u31r46+H9MacCRvElrIYipO6JLe7Zz+BCD/gVfqz4V0wNpluHjJkeHzPlTIwWOB+Ffk9+w9qkXhb9obwn4iuZLaSKXWWtmjaYq8JMRVXYDoCZMKe5Vs4xz+qmiSXsAWzlZhLA5V0fIOQeeKAPWfAnxF1HwnZfY77T49Tt1bcYLtAVJHcen0ruD+0/rV5psthpml2dhp0sarcaXb2wCSlehPrg968bXVS+mmKSPaEHzMejA/Srem3YFiQETLfcUAjHqP/10AS+NPGviDx/4hS71e7Zf3iwwKE2pGHYDCgdKq/FGYaN4ruNJsB+6sVjt4VY527VBYn3JrOubiG31O3vHbZGuoQlmbJwqtzVj4qqn/CaXt4l0XjuZvNjlPJZSOvHU+1AFLw/qTQ69JdXamSDUbb7JdlVyUQ/dcepU8464qfU7K40mRJZog9xykTIflkXp5inuD+hqvpsiR2okjiAaNgAQoJx2PPf2rT8TXulz6db6k97Ev2aPa8Kx7WiLHnnup6+xoA5/xIZbHRprqOINLsw3P3frUvhdXbQLed4lO2LDA87veqfiubVDpV5b6aoleXy1jQ4ycnrn6Vfi1230+wkuNTlgtra1gHmOSFCkDr780ATKICu4ylVxhgVyoPr7fWrclmNOEUYiKySLvYlBjb2x61b8F6Pp1zZjxt4ySZdLbB0/TE+WW+kPKs//ADzj7nufSl1y9/tfUJtR1IRIZWGzyT8q9go9uwHWgDOluzeO8ozmMYBA5PvXOahp1290s1v5O+ZWRDuDNEP4iy9s9q7PwjpQv9bhs7WLezyMWQddoHU1nXNmttqEgKqp3sG2r83BoA56509YI47eEny48ZUv1HrzWOukWdlJJcRzDe7sxJGTn0rW8QpqpuSIDtTzsqG7g/1rH1DSL2cO8V1KQCVfaFIP09D70Aed/tWjTrj9mbxv4fuoQZrnTrZ7J5BlgVlBIFfmD47naW6sonTDQ2bI3Pf7RMf61+nH7U+gyav8EvENhFYrazNZLKJxcM0hMZyFweAK/LbXNVOsX7XXlBByF9SCxbJ9+e1AFOiiigAooooAKKKKACiiigAooooAKKKKAL/hzxLq/hTVItY0acJNE6sNyBgcMCOvuOowfev2B+CvxV0745fDPw38XNHKtd3+lW41K3WVXBuEHlsRtyASVIZf4WBHavxvr9Bv+CWfxVs/EnwguPhhbgw3/h6aRXIkb54Z5XmRx8oAJYyrjJ/1eTjcBQB9mWmoX0cIs7u0eKNWDNGI+cZ65PWtqTULWyuPs3BkK84OQSemR6+1cnot5Kpjk1C6KwI+Sm7kn2z2rRuHgvC1xZy7XV/mMhA57fnQBJr0TTRzJtCgKOOCfcD0qlcX8l5ZxI0gcxk7CTnAA7GtLVMm03skgMsWHKjGGPb/AOvWRosZi0ue32tmHjdt469M96ALpuTHawm12mSVN29ecdsf55rmfHnhXV/ELatodlqsltf2mlxymCUgxpJuysWM5Lkc4rp7ITYS5EciyRygLIowwyOo+nrXMajbJpnjD7NeztGbuUiJickT9VDHsx6g96APMXk+POsSy6HoQhku7W386SzWbYWRfvSAvgbVHXnjtmqXw38ReNfiR4/0238SXMr6RZarBH5MhBF3OTxwMZAx34r1vWNC07xnbWl1qE9xHc2yyxXT2gCFmPBDep74qnp/hzw5ok40fw7IDdwyxO8jvl4FByXcj7rnsKAPUNf1xtZ1iYiIRJHO8SxRMdsZXgkfXvms3zIVme3eeJDKNwmkyQmPQevvVjxNG08x8S2I8p8L9stQp/eDGBN6A/3hWFrI1S4sZprOaIOq4Vi3JJ7LgZ9/SgDtfgveaQvirUJppluptN0uWW5EY+W3jIOHc5+X2rDN2NRuItQGWWUs6hgBnJ4NYjeL18GfC4fDXwnI8Wp+ILkJfSrEPOnGcs8j4/1YHAXPNbNoUluhEMCKGNY1yMcgYoApa1ZwPMzOoDnBOTk1i6hc2tuxQNGSw4BYgk+2K39fiSGISBgQrksQc/8A66w3bTyGj8pmYICAvSgDxn9q7VNR074W6ktmuwTKI7pzlsxt3Bx0r8vPEem2OmzwrZTBvNid5IxIG8o+bIoU9x8iq3PPzZ7iv0B/4KY/FfWPAvwrj8P6Kslu+tTNbi9VAQACCyDOdpKb8N1HUEHBr87aACiiigAooooAKKKKACiiigAooooAKKKKACvcP2Cv2gl+BnxkXT9Wgml0rxP5On3XkFAYJzKPJnORllUs6soYfLIW+Yqqnw+vXf2J/id4f+Gvxne28T+FtF1C18T6FeaALzVrJpZdKluUAiu7Vl/1NwJFSPzCGHlyyqQN25QD9T7G5l1Aw6haT5hnTfEwwQFI9/510ekafA65mkR1LAsVJBH9Pxrg/wBnazudd/ZjsfiEfF+hyto+tf8ACP6npP8AaSjUIbhF+Vjb/e8llGRMPlycV1+h6gkzCNM4dSqDHQj+tAG9cyNLL9mgdTGQcFwc7scYFYunTz2l9LaTozBgG3Oucjuc46VNcTXi3kUjMXhwFZ88j6GjWUkkkVlmbY56J8uT7+v40AKIJbCZGF2ArswcjkDPQ8/yrnPEF2ja7P4b1dxuv4f3Fwic7l6c9cr1rpIj9ptmgabftG0Z7D04ry/9oSbxNp2kHxLoCzMbPE6PC211YELxn8vegB134x0HS9bEPimx1WPVPJKXlxpxcR3QHCyYXuR68itTwPqGjatBNY+E9Maz01Wyl3ekg3Lg5YAt8x/3z9BWV44+LXhjw34kj8LeKWkstStdJtZZ7aGM+ZKZED88ff5rT+F3iGHxGtxr18LtYLl/9Ftmh+6B0LE9T+QoA9P0bVcRJJIQYyANpIbB9D61U8SadaiV4tJaSGGVcxxI3CN3x7enpVfT4J4Y0R5I0hP7zABLf/qpbu+QN5acK/zIQOSB+vNAHMeGNGlbX31a4mZzb5WIvnOfSuqubsWEwjZsZADGToAfcf1pmmWyhEjiTbuYu+RyBTr63N87SwOFKn+IZU+oPtQAmpvI8QBlG5+ArHAx/nvWNfyyaehuLiHbgnp1OP50a9b3Edv51m7RKR8vzZCn0PqPeuA/aD8Z6j4O/Z/8UeKtL1X7Nf2Hhy9uLO5RVcRTrE3lEBsgnfjgg9OaAPiz/gpz8eIvHfjux+F+g32m3WmaTH9pupbaTfNFf75opIXIYqu1QuUKhgScntXy1Ut/f32q30+qapezXNzczNLcXFxIXklkYks7MeWYkkknkk1FQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfUn/BOP8AaW0fwH8QT4A+Iupstrq8KWum3k43CKQECKPPUD+EA56hRjCg/o1DcRiNpQyKdwzGgIKnH3gTwB71+Iltc3Nlcx3lncPFNE4eKWJyrIwOQwI5BB5zX6SfsM/tk/8AC8vAY8FeLb2NPF2mxRwTNIgSLUVyQkgxwJCi/MOASCQACBQB9PTS/aIEcOpQHO1VPzD61bvsTxhAqqSBtMjcAY/SqdtJBbqqvKHkUAhd33fep5riKWBo5ACVIycZJ9D9aAKVodVszmGIO3J3MuAi+3fHuaq6xbweINNurXWYIlGzBd24wCGB/Sr8d26SvAULAnnJ/pVW/wBNtryI3TTu8bOBKp4GO/4HpQB518dPhd4W8f8AxSvPi3a6tK8U4062SSSYETz7AmAc84A6V6j4a8L6R4f09NMtbdSkK7SqEANjqSfr2FX9e8e+Cl+DXgb9ni68DaZBN4a1HUNXXWCgMuoNOcJG/oIx93rVRZ4YkWK0+XZGsb+rLj0759aALN9PmYKrJtyAxxx7DHcVApREeSfYGaM5bHzKo9cdKhnuFt327N0ka/JsBzn0x2+tOsYmkKo0uFIzMCM4B/hoAv6dEXX7RNLuSQDDBsYHY1R1cSW4kkgUsFGXAzn6jPerUsq2dt5QlKCMFfn/AIVHPFUNL1+z1Z5I4Z0AjbCvnOW9jQByfj7x+PDPhHUPGuoTl9O0uye71W4hhd2toI1JaQqoORgHoOvHJr80/wBqX9tTx1+0PNP4X06I6R4US982201GPnXQGNjXLA4YggsEXCqSPvlQ9fVX/BRj9tO7+D/hTV/gJ8HPHEtrrni7TG03xtb2iLtGiyIxNrMc/K0jMjheTsBY7QyFvzqoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArpvhL8VPEnwd8Zw+MfDLqZFUR3ELcCaLerFM4yp3IpBHQqOoyDzNFAH6qfsb/taeHf2ifBkyI91/benTtHf2txbqDsKgpLlGbCNkgbjncjAdM17W0swZdkgwq7nONvP0r8aPg78Y/HvwJ8d2vxD+HWrm1vrcFJYnBaG7hJBeCZARvjbAyMgghWUqyqw+9P2b/wDgph4D+LFlNpXxbudP8Ja1bRRlp7m+C2l58qhnjeTAjO/P7piSFIIZ8NtAPp2Z23nDKrFxucN1+gp9nPcpPJFbjD9MBOOe/wBKx01m11CNrATqsjfMHAHGPT1r51/bL/b41L9naMfD/wCF2o2snjGWAmaZY1lj0yN1OHlRwVMpBDJEcjo7gqVWQA+h9V8mbxncHWgGfT9PjSFPveWSc5I7E+ma2rG6nFoZ5HAMkn7qLbyVA/jPb2Ffnv8A8E/P2mfiXqXi65+EvjTxl/aemym51Syi1SUyXkt5PPELhIpWO+TeHkuDGxYB45JF2F5jJ96afqCasUiFs6YAWbedq5Xgpnvn1oA2YJJnDGfB8wAlgecD0q1FLB5LANzkHcT19BxWJNqkaXYht4pGVCVd0YcD098VehWC3Lqt3udgCI1HKr646KTQBauRDHbE3MkruB1HzYFeA/tkftj/AAx/Zb0O+0K10G41L4j6nZR/2NBDqIjttLizzJeRAEyFuSEBVuMZHJHmP7dX/BRW98Cajc/B34C6lENatbkJrPiARpKlkUPNvErAq8uRh2IITlcFyTF8I6/4j8Q+K9Tk1vxRr17qV7Mcy3d/dPNK5znl3JJ5J796ALXj7xz4k+JfjPU/H3i/UHutS1W7e4upXdjgk8Iu4khFGFVc/KqgDgVkUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHT6T8a/jLoNpDp+h/FvxPZQW0Sx28Fpr1xGkSKMBVCuAoAAAA4GK57UtS1HWNRn1fV7+a6u7qZprq6uZS8k0jEszszElmJJJJ5JNQ0UAbfw3+IPiT4VeONN+IPhG4jj1DS5/MtzLHuRsqVZGHoysynBBweCDgj7z+Gf/BSn9n/xD4UM3xB1270DUAAsljPpk06ltqlmR4EYFckqCdrHbkqMgV+eNFAH6Qz/APBRj9lzQrC4vtP8by3zJCzx2Fvo12ssrAZCK0kSoCT3ZgOeSOtfHfxn/bc+P3xe8ZzeJbfxxqPh2zEr/wBnaVoN+9uttEQoCtJHteZsKCWfuW2hAdo8iooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
这张核磁共振图像用的什么加权方式?
T1
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"
这个图像属于哪一个扫描平面?
横断面
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RRQAUUUUAFFFFAHVfBrRH1nx3bt9ga4S0jaZgkuwxv9yFxyCcTPEcDPuCM1+on7PPw+0rQ/BuleCdB0vyre1VR5SY3b8fM2fXd61+cP7I1gLn4yaXNdzmG0e9ggllEYf5zIJUQrnJB8luegxz2r9XvhLFFp+o6fqDBIdknmMA3OS3P6UAe2+C9L8H/DnSFC6BdXF8IPMa489dpbuGAHA+hru/g3pml/FKHUF1Hw/lbF1llkg2hI0xnZnq+fXPFYOseF9U1jwxda1pUcL2wOHmlkCqqlevJ5H0q5+zZZ/ET4QeD/FvxL0/RGvbWzt1UGZjIkZlBUHHQgelAGR49t9M1jwqvj3QLJbeS2vZLe4it1IR0Bwr7T0PbjrXlviO9muNMkuo7dEkZiP3j9PqOpr0BrXWNG+BC+JfFGqTrqfiPVZVtLSWIKIYEYlpfXBPAzXCS2htb60v7jJjkG6A9m9z6UAYN3o3iyDTD4n1TwleQ24VQJ0iyrA9CPY1o6R50UKzXCogVTt3kFpD6AdhXoHxZ1GSTwTp3h/RGaeG1RHv2jmGFZjxGR6d/SvOrFZIrqUXS7X3kKGXnPqKAI/E6R6j4avbRbdohLZzRtj+LKHqetcd+y/4du/C/wALbHTbpN7yO5Tefujca7O9gK6ZdW8k5Z5FcOznJCkYGAKp+CUOneG7fTkjP7uMqrbuQM9aAN2KaEK+0uwDHgnOfWqj3AnbywuUVDlWHUGluMrbm4VtoC5bb6+1U9Nurid3jcfN95HZTx6j8aAI4pJo7yeym814mtg8TFiAGz/P3rn/ABDqEOlTNqCH54CrqS33dprtbu2ifEQj4Zu3rj3rzzxvbyvDJZ2sLGSbhcc98YPtQBTA0nxL4iu7ufT5FVHElvGJVAUuMsOB0PXBpuqJFGBbQMVVRk/uOfoD0z71taf4Xk0zWLm8McYTMccRUcYC8n2NVtWkIkZBGsm3IWNRnIoA+I/+CmXgt5dN0TxnY2k0cVjfzWtwjJkYmVWVuPuAGPHPUyDkd/kOv0Z/be8L3Wr/AAS1DV9X0V30+C8g+1gMQqMWGzJBBGTjmvz78WeH7XQLi1WzvGlS6tTNh1wYyJZIypPf/V5zgdcdskAyqKKKACiiigAooooAKKKKACiiigAooooA9s/YQ0u31r46+H9MacCRvElrIYipO6JLe7Zz+BCD/gVfqz4V0wNpluHjJkeHzPlTIwWOB+Ffk9+w9qkXhb9obwn4iuZLaSKXWWtmjaYq8JMRVXYDoCZMKe5Vs4xz+qmiSXsAWzlZhLA5V0fIOQeeKAPWfAnxF1HwnZfY77T49Tt1bcYLtAVJHcen0ruD+0/rV5psthpml2dhp0sarcaXb2wCSlehPrg968bXVS+mmKSPaEHzMejA/Srem3YFiQETLfcUAjHqP/10AS+NPGviDx/4hS71e7Zf3iwwKE2pGHYDCgdKq/FGYaN4ruNJsB+6sVjt4VY527VBYn3JrOubiG31O3vHbZGuoQlmbJwqtzVj4qqn/CaXt4l0XjuZvNjlPJZSOvHU+1AFLw/qTQ69JdXamSDUbb7JdlVyUQ/dcepU8464qfU7K40mRJZog9xykTIflkXp5inuD+hqvpsiR2okjiAaNgAQoJx2PPf2rT8TXulz6db6k97Ev2aPa8Kx7WiLHnnup6+xoA5/xIZbHRprqOINLsw3P3frUvhdXbQLed4lO2LDA87veqfiubVDpV5b6aoleXy1jQ4ycnrn6Vfi1230+wkuNTlgtra1gHmOSFCkDr780ATKICu4ylVxhgVyoPr7fWrclmNOEUYiKySLvYlBjb2x61b8F6Pp1zZjxt4ySZdLbB0/TE+WW+kPKs//ADzj7nufSl1y9/tfUJtR1IRIZWGzyT8q9go9uwHWgDOluzeO8ozmMYBA5PvXOahp1290s1v5O+ZWRDuDNEP4iy9s9q7PwjpQv9bhs7WLezyMWQddoHU1nXNmttqEgKqp3sG2r83BoA56509YI47eEny48ZUv1HrzWOukWdlJJcRzDe7sxJGTn0rW8QpqpuSIDtTzsqG7g/1rH1DSL2cO8V1KQCVfaFIP09D70Aed/tWjTrj9mbxv4fuoQZrnTrZ7J5BlgVlBIFfmD47naW6sonTDQ2bI3Pf7RMf61+nH7U+gyav8EvENhFYrazNZLKJxcM0hMZyFweAK/LbXNVOsX7XXlBByF9SCxbJ9+e1AFOiiigAooooAKKKKACiiigAooooAKKKKAL/hzxLq/hTVItY0acJNE6sNyBgcMCOvuOowfev2B+CvxV0745fDPw38XNHKtd3+lW41K3WVXBuEHlsRtyASVIZf4WBHavxvr9Bv+CWfxVs/EnwguPhhbgw3/h6aRXIkb54Z5XmRx8oAJYyrjJ/1eTjcBQB9mWmoX0cIs7u0eKNWDNGI+cZ65PWtqTULWyuPs3BkK84OQSemR6+1cnot5Kpjk1C6KwI+Sm7kn2z2rRuHgvC1xZy7XV/mMhA57fnQBJr0TTRzJtCgKOOCfcD0qlcX8l5ZxI0gcxk7CTnAA7GtLVMm03skgMsWHKjGGPb/AOvWRosZi0ue32tmHjdt469M96ALpuTHawm12mSVN29ecdsf55rmfHnhXV/ELatodlqsltf2mlxymCUgxpJuysWM5Lkc4rp7ITYS5EciyRygLIowwyOo+nrXMajbJpnjD7NeztGbuUiJickT9VDHsx6g96APMXk+POsSy6HoQhku7W386SzWbYWRfvSAvgbVHXnjtmqXw38ReNfiR4/0238SXMr6RZarBH5MhBF3OTxwMZAx34r1vWNC07xnbWl1qE9xHc2yyxXT2gCFmPBDep74qnp/hzw5ok40fw7IDdwyxO8jvl4FByXcj7rnsKAPUNf1xtZ1iYiIRJHO8SxRMdsZXgkfXvms3zIVme3eeJDKNwmkyQmPQevvVjxNG08x8S2I8p8L9stQp/eDGBN6A/3hWFrI1S4sZprOaIOq4Vi3JJ7LgZ9/SgDtfgveaQvirUJppluptN0uWW5EY+W3jIOHc5+X2rDN2NRuItQGWWUs6hgBnJ4NYjeL18GfC4fDXwnI8Wp+ILkJfSrEPOnGcs8j4/1YHAXPNbNoUluhEMCKGNY1yMcgYoApa1ZwPMzOoDnBOTk1i6hc2tuxQNGSw4BYgk+2K39fiSGISBgQrksQc/8A66w3bTyGj8pmYICAvSgDxn9q7VNR074W6ktmuwTKI7pzlsxt3Bx0r8vPEem2OmzwrZTBvNid5IxIG8o+bIoU9x8iq3PPzZ7iv0B/4KY/FfWPAvwrj8P6Kslu+tTNbi9VAQACCyDOdpKb8N1HUEHBr87aACiiigAooooAKKKKACiiigAooooAKKKKACvcP2Cv2gl+BnxkXT9Wgml0rxP5On3XkFAYJzKPJnORllUs6soYfLIW+Yqqnw+vXf2J/id4f+Gvxne28T+FtF1C18T6FeaALzVrJpZdKluUAiu7Vl/1NwJFSPzCGHlyyqQN25QD9T7G5l1Aw6haT5hnTfEwwQFI9/510ekafA65mkR1LAsVJBH9Pxrg/wBnazudd/ZjsfiEfF+hyto+tf8ACP6npP8AaSjUIbhF+Vjb/e8llGRMPlycV1+h6gkzCNM4dSqDHQj+tAG9cyNLL9mgdTGQcFwc7scYFYunTz2l9LaTozBgG3Oucjuc46VNcTXi3kUjMXhwFZ88j6GjWUkkkVlmbY56J8uT7+v40AKIJbCZGF2ArswcjkDPQ8/yrnPEF2ja7P4b1dxuv4f3Fwic7l6c9cr1rpIj9ptmgabftG0Z7D04ry/9oSbxNp2kHxLoCzMbPE6PC211YELxn8vegB134x0HS9bEPimx1WPVPJKXlxpxcR3QHCyYXuR68itTwPqGjatBNY+E9Maz01Wyl3ekg3Lg5YAt8x/3z9BWV44+LXhjw34kj8LeKWkstStdJtZZ7aGM+ZKZED88ff5rT+F3iGHxGtxr18LtYLl/9Ftmh+6B0LE9T+QoA9P0bVcRJJIQYyANpIbB9D61U8SadaiV4tJaSGGVcxxI3CN3x7enpVfT4J4Y0R5I0hP7zABLf/qpbu+QN5acK/zIQOSB+vNAHMeGNGlbX31a4mZzb5WIvnOfSuqubsWEwjZsZADGToAfcf1pmmWyhEjiTbuYu+RyBTr63N87SwOFKn+IZU+oPtQAmpvI8QBlG5+ArHAx/nvWNfyyaehuLiHbgnp1OP50a9b3Edv51m7RKR8vzZCn0PqPeuA/aD8Z6j4O/Z/8UeKtL1X7Nf2Hhy9uLO5RVcRTrE3lEBsgnfjgg9OaAPiz/gpz8eIvHfjux+F+g32m3WmaTH9pupbaTfNFf75opIXIYqu1QuUKhgScntXy1Ut/f32q30+qapezXNzczNLcXFxIXklkYks7MeWYkkknkk1FQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfUn/BOP8AaW0fwH8QT4A+Iupstrq8KWum3k43CKQECKPPUD+EA56hRjCg/o1DcRiNpQyKdwzGgIKnH3gTwB71+Iltc3Nlcx3lncPFNE4eKWJyrIwOQwI5BB5zX6SfsM/tk/8AC8vAY8FeLb2NPF2mxRwTNIgSLUVyQkgxwJCi/MOASCQACBQB9PTS/aIEcOpQHO1VPzD61bvsTxhAqqSBtMjcAY/SqdtJBbqqvKHkUAhd33fep5riKWBo5ACVIycZJ9D9aAKVodVszmGIO3J3MuAi+3fHuaq6xbweINNurXWYIlGzBd24wCGB/Sr8d26SvAULAnnJ/pVW/wBNtryI3TTu8bOBKp4GO/4HpQB518dPhd4W8f8AxSvPi3a6tK8U4062SSSYETz7AmAc84A6V6j4a8L6R4f09NMtbdSkK7SqEANjqSfr2FX9e8e+Cl+DXgb9ni68DaZBN4a1HUNXXWCgMuoNOcJG/oIx93rVRZ4YkWK0+XZGsb+rLj0759aALN9PmYKrJtyAxxx7DHcVApREeSfYGaM5bHzKo9cdKhnuFt327N0ka/JsBzn0x2+tOsYmkKo0uFIzMCM4B/hoAv6dEXX7RNLuSQDDBsYHY1R1cSW4kkgUsFGXAzn6jPerUsq2dt5QlKCMFfn/AIVHPFUNL1+z1Z5I4Z0AjbCvnOW9jQByfj7x+PDPhHUPGuoTl9O0uye71W4hhd2toI1JaQqoORgHoOvHJr80/wBqX9tTx1+0PNP4X06I6R4US982201GPnXQGNjXLA4YggsEXCqSPvlQ9fVX/BRj9tO7+D/hTV/gJ8HPHEtrrni7TG03xtb2iLtGiyIxNrMc/K0jMjheTsBY7QyFvzqoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArpvhL8VPEnwd8Zw+MfDLqZFUR3ELcCaLerFM4yp3IpBHQqOoyDzNFAH6qfsb/taeHf2ifBkyI91/benTtHf2txbqDsKgpLlGbCNkgbjncjAdM17W0swZdkgwq7nONvP0r8aPg78Y/HvwJ8d2vxD+HWrm1vrcFJYnBaG7hJBeCZARvjbAyMgghWUqyqw+9P2b/wDgph4D+LFlNpXxbudP8Ja1bRRlp7m+C2l58qhnjeTAjO/P7piSFIIZ8NtAPp2Z23nDKrFxucN1+gp9nPcpPJFbjD9MBOOe/wBKx01m11CNrATqsjfMHAHGPT1r51/bL/b41L9naMfD/wCF2o2snjGWAmaZY1lj0yN1OHlRwVMpBDJEcjo7gqVWQA+h9V8mbxncHWgGfT9PjSFPveWSc5I7E+ma2rG6nFoZ5HAMkn7qLbyVA/jPb2Ffnv8A8E/P2mfiXqXi65+EvjTxl/aemym51Syi1SUyXkt5PPELhIpWO+TeHkuDGxYB45JF2F5jJ96afqCasUiFs6YAWbedq5Xgpnvn1oA2YJJnDGfB8wAlgecD0q1FLB5LANzkHcT19BxWJNqkaXYht4pGVCVd0YcD098VehWC3Lqt3udgCI1HKr646KTQBauRDHbE3MkruB1HzYFeA/tkftj/AAx/Zb0O+0K10G41L4j6nZR/2NBDqIjttLizzJeRAEyFuSEBVuMZHJHmP7dX/BRW98Cajc/B34C6lENatbkJrPiARpKlkUPNvErAq8uRh2IITlcFyTF8I6/4j8Q+K9Tk1vxRr17qV7Mcy3d/dPNK5znl3JJ5J796ALXj7xz4k+JfjPU/H3i/UHutS1W7e4upXdjgk8Iu4khFGFVc/KqgDgVkUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHT6T8a/jLoNpDp+h/FvxPZQW0Sx28Fpr1xGkSKMBVCuAoAAAA4GK57UtS1HWNRn1fV7+a6u7qZprq6uZS8k0jEszszElmJJJJ5JNQ0UAbfw3+IPiT4VeONN+IPhG4jj1DS5/MtzLHuRsqVZGHoysynBBweCDgj7z+Gf/BSn9n/xD4UM3xB1270DUAAsljPpk06ltqlmR4EYFckqCdrHbkqMgV+eNFAH6Qz/APBRj9lzQrC4vtP8by3zJCzx2Fvo12ssrAZCK0kSoCT3ZgOeSOtfHfxn/bc+P3xe8ZzeJbfxxqPh2zEr/wBnaVoN+9uttEQoCtJHteZsKCWfuW2hAdo8iooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
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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RRQAUUUUAFFFFAHVfBrRH1nx3bt9ga4S0jaZgkuwxv9yFxyCcTPEcDPuCM1+on7PPw+0rQ/BuleCdB0vyre1VR5SY3b8fM2fXd61+cP7I1gLn4yaXNdzmG0e9ggllEYf5zIJUQrnJB8luegxz2r9XvhLFFp+o6fqDBIdknmMA3OS3P6UAe2+C9L8H/DnSFC6BdXF8IPMa489dpbuGAHA+hru/g3pml/FKHUF1Hw/lbF1llkg2hI0xnZnq+fXPFYOseF9U1jwxda1pUcL2wOHmlkCqqlevJ5H0q5+zZZ/ET4QeD/FvxL0/RGvbWzt1UGZjIkZlBUHHQgelAGR49t9M1jwqvj3QLJbeS2vZLe4it1IR0Bwr7T0PbjrXlviO9muNMkuo7dEkZiP3j9PqOpr0BrXWNG+BC+JfFGqTrqfiPVZVtLSWIKIYEYlpfXBPAzXCS2htb60v7jJjkG6A9m9z6UAYN3o3iyDTD4n1TwleQ24VQJ0iyrA9CPY1o6R50UKzXCogVTt3kFpD6AdhXoHxZ1GSTwTp3h/RGaeG1RHv2jmGFZjxGR6d/SvOrFZIrqUXS7X3kKGXnPqKAI/E6R6j4avbRbdohLZzRtj+LKHqetcd+y/4du/C/wALbHTbpN7yO5Tefujca7O9gK6ZdW8k5Z5FcOznJCkYGAKp+CUOneG7fTkjP7uMqrbuQM9aAN2KaEK+0uwDHgnOfWqj3AnbywuUVDlWHUGluMrbm4VtoC5bb6+1U9Nurid3jcfN95HZTx6j8aAI4pJo7yeym814mtg8TFiAGz/P3rn/ABDqEOlTNqCH54CrqS33dprtbu2ifEQj4Zu3rj3rzzxvbyvDJZ2sLGSbhcc98YPtQBTA0nxL4iu7ufT5FVHElvGJVAUuMsOB0PXBpuqJFGBbQMVVRk/uOfoD0z71taf4Xk0zWLm8McYTMccRUcYC8n2NVtWkIkZBGsm3IWNRnIoA+I/+CmXgt5dN0TxnY2k0cVjfzWtwjJkYmVWVuPuAGPHPUyDkd/kOv0Z/be8L3Wr/AAS1DV9X0V30+C8g+1gMQqMWGzJBBGTjmvz78WeH7XQLi1WzvGlS6tTNh1wYyJZIypPf/V5zgdcdskAyqKKKACiiigAooooAKKKKACiiigAooooA9s/YQ0u31r46+H9MacCRvElrIYipO6JLe7Zz+BCD/gVfqz4V0wNpluHjJkeHzPlTIwWOB+Ffk9+w9qkXhb9obwn4iuZLaSKXWWtmjaYq8JMRVXYDoCZMKe5Vs4xz+qmiSXsAWzlZhLA5V0fIOQeeKAPWfAnxF1HwnZfY77T49Tt1bcYLtAVJHcen0ruD+0/rV5psthpml2dhp0sarcaXb2wCSlehPrg968bXVS+mmKSPaEHzMejA/Srem3YFiQETLfcUAjHqP/10AS+NPGviDx/4hS71e7Zf3iwwKE2pGHYDCgdKq/FGYaN4ruNJsB+6sVjt4VY527VBYn3JrOubiG31O3vHbZGuoQlmbJwqtzVj4qqn/CaXt4l0XjuZvNjlPJZSOvHU+1AFLw/qTQ69JdXamSDUbb7JdlVyUQ/dcepU8464qfU7K40mRJZog9xykTIflkXp5inuD+hqvpsiR2okjiAaNgAQoJx2PPf2rT8TXulz6db6k97Ev2aPa8Kx7WiLHnnup6+xoA5/xIZbHRprqOINLsw3P3frUvhdXbQLed4lO2LDA87veqfiubVDpV5b6aoleXy1jQ4ycnrn6Vfi1230+wkuNTlgtra1gHmOSFCkDr780ATKICu4ylVxhgVyoPr7fWrclmNOEUYiKySLvYlBjb2x61b8F6Pp1zZjxt4ySZdLbB0/TE+WW+kPKs//ADzj7nufSl1y9/tfUJtR1IRIZWGzyT8q9go9uwHWgDOluzeO8ozmMYBA5PvXOahp1290s1v5O+ZWRDuDNEP4iy9s9q7PwjpQv9bhs7WLezyMWQddoHU1nXNmttqEgKqp3sG2r83BoA56509YI47eEny48ZUv1HrzWOukWdlJJcRzDe7sxJGTn0rW8QpqpuSIDtTzsqG7g/1rH1DSL2cO8V1KQCVfaFIP09D70Aed/tWjTrj9mbxv4fuoQZrnTrZ7J5BlgVlBIFfmD47naW6sonTDQ2bI3Pf7RMf61+nH7U+gyav8EvENhFYrazNZLKJxcM0hMZyFweAK/LbXNVOsX7XXlBByF9SCxbJ9+e1AFOiiigAooooAKKKKACiiigAooooAKKKKAL/hzxLq/hTVItY0acJNE6sNyBgcMCOvuOowfev2B+CvxV0745fDPw38XNHKtd3+lW41K3WVXBuEHlsRtyASVIZf4WBHavxvr9Bv+CWfxVs/EnwguPhhbgw3/h6aRXIkb54Z5XmRx8oAJYyrjJ/1eTjcBQB9mWmoX0cIs7u0eKNWDNGI+cZ65PWtqTULWyuPs3BkK84OQSemR6+1cnot5Kpjk1C6KwI+Sm7kn2z2rRuHgvC1xZy7XV/mMhA57fnQBJr0TTRzJtCgKOOCfcD0qlcX8l5ZxI0gcxk7CTnAA7GtLVMm03skgMsWHKjGGPb/AOvWRosZi0ue32tmHjdt469M96ALpuTHawm12mSVN29ecdsf55rmfHnhXV/ELatodlqsltf2mlxymCUgxpJuysWM5Lkc4rp7ITYS5EciyRygLIowwyOo+nrXMajbJpnjD7NeztGbuUiJickT9VDHsx6g96APMXk+POsSy6HoQhku7W386SzWbYWRfvSAvgbVHXnjtmqXw38ReNfiR4/0238SXMr6RZarBH5MhBF3OTxwMZAx34r1vWNC07xnbWl1qE9xHc2yyxXT2gCFmPBDep74qnp/hzw5ok40fw7IDdwyxO8jvl4FByXcj7rnsKAPUNf1xtZ1iYiIRJHO8SxRMdsZXgkfXvms3zIVme3eeJDKNwmkyQmPQevvVjxNG08x8S2I8p8L9stQp/eDGBN6A/3hWFrI1S4sZprOaIOq4Vi3JJ7LgZ9/SgDtfgveaQvirUJppluptN0uWW5EY+W3jIOHc5+X2rDN2NRuItQGWWUs6hgBnJ4NYjeL18GfC4fDXwnI8Wp+ILkJfSrEPOnGcs8j4/1YHAXPNbNoUluhEMCKGNY1yMcgYoApa1ZwPMzOoDnBOTk1i6hc2tuxQNGSw4BYgk+2K39fiSGISBgQrksQc/8A66w3bTyGj8pmYICAvSgDxn9q7VNR074W6ktmuwTKI7pzlsxt3Bx0r8vPEem2OmzwrZTBvNid5IxIG8o+bIoU9x8iq3PPzZ7iv0B/4KY/FfWPAvwrj8P6Kslu+tTNbi9VAQACCyDOdpKb8N1HUEHBr87aACiiigAooooAKKKKACiiigAooooAKKKKACvcP2Cv2gl+BnxkXT9Wgml0rxP5On3XkFAYJzKPJnORllUs6soYfLIW+Yqqnw+vXf2J/id4f+Gvxne28T+FtF1C18T6FeaALzVrJpZdKluUAiu7Vl/1NwJFSPzCGHlyyqQN25QD9T7G5l1Aw6haT5hnTfEwwQFI9/510ekafA65mkR1LAsVJBH9Pxrg/wBnazudd/ZjsfiEfF+hyto+tf8ACP6npP8AaSjUIbhF+Vjb/e8llGRMPlycV1+h6gkzCNM4dSqDHQj+tAG9cyNLL9mgdTGQcFwc7scYFYunTz2l9LaTozBgG3Oucjuc46VNcTXi3kUjMXhwFZ88j6GjWUkkkVlmbY56J8uT7+v40AKIJbCZGF2ArswcjkDPQ8/yrnPEF2ja7P4b1dxuv4f3Fwic7l6c9cr1rpIj9ptmgabftG0Z7D04ry/9oSbxNp2kHxLoCzMbPE6PC211YELxn8vegB134x0HS9bEPimx1WPVPJKXlxpxcR3QHCyYXuR68itTwPqGjatBNY+E9Maz01Wyl3ekg3Lg5YAt8x/3z9BWV44+LXhjw34kj8LeKWkstStdJtZZ7aGM+ZKZED88ff5rT+F3iGHxGtxr18LtYLl/9Ftmh+6B0LE9T+QoA9P0bVcRJJIQYyANpIbB9D61U8SadaiV4tJaSGGVcxxI3CN3x7enpVfT4J4Y0R5I0hP7zABLf/qpbu+QN5acK/zIQOSB+vNAHMeGNGlbX31a4mZzb5WIvnOfSuqubsWEwjZsZADGToAfcf1pmmWyhEjiTbuYu+RyBTr63N87SwOFKn+IZU+oPtQAmpvI8QBlG5+ArHAx/nvWNfyyaehuLiHbgnp1OP50a9b3Edv51m7RKR8vzZCn0PqPeuA/aD8Z6j4O/Z/8UeKtL1X7Nf2Hhy9uLO5RVcRTrE3lEBsgnfjgg9OaAPiz/gpz8eIvHfjux+F+g32m3WmaTH9pupbaTfNFf75opIXIYqu1QuUKhgScntXy1Ut/f32q30+qapezXNzczNLcXFxIXklkYks7MeWYkkknkk1FQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfUn/BOP8AaW0fwH8QT4A+Iupstrq8KWum3k43CKQECKPPUD+EA56hRjCg/o1DcRiNpQyKdwzGgIKnH3gTwB71+Iltc3Nlcx3lncPFNE4eKWJyrIwOQwI5BB5zX6SfsM/tk/8AC8vAY8FeLb2NPF2mxRwTNIgSLUVyQkgxwJCi/MOASCQACBQB9PTS/aIEcOpQHO1VPzD61bvsTxhAqqSBtMjcAY/SqdtJBbqqvKHkUAhd33fep5riKWBo5ACVIycZJ9D9aAKVodVszmGIO3J3MuAi+3fHuaq6xbweINNurXWYIlGzBd24wCGB/Sr8d26SvAULAnnJ/pVW/wBNtryI3TTu8bOBKp4GO/4HpQB518dPhd4W8f8AxSvPi3a6tK8U4062SSSYETz7AmAc84A6V6j4a8L6R4f09NMtbdSkK7SqEANjqSfr2FX9e8e+Cl+DXgb9ni68DaZBN4a1HUNXXWCgMuoNOcJG/oIx93rVRZ4YkWK0+XZGsb+rLj0759aALN9PmYKrJtyAxxx7DHcVApREeSfYGaM5bHzKo9cdKhnuFt327N0ka/JsBzn0x2+tOsYmkKo0uFIzMCM4B/hoAv6dEXX7RNLuSQDDBsYHY1R1cSW4kkgUsFGXAzn6jPerUsq2dt5QlKCMFfn/AIVHPFUNL1+z1Z5I4Z0AjbCvnOW9jQByfj7x+PDPhHUPGuoTl9O0uye71W4hhd2toI1JaQqoORgHoOvHJr80/wBqX9tTx1+0PNP4X06I6R4US982201GPnXQGNjXLA4YggsEXCqSPvlQ9fVX/BRj9tO7+D/hTV/gJ8HPHEtrrni7TG03xtb2iLtGiyIxNrMc/K0jMjheTsBY7QyFvzqoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArpvhL8VPEnwd8Zw+MfDLqZFUR3ELcCaLerFM4yp3IpBHQqOoyDzNFAH6qfsb/taeHf2ifBkyI91/benTtHf2txbqDsKgpLlGbCNkgbjncjAdM17W0swZdkgwq7nONvP0r8aPg78Y/HvwJ8d2vxD+HWrm1vrcFJYnBaG7hJBeCZARvjbAyMgghWUqyqw+9P2b/wDgph4D+LFlNpXxbudP8Ja1bRRlp7m+C2l58qhnjeTAjO/P7piSFIIZ8NtAPp2Z23nDKrFxucN1+gp9nPcpPJFbjD9MBOOe/wBKx01m11CNrATqsjfMHAHGPT1r51/bL/b41L9naMfD/wCF2o2snjGWAmaZY1lj0yN1OHlRwVMpBDJEcjo7gqVWQA+h9V8mbxncHWgGfT9PjSFPveWSc5I7E+ma2rG6nFoZ5HAMkn7qLbyVA/jPb2Ffnv8A8E/P2mfiXqXi65+EvjTxl/aemym51Syi1SUyXkt5PPELhIpWO+TeHkuDGxYB45JF2F5jJ96afqCasUiFs6YAWbedq5Xgpnvn1oA2YJJnDGfB8wAlgecD0q1FLB5LANzkHcT19BxWJNqkaXYht4pGVCVd0YcD098VehWC3Lqt3udgCI1HKr646KTQBauRDHbE3MkruB1HzYFeA/tkftj/AAx/Zb0O+0K10G41L4j6nZR/2NBDqIjttLizzJeRAEyFuSEBVuMZHJHmP7dX/BRW98Cajc/B34C6lENatbkJrPiARpKlkUPNvErAq8uRh2IITlcFyTF8I6/4j8Q+K9Tk1vxRr17qV7Mcy3d/dPNK5znl3JJ5J796ALXj7xz4k+JfjPU/H3i/UHutS1W7e4upXdjgk8Iu4khFGFVc/KqgDgVkUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHT6T8a/jLoNpDp+h/FvxPZQW0Sx28Fpr1xGkSKMBVCuAoAAAA4GK57UtS1HWNRn1fV7+a6u7qZprq6uZS8k0jEszszElmJJJJ5JNQ0UAbfw3+IPiT4VeONN+IPhG4jj1DS5/MtzLHuRsqVZGHoysynBBweCDgj7z+Gf/BSn9n/xD4UM3xB1270DUAAsljPpk06ltqlmR4EYFckqCdrHbkqMgV+eNFAH6Qz/APBRj9lzQrC4vtP8by3zJCzx2Fvo12ssrAZCK0kSoCT3ZgOeSOtfHfxn/bc+P3xe8ZzeJbfxxqPh2zEr/wBnaVoN+9uttEQoCtJHteZsKCWfuW2hAdo8iooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
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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图片中包含哪些疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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"
图中异常是什么密度?
高密度
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RRQAUUUUAFFFFAHVfBrRH1nx3bt9ga4S0jaZgkuwxv9yFxyCcTPEcDPuCM1+on7PPw+0rQ/BuleCdB0vyre1VR5SY3b8fM2fXd61+cP7I1gLn4yaXNdzmG0e9ggllEYf5zIJUQrnJB8luegxz2r9XvhLFFp+o6fqDBIdknmMA3OS3P6UAe2+C9L8H/DnSFC6BdXF8IPMa489dpbuGAHA+hru/g3pml/FKHUF1Hw/lbF1llkg2hI0xnZnq+fXPFYOseF9U1jwxda1pUcL2wOHmlkCqqlevJ5H0q5+zZZ/ET4QeD/FvxL0/RGvbWzt1UGZjIkZlBUHHQgelAGR49t9M1jwqvj3QLJbeS2vZLe4it1IR0Bwr7T0PbjrXlviO9muNMkuo7dEkZiP3j9PqOpr0BrXWNG+BC+JfFGqTrqfiPVZVtLSWIKIYEYlpfXBPAzXCS2htb60v7jJjkG6A9m9z6UAYN3o3iyDTD4n1TwleQ24VQJ0iyrA9CPY1o6R50UKzXCogVTt3kFpD6AdhXoHxZ1GSTwTp3h/RGaeG1RHv2jmGFZjxGR6d/SvOrFZIrqUXS7X3kKGXnPqKAI/E6R6j4avbRbdohLZzRtj+LKHqetcd+y/4du/C/wALbHTbpN7yO5Tefujca7O9gK6ZdW8k5Z5FcOznJCkYGAKp+CUOneG7fTkjP7uMqrbuQM9aAN2KaEK+0uwDHgnOfWqj3AnbywuUVDlWHUGluMrbm4VtoC5bb6+1U9Nurid3jcfN95HZTx6j8aAI4pJo7yeym814mtg8TFiAGz/P3rn/ABDqEOlTNqCH54CrqS33dprtbu2ifEQj4Zu3rj3rzzxvbyvDJZ2sLGSbhcc98YPtQBTA0nxL4iu7ufT5FVHElvGJVAUuMsOB0PXBpuqJFGBbQMVVRk/uOfoD0z71taf4Xk0zWLm8McYTMccRUcYC8n2NVtWkIkZBGsm3IWNRnIoA+I/+CmXgt5dN0TxnY2k0cVjfzWtwjJkYmVWVuPuAGPHPUyDkd/kOv0Z/be8L3Wr/AAS1DV9X0V30+C8g+1gMQqMWGzJBBGTjmvz78WeH7XQLi1WzvGlS6tTNh1wYyJZIypPf/V5zgdcdskAyqKKKACiiigAooooAKKKKACiiigAooooA9s/YQ0u31r46+H9MacCRvElrIYipO6JLe7Zz+BCD/gVfqz4V0wNpluHjJkeHzPlTIwWOB+Ffk9+w9qkXhb9obwn4iuZLaSKXWWtmjaYq8JMRVXYDoCZMKe5Vs4xz+qmiSXsAWzlZhLA5V0fIOQeeKAPWfAnxF1HwnZfY77T49Tt1bcYLtAVJHcen0ruD+0/rV5psthpml2dhp0sarcaXb2wCSlehPrg968bXVS+mmKSPaEHzMejA/Srem3YFiQETLfcUAjHqP/10AS+NPGviDx/4hS71e7Zf3iwwKE2pGHYDCgdKq/FGYaN4ruNJsB+6sVjt4VY527VBYn3JrOubiG31O3vHbZGuoQlmbJwqtzVj4qqn/CaXt4l0XjuZvNjlPJZSOvHU+1AFLw/qTQ69JdXamSDUbb7JdlVyUQ/dcepU8464qfU7K40mRJZog9xykTIflkXp5inuD+hqvpsiR2okjiAaNgAQoJx2PPf2rT8TXulz6db6k97Ev2aPa8Kx7WiLHnnup6+xoA5/xIZbHRprqOINLsw3P3frUvhdXbQLed4lO2LDA87veqfiubVDpV5b6aoleXy1jQ4ycnrn6Vfi1230+wkuNTlgtra1gHmOSFCkDr780ATKICu4ylVxhgVyoPr7fWrclmNOEUYiKySLvYlBjb2x61b8F6Pp1zZjxt4ySZdLbB0/TE+WW+kPKs//ADzj7nufSl1y9/tfUJtR1IRIZWGzyT8q9go9uwHWgDOluzeO8ozmMYBA5PvXOahp1290s1v5O+ZWRDuDNEP4iy9s9q7PwjpQv9bhs7WLezyMWQddoHU1nXNmttqEgKqp3sG2r83BoA56509YI47eEny48ZUv1HrzWOukWdlJJcRzDe7sxJGTn0rW8QpqpuSIDtTzsqG7g/1rH1DSL2cO8V1KQCVfaFIP09D70Aed/tWjTrj9mbxv4fuoQZrnTrZ7J5BlgVlBIFfmD47naW6sonTDQ2bI3Pf7RMf61+nH7U+gyav8EvENhFYrazNZLKJxcM0hMZyFweAK/LbXNVOsX7XXlBByF9SCxbJ9+e1AFOiiigAooooAKKKKACiiigAooooAKKKKAL/hzxLq/hTVItY0acJNE6sNyBgcMCOvuOowfev2B+CvxV0745fDPw38XNHKtd3+lW41K3WVXBuEHlsRtyASVIZf4WBHavxvr9Bv+CWfxVs/EnwguPhhbgw3/h6aRXIkb54Z5XmRx8oAJYyrjJ/1eTjcBQB9mWmoX0cIs7u0eKNWDNGI+cZ65PWtqTULWyuPs3BkK84OQSemR6+1cnot5Kpjk1C6KwI+Sm7kn2z2rRuHgvC1xZy7XV/mMhA57fnQBJr0TTRzJtCgKOOCfcD0qlcX8l5ZxI0gcxk7CTnAA7GtLVMm03skgMsWHKjGGPb/AOvWRosZi0ue32tmHjdt469M96ALpuTHawm12mSVN29ecdsf55rmfHnhXV/ELatodlqsltf2mlxymCUgxpJuysWM5Lkc4rp7ITYS5EciyRygLIowwyOo+nrXMajbJpnjD7NeztGbuUiJickT9VDHsx6g96APMXk+POsSy6HoQhku7W386SzWbYWRfvSAvgbVHXnjtmqXw38ReNfiR4/0238SXMr6RZarBH5MhBF3OTxwMZAx34r1vWNC07xnbWl1qE9xHc2yyxXT2gCFmPBDep74qnp/hzw5ok40fw7IDdwyxO8jvl4FByXcj7rnsKAPUNf1xtZ1iYiIRJHO8SxRMdsZXgkfXvms3zIVme3eeJDKNwmkyQmPQevvVjxNG08x8S2I8p8L9stQp/eDGBN6A/3hWFrI1S4sZprOaIOq4Vi3JJ7LgZ9/SgDtfgveaQvirUJppluptN0uWW5EY+W3jIOHc5+X2rDN2NRuItQGWWUs6hgBnJ4NYjeL18GfC4fDXwnI8Wp+ILkJfSrEPOnGcs8j4/1YHAXPNbNoUluhEMCKGNY1yMcgYoApa1ZwPMzOoDnBOTk1i6hc2tuxQNGSw4BYgk+2K39fiSGISBgQrksQc/8A66w3bTyGj8pmYICAvSgDxn9q7VNR074W6ktmuwTKI7pzlsxt3Bx0r8vPEem2OmzwrZTBvNid5IxIG8o+bIoU9x8iq3PPzZ7iv0B/4KY/FfWPAvwrj8P6Kslu+tTNbi9VAQACCyDOdpKb8N1HUEHBr87aACiiigAooooAKKKKACiiigAooooAKKKKACvcP2Cv2gl+BnxkXT9Wgml0rxP5On3XkFAYJzKPJnORllUs6soYfLIW+Yqqnw+vXf2J/id4f+Gvxne28T+FtF1C18T6FeaALzVrJpZdKluUAiu7Vl/1NwJFSPzCGHlyyqQN25QD9T7G5l1Aw6haT5hnTfEwwQFI9/510ekafA65mkR1LAsVJBH9Pxrg/wBnazudd/ZjsfiEfF+hyto+tf8ACP6npP8AaSjUIbhF+Vjb/e8llGRMPlycV1+h6gkzCNM4dSqDHQj+tAG9cyNLL9mgdTGQcFwc7scYFYunTz2l9LaTozBgG3Oucjuc46VNcTXi3kUjMXhwFZ88j6GjWUkkkVlmbY56J8uT7+v40AKIJbCZGF2ArswcjkDPQ8/yrnPEF2ja7P4b1dxuv4f3Fwic7l6c9cr1rpIj9ptmgabftG0Z7D04ry/9oSbxNp2kHxLoCzMbPE6PC211YELxn8vegB134x0HS9bEPimx1WPVPJKXlxpxcR3QHCyYXuR68itTwPqGjatBNY+E9Maz01Wyl3ekg3Lg5YAt8x/3z9BWV44+LXhjw34kj8LeKWkstStdJtZZ7aGM+ZKZED88ff5rT+F3iGHxGtxr18LtYLl/9Ftmh+6B0LE9T+QoA9P0bVcRJJIQYyANpIbB9D61U8SadaiV4tJaSGGVcxxI3CN3x7enpVfT4J4Y0R5I0hP7zABLf/qpbu+QN5acK/zIQOSB+vNAHMeGNGlbX31a4mZzb5WIvnOfSuqubsWEwjZsZADGToAfcf1pmmWyhEjiTbuYu+RyBTr63N87SwOFKn+IZU+oPtQAmpvI8QBlG5+ArHAx/nvWNfyyaehuLiHbgnp1OP50a9b3Edv51m7RKR8vzZCn0PqPeuA/aD8Z6j4O/Z/8UeKtL1X7Nf2Hhy9uLO5RVcRTrE3lEBsgnfjgg9OaAPiz/gpz8eIvHfjux+F+g32m3WmaTH9pupbaTfNFf75opIXIYqu1QuUKhgScntXy1Ut/f32q30+qapezXNzczNLcXFxIXklkYks7MeWYkkknkk1FQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfUn/BOP8AaW0fwH8QT4A+Iupstrq8KWum3k43CKQECKPPUD+EA56hRjCg/o1DcRiNpQyKdwzGgIKnH3gTwB71+Iltc3Nlcx3lncPFNE4eKWJyrIwOQwI5BB5zX6SfsM/tk/8AC8vAY8FeLb2NPF2mxRwTNIgSLUVyQkgxwJCi/MOASCQACBQB9PTS/aIEcOpQHO1VPzD61bvsTxhAqqSBtMjcAY/SqdtJBbqqvKHkUAhd33fep5riKWBo5ACVIycZJ9D9aAKVodVszmGIO3J3MuAi+3fHuaq6xbweINNurXWYIlGzBd24wCGB/Sr8d26SvAULAnnJ/pVW/wBNtryI3TTu8bOBKp4GO/4HpQB518dPhd4W8f8AxSvPi3a6tK8U4062SSSYETz7AmAc84A6V6j4a8L6R4f09NMtbdSkK7SqEANjqSfr2FX9e8e+Cl+DXgb9ni68DaZBN4a1HUNXXWCgMuoNOcJG/oIx93rVRZ4YkWK0+XZGsb+rLj0759aALN9PmYKrJtyAxxx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如何治疗这张图片中脑右侧的疾病?
药物治疗,支持治疗,手术治疗
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这张照片是怎么拍的?
核磁共振
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这张核磁共振图像用的什么加权方式?
T1
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这个图像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腹部?
不是
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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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相对于其他组织,脑肿瘤是白色的还是灰色的?
灰色
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如何治疗这张图片中脑右侧的疾病?
药物治疗,支持治疗,手术治疗
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这张照片是怎么拍的?
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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GSC4ZLaRvJkjyA0bYwwzyCeRX4ueI9Z/4SLxDf+IP7KsrD7dey3H2HToPKt7fe5by4kydka5wq5OAAK/ez4v+F/D/AIy+CXiTRnuPM1+60a7h0fTb/S1n0y4mMLLGt2Q+4QMxAcKrNtLYBr8Edf1Y6/rt7rp020svtt3JP9j0+DyoIN7FvLjTnYi5wq9gAKAKlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0/wAEvG+nfDP4zeEfiPq8NzJaeH/E9hqV1HZgGZo4LiOVggYqN2EOMkDOOR1r93/C3ifT/GOiQ+JNB1qG/tbuBJ7a8t5hJHcRuoZJEcEhwQQQRwQQc1/PzX7Rf8EvvG2i/F/9lTRNX8GC8ktPDOnWmh6z9pg2NbX1vawiRepBRsq6uCQVdc7WDKoB7Ylnc3bF1V2KEhR6Dr071GI3kB+QBj95T1X8cVoNp9yplnjdWZW5RTyRjrVKZ3ZGWWP7o+8Rg4/OgCW3hWFCJX4PTfUsswOWdyPZOaieGeKJRlxvQGPIzwR6/wCNEQeKLMvvjaOhxQBBLa28rmeQsD22nB6dSCKbBHJNa+fHMW27guOo+tSpMlxMUiICtw6sP88Gq/h7TobWyNzaSh0yxiKr90ZPHt6c0AXNOt0t/mReSvP+e1TygPbhwecgkhvyqKzVrhSxDNt53F8AYPSlvZgj/IB8w6EfzoAoXMqxXYFvCWGOSVIyT71S0ya7ub6SS8zHFvxHGjdQO5/wq6be4ifM0zxrIoIkEYO4egPtUd/DNZQebZMTIykAn1A6nHX8KAOgSxgksWVIhJIykIiqWLcdAMEkn2r+fn4na54a8T/ErxD4l8GaN/Z2j6jrl3c6Tp4gSL7LbSTO8UWxCVTahVdqkgYwOK/Wr9ur42XXwQ/ZW8fx6nq0d5c6/oc+hW0E8627yNfIbdlj4bcUikklKDlliYZUZYfjzQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6Sf8ABBv466Polj4l+B9lql3b63LfS6x5IjPk3Fm0dtA53DIJV1XKsBxIpXdh9v5t113wO+OHxF/Z3+JFh8UvhhrX2TUrJsPHIC0N3CSN8EyAjfG2BkZBBAZSrKrAA/fW5twtzLJCoCknqeAT6VUmtZlQsTnBAD5BOfauK+AP7U/we/aV8DWnj34XeKLK7Z7OJtS0t50F7pkjl1EdxCGLRNujkAJ+VwhZGZcMe/mEL26zQyLmRcZU4wfWgDOsYptrxi6Rpic7WyQfQcVNcRrDCJXtGTe2HAO7n157ZqaysESYHysE8+bgj6j3NXLprUQGORZGUgqCO+Oo+lAGbZaLb6rcrbWWpRC5kgDxxSny/MbJ+RWzjOBkZwK5LRPFWpeHILbT9X00ubuFp4JbZlIIZ2G04JwQRzWxrMtvH4du7+0sZCwt3ZAQeQAcYxz3p3gfSbeXRbSz1CFP3NqrBHXIjPoM+5oA3bG2uRCfOWMh2DBkOQQRxVS68meVrZQRIoJAOeK1BGlvZkxxs/zDAIAH0HpWYl4DcGJowpPUcck/hQBG5vo7D7KtwBFI43RBQQG7HkcH6VR1hr5JlksNNMwiGQ74IyO/1rcmWFm+ywY3Er5rKOnHHNcV+0D8ZvAP7Ovwi1v4meOb2aKy0u2EkqWtsZpJXdlSONBwN7yOiAsQoLZZlUFgAfnD/wAFjPi3Y+IPiLoHwm0rV52k0eGa+1q0iuQYRNMEEAdVb/XKiyNhlBCXCkEiQ18Y1reO/Hfi/wCJ3jDUPH3j3X59U1jVLgzX19ckbpGwAAAAAqgAKqKAqqoVQAABk0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdL8Jfi549+CXjez8ffDvxBdWF7azRmaOC7lijvYllSU204idTJC7RrujJwwHsDX7efsifEvSP2jPg9p/xI8HPZ6mtxawS61ZWl6t4+l3DwxyvbSGMD5o94VgVU9DtGcV+D1en/sk/tdfF/wDYq+KrfGP4JXVlFrLaa9ix1CF5IzC0sUjAqjpn5ok6nHXjpgA/eO+ZzZDUI0TbGcLHEgRFHqAOP6mqt/LZXdjJviCyNGVj2jIXPGa+cv2Gf+C6/h39q+8X4G/tT/C3wToPjfWr2SHQfEOhaPJY2l6pSIRW7s9zJ/pbyGbblUR8IgPmMqv9J6NCml6oranao5WTESSZXjPUEe3agDO8SeDvFfhPwxfX163kC008zfZXlG5wQAvy5565/GofCFuLrTvtLQyB5Yl2gkcqACcfj+NfA3/BY79vo2Xx48NeFP2ZfjVq6a14Stb638ZNYSh9OM8nlJHasrFo7iSIJKXDIyxNIAG8xZFj5T4Jf8FsNd0thB8bvhuCYJxNaX3hEkAAFMRNBcS9/wB4TIJe6rs6tQB+myPttzMgdAGK7XYDjHrVZLWK6vfPSYGNkI2qOSfr9fSuX+F37UHwB/aW+EX/AAvD4Z/EbSV0y004XXieyvr6K3ufD5xIW+2ozf6OMRS4djscRMyM6jdXz3+1H/wV9/Z4+B/h/UfC/wAE9Ui8ceLHtWWyksD5ml2k5WPbJNcqwEqbXLbYC5LRNG7RE7gAe5ftGftTfs9fsg+GYvFvxu8T332i7Mq6Zo1g4+06jJHHvKRAIxH8K+Y22NWkQM67hn8lv28v26/Ff7ZPj9n0zTrnQfBOnXBfQPDT3hmbdgqbq5f/AJaTsCQB92JWKLkl3k8j+J3xY+JPxo8Wz+Ovir411DXdVuC2671C4L+WpdpPLjX7sUYZ3KxoFRdxCqBxXPUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV6K37YP7WroI2/aj+IpUdFPje/wAD/wAi151RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z"
图像展示的位置是?
头部
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图中脑瘤在哪?
右上叶
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这张图像是关于头部吗?
是的
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大脑不正常吗?
是的
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如何治疗这张图片中脑右上侧的疾病?
药物治疗,支持治疗,手术治疗
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这是核磁共振扫描吗?
是的
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这个图像是用什么样的权重生成的,t1还是t2?
T1
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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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图中脑瘤在哪?
右上叶
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图中是什么器官系统?
头部
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图中脑部右上侧显示什么疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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图中脑水肿是高密度还是低密度?
低密度
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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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"
这是矢状面吗?
不是
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"
图像在身体里代表什么?
头部
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wwz7SEkkiSziaVAcEoroWAIDrnIAP0y0XxEfB9jq3iXxxrFlp2l6XDLd3t9fyJDb21vGpZ5JJGwqoqqzMxwFAJJxzX5u/8FBP+Dgu6u9F174KfsB3VxY22sWEdtf/ABP2SW9wIZEbz4bCCaJZLeTBjQXbFJEIl8tFYRXFfDP7Tv8AwUW/a+/a5S70n4v/ABbujoV1dyzDwto0S2WnKrypKsTxxAG5SNo4/LNw0rrszuLFmPiFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z"
图中脑哪个半球是正常的?
左半球
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"
图像中的主要器官系统是什么?
头部
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大脑是健康的吗?
不是
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产生图中大脑右侧疾病的主要病因是什么?
脑胚胎组织发育异常,遗传因素,化学因素
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"
这张图片的成像方式是什么?
MRI
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"
图像里包含的区域属于身体哪个部分?
大脑
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"
这张MRI图片用的什么加权方式?
T2
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fw/8A2Trvwt4I1ViBqFpLf2UK7nuY2yHX/ZxtJJ7ZoA+P/j39m8KahfWWnQQYE7uojO7IPO0nt05HvXjukzX/AI8kn1lZJJp4bN1uoFViEQ7vl9APmz9QK7z9pbV7pvEX26CRfI1BmYxoSQgDbScAdMZOfw9KzdD8OjTPLutO17+ztPvTl5MYjmypHzY69OlAHOaV4c/stY4YJhOEhLqZlwFYAbQT64UDP1rqfC0Ta9BYeYAJ7W+E9xEwIDBSMY9sbvauOl8ZLY6iLWwJngW68i5cDAPJXODyOmQOvIra+E3ijX/Dviq78yG0ZI4jFDHOQTIxB6eo6UAfpx/wSl0DwP8AEbRtU8A/Enw7pdxqOj3Kar4U1lrQSS2BOPMijfrhgBwK+Ov2yfCUt38dPE1jpdnIZrXWZ3uhlguEOUAzz0x+vrX2V/wSv8W/FHVLOfxJYaDpH2O2UWrG2svL8qQAkjcMDOBz3Jr5v/b0+Jd/on7RnjR/FfgS2huklimnl0+NlZ4mBGXHQ9Dz9KAPlvxTFDb208q6Wsa3jq8sUqkqFxnjPIOc9OuBWL470aCfR7PVLa6jguki2Soi5MgBQqGOMAfK5xn09ag8WfEnSF8RNavbXUMIidI45V3Kx6+vHU0221hfEPh621nTVWa1ljMc6kkmJkAOSPTDDnNAG18FfHd34BWS2tbiEST3KwxpcW3mrFG393+6Mc/h717b8I/H+o/Dn4y6N8VG1MSlLwSOWXy0cYGVz0wQWX/gNfNE91HpNm2px3DIY4dpgCZG5ehHtgGvYvg3q9x8StDg8Pacd7R2qmMMBksGIOPzNAH6D/HX9pu9fwBpmu+FL4Cxmh+26Vch/wB4IxkTQOe7J8rA9wfbJ/P3/grp4d8K/tq/sYTftUeF4IU+IXwxaD/hKbaMYfUtJMqxmbpl/LLhieyqx9K9f+Nvi6x+Fv7PGg+G9T1EtqESTSxWo+bbG/ynntzXlf7MngLWfizq+reFJIGOleJNBvLO+iZcI8MsTod3tn+VAH4pfErR30vWYbjc7xXtqlxbyN/FGw+X8ex+lc7X0L8UPAF58OdDOga1BJ/avhPXL7Qr1CnzPCcmIkd8np9a+fJoZbeVoJ4mR0OGRxgg+hFADaKKKACiiigAooooAKKKKACiiigAooooA1/AlhJqvi2x0yJcm4nCEexPP6Zr9ZvgN4J1n4X/AAgS68LlIZHkCXSoQrSEKOT6joPwr82v2MPBB8cfHHTrPy9/lnbHH3eST92gH4t+lfuF8TP2GL7xF8N9N1H4T+IY5LmCwX+07B5NrLKB8zDB6bgfwFAHgd78ZdZ1h7bQPEmmRJ9mlXbctGBg5H8uOa+xP2SfHnhk+DvEuo6zI13bRaa9nFFGmWkZkw7qOnAwM18TeMfgd8WvB9z/AMVZ4cuXRW2PLEMqoJU5z9BXd/s4/G8+FNL1XwzqV4CJI3KDfhg4Bx9c96AOS+JkttJ4gaKKGX7MJpVgMvJC54BH5Vi+IdSs9U0bTbSfVJTb2Q228MLAJu3ZJPJycgc+1VvHXiljrjSZlaFpDJHsziNiwOG5571z3gHxnDYa/BrOpJbyW9mrMiSKDGW2tjI+uKAM3x5cTW1g0GkusMhlR2cY3Af4mneCNUnfxAt/ezyXDmIBXdsKhz1A7nn9K2Ne8PRXvhqbxGuo293eSMzAyNnBznBA6Y/xrl/BaXlrfqdbMpgnciKZEGEGemeg5A/OgD9c/wDgmX4zuLH9kq68FaJqDJKfFj3Us6nBYY3Esfqf1r51/wCCtniSeX49nXtC1F1u5PDkVtqJiQFbjJBBYEckY6+9e0/8El9HgufgDd2WmSrKo1i4DT8u0m4AKRn2Ar5v/wCCncniDwd+0brdnZXFtMl1pNrsjcfOpZQW256dx160AfJC3st7qV3ea5ZeZJCrmLA+XccA59eOMe9XNC8Or4n0xdI0GWfzd5VILaXaC7AA4BOBwMZrBAv7XxDdWl3AY47iVkkdU+bttb69BxXQ6BY3fhW5j1aASwAkuXjUbyQvHTnkgjj3oA6vWdO0vUvBlz4Ymt1i1CG5LxPAwaN4yg3Bc/MGByCCcewxk+ifsXwx6F8QdIZDmOHVVfCnqjBlZD6DDZxXivgvWrqfXlit9vkNLK+XY7wzZzz7V9Ifsd/D7UvFPiltQtriO1jijLbnHEbkZViO4GDQBy37Y8evaH8SLTTvFblLab7Q9uOQBBJOzBfwwCPqK0/hv+1zrPgCWw0P4ZabZItukdvIzrhnXdllOPqffmsz9un4uSfFXx7baFf2NlLcaDGbFrvTgQLrYxG/Hviov2eb34UeCNY/tbVfDBu5C6FUnGNpK9T9KAPmz/gsH8KRp/iG/wDjboei/ZrLxjponu7aIcQ3sRDbx7YZh74zX5vu7SMXdiSTkk96/dL/AIK+eBdG8Qfsl6F8VtFWJNOXV4YJMLjas6OBn0A2nP4V+GWoQfZr+e3C48uVlAPbBoAhooooAKKKKACiiigAooooAKKKKACiiigD6z/4Ix+Ch4y/bHju5o98Ph3w3fa08RHDvCojiH/fyZD+FfrKtz8Rbg2GveF9Ylt4tRtN6YkIDjqf61+ZP/BBewur/wDas8QwWuqW0IfwJfCaGWImSVAUPyNuGzD7Mkhsjjg81+k+vfDT413PhmCx8I3AEELlrTzJ1UqM9Bk9KAKHiPxB8T9JhSDXtOu5YXbDM0ZZXJG7j14Ir5u+N8R0nxSutaPZHT5Jp1Z0A27uM/qa971C2/bL8LaUlt4itbx9ODYidQJExn/ZyOleOftLx6te3MOqa4wFzhA4XKHoRyOMdaAPNdZ8ZarqElxOYSyOgecAcYA4x/jWDp08+sTrp+nxLGk5XcAcdcDk19EfsSfsxav8eLvV7u3SXyNMtnZ5ZuYyPQkg544HBrrv2gf2EYfhN4usraedLK01Kwiaxu1jykbleVk25Iycc4wKAPmjUPD7aOqabpl1NdSbv3qk5C5UfKD3ro9GnutNWO3l02VbcxhgjgbT6nGPau6179lz4k6Lb+c2hSGFTuS4tZ90cn+0CD6Zr2n9kj9i7QvjfdjXNb8TTzLpg/0rQXQlyxBA3/7I646H16ggHo37J3jW08AfAiz0nQrqS1nnuxOZIHI8wPg9v514p+36l74r+JVt4seKS5E+nokhfJYsjkZyT719Oa5+yx8APhtPo/gC78Z3OjXd3OFaG1uSyQHcCdxLfKpPQds46Djjv2nf2RPAo+03WmfGGPUNctdOj+yx3eqxxWsSB8lSzYBLZJLE9RwAKAPz/uL2TRNQN61s822QFDIm4nB7+mK1LjxPe6Wsd7lBI6kkPggd/evQfEXgK2gjfTbgG4topALq4iQMs5B5CkdRyeR1rmPGml2tz5Yhs4lRJdkcJiPzKSAR7/yoA5bR9RgjeXVbqGOC8nnwrRD5VySScepBr6W/Z5+JHg3wh8Gde8Sa7rYgvbKd4jEXw7qVG0DJ5Br5kTQDHM1ta24VWJAVR0PGMe3Ws3V7rUA0ujzXW8QzjYZDwT2P5Dp70AdjdauviDxhN4mKALPNlOBlMnOf0rVTxlc2epC8e1DSRHrjaH55yP0rn9MsJ9E05JYyJSEVi+fmYkZ6Z/StPSL+HUdNV7q0SPzW5kftzQBH+2b8UPGfxS+AV34Ul1gwaPp/hW7mm05V+WV45xNGw9w5bn396/J2++1m8la+iZJmctIrR7CCeemBjr0r9WP2ibOw039nrxFfWMLTCPwhqLyzKCVTG3C5x7V+W/jieS58Yam8z7mW9kQtnrtO3+lAGVRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH07/wAEg/iLbfD/APbi8PWN3ceWniewvNBjO1junuI8QLx0zOsQz0AyTX66eHPh58TY/Dd54r8f+N4tE0S2u2trd7yY7pG/uoOpHv2zX4K/BX4k33wd+Lnhv4qaYGM/h/Wre/RUxuby5AxAz3IBH41+6/7Vfi7xX+0jo/hHxj8KLGTVvC+v6Hb6jpv9mYki3SIC64X+IMSpHUEYPNAHK3Xxy8TfDLWZLXwx8RLq4tSzDyZp90brjK8ZODnjr3rxn4y/Fl/i3fTTa4IjMsW1pY0Cq5Bxg475PXjpW/qX7PfxYupSdX8FalasIvmFxAUbd6gN14rz678MyeHdffw9PaFTHgk8ZLZyP5fpQB+mX/BFDwNJo37Osfiqw02D7LrGs3KX1zLal1VUCBVOBhRkt19K+ov2yf2NbP47/CN7fRBaW/iKwiZrE5CC4H9z26jGa8w/4Iyanb2P7DGm+GbVVAk129kuAfRZSvPtwa+gfjz8WtO+HHw51HxNeXZjt7Gyfc8jjlj90/mP0oA/Enxd4t+J3wF8aXXhubXtWs7uwldLqzdy0aODjjkjjNe6/seftt3qfEW08NeKiLG6mAij1/TIkiuSTztcEFbg9AEYDcTjcK88+OXiux+Mt9qGp3sccMEjM9m0fzS3DsTyxHQVwPhzwzJpdi9tpkYiuQ0b2zAgNHtPDA/UDmgD7n+MvjHxx4pv/GHw28QeFYpvEFxJD/Zs9vYiJism0b3AJCkg7gAcc8V9C+KdP+EvwZ+Ax0PxlqllpmmpoUVrIHMJLyqvzMztlixbnGa8r/ZutrfxH49s/jx8RPHth5aeBorG80u/Ko7XML5SYMfv5QsMdeBXyL+3H8QLj4ufFK4lttTnfRYJHijiZmFu+c8Kp4bjbzjgqMdBQBL8cU+F+kavOug/EInSpsOLqCBZTcA8ARgnAxg8kfT1ql8E/AXgnxBraT6Va3l5BNcCOb+0trF0/i28YXoegrxbW5fFFmLWSTTLmezgt47azZ4+F2gA4LfewAPpX2x/wSn8N/D74keFYbbWYftWsaRdOlzCWzkEsVJHcAHn1xQB5h+05+yVpvw8EnjXw5ps9vp07D+zra5TDEEAF1z/AAgnGa+MvFWiw2WutLKkgAn+dS/UZ61+3v7bXwivvH3wrkvBbSpNp0WYbgxBEaMcnj04H4ivxf8AiDZtceIdQaHaI1uWz82M4ODz+fFAGpodraatpKxQpideFZjgEflz6VLB4S17UJ1juj5SB9yDr8v0rkPCfiTUtPc6a+oRCQAFMDdj3/A/zr0PwboGo68sl1c+LYIIfu7WkVS2Mnrn3oAoftCXttp/7Jvjvw5bonPhube+cknKr/WvyQvrl7y9mvJPvSys7fUnNfqj+2xc2PgT9jfx3fWusRre6h9h0yyumYFF33sDSY9cxLIPxzX5U9aACiiigAooooAKKKKACiiigAooooAKKKKACv08/wCCfn7UXim4/YP0D4ceDdUmgm8B6nqFvOluGUgXFw93Gcjglmmm57bFFfmHX1J/wS3+NQ8AfEzXPhpeXcQtvF+kNDFFcgbDcxsrR7cn75G8Adzgd6APte9/aK+JOswOdZ8WXTyrAY4hM7YTd398Z4rzC91DU7vUEv5NSlnuQ/zyF+cZ7nuR/Wuvh0mbXpJEnSP5C6svCnG75cVT8U+AYxYG/wBMZ1EQUnaRnk4H60Afo5/wQu+LlkfhL4m+EerP5t3pOuHUbHcTu+zzBt6j2Dgn/gdezf8ABW3xHcL+x5r+q+HCFEerWIk2LjMRfY3TsC2a/M39gL4/N+z/APHnTPE95fbdPvJPsWqqW+Von43H0w2DX6u/GrwdZ/tF/s4az8OoEjkOqaa72rrzvkABT9aAPx78K65pGg6/cHx1PeSpAHdDDz5n3mQZPCjGOf0PSvU/DV/4B8baBBd6Zpe26inLXYuZgXNuv3fLIVcjnJXGeM5Oa4TSoI7Jrrw9rfhuG41HS3e2uIWB3zFGKgFR7AfhV7XLHxxoWtW2sW+gRQ28EamG2hClYgOoxkk/jQB698Xv2hrr4MPo/wAOtBs7cajfJjTy8zo/lODgNhsMBkdRXjd9psmo+Lhpp1ZDFEhczb2273JOfU9Dj8K5L4maZ438c/tLeHvE3inUJrldH0ZpSrvygkOI1PpjsPSuv/sPxAmlTajeCKFFDO8hlUbUHGRk5OPSgDvvC6+H/EvhxPDHiGa3VskW7k4ZJTxuP1wfzruf2BvH8/7P37X+m2BeGfS9Uu1sb5IxwHI+VvqCR+BrwOxmuo7e01GN7ieXYMv5hUZzkDjjpk17d8APBenx+PtF8aLhGW6SaFN27Djnkk9e9AH6VftNfFTTL74JeJ9cnnzFBaOIYwAFHGMV+FPj7Up77Xb1oU3iSVy0aJwcsen4V+gn7ev7RUnhn4N3PgDSLw/aNWcl2VvuwqMn8CeK/OvSNTMVjLqcjZkkdmBIJOBkD+poAoaRo6W959ouoShBwWIPPGcV3mmaDqegBb+3l861lYYZR0GM4NYFtem+tGOp22GwG+QcjOCP6V6h+z9Yx6vd32j67ckaYtm9zcTScCJUG52yemAOvtQB8g/8FX/jJbWXgrwx8BLKKYXN2TrepS4Xyym54Y065yGjc9McjmvhivVP20/i9afG39pDxH4z0i7kl0uO5FnpAdshbeEbAV9AzB5Mesh9a8roAKKKKACiiigAooooAKKKKACiiigAooooAKv+FfEmp+DvE2n+LNFnMd5pl7FdWsinBWSNgyn8wKoUUAfrV8G9V8L/ALQ3w10740eCtShtLbUYlh1W23/Lp94v+sjPcLu+Zf8AZI64yek8d+GfCnhHT1in8Vrfz3lsRi2B8tD+PX61+bv7FP7U+rfs7+N59J1cS3nhPXQE17Tlk5UKCVniBOBIv/jw+X0I+79em03xlpFh4v8ABOvxap4f1CDdpmp22SjqDgqQeVYEYKnkHINAHGWxnt5zM0hWFZjtx3B//XX6qf8ABJ/9pyXx/wCBU8G+JL83GoaEnkgu2Wki6K3vx/KvzB1TRbzUxFZWcW1UAYsq9/b/AD2r0z9mb40+Iv2dPiWmtQQP8qCO4gJ2iVM5WgD0D/goJo8Hw4/bF8Yz+HDHBb6m0U4jUgBJHGT9Dnn8a5rR/A3i3w54MT4kavY3LwXUYa3llugY17HdGy5zzkc9RVLxbPr/AO03481b4gX3iCzg1WbU2e3tL2bb5sanACnp26HHWrXiHUPiVrGuWvhzxsJtOgjeNPJkXbEyAjDAdxjuPQ0Ac/rAk0/xaz3GpmSS6tYNxk6nAcgZPoW5/CjxFr8MesNdmaOdJVHmRDAXIxhRis74hzWcviAw6tC3kLdMsU0YwWTcRn6cfyqpqzaf4e1AR6Xc+bEx/dSN8pGQDn68/pQB0GiS+Kdbu4bOzkePLjMO3+Ic/UDGOK+ovh7DH8PvDMWqa0Ui8qIsvnIBtIXrz9T+VeI/CnxB4U8LaAPF2uTbpXICx7AWbIyW+tc18c/2hdf8ZQtb2FyYLGKP5FD8t14P5c/UUAM/aQ+L158Qtdn1lp2mhgDRRqDkCMdPoc5OK8i07X4rawe1k07eS6+UinOM47VmXfim71GcFfljJAfg45NdZonh+0ltItWtHR3yGwW6Ywc/hmgDovAmrSvF/pPhtLsyD53fjaQeB/LmvLv+ChH7aOk/Br4TT/s/fDKSOPxb4ogI8QXFu/OlacSCIycf62Y/w5yqISRiRTXf+OPi7ovwO8CnxdqEIub+9ZoPD+kr9+9uAOvsi5yzdAPrX5ifF3xb4o8dfEzW/FvjPU0vNUvr95Lu4ifchboAp/ugAKPYCgDnCcnNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV7Z+y3+2Nr/wCz3MulajZyapoMsq/bNEGFSRMnc6t/BKM8Ng56EV4nRQB+r/ws/bN/Yr8fWSaZ8I7u9bxDdyL/AMSfxFbCGYMRkiIglZcYPTnjOKi+IXiGxufEMeoSSgTAlXG4YK46V+VmmalqGjajBq+lXklvdWsyy288TYaN1OVYHsQQDX1f8Gf25vBGqaFDpvxd064HiKS+EUd3b2a/Y3iOArufM3IwJOQFI4BzzgAH3P8ABDwX8MfiD4fm0/xN4ku9F1SGMyWOp2nzLuJ4V1PH5EGtseJ/FWi3b+C/HEdlq9tpFrLNaag3DKgH38+h4/GvK/hbrNn4SLXt+Fulu2D/AGWOTiTgYIP8J5OR7CvNv+Civ7bWieFdMtfgz8ENLltrmaJZtd1O5/14Bzm3HYKOR78UAd5rsd9dyG8s9VLxM28CTJ3DJOP1o0GKw8RPHe69qyJBa5fYud24dB/9avJ/g18YLL4i/CxUutQWDVLS3AuLczgupwAH25zg546dPpXc6LaX0WmQPqV8IzcKSWK53IMHPseSM/jQB08WuXHiC4k3bYrCEFUiB271UYG3HQnvXL+LtZtr3VFtLWFvIjcKd3IyBz+GCa09OhmuLF3LyxQxE+SwTHygZyPX/wCvVXwpa3Wp69tbQv3qxs3khS3mEdx+hxQBlLp0Pn2ty0BS3WUb4mHzMRjnB961fiv8Rfhd8EPBlp4ll1KWbU79ymm6CzYe5bcMu7dI4hg5PJ9BWF8S/wBoD4M/A26kb4r30WoeI43ZLTwvZThWQ8bRcuP9QvIJz85HQDO6vir9o7406v8AFLxvdaze6zBdyygDNihW1gjKhlihyc4XJUk9SCaANr9p/wDaPuPivqaTLqt1c6sshS7v4mMNvaQqHQWdrGDxD8xZnPzSNgmvF+vWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAmstS1HTZBNp1/NbuDkPBKUP5g1NdeINevr3+0b7Wrue44/fz3DO/HuTmqdFAGvpHj3xhoPiRfF2k6/cQ6irKxuAwO/bjAYHhhwOCCOK918Bft76vJEtr8YNMnvTDGRDe6RFHG7nsrxkqoHJ5GOvQ1850UAfXeg/8FTY/CMkT6X8CrXU0VGSSHXNXd1UHoU8tFxzyc5/rXk3xO/bo/aD+It/dvp/in/hG7G6CqdP8OL9nAUE8eaP3vIOCNwDDqK8dooAdJLJM5kmkZ2PVmOSabRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z"
图片主要器官是什么?
大脑
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"
图中最大的器官是什么?
大脑
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"
图片中包含脑吗?
包含
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"
图片中包含哪些疾病?
脑水肿
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"
大脑是异常的吗?
是
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"
异常病变在哪个位置?
右下角
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这张图片的拍摄是通过核磁共振吗?
是的
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这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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tZ79B0a8EyAmRQCw2/lQB5WlzczRb4iWdAQABz+NeffHDVfB2n6Ummnwzcza5eMkTTm/wtup/hWILhyxI5J4r03VdJn8KC4nvrQO8MbNJEx2nA6Bh1H9a5ax+Clz4q1WP4yfEjxdbaRp9vexTJCtuZHKgg/Ko6HHAFAHz78dfCGq6P8I7VNUsxDLpuqANGVIK7xXWfsg3huPhs9krsTa6g6FS2eTzmu/+O+teFvGevnUo9GFvourazD9lt7kjd5YYL5jgdSx59qxfgj4U8LeGL7xVBpHiMTbPEBjayS0ZfKQfxknt2FAHfpuOJADgfe/LpWfqECSy75CBj+8fT+dadyLddqSTB1BygiJP/wBfNZl2yTZU5VT/ABZyT7DHegDL1QXjQMtj/F0HcD+Vcuuj6h55muWAV8hAvVevJNddJHGJJFF02cdHGOP61h66l1LE9xbS8wRFwrL1OcADHegD4Y/4KSa3Jqnxh0TTrz7Y02meF4raKS4nBjFv9ondERduVwzykncQd4AC7SW+eK+sP+ClHhi+Om+G/FYeP7Pb3c9s67ju3TRxuuBjGB5Mmec8r17fJ9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX3n+wpoUXgb4AaexJ+169dz6hLHLKmF3FYoyMdF8uNWwcnLN06D4Mr9Dv2V/C1hYfB7wprt63mmfQoHiWQZERxjj8qAPYbCzbRraO8MMp80kpM/Hmk9ce1dT4X+FfjzxJHF4rl0oQ6JE5VpLkFIp2/uKwOTx6VleBfA/jb4peKLTw34M0a4v765kWG2jgQszE8AdOBX2P8V/2SfiF+zD8FtG1P8AaC1aKOKIKtjpVrNlY5XwSHIAy2KAPn/TPD2gx39xNeX9ppttDEVhSxt8iPA4C56sfUmvXP8Agnh+0b4b/ZQ+Lt34x8TaNBfWl3CYknvoizQ8/fBwRmuB+OuofCi5g0TTvhWJH/cmXUpcMNp7glhjrVLw7r/hiXQDofiPSwtxHEwt5Irld8rHpkHpQB+lHjf/AIKj/sx+MJLTQtI0pr2/vzukMFrlU+p9a2fH+peED8PobXw94D1MS68UMV1awhTEhHzktjIHpX5n/s/ePfF3wf8AiBD440/4c6bqzRnEcerzGNAB6MM19o/DX/goT4h+N3iSy8I+Mo/DPhTS7WNg8VjO8jyyDoN7jgZ9KAPCf2uIfhd8Ki/h7w14ReO7uVVr2e+cStM3Y/MM184+K/Ft/rWlw6U8QS0V8iNUA2t2x7V7D+1P8PviJ49+MXiDx3fmW/hJBhn83f8Auh0AA6CvFLnRJrUrDMFPVgAw/L2oA8k/aYnvvD/hW01S0cyRQXMYETKSB82ccetdQPF3w81H4m6PP4F0lNNttU8Oxbre4s3S4urlOZZZ3dvn5OF2jGO5rO/aX0tdR+DOsSqpL20IljKnoFPbFeLeCfExj1jw78SdP0u6mmt76O11W8knLiKIrtChf4VOepoA+l9QuGgmJkYFUb5RHhfwzUPniOFpZMIxB2IF7465pL62/eI9u5CEc4H8zn0NJ5aND5ZdcHIU9qAKMl3JgJIw5GV3J2+tV72FVjecSN85AIB4C+nvmrbLAyeWXkyp/d/P1I/pVPVZJY4m8yaMg9VRgWT3I60AfOX/AAUQ8KvrPwMuNWNwIf7G1S2uxH5e7zVLNb7Qc/L/AK8Nnn7mMc5HwlX6SftOeFrP4hfAbxfpc8b2yW/h+61FZ0lZndrRRcqjAggBjEAenGenWvzboAKKKKACiiigAooooAKKKKACiiigAooooAK/S/8AZ60bUY/gR4Jsxb5ZvDNhKMdRFJEGz+tfmhX6efs4Xc118E/CEqzhlXwbpkYwPu4t1XHPfIPSgD7s/YF8efDX9mnwzL8Xddto31R5TBYSTHPlr3bHrX0P4rtp/wDgqHYSeG9R1ub+yvBkouZ7iwbCzyvjt6heBX5t6Nq1xJPDp9z5ktrFlhCc7QxGM19gf8E2P2u1/Zmt/FuhL4du7y81vy3sYokBQoo/i9D7mgCl+1l+xWP2cPiNp58L6bcXugpYxS3dw6mRhu5w/OBXl0nhLRri7v8AU7WdbMOu6Auu4NjnAA9ule2fHT4geMf2hp73xp4z1SWzV2CQWSzsIYhnHIGA5ryJ9FsNG23NvPNPKJWjlcyfKp6BVX+tAGp4O/sexsW1O0sJ7ix3rC8FwxH74jJOM1a8VN4VXTF1W1thHcIGAjTAPHfI961vg7oNlrniK2tbvUQlu10DeRqTgDod2O9dT+154N8P+CLG20jwNPFcWoQpLJHz5MjDIHvnNAGT4P1s6T+yrffEDxBOGu9TvXigldiWdF+XA9q+eraTdfz32qwTRxW9qxnOerN90e2a9S+Nd5e+EvhPp3wmnuIxcW2mCV4OmGlIYt9RXj+teJl1jV73cFNq0kbRrGQQSsYX5j9aAOc8T6S2ueEtS0d5VZLy1kjRWOVJYcc18SahH4g8NX9z4cW4mgYzCK4jR/lfaeM46196SCW/jSGQJ8q4CKoAH0ryvWv2ZvC194ufxNHKzPI+9YNgChu9AHZ+C5rvU/CGmXl/+7mewQNgdSFwa0ViNvbjEO9lBxvHGfpVrRdOj0zS4LFRuESbeMjb9ahkYB2IkPzFgGY4AoAoXjXLsHuWUs4yAEC4/KsnWZrS0jFu0QzIcF85Off0rVlMYky+VYdST/LmsjXILbUI9jSEAAnI5IoA81/aL1lB8GPFzptgA8L6hAMSY3k27ggDqa/Nav0W/av1KXQvgT4s1S00t76abRpLeSONNrBJSsJkOAeEV2kPGMIckdR+dNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6FfsWeKfEHjD9l/SvEen6c8kOgXB0XULmKJljglX5okJbgsYWjbg4yxxjGB+etfSv7IH7S3wv8Ahp4WsPhvrcmo6ZPf6xK+r3M82/T5t3liC4ILfu5F5RsrsCIH35YgAH6H/AP4e6v8TvEUWkC4jQQxKVXH8J5wfUnvmvWpL5fg78UJ7g2T/wBm3dqLWeeKIkRv0UjHQZ4ry79l3xeuh/Em2VbgW0bKI5Jd3BPavaPFfxC0STxnqPgDVLKK5a40aSWYg7fs+3lG54Yk+h4oA7aW+XXfD6WeoaQos7WIySsJOWB+7hfUGuLsPCGr+K9Tng8KxqLeyfdczyoNpc/w49a6rwh8QNI8QfCPSbzw9o6XWrXsYs2h3Bsyg4yc9PXNdd4H074Y+BtBtfhMPEAvta1C6+06vLbureSxPzDcORjpQB4R4s1jxR4Lt0060sp4JQWeWVA2JGB7egrtfDPxP0nxj4a8P2HiGRJHl1JJbqCWT5mMfPPcDivoT9oLxP8AA3wb8O0/4R3wa/iLVltVIt4owVjC/wATk9B618tftDNbaUfC3i6P4aR+HLq9haab7DcK8MqnoMDOG9RQBzv7U13ea54vufHaQybbuEbSowIiOMEemBXjvhowPZLPNdAb2JLHODz0xXsHj/4q2d38NJ/DNvZo9zczCNZgOVQ9setfP+mLe6VYyRXQB23EiIrjhQDx75oA7qPWYFkULukZRy/GBVhntlTfGgz1O08H8RXOaXK9wogS0KMSCJC+R7nFbwudqGEMGJHzE96ACWdsFyu1z95RzmqU6uoaZWQ5P3ASMf4VLNMsimFFBIHDZztqlfyzRDZG2TztVjwTQBk6/cXVvJgzeXHtJD7dwB7Z/wAa5xNbvbq5FneWrrKwIi3qMN7g9CK0dV8TX9h/r7Quj8SBx0+h9Kyb/U9HNt56RpGChZhk/KB1NAHl/wC1Vq3inw18KfFn/CbeBtSj0mbw+x07U49hjujMwt4nU7hlFmkXd7A4B6V+ftfYP/BSnxd4d0TwF4T+EyuLrXdRnHiC/k8xiNPtAkkNrbrkYO/fM7AEFdi8HcDXx9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfpd+xv8Vl8ZfBjQvFNnqElzeWNgltfyzTq8wuYFCOZPmY7mwJBu+Yq6tjmvTvDeva74znvNca/mZ5WEXnSNtJYtg49BX52fsW/H6z+D/jiXw/4s1aW30HWtqzyhzttrgHCSnJwqkEhjjsucBa++PCVw2iWUenFrdgct50E3mRyEnIZW6Hg9qAPXNF1HVPC3n2Wg64UktVXDrKdikjk5B6+9RfCHxR4q0H4n6Jqi6isksl+ryQ787lLfxH3rL8Knw/q/g+8eGUjUbMbniJ4kT1HrWj8JrS0h8a+GrxnLz3WsJbxxMoCBieP09aAPvH/hPNL+Hfhb4leOIfANtq7qlj/xLZUG5VdeSoP8OfSvj34heL9U1PSUTxBZoiapvktLRZc/ZsNn5R/D6V6r/wAFFtV8eeBvFOm67oevLBZ6rpSWt1HZttWXyh/Evc18nQeNp9U1e5a9uvOeyRPMVsny0fHPsMkUAW9SmnS1Z7gh9kqlQCMjB/SqF1ZR3F3KXiXb5pby3U4BPYn9amvJIZXDXAAjklBcs/Bwc4zVfVNRa5NxfWka7JGLjYcjpQBct7mCNja24BJX5nxyMUtzfx24UrMqGQ4LSsAq+5NZNldmz0430sgZjySTjP0o1C4F9pizxMCCMkA5JP8A9agDRa9DwLcSMSVBB2/xehqC9upJLAyhSHIwMnkVjxahJqFv5dtKflGFMZyMCk1vUbix0+Ndrb1UtKYhycdePWgCjrXiCBbZzfPuj3bMCLHPQdffivI/ib8f/h38J7+7T4jwm80aW4iWTTLSJTfS3EZDeXCxZQqjIMhYgYIGdzKDm/tM/tZ+AfA3g250zSdQjvvE9woSy0+2PFm/DCac9UwCCF+8xIxgZZfhzXdd1jxPrFz4g8QajLd3t3KZLm5nbLOx7n/DoBwKANb4sfEjW/i78RtX+I/iE4udVuzJ5eQRDGAEiiBAGQkaogOMkKCea56iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK9n/AGb/ANrvxX8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图像展示的位置是?
头部
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图中脑部增强肿瘤在哪里?
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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图中异常是高密度还是低密度?
高密度
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拍这样的图像会对身体造成多大的伤害?
没有
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XsPmWcsSiN5Gxkopy+fUYrp7m11KC5F3ekom/KKSDv+gOOK19Ns4fFGj2/ga2vYxc6jFO7tPgIgHHlgcgEjoaAPy6/a01G51HxhoLXGoC5EXhlI433Z2qLy6O0+hyT+deVV7h+1r8NJPAupajpd1pyG60vWzD50cZBjt33sAcfw7ivXoTxjcc+H0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfQP/AATP+Hd343/am0nW7m2d9F8NRtqmu7kbyXhjIKxSMOBufaQD1Ke2R+it9qWp+Jdfv9bv2A/tW9edFQD9yHOQoA7AYGa+Y/8Aglv8O9W8DfAnxZ8Tjq+s2c/j8P4e/s37WgsLvTYpLe4a4aILuMwljaNHLDCPKAvz5r6U0nzNJZVEWQuAy4yWA4HNAD4/D0mnXkjEsVlQEMnIJB6njj866DRLSGzuBcxWfJABC5OW9vao7TU7UKr/AGrCYwQ3GTnNdDYzxFUkKIV2AtsHT/GgDWi3RhZbfJ24YEucA+lSax4it9Dja41RSE+0RgMqjCq44Jz2zUKKJIlKDr3GcAVzfxrvFtPBerXBC86RuUEnhomz0xgfnQBr+ONAutb0S6Wwv2iZoiQRyNwOQePpVr4beK9Z8QQHGo3Vr57rmKGUqUdRtyuPXFZnwp8Rr4x8CabqBXzGltkLBj97irmh6Xa6FevPaSmMNK2I8cfMeef8KAPWPiR4b01PCpuLzSrq+uNWtRFAsbkiaVeoZsYT65rx/wANPf2OszQX2ntZxOm0W8D4VQOOp+99a9v8J/HmPTfCx8JeJ/Dllq1qrCS3aQFHhcdGBHevMPij8QbzxV4jkvdTtSFwVtkVQNqdulAHFeIrm71C7ZNmdjkRl+VUDuR3rNi8iW2Ub0QlSNoQg4H9PrWzHbhpVjZFdiGYAjOMj1rIazt40+dGDKegbnOemO4oASDQbnUngt4bryIl5k3AYy3p7VV1m31qykSx0ySF2VhGWnG4MM9BitTTrie0R0eIvtB2OxwVHYc1ce+nMYm8ldsanc5UfOfTpQBz19o3kw/2jrcIRkUqkG7lie9Yl5DdQQJqttbCNYX6I3O7tiugazuvEEhvbxwYsjyouRwD0HXBqnrcMMiJbpKrC4BJVIziIZ43EHk0AfHP7QX/AAlWj+On+IlnYadfahFDcTPo2t24nTUUjU5R4ekqMp2lDywJA618YXNtcWdxJaXcDxSxOUlikUqyMDggg8gg8Yr9B/27PDeir8MdD8V26NFf6brzW09yR8skUoI59RXwF4k3jxFfiRiW+2y7iepO80AUqKKKACiiigAooooAKKKKACiiigAooooA/Ur4D6Hc/DL9mH4YeCYtXTUbiXwjDrNxKY9pj/tBmu44uWJzHFKiZzyEBwM4Hpegw6hcaZJJfDLFUELgZOc8nI7VxHhPQbPRtHstP0jVtSu9M03R9PsdMbUSjSxW9vaRQRxsY1QMQiDJwATnAHSuz8La/HaqsVxKrgnAjCgY59ulABrlnf6PDDaQh5hPOMnH3F7nOOa7Hw/cie282GVDnJVW5yQMDHSmWQsNWtVdWRPlPGOh71chs3tLUGBSTtB/dKSAPr60AW9N2MxNxnPYAYyO9c/8eLhW+HeqyRwxuq2UgBd/uk8cetbfn+aiywxvlWON3Tb35FZfxFsDrHgnULRIlljMGWBfJJPagDk/2W7m8t/AkEVxJ8oixGjMAFHavQL/AMR6bFfDTZ70xSFkdj5e5QpOAOPU1wn7PnhrUbLTFW5ICByy5U54PArs/HOl3cESa1pMaNPAjJh0GGQjIx7g9KAOg0qWSYLbyO25S3GOuD1o8R2nmW7SzgySIwYFV7e3rWZ4ZfWLbRNMvr9XZ7y33SPJ03g84/8Ar1uz2sd7as4G4g5OwZ69aAMCHRVa9M08w5TYFU8gdefSs278K3Uruq24WMHcCjnJP+FdTpd3YvIqi0WM2/EhPzGQnufT6VBqUyGbBUp5mWGDyRigDDsvDyrJvnzgsN7yHqAO3pU8+mQRWzIvCsdyZOcj1FXhFNMSGUgIoMZOR/SmXjnZ5qqCVzgHgH2zQBgXbJbukMfyrnD8D5j9P61hmOae12yK6BdwZgpYKD06V0VzpbOxurg+WTgff4Jz+dZWr+dbQFrO0Vh5YWU4A6Z7AZNAHnPxn8HWHxA+A/jjwXJpC3stjoTarayMwBRrch2KA8tgdhzX5ZeOrBYNa/teK9tpotWV72AW2/ESPLIAjb1B3DaemRgjnrj9fvAuu2ek/Ei11XxHas+m3dnd2d7B5YG6KW3ZGHPGO9fkH8QsWniu90CEJ5Gk3lxZ2pQdY1uJWBP4sfwxQBiUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+tfwy8ZN498PaR42vbW1hTW/DGlajd29jGyQwTz2UTzJGGLEKshYAEkgAZJ6109p4E024uZpNLvLe4juHTzo3cq2QegZTkZ9q+fv2Zvirb/FbwH4d1Kwzbmy0SCyvrayWCCLz7eMRvmKLiPOAwQBfkZSFUEAe1aTo+rTzvLZtsUMDHtYqT9T3oA9E0bw2mm2okJRAuVEJZ2APcDPLfU1q2Ett5DqBhyQoCSbd34DiuO8Ja7rf9rPo+ozl12gLu5IP1rqWl06SJljukQfdEhOSW+lAFhIRDLG7wKBIMOmQBn14q6dKRrJw8YYuCpZug98dq5jRtcZ799Iv5Q5SPeu47do+prrtPXFuyxzncwBLSAFcenXP40ALomlafZwgQxIp2jDBslh2GB0qtq0kdrEGuZwqnlT53zZzjGMelXri5ttKtmudQv4ggzhdnJXt06muU1/xXZazNEbe3cJb7lWcEYK7Tnr3oA6nxB4o8ON8IfCGl6fqkU2sWF7fjU7O3Id47fcPKd8fdznjPWrFg4utPEgV/lAKDPJJxjgV534S8MeG7DWZdR05GM8yRrfxtGAoAClSpB5zk5rvLfXdItk/dXaqWUbYyOPzoAbDbCDUw2RiVcOgHVs9arahaYuZFVygDgnI4/AVtzWlpHsmtdnKqV3HtWffK10JIreYnecHbnt2oAp2rTKhukK9SpXH+NRXDI8cglZQCu/y2GAPx9aupEqwLbqqsFXdIGwCDWJ4qtLtlzBebEIyzhc/hj60AJeahY25OJI2C9QRkha5TV/ERbzGWXpt8pVXBbk/55qpcazhhb3ihZ41IkUDr/tc1Ru7nUZpETTovmLDazxg4PQde/vQAlrZar4p8SQaWslpauLeZiNTnMS4WJjywDYJ6AY61+S/xX0+TSfil4l0qUYa21+8iYbs8rO469+lfqzdaxpPgrV21bX9SW2stOs5rzXL+WKSXybaJGmncqgZ32xoxwoJPQA9K/J74ga5p3ibx5rfiTR0u1tNQ1e5ubVb+dpZxHJKzqJHd3Z3wRuZmYk5JYnmgDIooooAKKKKACiiigAooooAKKKKACiiigD2X9jn9oNvhD4zHhnxDeomg6tcK00txMwSynCkLKByoDfKjkgcBCWATB/RLwP4gkZ4jPdxyW0iDcQCAvoevNfkRX2/+w38c1+InggeDfE3iBpdd0lthWSYedPb5GyY5AyBu8skFjlQzHMgyAfXlvqXh2z1MvFqKGWRzhMd/qf6V1enz6eljmNxkfdCntXiUuqWPhyU3t5C8s7MAiMCzcHg+1dfp+v3N/YSXdvO+1VBGRgD296AO+0nSLeK6bUm8vdIPlbnOOpHNbdjd2jqLgYYHO3C8Y/KuP0LXNTntlc229AQRGvUeuK6eAwi3JIaPjCnOcfkaAMH4jXVztaGHcQ0GQFOCv51yXhaC3sNOQW07QxBtxZlJ3MeWyc45rp/HGsadpMf2zVg6AqIhIvzA5PykjmsOVIFhcaK0kEe3li2Q57+2M0AN+HPjLWLgz6j4gsUSKK8dLcxY3EHoDk810V/qaXlxDcRmQIo3SBFxtPvziuJ+GSXGmT3l5qUH2mS4vS1zEsWRERwB7ZFeh6Romia0hESNbgtllznn2oA66K4VbG3uIifLaAbWGOV71TnZJC0iqNpT5S3Gw+1TslrblIbfdxANqr/AAjuCKjuHRBiSMyho8Hjv6Ee1AGfqPiK2gCpJfADOERhySOoqtc3mn3S+Yj+YJQdwZSfyp09lbtKZbqH5EUkSDHLHscjrWJqXirTtOuBaSbNqsGKodpP/wBagCtqvhvRLhvMuYXUxtxk8A/41ia/qTWavDp8RCoOZRHuZsdwa0tc8X/atNe5sMMySDdu4Zc9fr9a4Px94pbSfCGteIb+xvbmDStKub++XTI/MmFvBE0spRSQCVjVmySAAMkgAmgD5h/4KTfGzVdJ0Gx+Eej6paE+Jbb7X4hiNoXl+zxTIbcLIw2qGmikLbPnzbqCVViH+M66/wCOXxf1j43/ABDufG+pWjWkHkx22l6Z9redbG1jXakQZ+pPzSOVCq0kkjhV3YHIUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFX/C/ifX/BfiC08U+FtVlstQsZhJa3MJ5RvoeCCCQVIIIJBBBIqhRQB9rfs3ftAfE39qjxPN4c0vwddPPoWlNq/iNNNPmK1lHJBFJKoJ3KPMnX5Pmwv8Rr6e8L+N9O1CwWPwzbfaUD7AydNvua/J7wb4z8V/D3xNaeMvBHiC60vVLFy1rfWcpR0ypVhkdVZWZWU5DKxUggkV91/sm/tg+BfHHh2DwwIo9P8VFJGuNLyVWfaAWkgduHByW8vJkUK+QypvIB9bW/iG00fTEjvo41vJMKIwob5T6mr03iOC3s1HA8xhjB6D6V5r4a0bxTrWojxD4hv447dGBECtuLem4rxx6CpvGnidULt55j8hlKl14Iz6HtQB32vzW89rG01srKEJYMRjmsO4S1sbVpbSAKGjywxjHp+FS6froXw1DcbN7OuQWIxt65PpRp+n3nj/xdpPw50eJnuNWlWO3VQSoViPn452gdTQBl+CYGW2mkeQxtcTtOxOflGcAZHU+1d54Vto7cNclHjU9Q/OffHUVtftQ/BG2/Zq+NE/gq91WO+tTb28tncpEY49zRDK4PIANcNLeajJP/AKdO0Ue35CBgP6AetAHU6r4hjtLczWkYkCfM4cnIJOMdfxrPv9evLvQZZLcSq8RKho3B59qxNda8TwxMLRlklYgDB5HfJ9Kj8M65CNIjjnCMzS4kAJABxzQBDpHjW9ktgbmPZhC7oTkhwccnp0rI13VLXUNVhuIhGskmSqsR82OvFaN5ceHrjUWhjmeKNVJmA+4v+NYXizXvBfhmzl8R6vfxQQWkDSzajqUypHEgHJGegx2oAq+ItQtfC+nXOualq0Vrb2sLXF1dSyDZDGvLOxPAUCvhz9rf9sXxJ4h8Sy+G/hH46ubSya0uLe81XQ9Smge6trmCS3ns2MbKHhlhkdZUJZZFfYQAGDV/22P2tdZ+JGvN4A+HXi9x4YSIPdtZy7WvpWBBWR0OGjCkYQfLljuyQAvzrQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUthf32lX0OqaXey21zbSrLb3FvIUkikUgq6sOVYEAgjkEVFRQB9ofsm/8ABQnTr62Pgn9obxBHY3isf7O8Ri12w3BdgBFcLEoWIru4kACbR820ruf6Us9b8MeNoYNS8OeNfD2sWUsGxJtO1aOXzFyVIyDzhgR7EGvybooA/YzRfGvwH8AwTaV8SPjt4L0S9tFEb6DqfiyzjuRlQ6GSNn3opBU4xyCMda+O/wBuT/goP4kPxWm0n9lv4rz2L2kttNf+PPBs13pNxJdxLPG9tZywzrustskRJMal5oSykoEZ/jeigD3z4Tf8FDP2kdJ+NGm+Pfjr8cfGfjrSJrhbfxJa+KdcuNYllsnZVmeEXc3y3CoN0bh1+ZQrEozq36DeDPiz4X/aW+HFp8VPggLmXw7Z3K2N814hWe1u1hile3kRwu5lWaPJjLpkna7YzX4+1veF/ir8UPA+ntpHgv4ka/o9o85ne10vWJ7eNpSoUuVjYAsQqjPXCgdqAP10sJtRtzNJqaiOPbkhAU3DtuJzTfC3iP4FWiapqfxf+LD6Db2GlT3VnOlp58bzRqSI3II2AjPzHgdTX5aa/wDtb/tKeJvDdt4T1j4y629nalTF5VwIpm2qVG+ZAJJODzvY5PJyRmvOqAPuX4u/8FUPhzb2s9t8F/h/qV9qCSPHBqOv7Y7fbhgJVjRi7DdtIVthKnkqRivl74q/tQ/Fr4v25tPEurpbxSSM9xHp5kjE+4Y2tudvlAJ+UYB3cg4GPO6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
什么样的成像方式被这张图片使用?
核磁共振
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"
这张核磁共振图像用的什么加权方式?
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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"
图中的器官位于身体的哪个部分?
头部
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图中脑部增强肿瘤在哪里?
顶部
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"
图中是什么器官系统?
头部
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图中脑部顶部显示什么疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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"
图中增强型脑肿瘤是什么密度?
高密度
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图片中大脑顶部的疾病会给患者带来什么样的症状?
视力障碍,呕吐,耳鸣,颅内压增高
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"
这张照片是怎么拍的?
核磁共振
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"
这是T1加权的核磁共振图像吗?
是的
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"
这个图像的扫描平面是什么?
横断面
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"
图像中的器官是否存在于盆腔?
不是
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"
图中哪侧的脑叶是异常的,左侧还是右侧?
左侧
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"
这张图像是关于头部吗?
是的
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"
图中脑部左上侧显示什么疾病?
脑水肿,增强型脑肿瘤,非增强型脑肿瘤
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"
图中肿瘤是增强性的吗?
是的
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"
该图像中有多少种异常?
3
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产生图中大脑左上侧疾病的主要病因是什么?
脑胚胎组织发育异常,遗传因素,化学因素
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"
这是什么类型的医学图像?
核磁共振
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"
这张图片展示的是核磁共振的哪种类型?
T1
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"
这是横断面吗?
是的
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图像展示的位置是?
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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"
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,非增强型脑肿瘤
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"
该图像中有多少种异常?
2
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如何治疗这张图片中脑右侧的疾病?
药物治疗,支持治疗,手术治疗
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"
这张图片的拍摄是通过CT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