Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
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Which is larynx in this image?
Black Hollow
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What organ is on the bottom of the image?
Spinal Cord
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Does the picture contain spinal cord?
Yes
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Is there small bowel in this image?
No
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What color does the larynx show in the picture?
Black
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What is the shape of larynx about this patient?
Irregular
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What role does the black hollow tissue play in the human body?
Ventilation, pronunciation
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Which organs/organ in the picture belong to the nervous system?
Spinal Cord
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Does the picture contain the organ that could be used for discharging waste?
No
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Are there organs in the picture that can discharge waste?
No
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Is this a CT scan?
Yes
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What scanning plane does this image belong to?
Transverse Plane
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Do the organs in the image exist in the neck?
Yes
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Which is larynx in this image?
Black Hollow
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Does the spinal cord appear in this image?
Yes
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Is there an esophagus in this image?
No
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Does the humerus head exist in this picture?
No
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What color does the larynx show in the picture?
Black
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What is the shape of larynx about this patient?
Oval
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What is the effect of the black hollow tissue in this picture?
Ventilation, pronunciation
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Which organs/organ in the picture belong to the nervous system?
Spinal Cord
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Are there organs in the picture that can discharge waste?
No
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Do any of the organs in the picture belong to the lymphatic system?
No
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"
What modality is shown in this image?
MRI
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"
What is the mr weighting in this image?
T2
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EGv0U8f2cH7LX7Pmg/Dr9n+F7fwbcW0sq6fAHeG3leRnkT5iSGZsvgk/eoA8n+Ln7aHx++POnN4e8beK7i+jBOI7iNQw6dDjPYVkfA7xJq/w+1eDUbv4eWepRq4cf2nZCVeDnhTwa53Q4/FfibXm1XRdEZ51kzDHFHlmOfQDNfbH7E17pni3QdQ0H4q+EmJs7dWN5PEVaPls9eR2oA80/a18ZeM/Gfgqx8S+HY2t9GlXElraQeXDCwxwQBhRycV8darqB1C6u7yIu23IjRz09/wA6+0v27PjD8LrDwy/wy+GF0+FmZ7iU5UdCNuOp7V8RXN6JVFvbrl1/1jKep6mgC/pGrXEN1DOLuIsQoKI2SPr6Gv19/YE8Y6x4v/Z+0G/11iWjtvJVywIcKMfzFfjJ4eu5DrY007WEjDJHJB+tftF+xrokXw//AGd/DOmxEeU2jrcK2c5847/U/wB6gDn/AI42ej6l8a9F8G6tYRSx6s8Kru6kK24/XkVpft3eNL74X/st63qvhzEJWFLYlF/1cch8sY/MCuY8Y+LbDUP22fC2nXcq7LPQbpmyR8jn51PtTf8AgoT478K6/wDs7654Xh1OKQCxBRAeWkX5wfzUUAfkt4j8U3T3zpFMZZppz8xHGSe9X9Llis7D+ynClZxh+eFOc8fjXOeFNf0TTdW1CXXtI+2xyK625Jw0cmeGHrV/Srhri/jkil8tXfAVm68UAdj4SgS4kj00SlQrkZZOpr2v4Y23hGwJhPie6+25HkQ29q21m937Vznw4+FMmt6QdWeEL5a7s4yTXQ/B/wAM6jd/FbTtM0fTpbhvtqFokXkKHBJ/ACgCf4teN9Q1VY9O0TXbm+VcR3l1IjbQwzlVDjgCuk/Zp8QfCrwr4gTWfHvjfV7ExNG0f9nqWEpBBKsADxXfftU/DOz8N219rCSRpPd3bPNFgAKWHCj14zXlHhHwPoEXhCbxHqgwqBiPlJzjpjFAHnf/AAcU+G7H9p3xB4X/AGqvgf4x1bVtA8N+GV0jW/Dd3biOPSNkryfbYv3pyJfNVHARSvkKSzbgF/KWv2i+H+keHfFN7qPgjxPawSaXrenz2lxa3fIkR0IC4IwDnBBPQ4r8hfjV8OdS+EnxW174datbNDNpWovF5bEZC9V6Eg/KRQBy9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAfp/+xenjn4c/8E9PCGj61bxrb61rWo63YKISkiwSSCCMMSPnBMUkgIyMSqOoIr1HwH8dPHXhCyXRdX0G31TRLpsy6dqMPmwuSCA46bWHZhzmvAP+CPXjjVf2jbS9/Zu+IOts9t4O0r7boD+WCyWbTgPb4VRkLLKXDMSf3u3oqgfp3oul/si+APBS+Gfi39lstOs5FLi+t5Hu7htuMqkB3IOeMnv0oA+aLPxT4O8J/Ee08X/DzT7q1s1mhkS0lly0ZGNykrjIJzzjjNfbFlJovxr8L3XhHwpYizuNb8KGaPUxAEMUnI8t2AG75u55rynQ4P8Agl9488WJa6H4l1y3kMirbQBTBC5JwAfMBY/pXp3j3xZq/gP4eeJviF8H/BM0mnaVaQ2GmO53FljBd5VAOSvvQB+bP7UX7PnxS+DmuyyeOtMu7YPOV+0ujeXJ15VuM5wa8RTULu3trgyIGAJ2kDqe1e0ftKftA/E340TSR+ONauZY0uC0MLyHZGcnoCT2rxDVHWOARJMSoJaZR69qAG6Few6brdreshd9+5wB0PX8a/Vf9kb9puJ/gXbaP4l0pX+yWgSERTgsI1yMHv2GMV+Vfh6wjbT/ALUWJYuSSF+6K9T+GfxC8XxT2fh3TNWkWKRsEbj04oA98+JHxU1HWv2p5vHdjrz2tpcWDRQuufkxlVTpnPTjrXm/7SXxg8TDQR4amvGmuHZ458yfMR2PTitLx3o2oaf49W9dW8tJRcOgbIbdFgH8DzXzvq89/ca7eXN9dSyyI7DfK5JPPvQBx99Z/MbeIsOplkz901p+GtUWV4bBdjGKUHeVxkCqurQPDKSJOJHy2BWhZaJdaUzSTWjnzlUiTb0GetAH3P8ABbSJP+EM0S8tU32+o2e1gEziROG/lXO+I7S4+HPxhtdV8PXssTM6NGQ20ICSpP0Nei/svW0mv/s7W13H1s77arHqodQxI/OqX7QfgUW2g2vi2GAnDmNx3wOh/WgDN/aX+NEvxah0m9eG5hiZWEgli2B5U+UuPUHnB716Hp/wE1TV/gtpEemWIDrGHmJPQ54Jx7Vw2iaH4t+LviXQvhK2h6V9g8O2cIudUsWeSWWNzuIlyAFZeRgE5r66NrB4a8Jx6Jpb5VbZVAweoGOaAPiJ/BQ8JfENbO/nUPwwaRsDOcGvzh/4K0aHaaX+2Dqd7pmn2sNpeaZavE9qpAlcR4kZsk/NuyO3AHFfp1+1X4QktbhvEck+XWQnaPzr4U/4KSeBYfFnwYsfiXbweZeaLqqpdXBxuEEw2gE9cbwKAPheiiigAooooAKKKKACiiigAooooAKKKKAP0L/4Nzfh3q/xJ/am8Y6DZ6l/ZtrJ4JkjuNUaFsCRpk8q3EgGFaRlLBSRuEDEZ2196ftKfsK/tD+HWbUdS0G7utozEwl84yAg8DaTk4HSvhr/AIN7dL1jRPiH478eaprlvpmgT6LHZfapZsN9tSVJI2AH8Ko0mScfeAGecftfb+OPHXijQLWbRMazpaxI4vLo+XFIyrgumRuPPfFAH5KJp3ij4XeK7e71rRpbeS3uQSlwpToemDyK/Sv9mfxdqvizwFYX/wAP5rLUNG1OORdY0q+J3wsBt2oRwM9wRyK4b9rPw54Y+NXhWfTdS8ArZapaoDbajawKRuyC27y/vZA6n1rkP2Sm1X9n3wrrT+ItexbCJ2t7cMSd+BtwO3T9aAPCf+Cn37OcPwv+IF14p8G6WbXQNQKT2qoPlhk2gSRE5/vZr461E+fbF4ypJAwRX0p+2f8Ata+M/icp8CXmqK+mm6ad7YKpw5PGSBnjjvXjHwg+Ffij4oeK4fDfg7SnuZm+9tQsqL0JOAcdaAMPRLa4+ySIqMCIxxj7xr3T9l74OXniHXLbWblG2o/yxbeTnjn0HNek/C79hrWLfVIrXUrRC0bqZR5e5V575/Kvq21+Bcfwj0S3uGEQtkTLBMDaRjjgUAeASfDW51T4oax4Z1KBTJAhtYWccNmDzF/IV8ffEbwtLoevXEN1beUJ33FWHIzziv0nu4vBU0l54p1WbydRuJBLaN90hlXaOfccV80fE34c6X8TJdQzp22a0u2R/LXkDscCgD438R2kaxoU4wuQR29q98/Z2+HGlfF/wVc6ZqUUJu7S2BhdRhipz19ea8w8a+C7zw9ey6Rqls8aodqOUIBrpf2ZfHtx8P8Ax3H505+z3ACNjgHkf0zQB90/ssfD698IfCb/AIRbUEAcybmUg44yO/tiofjxp13f6Iuj2lmzuXBRVGemePzxXY/CrxbpWpaDFfWjK2QMgNmtHWZLO5mMrWqjGWyVBIoAwP2TPhi/w10O713xMoN9qUxkkOOVXAwnXtg816bqmtWENu95Ncqi85JOeleO+Ifibew6tHZ2QbYj4UDAHpXBftC/HO70Tw6uni72uUO4KefT+tAGL+138YPDeoaZcaPp04mmaXBKr93qDXxz+2XqAtP2RvEtrcW6yrP9jDJjDAi5TbID6BtvFdU+rXPiXXpbvUJ3aIyZcA9B1rmf+Ci2p+DNL/ZDgn0S4uJtUvNdgs54prYbFhaNpC4O4EYKAdDyRx3AB+dlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfvR+zT+zx+zR8Df2IfBOpaX46tJpNZ8MwXazQ2uPtd24BldiOmDkc9gK82179rj4w/CTxyZfBHj7zbVABDCjb0K5BxtP0rwf/AIJT+LvH/wC1j8Gf+GX/AA3ZPqOveA4JJdOs4GZ7ibTJ7ks8pBP3Yp5o4+OgkTjA4+8tI/4Iv+L4vDcXiDxj8Y/COi6ky77jTL/UC0sRPIDEfKCfrxQB4Zrn/BSz4kvZ+dH4ftIb4N+/uUQlJT3JQYHJ9K4Lx7+3h8cPiHof/CNJqFvaROxEz2NosbMOuC3J/WvcPjT+xB8K/hF4Xurzx58efDV5crEzW8Gi3S3DyEA4BCltvSvj2Y2EGpXEFigaFZSI328kZ4NAGPLo2qa9rC6e7vK8r5LkZPJ6V+tX7Gn7EPg/4H/CGzu440uNc1G2WW91BSRjcPuLycDGM1+ZXwTjhuPiVBFqswGT8gZc5yD+XOK/Wr4KfHTwdpvwssYvGXiK1sJbW0VGkmk+V1VRyOuT1oA3PDvw/wBP8MymXywzFtx78+ue9eI/t+ftX+Ffgp4QXw/LcGfUrvOyBVB2rz1545x2rP8A2mv+Cp/wS+G+j3Wm/Cm/TxHrkeUhH2aQWyNg8sTtJx6CvzJ8c+N/HPx08c3HiHxTqcl3qGoT5eWeUhU+gY8DHagDc+IP7VvxU8Y6zJfprMkKtJmEQ4XaueBwO1d5+yz+2NqnhP4k2cnxFcXmnzsY9Udhl5IyDhySfvKSOfQV5VbfDnw/HGzXniBRFCGE77chTnHGO1T+N/hfp/hYC80DxFDqARUMojQqULDOOevHpxQB+i/jH9nT4X/H3w0vi3RrSNrWU+fbXcCK6XKknC5B4OeMjpivAPG//BPrWNP02fxr8PPtonSCa6bTrmIsNiElhGwHUDsa5/8AYE/a21P4beJ7L4UeMdZcaHfXiRWJmclLWd3+X1wpLfQda/VLwjFYanosLf2bDuePDFQHAyOcHuDQB8Gfs3eK7+18OW1hdNJFPbsVljbr75/OvavEt55/hKXUbYsCiZfjkiuJ/aU+E/ir4G/GN/G2n2DT+HdekZ4CiDFvIAC8bAe5yDXA/tEfGibw94KC6Nfxj7RFgBWwAce9AHNeP/j/AKD4XmmUzGS6/hQAHB/OvBfFvjrXPiRrvmXcpiikA5Z+lUH0nXPF91Jqklw8hkYtjPWkfwneWnzeXh89Cxz+VAHfeCvgvaXdkl5deJ7AK3JRZyT+IFfKH/BW618beHPH/hnwu0tl/wAIgdMebQHs59z3UwIW4kmXqjKxCKD/AAgMPvED6d8HWWrOqWUyOVkYLv8AMPHOelfIn/BU/wAb2erfGbSPhzZSBv8AhGNGC3XKkieciRgccg7BHwfY96APmCiiigAooooAKKKKACiiigAooooAKKKKAPW/2Gv2jvEP7K37UHhX4u6F4zuNAgg1GO11rVLWEvJDp8zKlwwCgsSIyW+QbvlwOTX6RfEG68WeMJLPxd4b8cN4htdbtxc6dqsMzSrdRsTh1Y8kGvyCr9Af+CH37Uvxlh+L0n7Nd6bLXfCLaHe6jBp+sWzSvp0kCeYWtpF5j3AHKn5GA6bgpAB6f49+GnxL8I2Nvd+OJ7iP7au+3tZSVZ1PQgYBx713Xw1/Yb8UeIfhnf8Axi8XapbaT4etbZilzPKEaWbHyoi9Tk45rqvFHhL4q/tQ/G+E2GiXF2Eby7SGMMQiKSQoHJwBntXpf7cPiGL4VfBLw/8AA0a2Dd2tms19aRE4WbAxkEZ6Y60AfEkULeH9aD2E0m+2uPll3dR/9aul8a+OPiV4lsYPDcWs3MkTqAII5m5B6Dg4Fc3AG+2m4u5WDTsBt7D8K9O+CFn4bT4yaXYeMrhRZXGNszD5VfYSufbIH50AcbpP7OfxI1DSZNZj8K7oVZg8kjDIKjJ79a4rXfBeo6Dfl9Qs3jCMVfCkAdOK+9f2hvBPizSPhfpF/wCFRE1q9oTObMjBcPg7sDrg96+a9a8Py6t4MuRrk5FxkmFZB37igDz++8H6jJ8E/EOtaOkYEVgSrDBZZN3yj15Ira8VfBi6i8Padq93440Y3M+kW81xDaamryI7RAlGTqGB4P8AOovBHh3VH0668NPNJ9nuhsuF9VzkUnizwd4jv9SbT9E0u4xjlRExCgAAGgDz59InkndfPAlt3wJV43Ed6+3P+Cfv/BR/UvA0lr8IvjXfNJp6IkOmX5GTABu+VuCWB+UdsV87/Cr4T6xreqx6SvhaeeVnw7LESfcY7cUfGv4VQfDfxdHaLIqSOgd4gcmPJ4U470AfpN+1p8afhv45+CF1a+H9XguJLiHMEiupMTkHDdfpX5jeN7zXfGHiuPw1c3YkiVzjDYH1xitOPxxrFhpo0qz1NzBt+eJnJ/DrWboNpb6x4pSK3uQjkAwyMeVJ4INAHTf2R8QPh/araWmnzWqSwqykxbd6How3DkGs/wAOXNol+bvxEJnuPMIYSL8uK91+G9r46sLeGHUdRiubVIwBHcsHULjAXBzhcdhineMfCfw+nE0n/CLxJeTHIa3mIQMfRemKAOF/ag+L3w0+E/7Fur/GLwH4XU+MfD7WsNvDcOzW86TTrCZ+Ojxlw23kHbzxmvx68U+K/EvjfX7nxV4w1271PUryTfdXt9cNLLIcYGWYknAAAHYAAcCvrj/gqB+0FqmkeIW/Zc8I4trGxSK48RTRup+0yuoeOAAZ2qgILZ5LnGAFy3xvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV7l/wT2/bQ8R/sMftDwfFnSdKi1DTNT06TRfFGnSyMn2jTJ5ImmCsv3XBiRlJBGV6c14bRQB/Q9rv7UUvim4in/wCCdtzDqGha8uy18S6aRLPMqsyOpfbmJkYEMODznoQa+Zfjj4S8ZJ44ktPiL4r/ALZ1qR/9LMd4ZxE/Tazf3hjp2r40/wCCUX/BUf4h/wDBPb4han4cv9f1KT4c+MbWS08VaVas0jW7FGEd5BGXVBIr7AxwSY96jnFfd2teDLjWFt/iPoWpRarpusRi5sdXs33xTowzlSM8+o6g8GgDxn4gWtr4Z1G2tNPtFad1wARnBrM1jVNWtoLdJ3aO4jwyvjBIrv7XQILT4waTN4sDS2ZvI2kDg/NGHG4H/gNa37YH7PWu/DHx9JqZBbSdQLXOlTj7r2zHK4+mQKAOy/Z0/a0QaKvgz4hXHmHAjKXDEo0fGTycK3XmvVNa+BvwS8f6f/wkelfEOys4JVMksTP5nlEnlcA845r4fWzt7tS4uiJUTcdvpmun8LfETUNM0FvC7XkgeSUkuzkgA54xQB9AQeGfgJoiav4V8O65dXuo3McNvY3nlBUSRphuIB9uB9a7LXdc8DfDvx5LoumyRvHFGkbb4Q5ciNc547189/DLSNXgv1uo7aWe7juoXtoUTO91JcLx24zWV4s+NHxEtPFk+s6t4cdHuJSyyvbsqrk44yPagD6I8ZfHTx1pkL6lYWdromj26MDNDYrFLKMdAwGSf1r5N8aeJtY+JPxDkmtoZp3kmxGq5Zm52qBxyTxU3jr4meP/AB7Yhde8QTyQI2IrUzNtXPoucCvdv2cvgNbfDj4EX37TvibToJ41ufsmjrPGWBnGd8hBGBtGCuKAPDPit4etvA8sWmRyM17BGn2yMD/VynGVPHUc5rI0m6kjkt/ENnaO0jHa8KHlSD1x+tej/DP4OeMf2o/iHeS2bP5Xlz3k8zljhYxkliAeuKyfDXheHwL8RzZ+JLP7RZx3ADJjBKhhwfqP50Aeq/Bn4v8Aw58Q2aaB4s1q90+4GI0mhhDrngZbOMAZP5VS/wCCgnxw+FX/AATq+HOm+J013TPiB4y8ZWU7eE9Gg1Fki01dh26hdFQSypIUxB8hk+b50AyfKf23fjj+zB+y3daX4j8K+LNN8SanrBe4j8H6TfL9u0xMjK3hVWW3PIKK/wAzL8wBFfmX8VPiLrPxa+Imr/EbX4IIrrVrszNBbJtjhXAVI17kKgVckljjJJJJIBm+JvEuveMvEN74s8U6rNfajqNy9xe3k7ZeaVzlmP1J+lUaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr6F/Ym/4KP/ABt/Yu1CTRtMgtvFXg27cyXvgrX5Ha0E20hbiBgd1vKM4JXhxwythCvz1RQB+s3ir/goh+wH+0Z4UsPHui+LpPAHiG1tWk1rwx4gtJCsTKEXdbTwxlJg5PyoAJMBiy8ZPYj9rnwZ/wAFH/BOleAfgVPfahr3ha3u7dtCmgH2ySyiMKvfLGpJ8h3mQLuw3XKjBx+NFWNL1fVtDu11DRdUuLOdCCk9rO0bqQwYEFSCMEA/UA9qAP1h+O3wr1X4OWGneCtQ05odXjthNq0ZAPlu+Cqgjr8pyfSr/hX9m2/+J/w+tfFPw7SW71C3Rhd28XLFsnGOevHSvh/w1/wVZ/aY07wjfeHPHNh4c8a31ykcdpr/AIr0+WW9so1XbtjeGWINxj/WB+nvTfgr/wAFRP2ivhbq2tC/157jStbsxG+nWKJAtpMrBkmi4JU43KRkAhsnJUUAfal98cb39lX4p+BfDHidxbeIbfxHBeX9pK+HggwVCSKeVbJHB7Gtn9oDxX8b/i1d3fijx3NcyWSXTusgtlijKliQF2qFIA718Dav+0j8LvF3j+5+I3jDVdWvDcSF/s1zE81yXxyWkZtpyeRz09K9w+F3/BX7w7ovgqT4afEnw5qGt+HbeQjRbG4gUS2QIOdrhz8nJ4JY0AfV/wAAvgf8Of2gvDP/AAgUuoQ6N4ht5Ek0q4uCfLvVLfNGxzhCvBB75r6q/aa/Zb+JX7O//BPbRvh/b31lqdjf621/dXltKCIiyeXsBOOM4JxnnvX5bJ/wWG+EXgnTHn+HPwd1AapCc6fJPOpijbHDNkg4Bxxjn2r5z/af/wCCnH7aH7W1mPDvxX+M+pP4fgujNpvhyxKwWtl8u0rHsUNtI+8CcMQGIJANAH3lP/wU9+Hv/BOHwxN4Xi+G1p4x8U6zFGzaRJfeTClnvAbzJUDFSwV9oAPPJyAQfm/4sf8ABXjwt4njn8QfD39nmTT9fvIATLquvCe0s5iRu2xrErTJgYGWj55I4wfiBmZ2LuxJJyST1pKANPxl4y8T/EHxLdeMPGWsz6hqV6ym5u7hyzvtUIoyewVVUegArMoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k="
Is this a transverse plane?
Yes
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"
Which part of the body does this image belong to?
Head
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"
Where is the brain edema?
Left Lobe
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"
Is this a study of the chest?
No
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"
What disease is/are shown on the left of brain?
Brain Edema
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"
How to prevent the occurrence of the disease on the left lobe of brain in this image?
Treat brain diseases promptly, keep healthy
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"
Is this a CT scan?
No
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baTxK6WcalYV8mPaOMAAEj8zV34j+IofD+jwq5V/Ltiz7G53YrxfSPGWqRYvI0zulJKnPr9aAPpuHXlXT1CRiMqOSxAzwB/jVObX7C93QagBKFU7zuAGP/wBVeQ6t471BdC33N1tLgAKjEcVz0finWrgKkby7WbqSeRQB0msp4CtvE0891osk8Ik+6r9K9A+Dnjr4Y6J4t0/Ux4AN5BDco1xBcSOiFR1B2EE8Z7iuX+Hmm6A0Ml3rZWfZE7Fiec9ua0LPxulvfLbeC9MRJgwYzlR8mPc8mgD85f8Ago+min9t/wCIt74d05bOxvdcF7b2qFisInhjmKAsSSAXIGSeleI1+h/7fvwE0T4n+NLTx34xZZvEGueGJINLuLe6CBZ7cfK0oHUBQRg+lfnhQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB2fwA8JeIfGnxU03R/C6IbseZKm9sDCoc1+znxi/Zr1PWPAui6v8DvEEfiGw0Xw7b2OuNZTfNZXsUarICpAOwtyp78+lfnr/wAEsvgla6trB+MOrm22f2tJptnJMxzHstJHlyOnzGSLH+4fWvrzwhovxz13xRrulfCu81FYri4k+0pBIVQqN5y2OgADcmgDidX0fxDpeqpp/iXa0isFYSMMqcCs/wAQ6ZAsbvb3UisMADaSD+XSptVtdStNSeDW5N1whO4u+QxA7H6VQu7kSbrWa1lVfvDIP065oAzdAVobhd8n3nJyQSDVjUrLczJNcgRyKQWJ4U464p1laeZdiSN/LQbSEY85P+RVjVbUQzeUF28th9wAzjue1AHT/AOxu7500S0kM/nM4yF9MnH6V+hXxt/Z1uNG/Zq0e8sZEaWx0dhcMVIO/wCXPfnrXxH+yj4T8XTanBqcmj+YDcSR2cFvHmWdhGSzHGflAJ5/Cv05/bE1G88Cfsm3M2qXNvBcR6AXmidjkSMIsj8zj8KAPyKtrCc+N7mOaZAUmIz7g16zoOgzpHDdXEqSiNizLFKCQOmcV4FbavO3iO6uTdtku5TcM+YWzwK9N/Z2+IP9jeLFbV0P2RopBcC4hDBMgbT145AH40ARfGScz291NYxRM2GEkbLkqnAHb8a83srdbeBWYRcjCqhyR9R2rvfjrqVzomr6poiMCbkshNqeCoxj6gg/rXHR6HqR0+2U2h+cKBjjP40Aa2pXOqanp8Nv9ijJTO0RqMmqtroF/dMkc+oCAeZjacZWtq30ubR3it9QnV1w24QPnBPStKLwBrt3K7WmmsYy2Y5DI2CMdfSgDPTQDbIwj1oSIinIz979at+F4lu7trGGcW+4cySOADVtvAuo20kS3EsSbSN7TTAY49zzVa+0vQtIuD9mvpGnJB/dYKEY+tAC/Gzwp4WtdH8KeLLy8t9Tl03WCk8KkMojcxqQ3Yg7yCOnBr8pvF0ttN4r1OaygSKF9RnaGKNQFRTI2AAOAAO1fq3r3h/Vta+DHir+z9Omnngs3uYSiFtvlZlLcdsITz2Ffl78cjY/8Lp8WrpkMcdsviS+WBIhhVQTuFAx2wKAOWooooAKKKKACiiigAooooAKKKKACiiigD6s/wCCQf7RHgH4Kftb6DpHxr1GUeDtbufst1b+Q8yLdyDyoZPLUHnLlSccBjmv3g/au0P9iv4caf4g8C/s/wDxI0ex1W9mlM8UCHLuzn5N+TgYLDA7Gv5wf2Nfhj49+K37TPgvQfh/8Pdb8STWviXT73UbLQtNlupYbOO7h82ZxGrFI1DDdIw2rkZNfqj+1XeWWofEbV7vwnpOo2xF+2xXfLL8x65AoA4rx78IvFmkSXOr6igCo+d7chx7H0qDxTd+F7j4V2UkkSJqMc7LIVHzbc5rJ17xL4x1TTxpl/rEpEfSEkgsPTmuR1m41KKMQhnCj7yPQAadBKl+JvtQdZGHXr0x0rpJ4LadWS5nwrA5ZRnBA965vRLmC4ulLrsdSD64wPWuk1JrIQxiEHLgZOOpNAH2b/wRb+FOn+OfH1xq9/NIbTQYLiV5ZBnBlQIox+dev/8ABZn4x2OgeA0+FOnahDc3GrWS5UR4dVMqc/pWp/wR+0fwj8If2ZtT8c+IURLrXb5pVfofJjB2r+YJr4t/a4+Of/DSX7YVzeySebp1tei1s4k4BRD6fWgDwm8+EXiew02PXb7TriK3jdHmcqSArNgfzrpfh8um+GfiALHUZFFqw8uVmXgg9PyPP4V754q1/wAN+Kvh1reg3MqRT/Z4Ps0Kpx8kgJ/ICvnXx1AU1SbULGUsI58BsdsUAb/7RPw7n8G+Jbiw+0Ca2i2S2dy0hy8L4ZW59uPwrmYLy9uPKSW7222MOoXhx7HvXufi2HTfjd+yzD8TdNnT/hIvDFuljqFrDy0turf60qfQEcj1r58gNxcvGHj3ZGAPegDsfh9JZz6m9iluz2kZy0TPneT0Nej+IbbWJo7rRdOa8RwF8qzjyAkTKCox19a4L4TzWPhnfdT6ebm4WT5I8ZAbtmuu8YeMfGOlagvifVdavLbVVQSRTQTGNkQ/wEZGVxxj0oA4nxRb6l4ct5INanmMilRGGHzqffpW/wDBL4HeNfjNqTaf4X0OS+uDEzBRgEqvJPJrC8cfE/8A4WPaA64ks13vBkujks59ScnJ6c1Y8BeNPHvhGIReGNXvLYYIM0M7I5HpkUAemWfwi+Ofwy0XxL4bfQdSgspdEvheERdITbusmSARjDNz7mvxW+JGt2XiPx5q2t6daxww3F67IsWcNzjfz3bG4+7Gv3S8KeLfjT4a+FPiDxB4n8XXqaJf+GtQt2a5uPMicyREeWckkE89RX4n/tK+GvAXhH4w6xoHw+mmFpb3JSS2kttiW7gDKo3mOZFzk5IXrjGKAOCooooAKKKKACiiigAooooAKKKKACiiigD7b/4Ix6frPhXxt4w+LWkySW10ugyaXYXkUpBw7I86Yzj/AJ4HJ/DvX6a/AT9sH4KXbW3hn9qD4X2OpwCWSGTxBbxFLyAbsKSqjEuPmPPJ/Cvye/4JVftA6F8Pfi9B8KfG1xMNM8SahDDa+XHkRzO6K/QcBlVck8fIK+wtdv8ASLfxBfeGrzTZbkbSytEwG1+mc9R0/WgD0X9puX9n7xVHdaj8OtWeP7PeyrEXtDEZodx2vjsSO1fMfie0X7RIlncvIisdpDdRiuq1K21W3lAvUL2wOfLD5OP/ANVUNZu9FFt5FrorI4GfNd+px0/WgCh4btJPtkRKFmKZIA68d62oIbz7UHfJSPkKV6YrM0vUPIljlaUR4TC8d66HS3hv1MyyF1Hy56DNAHbP+0f8Q9N+Gtv8P9J8TXFrbRq6iGF9uQQQR+teYaLe3Ph3X7fxDHcBpUYswccgnNa9zo4l8yTHzx5KgHmtvSvhP4qktLPUdT8P3E1nI4YiGL52XOcjigDV+HsrazpV7e3Wqul0xjWIODtZmYbsnsMZrk/iSsuk+Ip9NeYS7olcmLG3pXsd78O/Buj+AbnWfC+oatJdtNAjWVzYRosYZ1+bcJGLY5GAo+teHfEiGdfF8yM7hxEoYP0GABx6UAdf8AfGF34e12TTXugtvqNnNaz2zN8jq6gYI6ZyB+Vc68AtNYktLg7VSdgBjOMHFVYNLuRDFc29yclvllXgn3q/qGm38MK3N+Bludx+8c0AWLbWDod8Ws7sRs5yrgdTn610kXhSfxU32/XvEMYD/OzvNuHHbA7159rDR3ECrG5VkBBb1HpUem+KNW0u3jH21mUPyMdaAPU4dL8D6U0cUEckx43smAPrzXQeHvGWh+GRP5HhC2vgw/dPcAF047L0b86860T4ieE72MReQ0dyTj5uMnH/AOuuj8PW2p6tcNfWMqmBcHL9BzQB03xH+KnirxF8I/E2lGG3ktX0S6NrAse3y3EZI+mOe3Ffirq2oXmq6ncalqFy8008zPLLI5ZmJPUk9a/ZTxj458M/Df4ceJfHfi2UJplvotyboouSH8rarADkkkKMDrz61+MkjvK7SSNlmJJPqaAEooooAKKKKACiiigAooooAKKKKACiiigDY+H3jLUPh5430rxzpcSyXGlX0dzFG5wGKtnGe2fWv1W+FXj74bftL+GYfGvwhne9u76yV9U08MPtVjJ0aKSNSSAGBAb7rdRX5I19Of8ABIX9p3X/ANlX9ufwr430S3guE1PzdKubS6G6ObzV/dqVPDEyrGB/vGgD9QfgT/wTp/aA+Lrz3OleCJYLaED/AEnVn+zxZ9N0mBXhH7T3gG2+E3jWbwfqmqW8l3aSPFMto/mIXBwQCOMV9K/tW/8ABT39pv8AaA0m18MaxbLp2m2jZe20iFrWFj2Mm1vm9q+ZPD3wv8WfE/xI3iy9tXmhF4E85lOwktjJJ4HUHrQBzeneBNWmv43t9MfyQqnzC45Hr1OKuXC2+h6sNKs5WeB13sgOQWr1v9oS/wBc8Na5qHh2x0pbXT7BktYpoR+7dAmCwI68gH8a8Otb6Zrx54Y2m8vqQM4z3zQB0emX+n/8JFZrcP5UDTJ5hHPGea/Ry00V/Bv7PNj4o+GbR6vb3tqouprK3SSSNSOQwwSoyMcivzMufNFnHfIMqxPlyo3KMOxHY5r1D4Rfth/G/wCE9oNH03xZdwac8PlrCXDI68kgg0Aeq/ErU/EWu2Qt0tTp5a5jjLyxBMHlscAZ6V5V4k8C6Dbm41LV5vtt9OjY24xHjsfWu1svirrfxxu7ex8Z+IbeztmvfPWeaLb86RkAEge5/KvMfH17J4Z1ScTaurb2LI8EgYnnoOxoA5bT5RYlQtsGWObO1x8pweldV8W/HVl4ssrFbHSLXT4YYNhFrGFLtgZJ/KuPtL+YzEOo5O5t3UDr+dav/CPr4llg0jSpPNuJ9xWM4B45/kDQByvlzXsZlWU5HA3nGaTfcW6iKW0G1eo4Oa3LHw1cLqo8P3CbLhJzC8Mi/OHBwRg9DXa6l8MI/DoNk4dwVAdJAOMjOcdutAHnuj+FtQ8RyPNo8SkpjK4zj866/wAPT+KtAhOi3paJGYBCFOCfwpuhovgfxELnTLwGJlxIR0zivaLbw94N8ReEr34h+LtSh0PTtB0ua/1S9ltZJUEUUTylv3asQSEIxjkkYzQB8p/8FH/F/gzwj+zDP4I8Q6gZdS1eaNba0i+8ZFIdWPThSAT+HFfmvXbfHb44+O/jl471DxN4u8ST3UEt7I9lZrI4t7dM4URxsTt+UD39TXE0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFTafqF/pN/BqulXs1tdW0yy21zbylJIpFIKurDBVgQCCOQRUNFAH6qfsoftmeI/21vgVF4DufC+l2vjbw/cOfENxpsIWTWI3lZ4bnyhgIEQrAVQbf3asTl6968UfZPgz+z7pngWPWUOs3d1Ncz2ZPz2yh7cRh8fxN5bnFfi78Gfjl8Vv2fPGkfxB+D3jO60PVo4mi+1WpHzxt95GDAgqfSv0i/Z4/aX+H37Z/gQaxrfjaytfiPEhOpeHZT5b3br8xmgBPzLjk4zg8ccUAeofETw14w0b4IL4v8AHF0wXVo1GnJJnL7Q29hnqBtA/EVQ+EPh+z8DfA/U/FV5pFveXF/qEVhbtcRAmIhjKz+3yqF/GvTvBnjjS/j54P0r9nr4q+VpdxYHy9A1UqQI2YsJIpB0ZW3deoIFdh+17+zRof7Kn7MXhfSJfFUWqaj4h1q4vy0AwkMMcZUAc85JPNAHyP4h8PveahcJpMJiSCIvIo6YK98fTP41peGtCtPE3w5utKuoR9sFr59hKy8l0LFl/FSfyFe1/sXfs/QfGn4WeK9f8S+LdL0GO4gdINT1m4EMCN5b4BY9M5ArpvCH7N/wr8O6Jb3UP7QfhjVdV0+UONJ0d/PMgG4FQ5Kg9R2PFAHi3hjxBdT+FNP01rWCNrTU5ruWRYstIpi8sKWx90E5x615r4wt7+7Y6jcSBndswhzkoCw4Ar2bxnoGkt8RNU8IaFex27aZZRSXIUfJvkbhRj0AyaytG+CECy/8JV411mOLTopGIlA3ZA9AOvNAHBaz8P8AX/CnhSw1/UIwF1LC2zluvXJx7VNqPgPV9J8OxeJ7DVi915pQoh3AL07Djr616b+1b4i+HOu+DvCdz8MjKtrYW/kzLMMMz4X5sZ77W/Oo/hb4Pu/G3w9uNVt3hVopVDpcMAevJH4UAeRav4i1jXdZXxY8zHUFmWSbK481htwT74H6V9BWn7QuheO/A1ppPjTw1E9/aqhgu4j5cnBIKtx8wKhRz0xXlXiTwlptlqMumaRdrNcSPnEHIRs+tdboHw18PalceffW0rYQGaZ5MBeOT7CgDTvPh/oPjKON9DgZcscbFD8+hK59D2r4z/4KN/tv634VttR/ZM+FHiRGtns2tfGN7Z3EgKzeYhNqpVgCQEZJAQR+8K8EMBe/4Kc/tR+HvA3hy3/Z6+CPjab+0ZrtLjxJe6dPjyIkyUt94GVYsVY7SOF2ng4r4Gdmdi7sSxOSSeSaAEooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACtHwn4u8S+BfEVr4s8Ia1cafqNlKJLa7tZCrowPt1HqDwRwazqKAP0A+Bf8AwV3+HNzqOnQ/Hr4ay2Uti6P/AG5oy+a8hUAEsnHJOTxxX2z8dP21/wBl79vD4R/DPQf2e/i1aanqmj6LeQ6t4e1Jxa6jby+bjeYpMEody4YZHIr8JqlsL++0q+h1TTLyW2ubaVZbe4gkKPE6kFWVhypBAII5BFAH696j8Ef2idP0WDSZoZBpKNiONLuLAyeCFD5P5VyPxJ+Jfgv9nHwfcT2tvc3PjHeY7aOKffFCQMEufXdnj2r4Y8P/APBQv9q/w9pUekRfE2W5jhgWKKS9gWSQYx8xcjc7YGCWJJySeead4Y/bZ8aya99p+J2jWus2U8wa6FvGIphlvmcHkMcZ+U4BOORQB9rfs++J/HPxX8KXPjLWbn7LqGq6h++nlBAmkwAEX16jivarHXNE8ZfD26+EvinVI7LVrYs6hpAhcAZxgjHOeua+L/hr/wAFGvhZYavo+lXL63o2j6NeLd28clhEybhIjEARsxLEDOSMcda9q8Vftk/sG+P/ABA/xLn+LIsriZwJbNrGcSBC2CANnbOevQUAXrXwfNeW00enaoblrOTK227OVHX8a9w+Amj2/wAW/Bj+BNFA0zV9NSRnhdiPtZ/u8fxZIx9a8A1L9sv9hP4exSeKfh/8Wv7UmgO8WEljMry4zkAMvPH55rw742f8Fatch1+R/wBnbwzDp5LpK2r3YdSWKncqxKQeDsIYt1VhtIINAH2xpOleEfhW13q/xW1K20u2tN73N3eyBTAvTcdxA6+9fE/7af8AwU4j8aaPd/C39nC+v9PsJJZIdQ11VETXcQJGI+rhWHOflPOMV8j+Pvid8Qvijr03ib4heMtR1e9nZi819dM+0MxcqoJwi7iTtAAGelYVAD7m6ub2drq8uJJZXOXklcszH3J60yiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k="
What is the mr weighting in this image?
T2
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"
Which plane is the image scanned, transverse plane or coronal plane?
Transverse Plane
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"
Do the organs in the image exist in the head?
Yes
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"
Where are the abnormalities in this image?
Upper Left Lobe
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baTxK6WcalYV8mPaOMAAEj8zV34j+IofD+jwq5V/Ltiz7G53YrxfSPGWqRYvI0zulJKnPr9aAPpuHXlXT1CRiMqOSxAzwB/jVObX7C93QagBKFU7zuAGP/wBVeQ6t471BdC33N1tLgAKjEcVz0finWrgKkby7WbqSeRQB0msp4CtvE0891osk8Ik+6r9K9A+Dnjr4Y6J4t0/Ux4AN5BDco1xBcSOiFR1B2EE8Z7iuX+Hmm6A0Ml3rZWfZE7Fiec9ua0LPxulvfLbeC9MRJgwYzlR8mPc8mgD85f8Ago+min9t/wCIt74d05bOxvdcF7b2qFisInhjmKAsSSAXIGSeleI1+h/7fvwE0T4n+NLTx34xZZvEGueGJINLuLe6CBZ7cfK0oHUBQRg+lfnhQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB2fwA8JeIfGnxU03R/C6IbseZKm9sDCoc1+znxi/Zr1PWPAui6v8DvEEfiGw0Xw7b2OuNZTfNZXsUarICpAOwtyp78+lfnr/wAEsvgla6trB+MOrm22f2tJptnJMxzHstJHlyOnzGSLH+4fWvrzwhovxz13xRrulfCu81FYri4k+0pBIVQqN5y2OgADcmgDidX0fxDpeqpp/iXa0isFYSMMqcCs/wAQ6ZAsbvb3UisMADaSD+XSptVtdStNSeDW5N1whO4u+QxA7H6VQu7kSbrWa1lVfvDIP065oAzdAVobhd8n3nJyQSDVjUrLczJNcgRyKQWJ4U464p1laeZdiSN/LQbSEY85P+RVjVbUQzeUF28th9wAzjue1AHT/AOxu7500S0kM/nM4yF9MnH6V+hXxt/Z1uNG/Zq0e8sZEaWx0dhcMVIO/wCXPfnrXxH+yj4T8XTanBqcmj+YDcSR2cFvHmWdhGSzHGflAJ5/Cv05/bE1G88Cfsm3M2qXNvBcR6AXmidjkSMIsj8zj8KAPyKtrCc+N7mOaZAUmIz7g16zoOgzpHDdXEqSiNizLFKCQOmcV4FbavO3iO6uTdtku5TcM+YWzwK9N/Z2+IP9jeLFbV0P2RopBcC4hDBMgbT145AH40ARfGScz291NYxRM2GEkbLkqnAHb8a83srdbeBWYRcjCqhyR9R2rvfjrqVzomr6poiMCbkshNqeCoxj6gg/rXHR6HqR0+2U2h+cKBjjP40Aa2pXOqanp8Nv9ijJTO0RqMmqtroF/dMkc+oCAeZjacZWtq30ubR3it9QnV1w24QPnBPStKLwBrt3K7WmmsYy2Y5DI2CMdfSgDPTQDbIwj1oSIinIz979at+F4lu7trGGcW+4cySOADVtvAuo20kS3EsSbSN7TTAY49zzVa+0vQtIuD9mvpGnJB/dYKEY+tAC/Gzwp4WtdH8KeLLy8t9Tl03WCk8KkMojcxqQ3Yg7yCOnBr8pvF0ttN4r1OaygSKF9RnaGKNQFRTI2AAOAAO1fq3r3h/Vta+DHir+z9Omnngs3uYSiFtvlZlLcdsITz2Ffl78cjY/8Lp8WrpkMcdsviS+WBIhhVQTuFAx2wKAOWooooAKKKKACiiigAooooAKKKKACiiigD6s/wCCQf7RHgH4Kftb6DpHxr1GUeDtbufst1b+Q8yLdyDyoZPLUHnLlSccBjmv3g/au0P9iv4caf4g8C/s/wDxI0ex1W9mlM8UCHLuzn5N+TgYLDA7Gv5wf2Nfhj49+K37TPgvQfh/8Pdb8STWviXT73UbLQtNlupYbOO7h82ZxGrFI1DDdIw2rkZNfqj+1XeWWofEbV7vwnpOo2xF+2xXfLL8x65AoA4rx78IvFmkSXOr6igCo+d7chx7H0qDxTd+F7j4V2UkkSJqMc7LIVHzbc5rJ17xL4x1TTxpl/rEpEfSEkgsPTmuR1m41KKMQhnCj7yPQAadBKl+JvtQdZGHXr0x0rpJ4LadWS5nwrA5ZRnBA965vRLmC4ulLrsdSD64wPWuk1JrIQxiEHLgZOOpNAH2b/wRb+FOn+OfH1xq9/NIbTQYLiV5ZBnBlQIox+dev/8ABZn4x2OgeA0+FOnahDc3GrWS5UR4dVMqc/pWp/wR+0fwj8If2ZtT8c+IURLrXb5pVfofJjB2r+YJr4t/a4+Of/DSX7YVzeySebp1tei1s4k4BRD6fWgDwm8+EXiew02PXb7TriK3jdHmcqSArNgfzrpfh8um+GfiALHUZFFqw8uVmXgg9PyPP4V754q1/wAN+Kvh1reg3MqRT/Z4Ps0Kpx8kgJ/ICvnXx1AU1SbULGUsI58BsdsUAb/7RPw7n8G+Jbiw+0Ca2i2S2dy0hy8L4ZW59uPwrmYLy9uPKSW7222MOoXhx7HvXufi2HTfjd+yzD8TdNnT/hIvDFuljqFrDy0turf60qfQEcj1r58gNxcvGHj3ZGAPegDsfh9JZz6m9iluz2kZy0TPneT0Nej+IbbWJo7rRdOa8RwF8qzjyAkTKCox19a4L4TzWPhnfdT6ebm4WT5I8ZAbtmuu8YeMfGOlagvifVdavLbVVQSRTQTGNkQ/wEZGVxxj0oA4nxRb6l4ct5INanmMilRGGHzqffpW/wDBL4HeNfjNqTaf4X0OS+uDEzBRgEqvJPJrC8cfE/8A4WPaA64ks13vBkujks59ScnJ6c1Y8BeNPHvhGIReGNXvLYYIM0M7I5HpkUAemWfwi+Ofwy0XxL4bfQdSgspdEvheERdITbusmSARjDNz7mvxW+JGt2XiPx5q2t6daxww3F67IsWcNzjfz3bG4+7Gv3S8KeLfjT4a+FPiDxB4n8XXqaJf+GtQt2a5uPMicyREeWckkE89RX4n/tK+GvAXhH4w6xoHw+mmFpb3JSS2kttiW7gDKo3mOZFzk5IXrjGKAOCooooAKKKKACiiigAooooAKKKKACiiigD7b/4Ix6frPhXxt4w+LWkySW10ugyaXYXkUpBw7I86Yzj/AJ4HJ/DvX6a/AT9sH4KXbW3hn9qD4X2OpwCWSGTxBbxFLyAbsKSqjEuPmPPJ/Cvye/4JVftA6F8Pfi9B8KfG1xMNM8SahDDa+XHkRzO6K/QcBlVck8fIK+wtdv8ASLfxBfeGrzTZbkbSytEwG1+mc9R0/WgD0X9puX9n7xVHdaj8OtWeP7PeyrEXtDEZodx2vjsSO1fMfie0X7RIlncvIisdpDdRiuq1K21W3lAvUL2wOfLD5OP/ANVUNZu9FFt5FrorI4GfNd+px0/WgCh4btJPtkRKFmKZIA68d62oIbz7UHfJSPkKV6YrM0vUPIljlaUR4TC8d66HS3hv1MyyF1Hy56DNAHbP+0f8Q9N+Gtv8P9J8TXFrbRq6iGF9uQQQR+teYaLe3Ph3X7fxDHcBpUYswccgnNa9zo4l8yTHzx5KgHmtvSvhP4qktLPUdT8P3E1nI4YiGL52XOcjigDV+HsrazpV7e3Wqul0xjWIODtZmYbsnsMZrk/iSsuk+Ip9NeYS7olcmLG3pXsd78O/Buj+AbnWfC+oatJdtNAjWVzYRosYZ1+bcJGLY5GAo+teHfEiGdfF8yM7hxEoYP0GABx6UAdf8AfGF34e12TTXugtvqNnNaz2zN8jq6gYI6ZyB+Vc68AtNYktLg7VSdgBjOMHFVYNLuRDFc29yclvllXgn3q/qGm38MK3N+Bludx+8c0AWLbWDod8Ws7sRs5yrgdTn610kXhSfxU32/XvEMYD/OzvNuHHbA7159rDR3ECrG5VkBBb1HpUem+KNW0u3jH21mUPyMdaAPU4dL8D6U0cUEckx43smAPrzXQeHvGWh+GRP5HhC2vgw/dPcAF047L0b86860T4ieE72MReQ0dyTj5uMnH/AOuuj8PW2p6tcNfWMqmBcHL9BzQB03xH+KnirxF8I/E2lGG3ktX0S6NrAse3y3EZI+mOe3Ffirq2oXmq6ncalqFy8008zPLLI5ZmJPUk9a/ZTxj458M/Df4ceJfHfi2UJplvotyboouSH8rarADkkkKMDrz61+MkjvK7SSNlmJJPqaAEooooAKKKKACiiigAooooAKKKKACiiigDY+H3jLUPh5430rxzpcSyXGlX0dzFG5wGKtnGe2fWv1W+FXj74bftL+GYfGvwhne9u76yV9U08MPtVjJ0aKSNSSAGBAb7rdRX5I19Of8ABIX9p3X/ANlX9ufwr430S3guE1PzdKubS6G6ObzV/dqVPDEyrGB/vGgD9QfgT/wTp/aA+Lrz3OleCJYLaED/AEnVn+zxZ9N0mBXhH7T3gG2+E3jWbwfqmqW8l3aSPFMto/mIXBwQCOMV9K/tW/8ABT39pv8AaA0m18MaxbLp2m2jZe20iFrWFj2Mm1vm9q+ZPD3wv8WfE/xI3iy9tXmhF4E85lOwktjJJ4HUHrQBzeneBNWmv43t9MfyQqnzC45Hr1OKuXC2+h6sNKs5WeB13sgOQWr1v9oS/wBc8Na5qHh2x0pbXT7BktYpoR+7dAmCwI68gH8a8Otb6Zrx54Y2m8vqQM4z3zQB0emX+n/8JFZrcP5UDTJ5hHPGea/Ry00V/Bv7PNj4o+GbR6vb3tqouprK3SSSNSOQwwSoyMcivzMufNFnHfIMqxPlyo3KMOxHY5r1D4Rfth/G/wCE9oNH03xZdwac8PlrCXDI68kgg0Aeq/ErU/EWu2Qt0tTp5a5jjLyxBMHlscAZ6V5V4k8C6Dbm41LV5vtt9OjY24xHjsfWu1svirrfxxu7ex8Z+IbeztmvfPWeaLb86RkAEge5/KvMfH17J4Z1ScTaurb2LI8EgYnnoOxoA5bT5RYlQtsGWObO1x8pweldV8W/HVl4ssrFbHSLXT4YYNhFrGFLtgZJ/KuPtL+YzEOo5O5t3UDr+dav/CPr4llg0jSpPNuJ9xWM4B45/kDQByvlzXsZlWU5HA3nGaTfcW6iKW0G1eo4Oa3LHw1cLqo8P3CbLhJzC8Mi/OHBwRg9DXa6l8MI/DoNk4dwVAdJAOMjOcdutAHnuj+FtQ8RyPNo8SkpjK4zj866/wAPT+KtAhOi3paJGYBCFOCfwpuhovgfxELnTLwGJlxIR0zivaLbw94N8ReEr34h+LtSh0PTtB0ua/1S9ltZJUEUUTylv3asQSEIxjkkYzQB8p/8FH/F/gzwj+zDP4I8Q6gZdS1eaNba0i+8ZFIdWPThSAT+HFfmvXbfHb44+O/jl471DxN4u8ST3UEt7I9lZrI4t7dM4URxsTt+UD39TXE0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFTafqF/pN/BqulXs1tdW0yy21zbylJIpFIKurDBVgQCCOQRUNFAH6qfsoftmeI/21vgVF4DufC+l2vjbw/cOfENxpsIWTWI3lZ4bnyhgIEQrAVQbf3asTl6968UfZPgz+z7pngWPWUOs3d1Ncz2ZPz2yh7cRh8fxN5bnFfi78Gfjl8Vv2fPGkfxB+D3jO60PVo4mi+1WpHzxt95GDAgqfSv0i/Z4/aX+H37Z/gQaxrfjaytfiPEhOpeHZT5b3br8xmgBPzLjk4zg8ccUAeofETw14w0b4IL4v8AHF0wXVo1GnJJnL7Q29hnqBtA/EVQ+EPh+z8DfA/U/FV5pFveXF/qEVhbtcRAmIhjKz+3yqF/GvTvBnjjS/j54P0r9nr4q+VpdxYHy9A1UqQI2YsJIpB0ZW3deoIFdh+17+zRof7Kn7MXhfSJfFUWqaj4h1q4vy0AwkMMcZUAc85JPNAHyP4h8PveahcJpMJiSCIvIo6YK98fTP41peGtCtPE3w5utKuoR9sFr59hKy8l0LFl/FSfyFe1/sXfs/QfGn4WeK9f8S+LdL0GO4gdINT1m4EMCN5b4BY9M5ArpvCH7N/wr8O6Jb3UP7QfhjVdV0+UONJ0d/PMgG4FQ5Kg9R2PFAHi3hjxBdT+FNP01rWCNrTU5ruWRYstIpi8sKWx90E5x615r4wt7+7Y6jcSBndswhzkoCw4Ar2bxnoGkt8RNU8IaFex27aZZRSXIUfJvkbhRj0AyaytG+CECy/8JV411mOLTopGIlA3ZA9AOvNAHBaz8P8AX/CnhSw1/UIwF1LC2zluvXJx7VNqPgPV9J8OxeJ7DVi915pQoh3AL07Djr616b+1b4i+HOu+DvCdz8MjKtrYW/kzLMMMz4X5sZ77W/Oo/hb4Pu/G3w9uNVt3hVopVDpcMAevJH4UAeRav4i1jXdZXxY8zHUFmWSbK481htwT74H6V9BWn7QuheO/A1ppPjTw1E9/aqhgu4j5cnBIKtx8wKhRz0xXlXiTwlptlqMumaRdrNcSPnEHIRs+tdboHw18PalceffW0rYQGaZ5MBeOT7CgDTvPh/oPjKON9DgZcscbFD8+hK59D2r4z/4KN/tv634VttR/ZM+FHiRGtns2tfGN7Z3EgKzeYhNqpVgCQEZJAQR+8K8EMBe/4Kc/tR+HvA3hy3/Z6+CPjab+0ZrtLjxJe6dPjyIkyUt94GVYsVY7SOF2ng4r4Gdmdi7sSxOSSeSaAEooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACtHwn4u8S+BfEVr4s8Ia1cafqNlKJLa7tZCrowPt1HqDwRwazqKAP0A+Bf8AwV3+HNzqOnQ/Hr4ay2Uti6P/AG5oy+a8hUAEsnHJOTxxX2z8dP21/wBl79vD4R/DPQf2e/i1aanqmj6LeQ6t4e1Jxa6jby+bjeYpMEody4YZHIr8JqlsL++0q+h1TTLyW2ubaVZbe4gkKPE6kFWVhypBAII5BFAH696j8Ef2idP0WDSZoZBpKNiONLuLAyeCFD5P5VyPxJ+Jfgv9nHwfcT2tvc3PjHeY7aOKffFCQMEufXdnj2r4Y8P/APBQv9q/w9pUekRfE2W5jhgWKKS9gWSQYx8xcjc7YGCWJJySeead4Y/bZ8aya99p+J2jWus2U8wa6FvGIphlvmcHkMcZ+U4BOORQB9rfs++J/HPxX8KXPjLWbn7LqGq6h++nlBAmkwAEX16jivarHXNE8ZfD26+EvinVI7LVrYs6hpAhcAZxgjHOeua+L/hr/wAFGvhZYavo+lXL63o2j6NeLd28clhEybhIjEARsxLEDOSMcda9q8Vftk/sG+P/ABA/xLn+LIsriZwJbNrGcSBC2CANnbOevQUAXrXwfNeW00enaoblrOTK227OVHX8a9w+Amj2/wAW/Bj+BNFA0zV9NSRnhdiPtZ/u8fxZIx9a8A1L9sv9hP4exSeKfh/8Wv7UmgO8WEljMry4zkAMvPH55rw742f8Fatch1+R/wBnbwzDp5LpK2r3YdSWKncqxKQeDsIYt1VhtIINAH2xpOleEfhW13q/xW1K20u2tN73N3eyBTAvTcdxA6+9fE/7af8AwU4j8aaPd/C39nC+v9PsJJZIdQ11VETXcQJGI+rhWHOflPOMV8j+Pvid8Qvijr03ib4heMtR1e9nZi819dM+0MxcqoJwi7iTtAAGelYVAD7m6ub2drq8uJJZXOXklcszH3J60yiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k="
What is the organ system visualized?
Head
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"
Can brain edema be observed in the picture?
Yes
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baTxK6WcalYV8mPaOMAAEj8zV34j+IofD+jwq5V/Ltiz7G53YrxfSPGWqRYvI0zulJKnPr9aAPpuHXlXT1CRiMqOSxAzwB/jVObX7C93QagBKFU7zuAGP/wBVeQ6t471BdC33N1tLgAKjEcVz0finWrgKkby7WbqSeRQB0msp4CtvE0891osk8Ik+6r9K9A+Dnjr4Y6J4t0/Ux4AN5BDco1xBcSOiFR1B2EE8Z7iuX+Hmm6A0Ml3rZWfZE7Fiec9ua0LPxulvfLbeC9MRJgwYzlR8mPc8mgD85f8Ago+min9t/wCIt74d05bOxvdcF7b2qFisInhjmKAsSSAXIGSeleI1+h/7fvwE0T4n+NLTx34xZZvEGueGJINLuLe6CBZ7cfK0oHUBQRg+lfnhQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB2fwA8JeIfGnxU03R/C6IbseZKm9sDCoc1+znxi/Zr1PWPAui6v8DvEEfiGw0Xw7b2OuNZTfNZXsUarICpAOwtyp78+lfnr/wAEsvgla6trB+MOrm22f2tJptnJMxzHstJHlyOnzGSLH+4fWvrzwhovxz13xRrulfCu81FYri4k+0pBIVQqN5y2OgADcmgDidX0fxDpeqpp/iXa0isFYSMMqcCs/wAQ6ZAsbvb3UisMADaSD+XSptVtdStNSeDW5N1whO4u+QxA7H6VQu7kSbrWa1lVfvDIP065oAzdAVobhd8n3nJyQSDVjUrLczJNcgRyKQWJ4U464p1laeZdiSN/LQbSEY85P+RVjVbUQzeUF28th9wAzjue1AHT/AOxu7500S0kM/nM4yF9MnH6V+hXxt/Z1uNG/Zq0e8sZEaWx0dhcMVIO/wCXPfnrXxH+yj4T8XTanBqcmj+YDcSR2cFvHmWdhGSzHGflAJ5/Cv05/bE1G88Cfsm3M2qXNvBcR6AXmidjkSMIsj8zj8KAPyKtrCc+N7mOaZAUmIz7g16zoOgzpHDdXEqSiNizLFKCQOmcV4FbavO3iO6uTdtku5TcM+YWzwK9N/Z2+IP9jeLFbV0P2RopBcC4hDBMgbT145AH40ARfGScz291NYxRM2GEkbLkqnAHb8a83srdbeBWYRcjCqhyR9R2rvfjrqVzomr6poiMCbkshNqeCoxj6gg/rXHR6HqR0+2U2h+cKBjjP40Aa2pXOqanp8Nv9ijJTO0RqMmqtroF/dMkc+oCAeZjacZWtq30ubR3it9QnV1w24QPnBPStKLwBrt3K7WmmsYy2Y5DI2CMdfSgDPTQDbIwj1oSIinIz979at+F4lu7trGGcW+4cySOADVtvAuo20kS3EsSbSN7TTAY49zzVa+0vQtIuD9mvpGnJB/dYKEY+tAC/Gzwp4WtdH8KeLLy8t9Tl03WCk8KkMojcxqQ3Yg7yCOnBr8pvF0ttN4r1OaygSKF9RnaGKNQFRTI2AAOAAO1fq3r3h/Vta+DHir+z9Omnngs3uYSiFtvlZlLcdsITz2Ffl78cjY/8Lp8WrpkMcdsviS+WBIhhVQTuFAx2wKAOWooooAKKKKACiiigAooooAKKKKACiiigD6s/wCCQf7RHgH4Kftb6DpHxr1GUeDtbufst1b+Q8yLdyDyoZPLUHnLlSccBjmv3g/au0P9iv4caf4g8C/s/wDxI0ex1W9mlM8UCHLuzn5N+TgYLDA7Gv5wf2Nfhj49+K37TPgvQfh/8Pdb8STWviXT73UbLQtNlupYbOO7h82ZxGrFI1DDdIw2rkZNfqj+1XeWWofEbV7vwnpOo2xF+2xXfLL8x65AoA4rx78IvFmkSXOr6igCo+d7chx7H0qDxTd+F7j4V2UkkSJqMc7LIVHzbc5rJ17xL4x1TTxpl/rEpEfSEkgsPTmuR1m41KKMQhnCj7yPQAadBKl+JvtQdZGHXr0x0rpJ4LadWS5nwrA5ZRnBA965vRLmC4ulLrsdSD64wPWuk1JrIQxiEHLgZOOpNAH2b/wRb+FOn+OfH1xq9/NIbTQYLiV5ZBnBlQIox+dev/8ABZn4x2OgeA0+FOnahDc3GrWS5UR4dVMqc/pWp/wR+0fwj8If2ZtT8c+IURLrXb5pVfofJjB2r+YJr4t/a4+Of/DSX7YVzeySebp1tei1s4k4BRD6fWgDwm8+EXiew02PXb7TriK3jdHmcqSArNgfzrpfh8um+GfiALHUZFFqw8uVmXgg9PyPP4V754q1/wAN+Kvh1reg3MqRT/Z4Ps0Kpx8kgJ/ICvnXx1AU1SbULGUsI58BsdsUAb/7RPw7n8G+Jbiw+0Ca2i2S2dy0hy8L4ZW59uPwrmYLy9uPKSW7222MOoXhx7HvXufi2HTfjd+yzD8TdNnT/hIvDFuljqFrDy0turf60qfQEcj1r58gNxcvGHj3ZGAPegDsfh9JZz6m9iluz2kZy0TPneT0Nej+IbbWJo7rRdOa8RwF8qzjyAkTKCox19a4L4TzWPhnfdT6ebm4WT5I8ZAbtmuu8YeMfGOlagvifVdavLbVVQSRTQTGNkQ/wEZGVxxj0oA4nxRb6l4ct5INanmMilRGGHzqffpW/wDBL4HeNfjNqTaf4X0OS+uDEzBRgEqvJPJrC8cfE/8A4WPaA64ks13vBkujks59ScnJ6c1Y8BeNPHvhGIReGNXvLYYIM0M7I5HpkUAemWfwi+Ofwy0XxL4bfQdSgspdEvheERdITbusmSARjDNz7mvxW+JGt2XiPx5q2t6daxww3F67IsWcNzjfz3bG4+7Gv3S8KeLfjT4a+FPiDxB4n8XXqaJf+GtQt2a5uPMicyREeWckkE89RX4n/tK+GvAXhH4w6xoHw+mmFpb3JSS2kttiW7gDKo3mOZFzk5IXrjGKAOCooooAKKKKACiiigAooooAKKKKACiiigD7b/4Ix6frPhXxt4w+LWkySW10ugyaXYXkUpBw7I86Yzj/AJ4HJ/DvX6a/AT9sH4KXbW3hn9qD4X2OpwCWSGTxBbxFLyAbsKSqjEuPmPPJ/Cvye/4JVftA6F8Pfi9B8KfG1xMNM8SahDDa+XHkRzO6K/QcBlVck8fIK+wtdv8ASLfxBfeGrzTZbkbSytEwG1+mc9R0/WgD0X9puX9n7xVHdaj8OtWeP7PeyrEXtDEZodx2vjsSO1fMfie0X7RIlncvIisdpDdRiuq1K21W3lAvUL2wOfLD5OP/ANVUNZu9FFt5FrorI4GfNd+px0/WgCh4btJPtkRKFmKZIA68d62oIbz7UHfJSPkKV6YrM0vUPIljlaUR4TC8d66HS3hv1MyyF1Hy56DNAHbP+0f8Q9N+Gtv8P9J8TXFrbRq6iGF9uQQQR+teYaLe3Ph3X7fxDHcBpUYswccgnNa9zo4l8yTHzx5KgHmtvSvhP4qktLPUdT8P3E1nI4YiGL52XOcjigDV+HsrazpV7e3Wqul0xjWIODtZmYbsnsMZrk/iSsuk+Ip9NeYS7olcmLG3pXsd78O/Buj+AbnWfC+oatJdtNAjWVzYRosYZ1+bcJGLY5GAo+teHfEiGdfF8yM7hxEoYP0GABx6UAdf8AfGF34e12TTXugtvqNnNaz2zN8jq6gYI6ZyB+Vc68AtNYktLg7VSdgBjOMHFVYNLuRDFc29yclvllXgn3q/qGm38MK3N+Bludx+8c0AWLbWDod8Ws7sRs5yrgdTn610kXhSfxU32/XvEMYD/OzvNuHHbA7159rDR3ECrG5VkBBb1HpUem+KNW0u3jH21mUPyMdaAPU4dL8D6U0cUEckx43smAPrzXQeHvGWh+GRP5HhC2vgw/dPcAF047L0b86860T4ieE72MReQ0dyTj5uMnH/AOuuj8PW2p6tcNfWMqmBcHL9BzQB03xH+KnirxF8I/E2lGG3ktX0S6NrAse3y3EZI+mOe3Ffirq2oXmq6ncalqFy8008zPLLI5ZmJPUk9a/ZTxj458M/Df4ceJfHfi2UJplvotyboouSH8rarADkkkKMDrz61+MkjvK7SSNlmJJPqaAEooooAKKKKACiiigAooooAKKKKACiiigDY+H3jLUPh5430rxzpcSyXGlX0dzFG5wGKtnGe2fWv1W+FXj74bftL+GYfGvwhne9u76yV9U08MPtVjJ0aKSNSSAGBAb7rdRX5I19Of8ABIX9p3X/ANlX9ufwr430S3guE1PzdKubS6G6ObzV/dqVPDEyrGB/vGgD9QfgT/wTp/aA+Lrz3OleCJYLaED/AEnVn+zxZ9N0mBXhH7T3gG2+E3jWbwfqmqW8l3aSPFMto/mIXBwQCOMV9K/tW/8ABT39pv8AaA0m18MaxbLp2m2jZe20iFrWFj2Mm1vm9q+ZPD3wv8WfE/xI3iy9tXmhF4E85lOwktjJJ4HUHrQBzeneBNWmv43t9MfyQqnzC45Hr1OKuXC2+h6sNKs5WeB13sgOQWr1v9oS/wBc8Na5qHh2x0pbXT7BktYpoR+7dAmCwI68gH8a8Otb6Zrx54Y2m8vqQM4z3zQB0emX+n/8JFZrcP5UDTJ5hHPGea/Ry00V/Bv7PNj4o+GbR6vb3tqouprK3SSSNSOQwwSoyMcivzMufNFnHfIMqxPlyo3KMOxHY5r1D4Rfth/G/wCE9oNH03xZdwac8PlrCXDI68kgg0Aeq/ErU/EWu2Qt0tTp5a5jjLyxBMHlscAZ6V5V4k8C6Dbm41LV5vtt9OjY24xHjsfWu1svirrfxxu7ex8Z+IbeztmvfPWeaLb86RkAEge5/KvMfH17J4Z1ScTaurb2LI8EgYnnoOxoA5bT5RYlQtsGWObO1x8pweldV8W/HVl4ssrFbHSLXT4YYNhFrGFLtgZJ/KuPtL+YzEOo5O5t3UDr+dav/CPr4llg0jSpPNuJ9xWM4B45/kDQByvlzXsZlWU5HA3nGaTfcW6iKW0G1eo4Oa3LHw1cLqo8P3CbLhJzC8Mi/OHBwRg9DXa6l8MI/DoNk4dwVAdJAOMjOcdutAHnuj+FtQ8RyPNo8SkpjK4zj866/wAPT+KtAhOi3paJGYBCFOCfwpuhovgfxELnTLwGJlxIR0zivaLbw94N8ReEr34h+LtSh0PTtB0ua/1S9ltZJUEUUTylv3asQSEIxjkkYzQB8p/8FH/F/gzwj+zDP4I8Q6gZdS1eaNba0i+8ZFIdWPThSAT+HFfmvXbfHb44+O/jl471DxN4u8ST3UEt7I9lZrI4t7dM4URxsTt+UD39TXE0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFTafqF/pN/BqulXs1tdW0yy21zbylJIpFIKurDBVgQCCOQRUNFAH6qfsoftmeI/21vgVF4DufC+l2vjbw/cOfENxpsIWTWI3lZ4bnyhgIEQrAVQbf3asTl6968UfZPgz+z7pngWPWUOs3d1Ncz2ZPz2yh7cRh8fxN5bnFfi78Gfjl8Vv2fPGkfxB+D3jO60PVo4mi+1WpHzxt95GDAgqfSv0i/Z4/aX+H37Z/gQaxrfjaytfiPEhOpeHZT5b3br8xmgBPzLjk4zg8ccUAeofETw14w0b4IL4v8AHF0wXVo1GnJJnL7Q29hnqBtA/EVQ+EPh+z8DfA/U/FV5pFveXF/qEVhbtcRAmIhjKz+3yqF/GvTvBnjjS/j54P0r9nr4q+VpdxYHy9A1UqQI2YsJIpB0ZW3deoIFdh+17+zRof7Kn7MXhfSJfFUWqaj4h1q4vy0AwkMMcZUAc85JPNAHyP4h8PveahcJpMJiSCIvIo6YK98fTP41peGtCtPE3w5utKuoR9sFr59hKy8l0LFl/FSfyFe1/sXfs/QfGn4WeK9f8S+LdL0GO4gdINT1m4EMCN5b4BY9M5ArpvCH7N/wr8O6Jb3UP7QfhjVdV0+UONJ0d/PMgG4FQ5Kg9R2PFAHi3hjxBdT+FNP01rWCNrTU5ruWRYstIpi8sKWx90E5x615r4wt7+7Y6jcSBndswhzkoCw4Ar2bxnoGkt8RNU8IaFex27aZZRSXIUfJvkbhRj0AyaytG+CECy/8JV411mOLTopGIlA3ZA9AOvNAHBaz8P8AX/CnhSw1/UIwF1LC2zluvXJx7VNqPgPV9J8OxeJ7DVi915pQoh3AL07Djr616b+1b4i+HOu+DvCdz8MjKtrYW/kzLMMMz4X5sZ77W/Oo/hb4Pu/G3w9uNVt3hVopVDpcMAevJH4UAeRav4i1jXdZXxY8zHUFmWSbK481htwT74H6V9BWn7QuheO/A1ppPjTw1E9/aqhgu4j5cnBIKtx8wKhRz0xXlXiTwlptlqMumaRdrNcSPnEHIRs+tdboHw18PalceffW0rYQGaZ5MBeOT7CgDTvPh/oPjKON9DgZcscbFD8+hK59D2r4z/4KN/tv634VttR/ZM+FHiRGtns2tfGN7Z3EgKzeYhNqpVgCQEZJAQR+8K8EMBe/4Kc/tR+HvA3hy3/Z6+CPjab+0ZrtLjxJe6dPjyIkyUt94GVYsVY7SOF2ng4r4Gdmdi7sSxOSSeSaAEooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACtHwn4u8S+BfEVr4s8Ia1cafqNlKJLa7tZCrowPt1HqDwRwazqKAP0A+Bf8AwV3+HNzqOnQ/Hr4ay2Uti6P/AG5oy+a8hUAEsnHJOTxxX2z8dP21/wBl79vD4R/DPQf2e/i1aanqmj6LeQ6t4e1Jxa6jby+bjeYpMEody4YZHIr8JqlsL++0q+h1TTLyW2ubaVZbe4gkKPE6kFWVhypBAII5BFAH696j8Ef2idP0WDSZoZBpKNiONLuLAyeCFD5P5VyPxJ+Jfgv9nHwfcT2tvc3PjHeY7aOKffFCQMEufXdnj2r4Y8P/APBQv9q/w9pUekRfE2W5jhgWKKS9gWSQYx8xcjc7YGCWJJySeead4Y/bZ8aya99p+J2jWus2U8wa6FvGIphlvmcHkMcZ+U4BOORQB9rfs++J/HPxX8KXPjLWbn7LqGq6h++nlBAmkwAEX16jivarHXNE8ZfD26+EvinVI7LVrYs6hpAhcAZxgjHOeua+L/hr/wAFGvhZYavo+lXL63o2j6NeLd28clhEybhIjEARsxLEDOSMcda9q8Vftk/sG+P/ABA/xLn+LIsriZwJbNrGcSBC2CANnbOevQUAXrXwfNeW00enaoblrOTK227OVHX8a9w+Amj2/wAW/Bj+BNFA0zV9NSRnhdiPtZ/u8fxZIx9a8A1L9sv9hP4exSeKfh/8Wv7UmgO8WEljMry4zkAMvPH55rw742f8Fatch1+R/wBnbwzDp5LpK2r3YdSWKncqxKQeDsIYt1VhtIINAH2xpOleEfhW13q/xW1K20u2tN73N3eyBTAvTcdxA6+9fE/7af8AwU4j8aaPd/C39nC+v9PsJJZIdQ11VETXcQJGI+rhWHOflPOMV8j+Pvid8Qvijr03ib4heMtR1e9nZi819dM+0MxcqoJwi7iTtAAGelYVAD7m6ub2drq8uJJZXOXklcszH3J60yiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k="
What kind of symptoms will the disease on the upper left lobe of brain in the picture bring to the patient?
Visual impairment, vomiting, tinnitus, increased intracranial pressure
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What type of medical image is this?
MRI
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"
What type of MRI is shown in this image?
T2
"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"
Is this sagittal plane?
No
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nblQe2PSqenJE15GYmyDKFww9f5UX91eXEv22cbmz8vPv9eKfosXn63axbSxkuBxtzt70AeifFj4UXeleCLHxdBtdGiG9SDkDA5rm/DM9zcGC12HYtoz+Zk5j+dMEe+Ux+J9a9y+L5sj8E7e23cm1UBSPb1rxHwIFngmdFLFrMAc+jjIH0OM0Ac74wvo73xQ0kOASQCqgge/WreoyzRadHErlR64zn86xNQgZPEMkztlS2AW/ixXSR2I1XRnmmDkqCRg4JA7fSgDr/hHiZYpbu5QKxHzScY5r2jxppSa14Ia00o+ZIsOVAbIJH+NeB/Ce1t5r9ZLm6jWOMjKSufz9K+kJtVhi+GdxdaKiu8MRxtye30/GgD5r1zwfLLI3no5ZWO5WOKwFtj4evhcxxJvjyODnLe2a6271fV7j7Q720jzOxJYqcN+Vcvqdjq3m7r2UAsMlSvagDZ/4Wnqy6bHpXkTbgScgYGTwefpUTeL/ABDrDzW/nSJBHHhMEksT1xXNR2mp3Mqx23mMAOQO5rd8N3up+GdRW7NnG6qeVlj3KfqDxQByX7WWjarrHw5/sbTPDs0kei2KahqGo7Tst1YlFUt6sxr4ldGjco4wQcEe9fov8YvGWvfEH4Ya74fWT7PZXVh/pFnbosccpT5lBUAZwRwPWvzsv4zFfTRMMFZWBB+tAEVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfpx/wSd8LeJNJ/Y78TD4t/ByPTfBmtXH9oeGvGBXddatc+Y8DxRAnCpG1thiQDhhgHcDWloXjm5+FXjd9R0GKK+02f5b3S7lA0U6Zzgp09/atP4d/Fe38K/si/DD4YaN4cENpp/hK2e5FqpLT3cyiSeR+vO9mH4V5z4y8R2t/rAlsLCW1IO4iRCBuoA73xFqn7NnjnVXmtPC2u6BLcn5pBdxzwRsfRPLDAc9N1cn8XPgpZeB9MttZ0DxPbatZ3gytzbxOnln0cMOGrnLLxGtuv+mwCeEnLKDz17V19t460HUPCE/hyZ2MJy1tkfcJPHXoecUAeYG3dEETMWyeAOmKt+FrqSz8RWslzGSFmG5QOuTx/Sklijs9QSOK5BDZ7ZBpy20a3kd2rZKMCCPrQB7l8W9WW4+GVqyFVZhtZQOV4ryP4aNYu11Df3ZjmgJa2A+YSZ++h+q9PcVd8W+Or/W9Lh0KJy2wfMq84NcppMF7bauI5IXWMy5c7T+NAGl4tsUQNf2rJLDKxeKVE69Oue/8Agan8KXkT2skJlx5sWwgnqT7V1fivSNNPgWJrKZTLI7s42ABW8o9PY4H5157ocwh8tyCJEOeRQB0fgJTDq7WYjTAfbulHQA44FfUvw2stPudAGm3WyRJFCOu7IPofr7V8wWlmXvk1WyUEMQJAowQfWva/hR4kEaRwape5k3Dy13dfTP5UAYXxZ+G8fgjWXktdSK2tw58pAxyDnBX3FcDfaZZ/bVnGoKWMflyxyRsQQDkEEMMHkjoQa9R/ajutSuNRsfEFpYvJbCA7WQcK+ec14jc6he3lxJcXbMBuwzeuR+tAGrLfaNoQC2oEkmP9Z6ewHapNGsNf1xvtItSQQPk25GPU9awBlWX7NZPIQcuzJmt3w5401jRLR42s2jUDCsFI7+1AG5YfDTVfE32rQo4Y/Pms3dYwQNwA6Cvzu+NPhS+8FfE3VvDeo2phmtrpg0ZHTk1+lPg7xnqkWrHxFC6p9jtjmVlxt6setfFP/BQSzgu/ilY+O3svIuvEVk11cADAYBtqsB05GaAPA6KKKACiiigAooooAKKKKACiiigAooooA/Ub/gmL+0L8MviH8E/D/g3x/wDC59R1jwhcMb/UI5kSO/sw5WKB1w3OHwWABPlA5HOel+MnjXwF4i1e6sNW8A2GlZz9nexSRNvouCxU/XANfD3/AATY+NGnfDL44p4Y8Q6pLBp/iUR2hxjy1lD7kZskY7jjqSPavuv4uyfCeKzuJQ95fXKuRCskYUK2eh5OfrxmgDxfwJpNhqniFdKv3zBLOY98gx8pOAR/OtHxn8IPEHhO8d9PtDcW6v8AK8LkgD1zitnT/hNrFzpya1JdfZnkBMCA9vYHk1P4X0v4v6xqaeHfDsF5euWwIoYi5YD2xxx37UAeXzJtvPKeMpIGztkHI5qbyz5RGeh6r0FelfGTwn4b0OG1tdVR01h491w+FCpJn7nqcY5NeYSSzQ2jK6YbOCwH60AdT4C0G71eOW5023Nw+SzK0eegweD9am17wrrdvL58lqsR2cokYXC+px0/nXb/AA/u7P4b/DWfxpZ3Ucl6bgWdvFIm4AGIO0jA9RzgfSuWi+PfiXVYJLWewF5a8lla0jKAjoeg5FAGYk7yaRbxXD7hHI4wTyV8tgfr2/KuDS8khvGt5EKdlyD8wzxn9K7vTXl1iCHUTEsKNdMCCcYyrcY/Pis3xNpFrPALhYhHcQqUHHEg9QemPyIoA1fhOi6nqYsbg48wgAg9K970n4dWGkCG4tUGMAg9ifoRXjHwQeyt9VW6vLc7QQWJOdpB7YNfRGoa/pI8Px3FhdEsy8bzkj8fpQBv2nhnQPEnhyXStUto5c/dDnHzY7V4B8WfgbfeE9a/tDS9KkubPdkmIbvL68YFdbf/ABq/sXU0Ea5VSSRgda6vRPizofie2EySIrlcSB4wM0AeDade2Yuhpz6QPLxli8ZXaPr17VuajoWmwmNbmQDI3PC2M/ie9eoeLPhppvi+6GsaLqMVpOqYLIuQ38ua8z1HwpJbak8V9qBlIbBy2O/PGf8AGgCxpkmk6bbiGKOMW7ZOoOybi8XRlGemRkZ6818O/wDBSHXrDVf2lbnStJMS2uk6Vb2sMMJJWIfNIF59FdR+FfT37XPxLtfhd8HZrnQZEhuZHEaFuuSp5H+e9fnn4k8Rax4t1y58R6/eNcXl3Jvnmc5LHGP5AUAUaKKKACiiigAooooAKKKKACiiigAooooAm0/UL3Sb+DVNOuGhuLaZZYJU6o6kFWHuCAa/TL9kvxZ4Z/ae+DVv4mufFdkdU0SOC28QW08hSZZwuVkIKjcG5O4cEhh2NfmPXYfBT41+Lfgd4vi8U+GZi6dLyxaUrHcpgjDfmcHBxmgD9N/i/r3h3QLzR9J8Ja/9rWztkikmEZQM+52fAPJGWAz3211Nx4+1LUvAMfhfwPr8dpeyxYvxCixtNjOBuAyRznHQkZrlvhRpvwp+NvwxsPil4e8SJcJc20cl7Elt81lKyBmhchiN6gjIBre8QeANH8F+Fk8aeF7+PXc5QR2kbD7MwxjzR2z1A6HHXjFAHgXjmz8Rw+I5NM16/kuZosOgycrz3/Xmsme0lx9neAxlyBuK4Huc969g0fSND8LM/i74iaU97qGofPbWckhXcpyFJwMkdcDv1NU/E2peFviZoV9bp4bt9NvrKHfb+RGEJQHkH16g5PpQBmeF/EWj3vw7u9I1CQ7zECFyOJVGA306j8RWP8K9X07RJ7gT6stuC7KFlj3K688Ee4/nXK2iT2iMnmMpzg7c4yK0vBC+Go9UEni6B/JP3WQgEfn396AO51bStCfTba804qZzrMYURMNpUpIc4+qgf8CrndS0e7eIotqSGbcWPb8a6SfU/DN9o1pp+haB5Ua6orpfSXDM4ARxtxwvJKnoTx1rDfxcmkTS2uo/vQrnadnUelAC+GLu40LUoLm4h2eYxDptGD+Fdl4g8dxxwYsZsMQPkHTp0Arzttem1nV11N4ykEA/dITyT61KNZhlnMtzuJVieD/SgDV1fX7XVNO/0hyZ1bgbaqeGPElxo96JEkY5Pypu4J9KrTRadqhN1aPhk52Z7VufD3wcPEl3JcRL8lvgyOW4QZAyfQfMOaAOvtfi341FitvYWCxBujMm4j3JrCv5dZ1PUBqMl4ZXLAyjA4PtXc22n+H9As5Ib+eOaWWMJaJEd6Anqx6cjp9TXmHx9+Kvh/8AZl8LSeLL5vtFzdE/2dZ9pnI/lQB84/8ABRLxk11qNh4Rt7zesG15489Gwa+Xq3viP8Q/EHxN8WXvivxBdM0l3OZBFn5Yx2AH0rBoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPUv2Y/2lfEvwE8UqsmpXcnh+6YjUdNiYFSSAPMCn+IY7EfjjFfevg/x1fQ2Fr4/wDhV4iYwXUKPLCJN2Ayhip/PGDxxX5cV6Z8Bf2n/H3wR1eNbe+kvNIORcaZKQVYHuCeR+eKAP0W8MaV4l+Lvi+fx54oZzHaxSXEzbMoqoue3AJwAB71xNhfSS/ELUdStrUBJVdHjVcAqVORj0wSK2v2HP2sPgb8UfG7fC5vGkWmXHiuJtOttNvZGiElxICI9r8DhwvfoTUnxJ8A6r8OfFd3pd5Yy29xDOVmhkGGX69u/wBD1oA8wNpJNfThGZVWQgYPI+taFvYfYbmK31yAm2nGI58ZCEjj6VsaX4ccTTTNGreceBnn616boXg/R/E3we1WS8sYmmso1dHIwy84I9aAOGsE07TrOy0+CXeov1ywORja+f5/pT38JW93OdQuVTy0yzMB0Hr+dVNGRdO0zT4p2Cm61TyoCx+84Rzj8gaYdbutM0i60zypJJWDRx4HHJ69KAMXRfD03inXbqKyuTFBEWMbEfeHpSaVoV9cazNp1vEZgjYdx0ru/CPhyLRtPtICv72aH965PUkfWuh+H3w+1Oex1ma2sYt0cYlWSSXbxvGcZ6nHH5UAecXmg2ula6La2mUHZ+8KqMDj/IrpfD/gLWrqxa/0LVCHIBaGJclsdxzn8qTUtIg0i3lguId95McyzSMNq/jXBfEb9rXwl+z1YrNp+tefqg/494bVyTvHPVfujtzxQB2HxE8YeEfgr4Wu/GvxL8QGN7aMta2RbL3EvZFHXPvX59/H/wCOHiP46eOp/E+r3cotlAjsbMykpFGM4wp4B55q3+0T+0l4+/aM8Z3HinxbfyeTIw8izL5WIf157153QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV774A/4KKfHLwzYWHh7xfFp3iPTrMRwltShf7UtupAKJKrgZ28AurAccHpXgVFAH3p4O/bj/Zi8SwRNreq6hoVy6DzIbmyaREPcb04OPpXsfhL9sz9h9/g/qunaL8ZrvUdZnh3rpUOiTwDjsWmVc9umR71+VFKkkkTbo3KnGMqcUAfWvxl/avvLfUra08I6VDJY27LcWcqyn5Jc8847dP8a9N8I/tEeD9X0bQ7/wAXXkNhqsyeZsABU9fyzjvivz/E84j8oTPt/u7jinG9vGAU3cpC/dBkPFAH6Z+I/wBpT4K+IfCFnfXeuLZ3tthDtIQOoJAP1/8ArVwfin9vnwF4D8waU/2yWPg200u5Xx3UjqK+CptU1O4g+zT6jO8YORG8pKj8CagoA9t+Nn7bnxL+KeozNZTJY28jHKwLtLKfpivF7y9vNQna6vrqSaRjlnlcsSfqaiooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
Which part of the human body is the organ located in the image?
Head
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"
Where is the brain edema located?
Left Lobe
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"
What is the organ system visualized?
Head
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"
What disease is/are shown on the left of brain?
Brain Edema
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"
How many kinds of abnormalities are there in this image?
1
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What kind of symptoms will the disease on the left lobe of brain in the picture bring to the patient?
Encephalomalacia, local edema, confusion, increased intracranial pressure
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"
Which type of modality is shown about this image, MRI, CT or X-Ray?
MRI
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6gDN4i0gQXVkylJY5Yztjl5GPLY/Kec/KOma+EZ4ZLeZ4JRhkYqw9xX6m/tf/AAX8Y+JrWa4+IXiq+utPtPD1zHZx5DlZABIoyRkfMoPXtX5g+Jp5ZNQEMh4hj2KcdRkn8eSaAM6iiigAooooAKKKKACiiigAooooAKKKks7Zry7itF6yyKo/E4oA/QX9jXUIPhL+yBo+oWWjIT4pvLq+uJ358xEc24Xj0Mb8f7VVvGOpWl5Ouq6LMYZO6hsgex9a9P8Agb4m+FXgD4XeFf2efGvgLT7Xw3DYrd3es6fYYuzeTxRmSd3zlyQI1weMIMV578ZPDHgnQ9flPgTxauo2gb9zKsJQsueAQehoA51PHXimxGWu5VynyuGOGz3GD6VRe71XxDMbi5leZ8fMXTOPeqUd6wtmtJbl9rPkRsBx+fT8K6vRTYQ6MxtZ0+0BOEY8dMUAclc3hs4ZLSR1U5P3VHze2al8NyJFeRiSPBHRjz/+uqusFvtBkYqXJ52kcH6U/TMQ3i+Uhbyxli2efw/woA+vf+Cavhxtc+NH9unIisLKWUsBgbuABjPfJr6Q13RbI/tO397cqq58MwuJSvCjzGQ8+ox+VeUf8EyNI07S9L1HxFJOPPuIxuQn7iLycn3Jx+Fa/wAcviTpWgftA/2jqt1MLQaHFuiifiQ5O4Ed8cH86APir9oi2t/D3jvVY7GQNFJfTeRIvAYeYcEe1cR4fstYEH9pwiVYw2XlJOB/nNehftMarpGveObnUdGYT2kzk2eXyFXrs9sZNT/BKzOtLJFqV2sUEaBVjbAUZ470Adb+yt43Hh3x1b3SswLtsYlyAc/zr6b8dXWpXWp6TrrKAv2gxyYAOEccfqK+VNJ8C634J8ZpfypI1u75hljyUAPTnHoa+rvh1rEXjXwwNMuV3zxxhoyc446GgD58+MFvHbeP7m3QFRvBVdvBz2rnl0HxBaeGL63mg80ZP2edwMhCdyjk9Ryufxx2r33Wfglp+r+IHu9fd1nDZlJ4G2uY+O7aB4X0638L6JtaWSQFgp6AdAfxoA+d9U0uA6nHcWMjAGMMwJG7Jzwcf0r0r4K69deDtYj1u7iY27ypF5hHygk/zrnNcbwRpujWqJq9ymrrO5niS0WSGSPcSI3z6diDkVS06TVNduIrKyluPIWfcVhtzEqDA6sck/ht/GgD6B+NfirSvFPgu5iEgkYpu6gnjrivyT/aH8JxeEPijq+l26ARpev5e3oVJyMe3NfpZ/wi/iC30M38X2p7dUInidi/HqpP8q+Hv2/fBI0fx9beI4F/dahZJIjIOGI4JoA+eqKKKACiiigAooooAKKKKACiiigAqbT51tr+G4Z9oSVSxHYZ5qGrOj6Xc65q9rotkAZry5SCEHpudgo/U0AfsppX7C3xV8ZfAbw38el0WwttN1TQLWaCyTW45pCpiXawBRMbgM7CSV+7k4zXzp8SfhDr/hTUJlNlOoRv3kUsZDA9xz3HsT7E19W/Hnx/B4M/Yy+EH7OuhafKsXhbwVYWmp30En+tuoraOKQYUkY3o784OX5Ar5m0X48eLfBiz2NzZrqFk7YMGoWaTRsvoVcH9KAOF0rSdBdRb6u8tu7HIYRBgD+YrZi+HGmndd2/i7TtoQu6LK+8L9NuPwzXXal8YfhL4vgUXvwztbGZlKySafdPFg9j5fKn6Vx2rWXh+3upTpGsERNyoZSuc+v/ANagDh9ahtH1V106bzIoztyRgk1Popmm1KCB5l2sMYY5JHpRcRyJespAYL6HP6mu3/Zl+F938U/jVo3hu1szIjXAaZyvAjXLMSPoP1oA+6f2P/hpH4C+DUE89mYbzWk3yZXDHdjaCO3H868n/bv0fUvDfjCHxPbyLsW2jgmA6hSCuf5fiK+yYPC1rYW9ja2qhFtI1YJjg44H5V8cf8FN/F9lYXEekfbV8y4t0PkgjKnJIoA+UPEtpLf3Mke7JLjaMYBP94emeDTPCWu6tomrRt9pLqzEsrDPI+nWs7wn4hgGpJBrRPlEgO6k8fT3rsNX8Ba4ba01zRdBvLi2n+aCdYl4/wB/n5aAPcfhraL8S9Kg0/UbqSIDDBmXAUjrivaPhN4fXwdZGaWUSAMVjyM8A4HSvjzwv428X+Db6IX0V1F5YOGAO1vx6GvYvhh+0Fqd1H9luwZEJLDOc80AexfFnxg9vpz3sCMbgr+7HqfavmPx43i251Vb5zdM8rZzDHvds9gedvP+RXvk2saV47iTG1ZFAwD/ABVsWmkeH9FtBcXzJhR8xPYUAecfAH4YnRtAuNf8R+H0YyrkJcxZIx25rO1Kf/hKPiJBoljaR2sJl+VIECj05xXWfE39pHwroGlPofh6ze8ucYO1fkT6tXiC/EbxDNrn9qWFwIZSSUEKbmU/U0AfWPjW9+FfgLwAdH1u9jSSW3MYSMBpGYjrjqTX5v8A/BRG1tLLw7ptgYZXtJGkNu7RBfJbfubbkZwR1HQHOK+grK1+It9dr4iEZaUMXSW6+Z1JH3iDn/Ir55/4KI+INS1T4caHb6nOv+hXEsVugA4Vuv6kn8aAPjOiiigAooooAKKKKACiiigAooooAK1fAuqw6F400nWrjOy01GGY47bXDf0rKooA/VPTvi3qXgjVI9Wk0m11bSNSgWX7HdoXjcOobI2spHUEEEGqur/GX4Kahpk9rcfDOK3uZpMtOl5KGRM8qgJwCemW3Y9M81zf7EVnZfGL9kiw8Sy6zbTXPhi5/s2+tA/75UUAoSD7EAY4wpx9011XjrwN4PnsVbTNEaaSVCMjpnOPTnkUAea+L9C8K3tuNY8MXypERuZGIDAeh9frXDToZWMatjsHB5BrudV+EPiaztZNTGnzR28SnPmKQMenPWuUuLNYsyo6/Meu3HNAFJYpIowDNvPYj19819V/8EwYdF0vx5qfiHUgn2hbYR2wkPTcfm/TivlyCIyZUn+LLH1rtfhT8RdY+GeqLqml3JTIxIqt1oA/Tn4lfGDSPC2iS6jLOgVI2JOcY4r8uv2h/izqPxe+KN74gupQ8aylLdQScIOB+ldb8X/2n/F/jjSW0iGUxwyJh8HmvI9B02S+1FzIwDE/Lu4z+f40AFjpSoI59m1J5ioHXDAFvywD+Ve8/CTVrq50+3hgYAKgCoeRzx0rgW+Hd7L4ftBazJ5zTvJIjH+EKABk/Vua6T4M69Dp2qy6HdYR0O5Hz2HUce38qAPQtS0Z7y7+zS2fmMCCVYDaB3xV/wAHfDXRrTxdHq+r3wtoB8sSR25w5544UcjI49KvWmsRW8sLXsRMe4iN/L4HuD+Oa9C1aXTtK+Esep6de+dc6ncOJk8sHZ5eOmPXI57igDldS1vw3pWqmOxMqnJxMkZ2nHbkZ/MUt1rUuv2slpJdlopBs8xeNv1FPXR577RI70QHy54gBtTGecnH8qbJ4audJ0WS80WW3kmiXe0XnkuR3yKAOej/AGbdO1S6OoXGpSTs+SqK20GrEfwvh8PzeRDo0SFSMGNQTn1rc0Hxm19pKX8M23EfAyeCOx4rF1L4o2FncsLy4LKi/OijqaAJPGOq2XgrwtMMqlxIhxjg/h+dfAn/AAUJ8TQy32jeGLeclo7czTqBxlmOO/XivrDxNrl1468QNeSyFYI1JCEnpkBV4/OvgL9rfxg3ir4463FCwNtY3Rt7Y5zlVAGfzzQB5nRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHuH/BPj4rz/AA0/aX0CHWPGF3p3hvUp5INfto3JhuUMMgQOh+UnzCmG6rkkEV96+MPi9P4XeVPDVhHZpysBjt1aQqe24gnkelfk7bXE1pcR3dtIUkicOjDqCDkGv0O/ZM+NHgz9pT4VR6PrOtw2fjPRU26jb3MbCO6gHEcyOAQG4wynuMg9qAHeJ9a+I3i66klumnjjkXmadicg+9YrfDwT2YePWFkYLyoPSum8Wx609++m6detMFG1whyB7Vzstprvh6F5Jrdwp6uTyKAKN54R1jR42mljXy1XJZiAKqRfvgGVh3OB61Nr3iC61KP7J9oYrtAyTxmm2PhHX7ywOqW33EUnYwwevNAFe9R7p47KwUvNL69hUdx4U1rSDBeTREjGXUA9PoRzVaWW4tCNQiumjlR8Dvg59K6bwp4nvruyiNwUnKRneH5z15Hf8qAL+tpdp4K0W4h1AGO71YQNhsEKVLdvoPzNUPD2pSaX4ggvGl+dZijjd2zwa2tYv9KuvCug6XFpTxSJ4kjmeVJMh1EMq7NpXjg54P8ADVOXSNAvLdds4S53kgjg5HSgD3HR7dptGju7t3CNGNjMmVY9QBXRWriXQLe002bywspklR84DDjgehryD4KfEeCxvW8KeK70okch8t3GQB3617Bp+veH79jDZMGgQ7pJYo+Onf0zxxQB0XgfT/EWuabPpmnL5wAM0UW4BlwfnCjvg84HY1L44TUvBPg6S/123ntS1o0qeYm0PgFcDjk8/rVTwx8SbHwfMdRk0yKdTIXSF87gCcfKR0OP5VxXx6+MureLNNns4oPLhmbLZ649OaAON8P/ABO1ltCk0q101SGY4lb+EE9sVm3Au57OS3MG+SVwSxySBk5H45rH8OeJNa0/fbaXZPcRAnLJHwR+Nbmn+INXubwLNp5tRjhlCj8TjgUAZPjHVovh14F1PxXdxg/Y7SSXnjc2OBn06V+bmsapda3qtzrF6+6a6naWQ+7HNfRv7dX7W0XxPZPhH4Ld10/Srxhqd+rlWvZU3JsIHWMEkjsTg9hXzTQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV0fwq+KHij4QeMrfxn4TuzHPD8sqH7s0ZILI3scVzlFAH6efAL46/Cb4j+C4/HfhCSG61Wa3I1TSLyELJaSdDwGO8HHDcZHYVQ+KfjzSPElhc28Hh9ILqWJEJjBCqq56A9zkc+1fnd8PviN4v+F/iKLxP4M1d7W5jIDAcpKueVZTwRX2x8AP2kvhb8cvC02l6/fQ6b4qjhA/s+ZSqXWeCyNjBPtx1FAFnwV4TGpzRyXVtl5GGAemM12fi46foev2/hK1IXZAn2gp13FQWB/E4x7Vr/DdLLw74Ov7nU9PQXGnSxyQXDHsC3y4PXPB/wCA+9cLBpuu+LdSuvEsjEM5JEr9Cc//AF/0oAwfG/hy3tIpL+2lzul+YDuOOlV9L0Z206PU9GlIaEYlh3c49a7dvAuoXGjy3epEssYATC8Hn9ab4G8GSN40ttHjjYW94qq5APAYYP5Zz+FAGTa36XulaKRhpF15FXg/e2S/l/EP+BVcs9OS2ibULyy3BZcqemR2qprnh/UPCOq6bZSZT/iqY4hk8AlZBn3wwH51onQvG3ilxpMMLxW7HDOi8lf6CgDlJdQNxq81+IGEZJCKv866LQb/AMR36btO1IxBRnBY81W17wuNL1B47CRTBCoj3x5O89Bjv2p2m2+v6UVaOycZHB29BQBvxXfxMssx/bWdXxgMM/Tkio7q88V6hex6JrMRM0vKEHgjvUng3xHqk+vIlzvLRyLiNznGCPyrf8c6U974zE8Mio3nOymJuOTnH9PwoAk07Sda8KSxwQqRGWBK5AOPf0rxz9s39qe18F6BL4O8OukmrXyNDcXFuwxbrtPAI78dau/tH/tOaP8AAvRZ/D+nal9u8RXcLRiNGDC2UjBLc8HHavhXWdZ1HXtRl1TVLp5ZppGd2dieSc8ZoAryyyTSNNM5Z3YszMeST1NNoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACpLO8utPuo72yuHimicPHIjYKsDkEGo6KAPon4X/t7+L7LwvH8O/iiqXmlo5ZLy2tlW4yRty7AZkwOBknHOK+pPhb8Z/hf43+Htl4b+HXiexudSupWzDOgjfoMJ83ptzn61+aVT2eqalp5DWF/NCQcgxSFSD+FAH6V6h4/8X6Xp8dqsVtPbq+VCwB43GeoJ4Ye44rc8LfG/xQNUXW5PBenLFaxbHuFtAioCMAk9Affivz/8J/tcfGbwnZJpya3HewRgCOO+i8wIB2X0rX1T9tX4i63p/wDZ+p6TZMpcO5UEAkf7I49PXpQB7n+1L+0n4dvvGlj4f0a0bztMvEu5L6BxtacHI/ADjH1r3b4S/E618V+D77xZYafCWk04LLbITtJZgC/XoOTX5va38V7zXdSn1a80Kz864fdIAh2k+w6j8Diu28Bftj+N/BDgW+nwiIQGHyLb92pQjkYHX8c0AfaelS+ENaunk1adbB4dzHcpYZAJAAHqQBnoM1UtPG3iTVNSklihR7NCI8sq7BwMAcV8sr+3NcXELC88KKJieJVwcD35rj/Ff7XPxN1yxk0nR7ldOt3nSUeSBvyucc496APsvx/4o8KfDyG28a6l4js7FptzKi3Csx2nB+XqOelfPf7Qn/BQDX/FX/En+GI+xtsIuNZAAllJ7qOg+tfN2q69rWt3D3Wr6rcXMjtlmmlLZP41UoAn1LVNR1m9k1LVr6W4uJnLSzTOWZie5JqCiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z"
What is the mr weighting in this image?
T2
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"
Which plane is the image scanned, transverse plane or coronal plane?
Transverse Plane
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"
Which part of the body does this image belong to?
Head
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"
Which hemisphere is normal?
Right
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"
Is this a study of the head?
Yes
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"
What diseases are included in the picture?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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"
How many kinds of abnormalities are there in this image?
3
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"
How to prevent the occurrence of the disease on the left lobe of brain in this image?
Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma
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"
What modality is used to take this image?
MRI
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"
Which part of the body does this image belong to?
Brain
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"
What is the mr weighting in this image?
T2
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"
What is the main organ in the image?
Brain
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"
What is the largest organ in the picture?
Brain
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"
Does the picture contain brian?
Yes
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"
What diseases are included in the picture?
Brain Edema, Brain Tumor
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1sip8q20ASFUH0MbfnX5++G7k2fiKwuwcGK9icH0w4NfpV+ypoK2f7Lfhkz533UFxcuxPOZLiR8/qKAP0e/Yb+MbeH/CWnnRpF8q+8uC/R8FoZRk7l56EZPpxX3f8KvEel6jAl8LiN5CQHcJncD3wB6fyr8qf2PLmPTNIbTrubDGbfE6tgxjI6H6Zr7z+C37RPhbwWolm0a5JhdUMMrAK2APmVhkY7YoA+sPEslr4b0mz8eahfWttZ2Vwq3BL8qrYUE/iw496zfjv8WbJvAV7dpqEcNtdW5zI3ygJ1+XPcn+lfMfx+/4KB3Wo2cmkeFvCI8q2cSym6kXDBSCCBjB5HX2rxr4g/tMeLfiLpFvJ4h1DyiIyV0+Xov8AsqVOMAY7UAU/27/iJ8NtX/Z10vw5p90suqJr13cbv4o7dupb0yQOPavzb+ImqadqepCHTAESGP5mH8R9a+gfjB4puPiTrV34T0BHkuJJNpHm5IAx36H+VeNfEn4MeJPAi3uq69YxRQW0QyVmBzxnNAHz/wCPwml6hH9oV1aZdy+/PU17h+wIbAfHKz1GeMStDpl19nVjkKxQDI/AmvnDxtrU3iDWnmeViCdsY9BXsv7CF69l8a4Xkv8ACw6TdMV9/L4NAHOfGm6k0rV7/wAPWswe1iu5Am4gnG49688ljguUWBVClfm3KOhrW+J2u3upazdNdPGdty6kp3w3U+9c1YXbw3G4oDnkr+NAHp3w90YyaNNperWkbSyWpubCcPxKg6g46MCMfjUXgWw/4qmS4cHZjDsfc1iaLqmo+GtSglhZVDr5iMDkbDjI/Suo8MXKC+kuhwJIt2MetAHt2lw6gfhz4l0+3u5Z7B7C0On7vulo5ZIj7A8/oTXgHhjXNP0TxTd3+pbXEOTErHgvjv7V798SfFB+GnwA0nTrONIr/wAQ2rXEvA3JCSwH0zlj+NfNPhyTShdy6rq0ZmJkJjjzxn3oAxP26LjxJ8ZPgrZ+LNY1Tzn8JXRaAG2UM1vNtQqXGCFQom1efvnpXxlX6B/E6e48Y/s0+PvD1l4fijjbQ1uhJDASyGKeFs5zwCoOfrX5+UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAXvDUBu9dtbKOASSXEohhUno7/ACqfwJB/Cv1h+Hfg97L4YaX4f0uBxb6Vp8NtGq/7CAE/nX5dfBLTTf8AxV0C4ltmktrLWLS5v9qk7YFuI95OOnBr9P7bxlFYXDQ6DrlzawytvhjeMMMds8/0oA7z4TeMNQ8BX4mluMRgco3U19F+Hv2sNEtdMjku2hK7cHf1U+vpXxhHr2rX2pmKS7S5LdHhjI/HoK9C8F+Erm/0t5NXUhC5wD26UAe8/Ez9qHwX4j0gR/2tAkiJtAROHB7cdP8AGvBfH37QqW2mppvhywZHlug0t+AQfLK4KRj+dU7j4e6XLrJtoIWYu43AnjjPFZXxW8N6foPiG60e3QNFZgRqduACB8x4980Ac9cfEa5sL6DXdPWWK/in5eNsGSM4BB9fX86h/af+PGoeJfDtnp9zdq7TW4+0ZXqMnHP0UVia/b2lnaHWNQuisO7akSD5pG9Bnp9aisvAQ+KGhNfX9qnkbtvmI5HloqnAH024JP8AezQB4ZfWsckjXts/DR9CK7v9lqbUNP8AFl/rcLMPJ0qZUPf5xtPP41F40+Det+CLSzupLaWazvyRazquQSDgj24Gfoa6vwF4Pg0TRmuRfSWtzPEI2aNsZyehoA8e1RZ5tbu05Lec4574Y0ul6VHbj7TfvtH8K9OM11958PLi58VDQdCjnuWaNp3kZCSFGSzHHQcZqlffDvUotMfWNTjMERyImlOC5HGAKAMgOl3Is0UpRYflRSeoNdl4OlSXV7e3YAiRgNp9B2rztZLkXq2kURXHIAHeuj8O6pPpUv2yVmDqDsz2JGAaAO+/aE8ZjWZILSC4Z1htkhhBfOABgY9BXDaPbabZxC41BM5X5Ez+pqvdXc+s34uLgsQo43HoKuadoU2uzpFDIoAOCzHAoA9D8GeMLa40u88I2WmwpY6vp0un3wJ3NJHKApyfwGPSvzd8S6Y2i+Ir7SG62t3JEf8AgLEf0r9RvhH8JtKtdW0eTxBflI57iGQRQhS8i7gduCR8zdB9RmvzJ+Kd5Zah8StfvtNYNbzaxcvAVYEFDI2ORweKAMGiiigAooooAKKKKACiiigAooooAKKKKAPTv2X2t4tc8T3Fx/yy8JSsnH8X2u1A/nX3tptymmaXp08kSvLHZwMWIz82xcg/jmvzH0HU20nVYbsyusYlTzxH1ZA6sR+lfpVc6zpGr6Xaa74Y1Nbix1C2S4s5ApAlidQytggEAg9DzQB634F8XeFtRtYWm0aKKYgZ4/WvStAu7O6gEFuFKsCQBXzb4M1VxdIzoFXoOcV7p8LruG5nXc4x1JBoAtanaQWerKHXAaVg+DxjniuR/aU06eHxA2rW6NFBewrKjqMgybRuH554966nx9exweK4bO3brJyPqa3tf8NaZ4n8Gy2WvJlBjyJO8Z7kUAfKvivVLLWvD40ww7bmJvllJwCOnPpXb/seS2N3rF14L1PU4reOUebbm4UshkYbSvHTcD0rgPiVp6eHfFF3o9pdC4iifCSoMfhj8a6P4A6kfCV9N4xMQlkhkRY0Y/d3Moz+ALGgD6m/4Zz0zWPAusWGrSjUbOLVyLCSzj/1LIiKVIbnO8EY9veuJ8Q/sQ2V2tt5fiYWxa4Wa6k8wZhiVT8pUdOua9X+C/xCsBZXfhjxLfLLeza2bmQDIB3qqhQP94lq6a38Q+F4PH1/qeqeDpGt5tMY3LGM4KRkgs3YfK36UAeE/ET4DXHwr8E3Vp4a06C4hJ/4mepiYfa71NwAjRew5IIHUKT3rwDxnYv4puIP7XjhtYbJSltZJIHkY9Mv789q9T/aw+NsOvWa6Z8O7oxWhtS0MihhJ5ZJcqST1Bkzx7+leRfAHSdU8XeKBFJllZ9rSv8AdAz3NAEHwx/Zs1jxJJNruqaS8NpGfKhYjO9mPUY9Bk1z3x7+HB8CX0KIqhCeqDj2Ffon4I034eeGfA0Pgm0tI5phETLdBAT5jDgj0GeK+Of23tISw0nT3mj2StetEFPUgAkUAfO6T/6THaggKx/eH8Oldz4T8O2U5jktr0xu5wFYZH0rz6U41COBGGTIM/4V32h6PJIYmW/Vcgb1B5z7UAeufDvwD4gl8S2etT6jBJa2cq3F1LFMD5SR/OxI7YUGvyY1Ng+pXDqcgzuQfxNfo544+KKfBP4a+J/HaC5uYotDubMx27AMXuYntkY5I4WSVGPspxzivzddi7lz1JzQAlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfYH7Efiq78ZfB2TwjbhpLrw9etEUgR2YW8pMiOx6csZVGO0fTufj+vUP2QviGfAPxosbedWNtrqjS59mcq0jqYmAyB/rFQEnOFZuM0AfaXn3+ghQL1SQCSgcEj69v1ro/AHx4m8PX4g1A7R32tXN33gW5nCvLexDzhuCNMAVB9fSszxB4X0PS7dne8E1ychRAcqOe7GgD2jWPilYa/450K9sbsMl1cRK+D0O7B/pXrfxu8W2fgD4Yf2nI5Ms0apbxKOWZhmviDS9ev9D1O2u9xJtLlJY1B/utn+lfQn7SPj+PxjoGkfYJg8RggkjweMFM5oA8ne11TWdUaW/cJLMxc+a20dc4yfaum8NG4j0C70rRlErRSh53HBcfdwo9BnrXH6zHaTTGTWL65+0ghoFBBRoznb/u46Eeq571r+DfEWoaBq/2hkV4pkU75c9OhHH4fzoA+ntF0hPFXhzTP2ifBty7SaQYrXx1o8b4kjOAguovqpUn0NHxB+J8mq6Vqc7fE++gtb23aKXfaMjspIyuB94H+tbPwEWHwvoP/AAl3h+7ieC5tpItRs3XdHOGzlJAe2DxXG/Fbwr4e+JGpXOk+DtDurBrODzbsRyGSBFBYk8/dGUoA8dsrSHxNb3lzaXAS20oGMG56yIwxnjpg1sfBHWrGxS40zS1QPFO0YdePMGAf5kj/AIDXnJ1L7H4n+y2tyzWyzOG5wrgkqzY91x+dXvh7q8vh34i2scjnyLhgqN2POVP6fqaAPtr4U6Zqms6rBGq/uHRPvP05JAA9uDXzh/wVMu7XTPiXpPhazIURQyXLovbOFH8jX1t8DbB2khuXGNqA4Hpj/wCvXwL/AMFAPHqeNv2pfE1xHLvh0x0sIcHjKDLf+PMfyoA8k0XTbjXNVSLJVFOSQOfSvTtG8DanHEl0rOka8l5htB+mepxXFfD4rFB9oXeCW+V06rya9d8NX9x4o0c6LcXbzXcIzaO7E+cgH3PqO31NAHzP/wAFBfFureHfBOi+EdLlaOz125ujfKTy4gaBkz6/M2f6dMfI9exftufEiXxv8aLjQbTUoLjTdAiS1sjbSbl8xkV5snOCwkLISP7gHavHaACiiigAooooAKKKKACiiigAooooAKKKKAClR3icSRuVZTlWU4IPrSUUAfp/YaDoF58OPCHi7xX8RLebVNe8H6Xq99Bb2pHlzXNnFM6NjAU5c8AYwRVHVrvwFp1kyw4um6hpZe+PQDiviz9lz44jwV4k/wCEM8a6jM+iaq8cSSyTErYzcIsnPRNoCtjoAp/hwfqzUPhpBYiWbVbuWBYWxJHklv8A6xoA57VdSi1jVJXtbZY0YYVVGBx0/wAK7Tw/r0mreG7fSbtnZoIPLjG7kqGHA/4CCK4S/trfR9QBsZzLATlHYV1fws0u/wDE2oT6ZpYLT28JuVTGSUBAb8sj8DQBKbGwmLzic+TENwRsBifT6f8A16z/APhOJY5Ws7mBTB5uY8j7oz049qXxYLjw/rk+n3lk0ayNuReQOfT26/lWbbSy6rIunJbR/vHGWVOQKAPZfBv7Q8vgv4d6l/Z+qjEVujLHKevzqMH16/pXa698dPD8eix+Abe9awfU40TVL1cgvJj7rN2XdkH2Jrx6bw98D7vwfqHh2O+1L/hILu2jSyjQKbbz2mRSCeuMEj6074naZpzaA/iHT5A0d7rc0UfOdu0BgfxVqAK9n4dYXzWl1bsJLd3imIPOUOP1ABp8+l3tzq+i6BpsBN7Nr9tBZqvVgzAEfnt/M1Lp+tfYUt9TvmjlkVFW5Zj9/aNuT74Ar3/9gv8AZxv/AB34/wD+F5+LNNeHStNd/wCwraUdZGzh+f7oPH4elAH0rp13p3wm+GureN9bnWK202xknkduPlVTgfUkCvyk1S91D4ieMr3VrtwLjVL6W7kLtj5nYtjP0OK+2f8AgqL+0Bp+k+F7X4C+Gb8b7xhca2Y2+7Cp+WM/7xHT0FfGHhTwp4i1BDr1rpEzxljteKMkDv8A1FAHQ+HdA1Dw3bi0uIwkbNySmRXU+Ivif8MPgd4O/wCFo+NNZWNNPlU21nb8y31wPmWGNTySxGCeirkkgCsbQdU1TSXE9ydrxnjzYwQT0wQeo9q+Pf2zPjpp/wAafieIvCpVfD+ixGDTUjA2SSvtM8w46M4CjqNsanuaAPIetFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV9j/sYftI+FviB4Us/gX8UdXNlqNgHax1i7kLi9hGdsJzz5iglVGcMoUcEc/HFPt7ie1nS5tpmjkjYMjo2CpHQg0AffXjC98PtctY6TbOLeIkRmTG9vQnHGfYVs/s0+NrL4f/ABo0HxXqqg2Ed55GoowyDbygo+R6DOfwrwH9nb9oCx8dvD4G8dbBqpXbb3bNj7YP7v8A10/9C+vX1/XdCPha4tblQ0a3YLCCQ/MFBABP17fSgD6i/wCCgHwe+HXh/wAJ2HjDw7q1szXd6BZpFICzIVJbp/CODXydaXWtwEWtjAN652lF+Y1r6trXiHxLpYY3rzw2o8uOKSUnaPbPTmkfxV428KGPSdQY2xkhVomeNeYz0OcdKALfgnwzq1zrSajeQSxRwHJndMKroj3Cj6/uGFWf7cZfBl74WuZd5gukuLdvcfISP+An9BVhbPxFbeGbMRa5b3K6istwIbe4LNE5dYx5n91iFmAHoT61keINGttHtGmj12Ge4AxPBCfu+2e9AHtP7Fv7JniL486iPEur+ZF4et7kZkcf65lPP1wf1+lfZ3x9+Lngb9lP4NP9hjige3tjDplkmAzNjGfrmvBP2a/2zPBnwX/Z50nwotkv2q0tnMnGNzsxOT+dfL/7TX7Q/ir9oDxob7Ub52tkci2hU/KOetAHGeNfF/iH4oeML3xPrk73V1ezmSdsk4HZR7AcV2vgnxzrWg2EOm2168CRN8secA55OR3rH+GmlQ6RfRveWpfLgyKR94dxXC/tAftafB7wZM1t8O9RtvEV6JC0DWL/ALgIWYAs+MZ+UcDn5h2oAk/bT/aMsdF8GT+FLG6Fv4j1OAJGLJApihLYeViPu7lDKMc5OR0NfFlanjTxl4g8f+JbrxZ4ovfPvLtwZGAwqgDCqo7KAAAPasugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigB0E81tMlzbytHJGwZHRsFSOQQexr3v4T/tXDWtTFl8c9WnmO1EtdURMkdF/e49vm3devFeBUUAfc/g740fs22unaq138YtPh32bm0gkWTLydh93jNUfGP7Wf7PVx8O7Z9Y1qXUNV092gt7fTUJaeIhmAJYALhhjJz98elfE1FAH2N4N/b+/Z/wBN0DUvDN18MddhmvJ4PsOqXN1FKLaONWJDIoBYl3cccYIz3rcbxv4K8VW41Dw9rFndPdBvKaC4BLAE5O3r1B7dq+Haktrq6sphc2dzJFIudskTlWHbqKAPu3RPE3w70WeKH4s+O7XRLK7tZxZveSFfMdEzxgdmZM/UV5bqX7Tnwl8N6Rb6pp7XGqz3MjAWsC7HhUZ+Z93TnGB3Bz2r5ovtX1bU1RNS1O4uBFnyxPOzhM4zjJ4zgflVegD0nxz+1V8W/G+lyaG2qx6faPcCRRpymOUKDlUMgOSBx6ZwPpXm1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k="
Is the brain healthy?
No
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"
Where is/are the abnormality located?
Left
"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"
Is this image taken via MRI?
Yes
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"
Is this an MRI image with T1 weighted?
No
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"
Is this a coronal plane?
No
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uMf8AoJr9hrXQ7fQdNs9I0+HZb2sSxqRxgAYoA4NLu68J6k+l3c5Nu2dhHXFdz8IvAEvxI8caTbpvkg+1oGfuRnnNc38VtGja3jv48Eocbs19K/8ABPHwRaarFFftDulRQ6EeuaAP0K/ZP+DNxpOkad4o/s5EhEoW3Vl+YxDgHH15r2/4nfCHSfG1qLO7IgYRkiWNBuLeleYfBj9qb4ZeBNDs/B/xInbT7uGPybVmiJW4I6KpH8R9K9evfiPp8vhF/GHiLTWsdPaFplaZvnWLHBYdjjtQB8fePvD9z4T1yfQ7yTzHimYbi3JAOBVPRPEmp+G76LUtIZ4pY2BDbup9PxroPiRr3hbxt4iufE/hi7kkiuCCgm4OPYGuburITDejbSgGBjrQB6v4E8Qa5478X2d54r1uFYlHyWgOM57V51/wVD+H2peGfhSvxb8BoYp9MmU3LRDlUz1/pV74b3M8/iOylcBUhuYxIWOP4uor2/8Aa78K6drv7MXjCxv4laJ/D87AvyAQuQfzoA/Cn49fEqbx74mXVLmQt51upY46tjnNc78MtbOka+dSeXaLQjIT7xBPatH4g+Gja3tpbQoFd0xz7nitD4deCIdF8UzWutWSvKYEkkk6rGvP5mgD3nw/4rTxnp9taRoHIj2gtwX+o9a5b4y/DS2stEuL+K0wyJvIx0rH+H0uqXfxEt4tEVmiNwAVGcEZ4r6E+OfgVpPAs12YCBLZnHHIOKAPh7w9auQ9zNzk962oFaWUlSNwHAzVS5h/se5e2mUIyOQeK0tGtYWla6kZmd14A7cUAeU/tlC4m/Zj8VMiqfJgxuPXHAJFflrX6ef8FHPDGv3v7Jeqnw3Nj7Be291fmObYfs4Yhwf73LL8tfmHQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB7F+xN4jg0X4ti3u5gFMSXdvCF+aWe3lWQAHH/PPzT2ziv13t9W0zVdMh1mFDJZ3kayoU9GGR+HNfhhoepS6Pq9tqUM8sZhmVmaFyrbc8gEeoyK/X39i34mWXxZ/Zs0a6tLl3uLK1FvKHGGXH3SR6EUAdn46Sx1Hw5PDBIPMUZUE9a+gf8Agld4x06LxOvh3ULlU8xGSNWPOeor5r1wPbiZblcbVO459qk+A3xSvvhP4xs/E+nOxEM6uQo6gH/CgD9RP2ivhufGHhG8t9BdYr+FxcWT5wRIvIOe1eU3n/BRn43p4APwk8V+BRc3MMXkXE7ghyq8HINesfDz4p+Hfjp8N7bxH4avkc3EH975kfHKn05rxf4tO+nXtxe6hpqO8Od8vlYbA96APMJ/2wNU8NaubG50+YRBh5cbqQ8We3uPevoX4KfF7R/iFbWtxcTKizjY+fvI3vXx38Xtd8KeLbhYrBR9ph4My9ee1O+E/wAS5PAev2tnpV9M2n3PMkbyHcjrjJHcZoA/R6y8PvbwnUrGZP3Tgxxg/MeetUv2wP2m7rVfghP8LtGi23d9beVqdwZM+XEPvdOmQK5TwVovjvxf8NP+Eu8FeK5Lm1KbpY1Tc6DGcZFeU+LvC/iHxLomqWu54kbct/dXWQw4zigD43vIoPFnxFuNYEAGkaPw8rdGPQD35qte6ncan4sa7jvCYLmEAMiYAC8ba2fGyRRyS+HLCaNbeKdtpijChj6n1pngHwdJqetQ6bHIgT7zSMOgoA9N/Zd0SCz1mTW7myLrGwCO4719EeN4YfEPw7ee6GIrdSHJHavJvCscdo0HhvQLfZggMUHLH1Nbf7TPxf0r4U/A678NRXgbULkeWoJ53Ef/AF6APjD4tXlm/iq7NjIrBbg4A6dazrPXZgIxbTqMqOMcg1i6nJJeTCeacmVvmfAycmtfwXbabaXBl1KNmXaNpZehoAd8V7C11X4K+KbLX40uoptBu2eOZAUJWFmHB9CAfwr8d6/ZT43X2n2vwK8V6gkQKL4eutoPdjGy/wBa/GugAooooAKKKKACiiigAooooAKKKKACiiigAr7/AP8AglF8dNck+0eGvFBs4bC5ih0nSmhhEYaS3i3jf/edlcfN32mvgCux+CXxQn+Ffjiy8TNNctHZ3CzRQxSkIJQy/ORnH3QRnrzQB+wfj3R7i9Mjwx4Mw4I5xVrw78O7O10QSXNt5jlR95sfjR8NPG3hz4t+C9H8eaBcrPZ3VusjGJwcEjn8jmus1PUrKGIW+mltuMEZ5Y0AdP8AsVfGe7+D3xZfwJqt4w0nVeI0d+Fk7EV79+2F40s7Xw3Jp2l2m67u7Y5uAcKVI6j3r4e8cXNxpdzba5ayiO6s5ldWU85BzX0lrfi1vjH+z9aeKLeUNfafABNg/NtxzmgD5kfWF0i9NvcAlkfEmepNaGnapHrGoLevcPHLEoEXlH7vPeszxfImrXUj28IW4QneR/FWXo/iKC2sjbvAYrhGIclcZoA+yv2ev2x/EfwOsm0PRNeaK3vLIxzNcIGQFRnIx3z+lVPi5+09qXiDw3Pf22tRXM+oHfePaHaXP3RwOBxXzDafEdtJ8CavqUsHmxwWLsq3Ayp69PTr1FY3w0+KHiDxX4F0qO0gtoLVjI13sDGRx2+Yk4FAHRW7vrsk3kXOGWQsyMfmAJrY+HPiebRvFsNndKdu7YWA7HvXMyyWlrKb20n8pm++wPX61Y0C6bxN41stOtCF2yq1xMp4IHagD698IQQeFNBn8UahDiQjMRbqT2r5V/aE8YXnxG+I66YXd4bYlpRnOD2r6J8beMF074dH7ZKGe0t8R7u/HGfWvlzwOx17VtS1qaRWae4PJPb0oA5rU9Et9O1OGWReTKB16ZrrI9B82JZYUUs/GSMVJrvgCXVYnmhl2Sqd0ak55HP1xVD4h+LdU8MfCrW9V8gwXunaNcy208YBIlWJirDPBwQDgjtQB89f8FFf2r/Cnwp+Hl38EtBuor7xLrNr5d1bxkFbGBuryEdGb+Fevc8dfzdq5r+v614q1u68R+I9Unvb+9naa7u7mQs8rscliT1qnQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfWP/AATb/bRufhD45tfhT46u/wDinNWkWGFz0tJegfk9CeDX6T3c0V9bi40xg6TruWZPQ9K/Cu1uJLS6ju4gN0Ugdc9Mg5r9A/2G/wDgovoOtw6b8JPinO1rfBFhttQmwIpj0Azk4P160AfR3xBmntkNrNJ87/dFdR+zj8Yz4Svm8La3O32O8QxTIW4wRjNSXng2yu9S/tG9ZZFYB45Oq4xnisjxT4RtNQmS8tdkDxr80icGgBPF2i2uneJNQjguw6w3REP+2p5BzXL6yl9JcLO8YjDuFJK8kVoW7+IrYSXU9g9xBjb5x6sB35qC+lPiK5S2s8hI0BdQf5+9AFjxVoUWpeCbjw2lywN7aPGiIO+OOfrSfDnRrTwh8NtP0SW8Nvf2sAjnEqggEevFSaTJv+yxM2DDOfmY5x+NSXslhLe3Om6kdyTfMJF5INAGNq+sX1xcvYG4ikZMfvbcEBs/jXS/BOw1J/FkEYjKbn5wOevaubutLtbWM+RM7YbIVdqlvyGa7nwP4t0L4daS3iaa4WbWJ4itnb8FbcH+Nvf0FAHX/tI/ESLTdNXwlY3QaVk/0jac4+teQeCPEd3olnNBZWrSq7lhzyDWc6+K/idrV7eR3SsI2LTSyZBY+1L4auNe8Oa39hukym7bu2gg5oA7zwzq/iOVjLqFhGnB2EycgfTFfD3/AAUx/bF8XJ40ufgT8OvEgtbOGzCeI5bMrveZiSYhIrErhSFdSAc8dK+uPjx8cPDnwC+EmqfE7xM7H7LD5WmwRw7mlumBESEFlyu7k8jgHvivyB8U+JtZ8Z+JL7xZ4ivZLm+1G6e4uppZGcs7HJ5Ykn0GSeBQBQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACljkkhkWWJyrKQVZTggjoQaSigD6u/Y//wCCmHxC+F2rWHgP40aodZ8J/wCqa5lh33dqDgKQ+4bkHJIIJ96/RSw1jwX408K2nirwNrMWp6dex+bHdQtlXB5A47+or8Pa9Q/Z2/a9+Nn7NWrGfwH4od9OnAS70e/BmtXXPJVCw2P1wykH1zQB+tNyGuYhZ+Z5UQGXYNgAVxK+JrLw54hkvrZTcWMp8vzJovlY9DivCPCP/BV/4KeMtOsvDvjvw5reg310fKvtRht45bOLP8ZIkMuPopxn8a9A8e/tZfsmWngyAz/GvQpY/sm6KLT5Gnl9PmjjDOrexAPfFAHpOv8AjPwj4Y0ldU8Q6nY2Gnxo0tzPeXKpFChOMu7EbeSBkmquleJvDvirTrTxHod7BdaZdQgw3cMqurJ/eRlJDA9jmvgb9q79trR/ip4Hj+Ffwysb6KwaQHU9Tu2MbXCofljjVWz5Z6nfySB8oxmva/8AgnF8WNI+IPwkuPBnj27hQ+F5Et9PstOGJ5rcpkPIHcj72RuCgcY60AfRWva94ZsZDY+HUkleXh7ubGfw9Kg8M6ZDrGqxwXsiujnv1GO9ZOn+Xc+ITf8A2ExWCDEEDj5iPXoOfwrF+Lf7QfwP/Z+gn8R+J/GcaanaiM/8I9ZXEUt9MH5XEBcEAjncxC8delAHpfhHS38L6/fQw/8AHu/zRsxxXlfx8/bk+AXwI1S4j1fVG17XgGT+xNGdJWgYZ4mfIWI5xkH5sHO018p/tK/8FL/iT8XLbVfBXw50yPQPDt8oiF06t/aUsWMOrOrlIw/dVBIHG85OfmSgD0D4/wD7THxV/aP8QjV/iDre60t5XbTNJt1CW9kjH7qgAbjjA3tljjrjivP6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKs6NrWs+HNUh1vw9q11YXtu+63u7OdopYmxjKupBU4PY1WooA7Bv2h/j+6lH+OXjEgjBB8TXeMf9/K5GWWW4laeeVnd2LO7tksT1JPc02igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
Which part of the body does this image belong to?
Head
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"
Which lobe is abnormal,left or right?
Right
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"
What organ system is pictured?
Head
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uMf8AoJr9hrXQ7fQdNs9I0+HZb2sSxqRxgAYoA4NLu68J6k+l3c5Nu2dhHXFdz8IvAEvxI8caTbpvkg+1oGfuRnnNc38VtGja3jv48Eocbs19K/8ABPHwRaarFFftDulRQ6EeuaAP0K/ZP+DNxpOkad4o/s5EhEoW3Vl+YxDgHH15r2/4nfCHSfG1qLO7IgYRkiWNBuLeleYfBj9qb4ZeBNDs/B/xInbT7uGPybVmiJW4I6KpH8R9K9evfiPp8vhF/GHiLTWsdPaFplaZvnWLHBYdjjtQB8fePvD9z4T1yfQ7yTzHimYbi3JAOBVPRPEmp+G76LUtIZ4pY2BDbup9PxroPiRr3hbxt4iufE/hi7kkiuCCgm4OPYGuburITDejbSgGBjrQB6v4E8Qa5478X2d54r1uFYlHyWgOM57V51/wVD+H2peGfhSvxb8BoYp9MmU3LRDlUz1/pV74b3M8/iOylcBUhuYxIWOP4uor2/8Aa78K6drv7MXjCxv4laJ/D87AvyAQuQfzoA/Cn49fEqbx74mXVLmQt51upY46tjnNc78MtbOka+dSeXaLQjIT7xBPatH4g+Gja3tpbQoFd0xz7nitD4deCIdF8UzWutWSvKYEkkk6rGvP5mgD3nw/4rTxnp9taRoHIj2gtwX+o9a5b4y/DS2stEuL+K0wyJvIx0rH+H0uqXfxEt4tEVmiNwAVGcEZ4r6E+OfgVpPAs12YCBLZnHHIOKAPh7w9auQ9zNzk962oFaWUlSNwHAzVS5h/se5e2mUIyOQeK0tGtYWla6kZmd14A7cUAeU/tlC4m/Zj8VMiqfJgxuPXHAJFflrX6ef8FHPDGv3v7Jeqnw3Nj7Be291fmObYfs4Yhwf73LL8tfmHQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB7F+xN4jg0X4ti3u5gFMSXdvCF+aWe3lWQAHH/PPzT2ziv13t9W0zVdMh1mFDJZ3kayoU9GGR+HNfhhoepS6Pq9tqUM8sZhmVmaFyrbc8gEeoyK/X39i34mWXxZ/Zs0a6tLl3uLK1FvKHGGXH3SR6EUAdn46Sx1Hw5PDBIPMUZUE9a+gf8Agld4x06LxOvh3ULlU8xGSNWPOeor5r1wPbiZblcbVO459qk+A3xSvvhP4xs/E+nOxEM6uQo6gH/CgD9RP2ivhufGHhG8t9BdYr+FxcWT5wRIvIOe1eU3n/BRn43p4APwk8V+BRc3MMXkXE7ghyq8HINesfDz4p+Hfjp8N7bxH4avkc3EH975kfHKn05rxf4tO+nXtxe6hpqO8Od8vlYbA96APMJ/2wNU8NaubG50+YRBh5cbqQ8We3uPevoX4KfF7R/iFbWtxcTKizjY+fvI3vXx38Xtd8KeLbhYrBR9ph4My9ee1O+E/wAS5PAev2tnpV9M2n3PMkbyHcjrjJHcZoA/R6y8PvbwnUrGZP3Tgxxg/MeetUv2wP2m7rVfghP8LtGi23d9beVqdwZM+XEPvdOmQK5TwVovjvxf8NP+Eu8FeK5Lm1KbpY1Tc6DGcZFeU+LvC/iHxLomqWu54kbct/dXWQw4zigD43vIoPFnxFuNYEAGkaPw8rdGPQD35qte6ncan4sa7jvCYLmEAMiYAC8ba2fGyRRyS+HLCaNbeKdtpijChj6n1pngHwdJqetQ6bHIgT7zSMOgoA9N/Zd0SCz1mTW7myLrGwCO4719EeN4YfEPw7ee6GIrdSHJHavJvCscdo0HhvQLfZggMUHLH1Nbf7TPxf0r4U/A678NRXgbULkeWoJ53Ef/AF6APjD4tXlm/iq7NjIrBbg4A6dazrPXZgIxbTqMqOMcg1i6nJJeTCeacmVvmfAycmtfwXbabaXBl1KNmXaNpZehoAd8V7C11X4K+KbLX40uoptBu2eOZAUJWFmHB9CAfwr8d6/ZT43X2n2vwK8V6gkQKL4eutoPdjGy/wBa/GugAooooAKKKKACiiigAooooAKKKKACiiigAr7/AP8AglF8dNck+0eGvFBs4bC5ih0nSmhhEYaS3i3jf/edlcfN32mvgCux+CXxQn+Ffjiy8TNNctHZ3CzRQxSkIJQy/ORnH3QRnrzQB+wfj3R7i9Mjwx4Mw4I5xVrw78O7O10QSXNt5jlR95sfjR8NPG3hz4t+C9H8eaBcrPZ3VusjGJwcEjn8jmus1PUrKGIW+mltuMEZ5Y0AdP8AsVfGe7+D3xZfwJqt4w0nVeI0d+Fk7EV79+2F40s7Xw3Jp2l2m67u7Y5uAcKVI6j3r4e8cXNxpdzba5ayiO6s5ldWU85BzX0lrfi1vjH+z9aeKLeUNfafABNg/NtxzmgD5kfWF0i9NvcAlkfEmepNaGnapHrGoLevcPHLEoEXlH7vPeszxfImrXUj28IW4QneR/FWXo/iKC2sjbvAYrhGIclcZoA+yv2ev2x/EfwOsm0PRNeaK3vLIxzNcIGQFRnIx3z+lVPi5+09qXiDw3Pf22tRXM+oHfePaHaXP3RwOBxXzDafEdtJ8CavqUsHmxwWLsq3Ayp69PTr1FY3w0+KHiDxX4F0qO0gtoLVjI13sDGRx2+Yk4FAHRW7vrsk3kXOGWQsyMfmAJrY+HPiebRvFsNndKdu7YWA7HvXMyyWlrKb20n8pm++wPX61Y0C6bxN41stOtCF2yq1xMp4IHagD698IQQeFNBn8UahDiQjMRbqT2r5V/aE8YXnxG+I66YXd4bYlpRnOD2r6J8beMF074dH7ZKGe0t8R7u/HGfWvlzwOx17VtS1qaRWae4PJPb0oA5rU9Et9O1OGWReTKB16ZrrI9B82JZYUUs/GSMVJrvgCXVYnmhl2Sqd0ak55HP1xVD4h+LdU8MfCrW9V8gwXunaNcy208YBIlWJirDPBwQDgjtQB89f8FFf2r/Cnwp+Hl38EtBuor7xLrNr5d1bxkFbGBuryEdGb+Fevc8dfzdq5r+v614q1u68R+I9Unvb+9naa7u7mQs8rscliT1qnQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfWP/AATb/bRufhD45tfhT46u/wDinNWkWGFz0tJegfk9CeDX6T3c0V9bi40xg6TruWZPQ9K/Cu1uJLS6ju4gN0Ugdc9Mg5r9A/2G/wDgovoOtw6b8JPinO1rfBFhttQmwIpj0Azk4P160AfR3xBmntkNrNJ87/dFdR+zj8Yz4Svm8La3O32O8QxTIW4wRjNSXng2yu9S/tG9ZZFYB45Oq4xnisjxT4RtNQmS8tdkDxr80icGgBPF2i2uneJNQjguw6w3REP+2p5BzXL6yl9JcLO8YjDuFJK8kVoW7+IrYSXU9g9xBjb5x6sB35qC+lPiK5S2s8hI0BdQf5+9AFjxVoUWpeCbjw2lywN7aPGiIO+OOfrSfDnRrTwh8NtP0SW8Nvf2sAjnEqggEevFSaTJv+yxM2DDOfmY5x+NSXslhLe3Om6kdyTfMJF5INAGNq+sX1xcvYG4ikZMfvbcEBs/jXS/BOw1J/FkEYjKbn5wOevaubutLtbWM+RM7YbIVdqlvyGa7nwP4t0L4daS3iaa4WbWJ4itnb8FbcH+Nvf0FAHX/tI/ESLTdNXwlY3QaVk/0jac4+teQeCPEd3olnNBZWrSq7lhzyDWc6+K/idrV7eR3SsI2LTSyZBY+1L4auNe8Oa39hukym7bu2gg5oA7zwzq/iOVjLqFhGnB2EycgfTFfD3/AAUx/bF8XJ40ufgT8OvEgtbOGzCeI5bMrveZiSYhIrErhSFdSAc8dK+uPjx8cPDnwC+EmqfE7xM7H7LD5WmwRw7mlumBESEFlyu7k8jgHvivyB8U+JtZ8Z+JL7xZ4ivZLm+1G6e4uppZGcs7HJ5Ykn0GSeBQBQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACljkkhkWWJyrKQVZTggjoQaSigD6u/Y//wCCmHxC+F2rWHgP40aodZ8J/wCqa5lh33dqDgKQ+4bkHJIIJ96/RSw1jwX408K2nirwNrMWp6dex+bHdQtlXB5A47+or8Pa9Q/Z2/a9+Nn7NWrGfwH4od9OnAS70e/BmtXXPJVCw2P1wykH1zQB+tNyGuYhZ+Z5UQGXYNgAVxK+JrLw54hkvrZTcWMp8vzJovlY9DivCPCP/BV/4KeMtOsvDvjvw5reg310fKvtRht45bOLP8ZIkMuPopxn8a9A8e/tZfsmWngyAz/GvQpY/sm6KLT5Gnl9PmjjDOrexAPfFAHpOv8AjPwj4Y0ldU8Q6nY2Gnxo0tzPeXKpFChOMu7EbeSBkmquleJvDvirTrTxHod7BdaZdQgw3cMqurJ/eRlJDA9jmvgb9q79trR/ip4Hj+Ffwysb6KwaQHU9Tu2MbXCofljjVWz5Z6nfySB8oxmva/8AgnF8WNI+IPwkuPBnj27hQ+F5Et9PstOGJ5rcpkPIHcj72RuCgcY60AfRWva94ZsZDY+HUkleXh7ubGfw9Kg8M6ZDrGqxwXsiujnv1GO9ZOn+Xc+ITf8A2ExWCDEEDj5iPXoOfwrF+Lf7QfwP/Z+gn8R+J/GcaanaiM/8I9ZXEUt9MH5XEBcEAjncxC8delAHpfhHS38L6/fQw/8AHu/zRsxxXlfx8/bk+AXwI1S4j1fVG17XgGT+xNGdJWgYZ4mfIWI5xkH5sHO018p/tK/8FL/iT8XLbVfBXw50yPQPDt8oiF06t/aUsWMOrOrlIw/dVBIHG85OfmSgD0D4/wD7THxV/aP8QjV/iDre60t5XbTNJt1CW9kjH7qgAbjjA3tljjrjivP6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKs6NrWs+HNUh1vw9q11YXtu+63u7OdopYmxjKupBU4PY1WooA7Bv2h/j+6lH+OXjEgjBB8TXeMf9/K5GWWW4laeeVnd2LO7tksT1JPc02igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
What disease is/are shown on the right of brain?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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"
Is the abnormality hyperdense or hypodense?
Hyperdense
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"
How many kinds of abnormalities are there in this image?
3
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
What is the main cause of the disease on the right lobe of brain in this picture?
Brain embryonic tissue dysplasia, genetic factors, chemical factors
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What modality is used to take this image?
MRI
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d6TLHALlTcLADslXIyOR3FfoYfhV4R+LXwx0e58JxRaWkQSWKS2jDFCQMjPof8a+j/wBpP9k34PfG/wAD/wBveH9As4rmWIFZYYwGUgZzXy/8Mbmf4C+ItR+DWv3Li+kQmxSRjskjOSGUeuaAPmn9rzxnpOh6fd/DHV7oz6hBJiRd24ArnkE9K+Y43ewYSbiefk+btXd/te61cQfG7XINQikLmd9sjnoSa8YtPFtwNROlam+Q/MEjcAnPIoA7uW/jvIhNCoQgfMWHU10fw7kdrify1+9HnbjgmuA02++3XLxEZHoDmu5+Hb4czM54GGx6UAM07Xr2z8Vat4N1F8RsUu9PcnJKMPnQ+mDijRbqI6g1xdxlokucmBmILrnp+VM+JdtdeHPFdrrkFi1zDJGY5WQ/PC2D27gg/pWR4b1NrjUw0avK0hyw2/dPvQB+c3/BTn4cR+Bv2qda1HT7d1s9ZSK+ibYAoMiAkcV88V9j/wDBY/xRb6j8WvC2g29nbRyQeG1ku5IWy7N5siqrDPGFUEd/mPtXxxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB2vwHNwfGrwW+czWZjbnHBljHP44r9ePC3gm78OeFdMtbF1WKLTYY9qjDkheWHpk5r8pf2SbXQdS+Klho99bzNfXWpWa2cikeWsYlzKGHcnEePoa/Yi106WOX+zldR5GACG+8nOD7+n4UAZuhWGm3fzyxsH6SszHcv1z3rF8baI3h7U11K0hzbzN86gcA9m9q6W908i6EyNsaMHYx/i9AfX+lVPEkya1orIV4XGVbqCD0/MUAS/BrXLXwx8SdK1DV0UQyXKB5CPUjBr9NdItYn0JDAu6GaFXRxjGCK/OxfgVr3jvwHF4g8O22+a0Xc8ceQxHYj3FfYX7E/wAe4PFvhGz+FnxIiW21uFltbWdhgzEA4znvgUAeo6TpiW1w6+bnJxjritlIIXhELQu5JyrIcbf8a0NW8CapoN75N8jRq2WD9mB6YNTRadBZ2/m72aXsMcCgDvvgX4vvZtbh8MXshe3YNGkZA+UYyOfXivFf+Cjvwri0jUtL+Kml27RXmnXDRmVBgiNhkZP+8P1r1v4EpYQeM7a81B9jeYdvPX5T2o/bhv8Aw9d/DLULC+uIjPd7Et1lYZLZHSgD8gf21LP+1/iSdchiUG8s4JnGOctGpP618+eIfDqtB543K8bblOK+rf23tEt0+Itpo+kRsn2bSbaOaTaQGcJhiPUdK8A8U+Hp47VXhkBJyCKAMPwZqKXMyGQhTsKuoPJNemfD+KGQTEjhWPJ44rxa7e90TU0ukhwFyW2967rwR48M1u2XKs6knBx2oA6Px7rH9ra4bVLjEacE56n0qTRBoukac0y7fMPHXknNYEATUJzJO24yHIx3q9Pp866bcXscRSOGIsTjsBz/AFoA+Nf+CtPwZE0mlftB6UY1iklXStRiAAO7azRP6sSA6n0CrXxJX6q/tw6H/aX7GvjA21mLkjToLi1RI97AC5iJcDkjC7iT2Ge1flVQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6d+yR4hsfDHxhtdWvLxIWjSMwB4y3mMLmFiowPl+QOc8dD61+yhhGtW1pqOmgM8sIZHUZ4I/lX4XeFdal0DXbfUEupIoxIq3DRDLGIkbgPwr9l/2Mfi9pHxN/Zt0DxfJbJeFrZ7K6AkIbenB56rkAHI55oA6jUr7UtFQx6pCSGPySqOPofSsqe+tDbzukqFpHyAHyeRyK6bWYlvLdovLXa33YgOFHbrya8+8TeFb3S5BfwBvKD52A8igD9Gf+Cenw70nxd8Lri41nTUmheJIwrdOR0/Ssb41eBtN+DPxJQ2OlXOnFbgTWE4TKA5zww9+x5Ga67/AIJJeONJ8VfCq98O+eFu4GVhGW+YjGP0NfTvxG+EPhf4o6G2ieMdMWdQuIp8YaNvUGgD5m1T9uiDUNGs9O1i0/e242GfkjPqfbit7w3+0DZ+L4IorIBllQMk4XAYHpz6VkeMf2DPC2mRXUrePY44I2ZkJ4KD35r5r+JHinxZ+z1cnRvC3i4Xltu2xBwGCAdAPagD63Hx88L+GfEtvpF74mSG8IMqKhGePaofF/ijRfjLI2veNdYaLT7PLRl3AAwPvH3r83vjV8UfiVqOp2fxvsLK91C58NzpLeaXpUOZbqFuuVHBAPB+tN8Ufto/HP4+yW1v4Z+F+sfD7w7alVK6s37y/cnkhSOg60AetftTx6541vbDxemmziG5tiLcGPnywzKrH0yADj3rxuD4X+NvEl5JYWehTh4oFlfeuMKzbR9cnoK7yz+MHibxbPBot1pZvNUi2hbhHO1kUYAKjvx2r64/Y2+A2v8AiHTh8TfH+jrAPMzb28sW0uVHDEHsO1AHz14N/wCCUvi3XvBKeKfFd6kOoXMYaDTF5cAkYLDtxXzH8TvhJqnwQ+KFx4S1W0KiKYp8y4B9K/brR7ZLXUFEtsCxXasmfXrX5yf8FgPCel+HvjDpGt2yRrLf25cgAZOG60AfPPgHTrO6tpbu+ZfNWTATI4FaOo29rqFjdWtpNN5MkLrlBwuQQefxrj9H+263rC2dmdoYnzADjgCvRNLuWt7Q2E1mAAAo+XIIxigDivjXp0Omfs4eLrW2UbIfBmoxoSOcC1cfyr8Wq/aL42a1ZRfs4eNBqV1FbrF4Z1S3R5pQA7fZ5AoGe56Y61+LtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX21/wSH/aBk07xfe/s/8AiLVmEGsMLjRhJyI50XDKPZlwMf7NfEtdp+zz4/ufhj8Y9A8Y2VsJJrbUYhHmXZtJdRnPTpkc8YNAH7bSPZ6Ysk80S74x95jkY9q4zxH4gbVmZIccscADORVzwV4z8LfG3wjZeJvCuuQ3VrdbTO1vMr+W+BlGweCPQ+tdBa+BNPsGMgdCAcKAB/M0AfQv/BHn4peGtG+Jdz8PfFSrBcXR83TpmO07uhHuCO1fVf7YH7V/jT4Ya9f+DPCGjW9usMCNcahcn5wrkKGQdOpxX5n2mpat4E8Waf488NgwXGk3Ucu+LjcmeQfqAfyr78/aU0G0/aU/Z70L426Egku7TTkXU1Q/M0RwQ/vtcD8DQB8w+P8A9o3xVLvsLnxLeymYlmDyHaT615N4r1O914EX2oyXDvKjZJ+79PSqeqax5OqXOm31s8l1DKyNGecADgjuc1Daazo+/wDtDVIyhUfLDGpDMfcGgCpJ8YdQ+DcWq/ErRCCNGsWeQOuVlQD5hjvVHRPj7eftL6TovxSuFZLa8tS1nbrwqKGIIA9ciprPwno/xd8M6p8PbnVItIttSsLm2a+vBhY3dGwT/wACIFZvw7+FVp8GvhXoXgd9Wilm8MaesAaNMm5YcuePVsmgDqfDPiTVPAni4+I9DhBljUMgZc+hr9QP2P8A9pbwx+0R8JLXU7SGO31LT1FtqtkMBoZQPT0I5Br8vrS+0HU5f9HuBudBkSrtGTgnntzXe/szfFfxF+z78arDWNOkP9navIltrNpuwkkbfdkHuD0P1FAH6nto1xPcC5gnURqxMi4/EGvyn/4Ks+M5fiH+1efCVhciRNDtVhJVuFfGT/Ov0x1b4p+H9G+F9342i1SKSOOyeaJt3G0LnJr8YviV4sv/AB18WNb+INy5luNR1CSQE8naW4/TFAGj4U8DX+ij7WuoL5wGRnpjrXTi4vorUPLErSAExhT1bpj6VxH9r3NxGI9Q024ljG392GIBIOecc10el6pc6pEI205Yo1Ix6+lAHwR/wVH/AGmNH1tbb9nHwbrbXTaZqL3PiqaJcR/ahwsAOeSmW3DGMkDqK+Ma9E/a4uILv9p/x9c204ljfxXelJFYEMPObnIrzugAooooAKKKKACiiigAooooAKKKKACiiigAooooA+iP+CdX7Vmp/s+/GC20DX/EFynhXWnMN7YbsxLcOUCT4/vDbtz6Ma/VLUL+S4sItU0y9ElvOoeMqeqkZFfhPFLJBKs0TlXRgysOoI6Gv0H/AGEP+CkPgq48M6V8F/jdqbWGpCdbXT9ZkXMTg8LvY8J2HPc0AfVuuap40ks5bWyjYxyJlh3NfUX/AATS/bIsNOu3+AvxLuQLW7ia3tmuTwAwwUOfwIrw+WWyutMj1HTriOaKSMNHLCQyyDsVI4IP9a8y8bS3dlr6a9o8DW1xbkN5kRxgg8HIoA9u/bh+Hknw1+LFy3h6JQUuMwsBw6E5HTtXm/hfxBr91cK15pdvG0jY8+YghT0/Co/EP7Qfiz4nWNqPGdxFNc21sIFuJergcDcfX3rnLnUL65Zre21D9+QflXpnHFAHV3ek6ZLO17B4hSVi5aSCMFVY+1LdafqOsRzHTLYzBVO5M/MODjisLRNFtbawnid5FvBGW84tleCPyFaF6df0O+m1zR9S3+RkvHG/Lc4yPUUAYkdxFYI0TM25+VkzjDehFdd8I9O8Q+O/FtpY3chWK0dWDg5yAeB/OuV1rVNHvdDg1CWErKWJnKkEvITyfapvAfj7xNoVndWfhdFge54Ern5gKAPpD9qH9qmDwp8Jz8FfCeoCWea3EN68b/dXOW/PpXzN4GsoTam8lZWd3+6eSKwLrTNZu9fZNenO5n3li2fMPqSa6lvDNnaWK6hZeerqmWMZ6/h3oA6WLS45F3RJhx94Y5r56/b/AP2stM/Z0+Gdx4L8OX9tP4s8QQyQRWonZZLK2dHVrnKcqwJATJGTkj7ten/F744+Hv2c/hjqHxD8d3sMYtLc/wBm2s1wVa9udp8uBQATlj1IBwMk9DX4/wDj/wAd+J/iZ4x1Dx14x1aa91HUrlpried9zZJ4UdAABgAAAADgCgDId3lcySOWZjlmY5JPrSUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB9b/ALGn/BUbxV8CdE0v4T/FHQhrXhe2kWCO9jfFzp9tjACrjEgXjjIOBgZNffvgv4k/Bb44+DrXxL8N/GNhe2t9GpjgeVY5gWGdjRsQyt/skZr8S6u+HPEeueENes/FHhnVJbLULC4Wezu4Gw8UinIYf4dD3oA/a/whoFl4fttYh1XTYpY2icI0qg7RwRj0wQa4y20jWNVkQxBIFYMIWc8sMnFfGPwQ/wCCsPxI8P6XD4O+OmkHxJZy3ZN1rkMixXiRN2KKoSTB6fd49T19s8Kf8FPP2WdWt5xq+savoYt5zFbR3WkyStNHjPmL5IYKO2CQeOlAHqPxB+MPgX4M/DzUfEHxG1A6XFaoLcXhBkM87H5UjUcuTgnA6AE9q1PDuoD4keFdK+JXhvVbgafq2nRXNnKImQujruyVIyOtfnj+27+2NN+0Pr//AAiXgwvF4T0+6822MsW2S+lAI89gRlRgnavXBOeTgfXn7Dnxr8L+Ov2cvDunxa8n2rw1aR6Xe2krmPDxxrtxuxuG0ryOO1AHoPivTZfDckQmu2mEikYZvuNXWeEtDEVrFcINwZQSw5yawfE954Xl0a61TxBrFmIxC0klxLdKqW8SglmJzgAAE59q8O8d/wDBSj4JfCLRrm3+HniCTxbqtrcCCKwgjkit3AOGf7QUKlMA4K7skjAxkgA+kvEWiPPJHqEUeZIWAAx94dxXKfHz9pj4Zfs1eAZfFXirWEl1AxtHp2ixvuluZ9pKocAlFyOXIwM+uAfz5+Jv/BRz9p/x54g1K90HxvJ4e0q+YrBo2nQxMtvHjG0Ssm8tjksCOeQF4A8Q1nWtX8RapPrev6nPe3lzIXuLq6lLySMepZjyTQB337S/7UHxH/ah8b/8JX43uRBaW4KaVo9u5MFlGT0XP3mP8Tnk+wAA83oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k="
Is this a T1 weighted or T2 weighted MRI image?
T2
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"
Is this a coronal plane?
No
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Where does the picture show?
Head
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"
Where is the brain tumor?
Right Lobe
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Is this a study of the head?
Yes
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gv4k/Bb44+DrXxL8N/GNhe2t9GpjgeVY5gWGdjRsQyt/skZr8S6u+HPEeueENes/FHhnVJbLULC4Wezu4Gw8UinIYf4dD3oA/a/whoFl4fttYh1XTYpY2icI0qg7RwRj0wQa4y20jWNVkQxBIFYMIWc8sMnFfGPwQ/wCCsPxI8P6XD4O+OmkHxJZy3ZN1rkMixXiRN2KKoSTB6fd49T19s8Kf8FPP2WdWt5xq+savoYt5zFbR3WkyStNHjPmL5IYKO2CQeOlAHqPxB+MPgX4M/DzUfEHxG1A6XFaoLcXhBkM87H5UjUcuTgnA6AE9q1PDuoD4keFdK+JXhvVbgafq2nRXNnKImQujruyVIyOtfnj+27+2NN+0Pr//AAiXgwvF4T0+6822MsW2S+lAI89gRlRgnavXBOeTgfXn7Dnxr8L+Ov2cvDunxa8n2rw1aR6Xe2krmPDxxrtxuxuG0ryOO1AHoPivTZfDckQmu2mEikYZvuNXWeEtDEVrFcINwZQSw5yawfE954Xl0a61TxBrFmIxC0klxLdKqW8SglmJzgAAE59q8O8d/wDBSj4JfCLRrm3+HniCTxbqtrcCCKwgjkit3AOGf7QUKlMA4K7skjAxkgA+kvEWiPPJHqEUeZIWAAx94dxXKfHz9pj4Zfs1eAZfFXirWEl1AxtHp2ixvuluZ9pKocAlFyOXIwM+uAfz5+Jv/BRz9p/x54g1K90HxvJ4e0q+YrBo2nQxMtvHjG0Ssm8tjksCOeQF4A8Q1nWtX8RapPrev6nPe3lzIXuLq6lLySMepZjyTQB337S/7UHxH/ah8b/8JX43uRBaW4KaVo9u5MFlGT0XP3mP8Tnk+wAA83oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k="
What disease is/are shown on the right of brain?
Brain Enhancing Tumor, Brain Edema, Brain Non-enhancing Tumor
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"
How many kinds of abnormalities are there in this image?
3
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"
What is the main cause of the disease on the right lobe of brain in this picture?
Brain embryonic tissue dysplasia, genetic factors, chemical factors
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"
Is this image taken via X-Ray?
No
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"
Is this a T1 weighted or T2 weighted MRI image?
T2
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"
What scanning plane does this image belong to?
Transverse Plane
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"
Which part of the human body is the organ located in the image?
Head
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"
Where are the abnormalities in this image?
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"
What is the organ system visualized?
Head
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"
Is/Are there abnormalities in the patient's left brain lobe?
Yes
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"
How many kinds of abnormalities are there in this image?
3
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"
How much damage will be caused to the body taking such an image?
None
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How was this image taken?
MRI
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"
Is this an MRI image with T1 weighted?
Yes
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Which plane is the image scanned, transverse plane or coronal plane?
Transverse Plane
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Which part of the body does this image belong to?
Head
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"
Which lobe is abnormal,left or right?
Left
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"
Is this a study of the neck?
No