image
unknown | question
stringlengths 6
108
| answer
stringlengths 0
129
|
|---|---|---|
"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" | Where does the picture show? | Head |
"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" | Which lobe is abnormal,left or right? | Left |
"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" | What organ system is pictured? | Head |
"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" | Is the brain abnormal? | Yes |
"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" | Is the brain non-enhancing tumor hyperdense or hypodense? | Hypodense |
"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" | How many kinds of abnormalities are there in this image? | 3 |
"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" | What kind of symptoms will the disease on the left lobe of brain in the picture bring to the patient? | Visual impairment, vomiting, tinnitus, increased intracranial pressure |
"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" | What imaging modality was used? | MRI |
"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" | What is the mr weighting in this image? | T1 |
"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" | Is this a coronal plane? | No |
"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" | Where does the image represent in the body? | Head |
"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" | Where is the brain non-enhancing tumor? | Left Lobe |
"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" | Which organ system is imaged? | Head |
"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" | Does the brain look normal? | No |
"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" | What is the color of abnormality in this image? | White |
"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" | What is the main cause of the disease on the left 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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" | 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 |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKveHPDHiLxfrNv4d8LaHdahfXcgS2tLOBpJJGJwAABk819V/An/AII1/tTfEd49e+LVpa/D3w/FcSR6hd+IHAu4gq5BW3yC24kKDkdzjigD5Gor9N5v+CNX7F/hjwZL4n8RfH/xjq7wssZj0W6sYTLIQSAEeB2VflOSc44ribX/AIJyfsfaXJNdavN4+ntlDeUr+I7RD0yCWFlz+AFAH5/UV9l+O/8Agl9b/EDSdU8R/sv6xcSyaLotxe3Hh7V5vOuL3ycs3kSIigsU6IQMkAA88ewfs2f8EPvglrP7Ofh/42ftZftAar4avfFOnRajpGmaK0CqttNGJIi5licliDzgADp2oA/NSiv0P8ef8EOvBGkRNq/hT9qmWXT7i4ZtPkfw0lxvhLYUF0uEDMAVBIAGc/KOleQaZ/wR0/ar8ReIdS0Dwxf+Gbz7GJGsp21YQreoqBgy7wPLyTs+fbhgf4cMQD5Por0f42/snfHT9n2SV/iP4OMdpDIscmp6fcpdWodmZVHmxkrk7Dj1BHqK84oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAVVZmCqpJJwAB1r3v9lj9hvxb8fNZmm1yaXStH0wLLreoPCWW1Qj5YsZG6d8jCbhtHzMeinF/ZE/Zn8X/AB2+IlhbafZvHaLIJJLraSYlU/fA7n+7nvz2r9Fr3SdK+BPw9h+H3hC2jisA+HtY5N5mk6tLK2cu5JOT60AL8Kpvhf8AsoaAdN/Zu8BafYamlo4l8U6hAl1qLnnOJHG2IEknbGqLk9K3Jv2hvGnxk+Ft9onjvX5Lq7spBLBctgM43bWBwBnGQR+NeU/8JSYDKl5ZhopEPzR5BUkfjWT4d1xbG5lghmG1mOVz1U0AbFz4xfRpjb3VyWiY/MN3T1/Q1ga1401jxlfxeHtMkZYJZApA6kZ6/wCfWqHi68hvL/yrV8jHb61a+Gq2ejeIRqV58zIflyRwfWgD62/YKvdE8H6tqvhy/wBFXzL/AEaS3W5K8r93p9cVi/taR6xD8Ofhr4fisZha6J8NtL0wKg4EscIDfq36VP8AAD4neCdN8V2s2o3c8SOu0kxqyknH3mByBkY6V2X7Vvxy1LwlJpfhTTfD2nT6VBYKHnltFcz8f3j2AwKAPj/T/i54k8MaX/wjeoXdzGkcm5Y8naCSmeD06D8q72w+O9tc+GZZP7R8ud49kjrIwZ1OM549vX+VHj74feCPiX4Yn8W+FbqKK7X/AFunKjFo887wQMbPr0rwdba4s55LJwRsfa656kd6APoH4G3Nr4i8SNfawkV1bSkLJbXUayRSDcGG4MCDggHn0rtP2uf+CVv/AATW8S/Da1nS4T4ceNtStopre+0APLaxSFAoWe2DbQpwGbaA2dxGMnPi3w98UW2nabbtaOxeLl484yR0zWh4j8Z3ninXbbT59Qe4lkfdPJJJnn05oA+Bv2i/2LPjp+zV8Qrj4f8AjDw6b91tjeaff6OGng1CxwWF3CQMtFtBLHqmCHC15LX7y6Z8ItD/AGqf2b7L4TeKrVU1vQpXm8G+KbY4vNKuTyuxh96MnAZTwRX5Eftm/Ba/+HPji+mv/CR0fV9P1OXTvGGmxoEit79TkSRxjBSOVMOONuTgelAHiNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABW38OvCFx488Z2HhW2VybucK3lgFtvfGeprEr7G/4JK/BXTNQ1nxb+0/43sPM0XwNaxQabFOv7u+1WckxQ++xVMjDsMf3hQB9pfBj4I+E/2T/2bbaxnj8nxPrlqr3LKnzW0ZX5UDY64xn615fqWl+LoMzw3Ud5GrZ8tjk8n0qzqH7R2veINcuT421M6hbzSEyLIAFXHZcDC47YrC13xVpcV39v8Oat5kfVUZ8MPb39M0AUtU1KXEkd3aGI4+7tIFcpCbqe8aSPKktwB0xXSa54xi8R26x3GnKJ1OBLuxu68mqNtp/2OMM5DM5yAPfvQBDHbCCLzpBknoT2r0L4aeBNGv7Aarqc2S2C2FBxnt1rkZbN5bdfKhLZJ5C02DxTeaJ/oZOI42xtUEH3oA+hPBUfwu8Pa3aWr6XNc7nAuWhuFJ2k4JX5Bz17V0H7UviTQNW8VnwlbWE2n2dhawwWkM5DZhMQkRycA72R1Lfh6V4j8LPifpWh7tROopBqKSKbWW6shcRxMGBDMu9Sw46ZPOOMVu/HD4o2njK8mvvEfjq48U3txBGG1q5to7eaWRUC5dY/lyMcEcFcUAcXqVrrngjU5f7G1TNvIpwol7Ht16GuNmVbq8eWVfmlcsSOcGql34j1C6m+zmdsLwSTkj8at6ZbSzSpIoyOoYigCSzkbTnYwyld3BwehrqvhL4Tude1We9mIMceW3O38q5ya0TcYcZ3926Z5qbQdf1/SGl07SpinnLsyP4aAPapfixq/hfT7Xw54d1NluIJC6/Z5SGU56Ej6V4v/wAFj/CEXjb4B+EP2rtVvlh8T6jqsfhvxKhHz6mixST2074/jQQyKWPLBh6Cu88LeGLTSdNi1i4dri7lf5yV3BOAeg9a6L4w/sV/Cz9uH4PWWnfEH4hah4Q8TaDDcjwLqMCLNZTyTPCZRfQMplaIrCqo0ToYzIz7ZtvlkA/IOiuo+M3wf8efAT4m6x8JfiTo72Wr6LeNBcIVOyVR9yaJiBvidcOjjhlZSODXL0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfsd+x98BfhF8HP8AgkB4Y1n4jahe2mpeNdcl8RKtgC73Uki+XEMN8oVbeOLIBHPOPmJP46W9vPdzpa2sDyyyuEjjjUszsTgAAdST2r91z4N+HVh/wTW+CnwU/aC8Z3PhXxloXhKBl0K4sTLPbhgRiRUPyArtOHI9uhFAHzXqV78EItMOnad4buxJtx9suL8Ek567AuB9Mn61xmq2vgpXMmipMHC8gnj9K9H1/wDZ2Mdo174e1G31myA4udPnLbf95CcofqK5d/haLGOSbULjygo+45wSPp3oA5rS7SG4kDLDngnBNasdk0EwMxXbnglv/r810fhrwXprWrXcN4wiCnlHOeK57Wbxrid7YXLSJE+1HIJJHpQB75+wT8MvBHxm+Pfhr4b+L72O3srmaVLmVsZZgpIX8f6V9x/tEf8ABCD4bfEPQZdY+EPiGS01FYiYjuyGb0Ir8wPg94y1DwV4gt9b0m/lgvLa7WWGZWwVYdxjmv2j/wCCYX7bifHGK28AeMLpV1PysW8jEfvSB0NAH46/H/8AYL/aG/Zp1+Wx8ZeEbgwK5WO8hiOxxnrz/KuO8E/s+fFz4layuleEvCV7eSHCs6rhE+pPFf0x/G34A+BfjH4U1Lwb4x0e2mt721ZEaSPLK5BwwPYg8189f8E1/wBlf4f+Gvh7r1lrmiwS6voPjO/067ZkG7CFWRj9VYEUAfBX7Hn/AARC1zxGIPFvxwOYlO5bIDEeffP3q6z/AIKNf8E7/h78JfgRN8TfAthBG+iyRrM0UYX5SwXBx1HNfrFr+k2en6fJaW8SxRxIcBBgAV+dP/BW348aJo/wL1r4XDUIvP1dkjEAbnAbJJoA/I62BuZixToSB69eOPxpyWGq27/2mLJtucFgpwD/AEqt4X1QWt24kAIEhBWQZz/KuzuNOnu9D+zmOVVzvhkxx9M5oAxvDOr61/aQSfWktY+5kY4B+g+leneF/ifp2gTLczawNXueM+cW2cdhkjOK8c1Dw7qsTC6ntpfL3A7s/wBa6D4d+GPD2rXTHUPEAsHhJYG4BKvxkAFQefrx70AWP+C0nwO0n4rfsoeAP21vCNpFHPot6/hzxChkcyLBIzS22AMrhXM4LHBO5evb8va/Zj4taNd+P/8AgmP8avh9qrCSLTNEj16wPYPZsXJH/AC3NfjPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6H+yX4H074k/tN+AvA+sapJY2epeK7KK7volybaLzlLS9DwoBJOOADX6o/tQeP/ht+0R8XdQ8Z6Vqd/pTXccMbrctvQOkaoWQr8yIdowpDHnk1+dX/AATH8Dav49/bD8P6fp1upgttP1KXUbuWUJHZRNZTRLPIT0VZZYugJOQBX2Vr/wAHvE8if2mskU0a/fngulI+uM5HAzyO9AFG/tNc8G3q3Wma+k4TmKRZfmI+o61RbXfFOtXRlnWSRj90Mev1NZt7YzWE4tmvpJGRvumTIz+J9xXW6Fc6tYW0d1CqDzHIEvlg4oAs6Sms6dYTzXFuoR1y43D5a5C4Hmzy3dwwBWQ8entXX+KYbmP9/NPK6eXndHwGBzXI3cUUClIZ3O4c84znHWgB1rFFZ3KuHYDJHTrz1/KvtL/gkr4r1E/tU+CtNs5lIfXIklZeykkH8MZzXxQs5lkBznnqAMj6/wCe9fT/APwTa8RxeGvi5Zakl69vOLuINNAcNFHu/eEH+H5eB7MaAP6FfEEdvHFFtX5txDNmvEfgd5Hhn9rX4s/DyIKsOq2WkeIrRAR96QTwTkfjHFn/AHh616efin8OtT8E2viqbxTb29sIVZneQbgT2x3J7V4NpPjbSbj9sy88faXchbS8hXRYmYjBhSFnGT/12Vm+hoA9o+M+ow6D4K1fV3ChbLTpbiQk/wBxCx/lX8637ZXxq1/4u/FPUNd1K+drcXsiwxl+AoJAP6V/QL8dr20v/hj4m07WrxIIrvRri2Du3d4mUYPfrX82/wAaoprXx7d6PKMC3mYMM/xZwP8AGgDlrBzbs1+zjaJhvQD1PSvcfht4qfw/4JmudU8J2up2ssI+z/2gr4hPByu1hyRjOeDxxXjMUUi2UkWwNvyxbHH1z/ntXpPwe8aX7aO2h6rcyS6S3NzapJ8pwCAcHjdgkZ7CgDVh17QfHOn3Fje6dHG6uvlyWmAd/HG3oVxx+FbOgfs76VbSpf8AjfWv7Bs3K7ri8jAYA9CEzuYewFeWeOtc8P2ms3D+C3u4lBUjzSpIwe5X68V0nhX4e/Gr4qXduqQ3t6JNrRIWJYgEH77HC9OeeKAO/wD2/vBbfA3/AIJZ+PvGX7LvxX0rxvHqt/YaT8Qr2K2W1m0LRrmYIzLFcNvl8y4a1tiUUkLclhgKWX8Xq/oP+Bf7JnwL179l34kfBz4g/GHw23jD4keFr3Q4PC2tRQXgs3WUiOWMJJJG9x5kEU0ErFTEwjcKXA2/z969pj6Jrl5o0gIa0upIW3dcqxX+lAFSiiigAooooAKKKKACiiigAooooAKKKKAPpr/gmFp2sP8AE3xPq+lo+yLww8M7r2V5UOD+KCvp/WLfX7WNnn1U+X18kMckV45/wR+8OeJ/Ec/xEfw3YSzLp+gQ3GoPEBmKDz1Usc9ssPzr3jxTFqEMsty2mqUA+dm6CgDndLm8P3GpKupvImcAySHOB9MCvSdM8OeAIdF1AHV7icKiTaZqEcaokmeGhZNxIIP8Xf2rzez1u1+1mRtGh3E/elBwfyrZj1iW88uFNRhjUEhYoYyqqcjqTnNAGlrsUC6WXtp2G1SD5jAZ+lcfeLbbvlAPyjAYV2E9lqPjWUaFbWUt3do4hgS3jyJD65FaPxB/Zc+JPgSxs9V1fQ55IpIw8wt13tF7EDmgDzhYT9qWJSQTyBjp+NfWP7Enge4WwfXmscPK+0TBeWUe9eWfCL9nfVfiZ4ts9G8PaFdOgCtOxjYNk9sfT2r9APB/wr8JfAP4eafp+sSrFPcMo8iNMvk8fWgDuPBF1rGqw2Hg86nN5SFXCEkgf/Wq34s1278OaUmowxnzU19HI5+VR8pB9sE1T8HfFz4c+BLxZr+B9zplpEGcegxVTxR4h0vx34Clm8PXlvJNIZbgrIhOBhiFIBBz2oAvftEftPap8VfgtceDtVgMJkZWRrUmNk25AAINfkP+0DZ/YPiRqdsAXK3Ry7nLEE5yfev0f8cQ2cmhtF5kUN2LVJmsvM+cBk65J+Zcg/jX54ftFILj4h6k2cOJxuPvigDhI5ZxMmxjg4DADGa9B+DOreFrJ5NL8cW12NOuAVeSxKCRMnqASAcenFcNbafclsSkqqx5XHc10/w08OWmoxNqWoXUUMEUpLySAsRz0AHJJ/D60AdP8R/gu+neAIfHvg+KS80+9uJkcSoPOtApynmhSQpI56ke9cZafFbx4ulLoOl63N5KJ5e2JmTHqCOtdv4u+Iuu2WnHwx4CbUI7GeERXh89lW6HXmNWKj/PWuG0D4f+K9VuXmtdHbO7cdgwTjtk0Abvwcm8Q2PxN0jxCUmD2t5DctLGPu7HDZz6jmvz3/bI8DT/AA8/ab8a+GZbcRrF4gnaJRx8rneDjtw4r9E/CXjO48O3NvZi3/fsSpDryBjJHPSviP8A4KkahYah+2x4sexVwwjsDdBgAPOaygZsYJyOR+OaAPnuiiigAooooAKKKKACiiigAooooAKKKKAPrf8A4JNeJfEOjeMPHul6FrU1qt/4PxdQoU2TIt7a8OGU5AZlYYIOQDnGRX0zrek67q8i2V5qTrCQWl2jGRnj86+Q/wDgmdqFnB8SPFemyXZS6uvCMq2kYU/Ntnhdjntjav8AnNfW914v1TXLbT9DFixS3iKyMg+Y5Jzk96ANj4f/AAj17xpfnSfBfhC61aYOQWhHyDgcljXrHh//AIJ4/GnWY4ZtRjsNK3Bd/wDpW90556KV9a7X9l/9pfQ/C09j4Bg8DR6fC+2P7XEdzbuxbjnnrX2DYQvFpX24LuLKPm2gZGc4z/kUAeR/Bf8AZl8CfAHQF1G9tor7UUiLPdTYzu/2c9s/jWtOV8V6iujXNrDMbhxubYDuJPTHp/hWd8Y/iPd/21DoqygCQkuqH7q9On0FctN47be1v4UhMcyxhY5kG4gjjJ7UAfWvgPwT8I/2afhKNe8Q3+lya7L5k10rShVG5flRSAegwv0GfavkT47ftU+Gf+Ekn1Qan59x5hKxJjy4+P4ST7AZ9O1YnijTfGPiS1WbxbrdxcELtQSMSF+g/r7V4v8AFPwLcQTG4hsWZCD5jEZyfYUAdLbftXWUupvdSSvudtq7h8p6jNereBP2kvDr2kM2CgEbef5RI+8cenvmvjTUNBglnU2e+N4z+8BGAfetrQtY1zQtQFvJKTCy43Z988/jQB+g3xc+CUXxl+CPhv45/Du7+xanbStDNPY2292ikjZtsgBG/wC6px67QDxmvzu/aP8AAvivwV4u83xcpee+ZZ1eNMKFIxjB9CCD6Gvvv/gmf+0L4R167HwH8fM6i+KtoN0tv53lXIHyrtwevzDoeuK2f+CrH7DmseJv2em+LHh/RgNU8LSyTXkEFvsZ7JmJJKjup2k/7xoA/Ly5itVWMowJPU11HwK0VpdbW81TUvs2kxShtRPUvFnLIq5+ZmAIA6Z5JAyRw9pJLeQRxRnAUhVJHqepr1j4d+DfEGs2iaBp9iunzoHknuL+VVje2GB5sRz8+QeQPm5xjrQBQ+J3xL0678QT6H8K9Kn0fSop2S0iMzNO0eT88zfe3EYGOgx9ao+E/BvinWYG1fw5rUuqzWbebcWcRYvgZ5CkZI9xnGayvEsloDeeHLDS5J2E5Y3mMFiMgkdgPbrVrwL8S/Hng+D7L4PjktZiRvvLeP5sDP8AFzjrzQB13hn4A+MvFviXTo7e3jtd6Ibi5vrhY0Q7cEnJyOcde9fCH/BXr4T2fwY/b98aeC7C4SWIW2lXLSxj5Xll0y1klI9QZGc575zX6DH9oK+tBYW979nnlI/0uaJAdxIK9e+Mn86+Cf8AgrndHWP2nIfEUl15z3PhvT4zIWyzLHbpGpP/AAFQPwoA+WKKKKACiiigAooooAKKKKACiiigAooooA98/wCCb/myftHCyhBLXPh+8jwo5PCt/wCy1926bpT6aGtY4l+03Bx8y8ov+NfnR+xb8Xb34I/tMeFPHVtrMNhAuorbalczxK6C1l+SUHd0G0nkYI7Gv1D+HPhw+IPiAyTZ/dSneC24A55OaAPaf2Qv2cNP1zX49e10sVQK4BPLH+gr7G8QwLZ6Q1hbKIo4ocKVfBAA4rjv2bvh2ui6HDrUhCq6ARqwxketd941tCIpFXnfDgFfSgD5h8W6GNZv7rVZ2ZpjcFEBY849K2Ph14DSw043t1bockfu88/hiob+IRazdCZWDxzMqqQetbWm6x9hvIWgXzVCDzUwcMPXH1oAqePPDun3EEMNjaGOYneSsobcPTHrXF6pp+gy7LbVBFJGhACuAQ5z06GvVDpKIIb1nBhaUCNyeVJHT2A61yviX4ayR30uphcwtkqw5Gf8M0AfLP7QnhW3ttRgv/DVukKzyCKdE+6pLBQR+dZXibwnqeh3lzZy2vzQxgF2Ujcehx+NesftGaD/AGD4QtbyKxzH5ySPIVxkq2QvrjgVx/jD4pN4s8d3eneKI4oAbqYJHFgIq+YzBR+PegDzDwF8VfGHwh+IuneJ9DuPLmsb6O5jXHDMjA4J7V+0Xwe/bk+Af7UX7Pt7qd5eLa3M+iyW2vaZdzK7I7RlX4ySVOSQea/HD4k+GIrLVgXjGGjDhh0yecD8Kq6NFqmjkto2qXFvuGGMMxUkHqPlxxQByfi/w7ZeE/iVq+gWF6z2KahMLYoODFuO3H4Yq54R8cXPhu5SO71q5tltGM1hI0fmKXH/ACzIJHyMODg+9a2seH2v7uKaXf5ucMT396xvGmk6Pp6Qky3KSGP5yGUg9ecfpQBseKPjxq2t3bW3hfwRotujMGKxaVHJlvUvKCx/P8KWHWfjPq4Ni2jTRxcMY4LDykI+iqAPyrkdF8UX3hm8W98NaktvMHGy6Q7JIz2KnkofcGvRLHxV8Y5kh1LWtY128E65jna8mkEoyQCCxORwelAHIwwxQamsdzp7ofNJu0jHI9SAe/Wvjf8A4Kf+I/Des/tVXukeEPEEGp6do2kWVlDdQMCCwiDMDjjcC2COxFfZv7QPxq079nfwRdfEnxh4Av729Ntt0+0jgcLLcPuCPNIBiNAVJYnBOMDkgH8tNa1e+8Qazd69qku+5vrqS4uHxjdI7FmP5k0AVqKKKACiiigAooooAKKKKACiiigAooooAVHaNxIhwVOQfQ1+r37HXxmfx98LPDvxDeZ0udWtYodTlkVUY3UTeTM4CkgKzo7D/ZYZA6V+UFfTn/BOr4xDQtV1P4OX18IV1aZL3Sd2xQbldqyLuJBLMiptUA/cJ4oA/a74oftQWHwy8OxeHPCeoJLeRwoDJnKxcDgDua7f9lL4veKfjn4QnvfEkgkfT7ryvPWPaXUqCOnXvXyN8GPhTrHxT1EXV4Hmht1DXLEkl2Pavvv9lb4InwL4Cnllsfs/2yUNHFtxwOhx260AeR/EjwldeHviLfRrGTb3Y82Hjuckis8aO9pe77dGKspDD3//AFYP4V7v8afh/Be2cVzLb7pUPLnmvKNVupfAdwmpajb+dAh5CoMt7H8KAMKC01OaQ2w85mOVjiB4PQg/XNeh6b8MdUudDgOt3i5kH/Htn7pyeD7f/XriR8fvCGq+JLewi0b7JGzDdMhUEH6Cvc/C+nWQWCa8uDLDPGGRyeCD70AfLP7eXhq58PfD7S7O3tl2XGoRgcYBXaVC5/EflXyX450i2ufH09zDavAI7p8qnQDcTg/57V96f8FJ7TT7X4P2IWYM0OswNEcYIBP/AOqvgHxpqLW0VzOrv5ssxUKepNAFuXXV8VzCyucEwPgP3I5/xq2+iywMvkOApbHB6f596wNH0LWLDTorqWcK0/zBNuTt9T7Vp6d4ohsZJLOa587Y3yuoI3UAT3yCyje9unA2A8479ea841ET+LL+bUJpCsMZxHgH5xkV0Pjbxjb39hNbROQzKQo3Y5+n51q/B9vBXi3Q5fC+pypbXbMWgmJx83ofUf4UAYSfA+38T6YjeEdVV9RUFjp7vteUDkeXnhz/ALIwfTNTfC341/FT4G3Fz4VTVJRYzMyT6fexK8JccH5JFPlOMcsMN2Ndxa/CbxborpqWmrJO1tOsls1uCWODn5SPz46Vm/FYv8QjFrGs6WsetrLtvZ44wv2gfwlh/eH97qe9AGX8fPippXiH9k/4mQ+OtOiksdT8LXMUCq+1mu+Gt2Hb5ZAr4xyFNfkdX2Z/wUL+MVpoPhiL4L2F2zTzhZLmBXx5YHIZvrzge9fGdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABV/wAMeJNX8H+IrLxToN08F5YXKT28iOykMpzjKkHB6HBGQTVCigD99v8Aglt+2v8ABfxz8Ak8YabpBfWxORqdvdRbUjnVV3qFycrzkcng9c5r7o+B37XHgP4kWf8AZOqImnaguQiHiJx6g9voa/ll/Zu/aT+IH7NXjuHxZ4Ov2a1kkUappkjnyruMHoR2YDOGHI9wSD+uXwb/AGmPDfxQ8FR+K/hhri3a30Yt4JoGOUZ1G5SOquueVPIOc0AfrXrGn6J4k0sT2VxHcRSplXicOrfQg4615t4k+DVvrBkt7+BfKcZXB5rN/Y4sdS+H/wABNM0jXrpp5J5ZJ/3z5KK5yFBPQcZ/Gs/4GftSwfHHx5rdhZWKx2dle7LJzktJH0DN7nnjt+tAHyx+2BZ+CfhX4wtdD8JTXD6hjzrgA4SOPPc/nXrn7NH7V3gK28DweCvijrbWtzbHFrfbvNiaM8gFh0I6c1mf8FNf2c9WurCP42+CbOSaK2h+z+ILaBcsIScpKB3AOQfrXwtpNp4409Lqbw9qLPDtLbCM7lx6etAH3p+3vNo/jT4MWOt+ENet79f7SiUPBKGRyWG05HQ5NfMXi/8AY/8AjV8OfGl3qHxv+HGr6XbWN04WO4tzElywYj5XbClTjqM5FebeA/jBrptZvBXiCVZl1jZBBHDMVjtpHkCCVgODgNx6HBOQMH7j8P8A7aXg39pmTV/hL8QvDlpqUDxSxaZNI37xT8wVlK98kGgD4m8aa3cxX09lb6Wy5HzpGudqf3R6CuK0q8hl1NmvDhS3+r6fhX1X8Yfgh8N/2XPBeuy+MvGFvd+M9TtVXRPDz8tZQOQTNOegbYAFT/azXzP8D/hV4g+NnxH/ALF0QFo4RNPeMpGY4YY2klfHchEOB3oApfErwS2kC1uElT/SYBPEqNztJxg8dawtK8D+L5LnfoVhM0ijeqxHJx17d66z4ueIodV8XJb2UOy1t08i2jPPyKAM/pmqaJIJlvLGWSN1VVaQZUK3A/XgUAa3gv4lfGjwXqNpcxrdQvaTiSPzoyRnGDnI54qP/got/wAFGPhv8IPCOkaV4E+G2lSePdY0czXNyrApYXAYLveIMNuQd6gg7jnoK5v4s/G+3+DHg2Txn8RtdmkjTabO1Z98kjFlUMEJywBIJ9BX5qfE74i+I/iz481L4heK5xJfanP5kuOigAKqj2CgD8KAKPivxX4j8ceIbvxX4t1ea/1G+lMt1dztlpGPfjgfQcVn0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXd/AP9oj4lfs8eNbLxb4G12ZIre5ElzpkkhNvcqSu4MmcbiEX5hyNo57VwlFAH9D37EH/BTz4Y/tLfBe2hj1CG11SGyVbi1EmDBOYsmEngbhuHSs79in4s2Pg74t3OkXbgLqUipHnsyMePywa/ADRPFHiTw1cx3fh7XryykhmWaN7W4ZNsgIIbg9Rgc+1fTnwa/wCCp3xI+HWnpJ4y8Lf2/qttdCaz1OG/W0YcYw4ET7vqMe+TzQB/Rx8SPiNoEnhabSHvYhLeweX5bgEMvckHtzXyv4q8HfBTwzNd6tDNZW168TFbcSqAzYOCFr8o9e/4LpftI66GWXwbpScERk3crFR269a8k8c/8FJ/2gvGd294G062eU5kkeAyvn0BJG0e2KAPq34ofGL4d/AG/i+JnjB3ZV1Ix/YLPa0sp3bgUUsAdpVSeQOnPIrpfBus6mmi6V8afhh4iju9O1CQT2d9Zv8AcO7IDd1YYAKsOCMGvzN8ffFn4gfE6WN/GniSe8SF2eCF2+SNjjJUds4H5Vu/Bv8Aag+NfwJjksPAHjGVNMuGzdaLeL51nMfUxt9xv9tCre9AH6VfG/4x+JPjp47j8R6mrXGsXdtFFeyRKf38iqF37exPoOPQV3f7AXhD4j6R+1L4fvtI0S7QW98X1HdAxRoCrJIDxjDK23FfAOh/8FNNd8G2SeIfB3w5tI/E5JBuL9/OtYemHVOC5PPynGPU15z8S/27/wBpz4mfEu8+Ks/xFudE1K/0xbC4i8OSPaW5gCbCBGGIBYDkjknmgD9F/ibpukaF8b7ufTbFJLezvpVhhkGVGHbBP04rzb9of9sP4M/s/eHJdPtprfWvF/lRvbaJFuWGDkYMjgHHHODjIAx14+F4/wBrX9oOPwnN4N/4WPeNazoUeZwrXAU9hMRvUduCOK85kkklkaWVyzMcszHJJ9aAO0+OHx18bfHjxU3iTxdeOUVibWz8zclvlVDBTgcHaDXFUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==" | Does the brain look abnormal? | No |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKveHPDHiLxfrNv4d8LaHdahfXcgS2tLOBpJJGJwAABk819V/An/AII1/tTfEd49e+LVpa/D3w/FcSR6hd+IHAu4gq5BW3yC24kKDkdzjigD5Gor9N5v+CNX7F/hjwZL4n8RfH/xjq7wssZj0W6sYTLIQSAEeB2VflOSc44ribX/AIJyfsfaXJNdavN4+ntlDeUr+I7RD0yCWFlz+AFAH5/UV9l+O/8Agl9b/EDSdU8R/sv6xcSyaLotxe3Hh7V5vOuL3ycs3kSIigsU6IQMkAA88ewfs2f8EPvglrP7Ofh/42ftZftAar4avfFOnRajpGmaK0CqttNGJIi5licliDzgADp2oA/NSiv0P8ef8EOvBGkRNq/hT9qmWXT7i4ZtPkfw0lxvhLYUF0uEDMAVBIAGc/KOleQaZ/wR0/ar8ReIdS0Dwxf+Gbz7GJGsp21YQreoqBgy7wPLyTs+fbhgf4cMQD5Por0f42/snfHT9n2SV/iP4OMdpDIscmp6fcpdWodmZVHmxkrk7Dj1BHqK84oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAVVZmCqpJJwAB1r3v9lj9hvxb8fNZmm1yaXStH0wLLreoPCWW1Qj5YsZG6d8jCbhtHzMeinF/ZE/Zn8X/AB2+IlhbafZvHaLIJJLraSYlU/fA7n+7nvz2r9Fr3SdK+BPw9h+H3hC2jisA+HtY5N5mk6tLK2cu5JOT60AL8Kpvhf8AsoaAdN/Zu8BafYamlo4l8U6hAl1qLnnOJHG2IEknbGqLk9K3Jv2hvGnxk+Ft9onjvX5Lq7spBLBctgM43bWBwBnGQR+NeU/8JSYDKl5ZhopEPzR5BUkfjWT4d1xbG5lghmG1mOVz1U0AbFz4xfRpjb3VyWiY/MN3T1/Q1ga1401jxlfxeHtMkZYJZApA6kZ6/wCfWqHi68hvL/yrV8jHb61a+Gq2ejeIRqV58zIflyRwfWgD62/YKvdE8H6tqvhy/wBFXzL/AEaS3W5K8r93p9cVi/taR6xD8Ofhr4fisZha6J8NtL0wKg4EscIDfq36VP8AAD4neCdN8V2s2o3c8SOu0kxqyknH3mByBkY6V2X7Vvxy1LwlJpfhTTfD2nT6VBYKHnltFcz8f3j2AwKAPj/T/i54k8MaX/wjeoXdzGkcm5Y8naCSmeD06D8q72w+O9tc+GZZP7R8ud49kjrIwZ1OM549vX+VHj74feCPiX4Yn8W+FbqKK7X/AFunKjFo887wQMbPr0rwdba4s55LJwRsfa656kd6APoH4G3Nr4i8SNfawkV1bSkLJbXUayRSDcGG4MCDggHn0rtP2uf+CVv/AATW8S/Da1nS4T4ceNtStopre+0APLaxSFAoWe2DbQpwGbaA2dxGMnPi3w98UW2nabbtaOxeLl484yR0zWh4j8Z3ninXbbT59Qe4lkfdPJJJnn05oA+Bv2i/2LPjp+zV8Qrj4f8AjDw6b91tjeaff6OGng1CxwWF3CQMtFtBLHqmCHC15LX7y6Z8ItD/AGqf2b7L4TeKrVU1vQpXm8G+KbY4vNKuTyuxh96MnAZTwRX5Eftm/Ba/+HPji+mv/CR0fV9P1OXTvGGmxoEit79TkSRxjBSOVMOONuTgelAHiNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABW38OvCFx488Z2HhW2VybucK3lgFtvfGeprEr7G/4JK/BXTNQ1nxb+0/43sPM0XwNaxQabFOv7u+1WckxQ++xVMjDsMf3hQB9pfBj4I+E/2T/2bbaxnj8nxPrlqr3LKnzW0ZX5UDY64xn615fqWl+LoMzw3Ud5GrZ8tjk8n0qzqH7R2veINcuT421M6hbzSEyLIAFXHZcDC47YrC13xVpcV39v8Oat5kfVUZ8MPb39M0AUtU1KXEkd3aGI4+7tIFcpCbqe8aSPKktwB0xXSa54xi8R26x3GnKJ1OBLuxu68mqNtp/2OMM5DM5yAPfvQBDHbCCLzpBknoT2r0L4aeBNGv7Aarqc2S2C2FBxnt1rkZbN5bdfKhLZJ5C02DxTeaJ/oZOI42xtUEH3oA+hPBUfwu8Pa3aWr6XNc7nAuWhuFJ2k4JX5Bz17V0H7UviTQNW8VnwlbWE2n2dhawwWkM5DZhMQkRycA72R1Lfh6V4j8LPifpWh7tROopBqKSKbWW6shcRxMGBDMu9Sw46ZPOOMVu/HD4o2njK8mvvEfjq48U3txBGG1q5to7eaWRUC5dY/lyMcEcFcUAcXqVrrngjU5f7G1TNvIpwol7Ht16GuNmVbq8eWVfmlcsSOcGql34j1C6m+zmdsLwSTkj8at6ZbSzSpIoyOoYigCSzkbTnYwyld3BwehrqvhL4Tude1We9mIMceW3O38q5ya0TcYcZ3926Z5qbQdf1/SGl07SpinnLsyP4aAPapfixq/hfT7Xw54d1NluIJC6/Z5SGU56Ej6V4v/wAFj/CEXjb4B+EP2rtVvlh8T6jqsfhvxKhHz6mixST2074/jQQyKWPLBh6Cu88LeGLTSdNi1i4dri7lf5yV3BOAeg9a6L4w/sV/Cz9uH4PWWnfEH4hah4Q8TaDDcjwLqMCLNZTyTPCZRfQMplaIrCqo0ToYzIz7ZtvlkA/IOiuo+M3wf8efAT4m6x8JfiTo72Wr6LeNBcIVOyVR9yaJiBvidcOjjhlZSODXL0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfsd+x98BfhF8HP8AgkB4Y1n4jahe2mpeNdcl8RKtgC73Uki+XEMN8oVbeOLIBHPOPmJP46W9vPdzpa2sDyyyuEjjjUszsTgAAdST2r91z4N+HVh/wTW+CnwU/aC8Z3PhXxloXhKBl0K4sTLPbhgRiRUPyArtOHI9uhFAHzXqV78EItMOnad4buxJtx9suL8Ek567AuB9Mn61xmq2vgpXMmipMHC8gnj9K9H1/wDZ2Mdo174e1G31myA4udPnLbf95CcofqK5d/haLGOSbULjygo+45wSPp3oA5rS7SG4kDLDngnBNasdk0EwMxXbnglv/r810fhrwXprWrXcN4wiCnlHOeK57Wbxrid7YXLSJE+1HIJJHpQB75+wT8MvBHxm+Pfhr4b+L72O3srmaVLmVsZZgpIX8f6V9x/tEf8ABCD4bfEPQZdY+EPiGS01FYiYjuyGb0Ir8wPg94y1DwV4gt9b0m/lgvLa7WWGZWwVYdxjmv2j/wCCYX7bifHGK28AeMLpV1PysW8jEfvSB0NAH46/H/8AYL/aG/Zp1+Wx8ZeEbgwK5WO8hiOxxnrz/KuO8E/s+fFz4layuleEvCV7eSHCs6rhE+pPFf0x/G34A+BfjH4U1Lwb4x0e2mt721ZEaSPLK5BwwPYg8189f8E1/wBlf4f+Gvh7r1lrmiwS6voPjO/067ZkG7CFWRj9VYEUAfBX7Hn/AARC1zxGIPFvxwOYlO5bIDEeffP3q6z/AIKNf8E7/h78JfgRN8TfAthBG+iyRrM0UYX5SwXBx1HNfrFr+k2en6fJaW8SxRxIcBBgAV+dP/BW348aJo/wL1r4XDUIvP1dkjEAbnAbJJoA/I62BuZixToSB69eOPxpyWGq27/2mLJtucFgpwD/AEqt4X1QWt24kAIEhBWQZz/KuzuNOnu9D+zmOVVzvhkxx9M5oAxvDOr61/aQSfWktY+5kY4B+g+leneF/ifp2gTLczawNXueM+cW2cdhkjOK8c1Dw7qsTC6ntpfL3A7s/wBa6D4d+GPD2rXTHUPEAsHhJYG4BKvxkAFQefrx70AWP+C0nwO0n4rfsoeAP21vCNpFHPot6/hzxChkcyLBIzS22AMrhXM4LHBO5evb8va/Zj4taNd+P/8AgmP8avh9qrCSLTNEj16wPYPZsXJH/AC3NfjPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6H+yX4H074k/tN+AvA+sapJY2epeK7KK7volybaLzlLS9DwoBJOOADX6o/tQeP/ht+0R8XdQ8Z6Vqd/pTXccMbrctvQOkaoWQr8yIdowpDHnk1+dX/AATH8Dav49/bD8P6fp1upgttP1KXUbuWUJHZRNZTRLPIT0VZZYugJOQBX2Vr/wAHvE8if2mskU0a/fngulI+uM5HAzyO9AFG/tNc8G3q3Wma+k4TmKRZfmI+o61RbXfFOtXRlnWSRj90Mev1NZt7YzWE4tmvpJGRvumTIz+J9xXW6Fc6tYW0d1CqDzHIEvlg4oAs6Sms6dYTzXFuoR1y43D5a5C4Hmzy3dwwBWQ8entXX+KYbmP9/NPK6eXndHwGBzXI3cUUClIZ3O4c84znHWgB1rFFZ3KuHYDJHTrz1/KvtL/gkr4r1E/tU+CtNs5lIfXIklZeykkH8MZzXxQs5lkBznnqAMj6/wCe9fT/APwTa8RxeGvi5Zakl69vOLuINNAcNFHu/eEH+H5eB7MaAP6FfEEdvHFFtX5txDNmvEfgd5Hhn9rX4s/DyIKsOq2WkeIrRAR96QTwTkfjHFn/AHh616efin8OtT8E2viqbxTb29sIVZneQbgT2x3J7V4NpPjbSbj9sy88faXchbS8hXRYmYjBhSFnGT/12Vm+hoA9o+M+ow6D4K1fV3ChbLTpbiQk/wBxCx/lX8637ZXxq1/4u/FPUNd1K+drcXsiwxl+AoJAP6V/QL8dr20v/hj4m07WrxIIrvRri2Du3d4mUYPfrX82/wAaoprXx7d6PKMC3mYMM/xZwP8AGgDlrBzbs1+zjaJhvQD1PSvcfht4qfw/4JmudU8J2up2ssI+z/2gr4hPByu1hyRjOeDxxXjMUUi2UkWwNvyxbHH1z/ntXpPwe8aX7aO2h6rcyS6S3NzapJ8pwCAcHjdgkZ7CgDVh17QfHOn3Fje6dHG6uvlyWmAd/HG3oVxx+FbOgfs76VbSpf8AjfWv7Bs3K7ri8jAYA9CEzuYewFeWeOtc8P2ms3D+C3u4lBUjzSpIwe5X68V0nhX4e/Gr4qXduqQ3t6JNrRIWJYgEH77HC9OeeKAO/wD2/vBbfA3/AIJZ+PvGX7LvxX0rxvHqt/YaT8Qr2K2W1m0LRrmYIzLFcNvl8y4a1tiUUkLclhgKWX8Xq/oP+Bf7JnwL179l34kfBz4g/GHw23jD4keFr3Q4PC2tRQXgs3WUiOWMJJJG9x5kEU0ErFTEwjcKXA2/z969pj6Jrl5o0gIa0upIW3dcqxX+lAFSiiigAooooAKKKKACiiigAooooAKKKKAPpr/gmFp2sP8AE3xPq+lo+yLww8M7r2V5UOD+KCvp/WLfX7WNnn1U+X18kMckV45/wR+8OeJ/Ec/xEfw3YSzLp+gQ3GoPEBmKDz1Usc9ssPzr3jxTFqEMsty2mqUA+dm6CgDndLm8P3GpKupvImcAySHOB9MCvSdM8OeAIdF1AHV7icKiTaZqEcaokmeGhZNxIIP8Xf2rzez1u1+1mRtGh3E/elBwfyrZj1iW88uFNRhjUEhYoYyqqcjqTnNAGlrsUC6WXtp2G1SD5jAZ+lcfeLbbvlAPyjAYV2E9lqPjWUaFbWUt3do4hgS3jyJD65FaPxB/Zc+JPgSxs9V1fQ55IpIw8wt13tF7EDmgDzhYT9qWJSQTyBjp+NfWP7Enge4WwfXmscPK+0TBeWUe9eWfCL9nfVfiZ4ts9G8PaFdOgCtOxjYNk9sfT2r9APB/wr8JfAP4eafp+sSrFPcMo8iNMvk8fWgDuPBF1rGqw2Hg86nN5SFXCEkgf/Wq34s1278OaUmowxnzU19HI5+VR8pB9sE1T8HfFz4c+BLxZr+B9zplpEGcegxVTxR4h0vx34Clm8PXlvJNIZbgrIhOBhiFIBBz2oAvftEftPap8VfgtceDtVgMJkZWRrUmNk25AAINfkP+0DZ/YPiRqdsAXK3Ry7nLEE5yfev0f8cQ2cmhtF5kUN2LVJmsvM+cBk65J+Zcg/jX54ftFILj4h6k2cOJxuPvigDhI5ZxMmxjg4DADGa9B+DOreFrJ5NL8cW12NOuAVeSxKCRMnqASAcenFcNbafclsSkqqx5XHc10/w08OWmoxNqWoXUUMEUpLySAsRz0AHJJ/D60AdP8R/gu+neAIfHvg+KS80+9uJkcSoPOtApynmhSQpI56ke9cZafFbx4ulLoOl63N5KJ5e2JmTHqCOtdv4u+Iuu2WnHwx4CbUI7GeERXh89lW6HXmNWKj/PWuG0D4f+K9VuXmtdHbO7cdgwTjtk0Abvwcm8Q2PxN0jxCUmD2t5DctLGPu7HDZz6jmvz3/bI8DT/AA8/ab8a+GZbcRrF4gnaJRx8rneDjtw4r9E/CXjO48O3NvZi3/fsSpDryBjJHPSviP8A4KkahYah+2x4sexVwwjsDdBgAPOaygZsYJyOR+OaAPnuiiigAooooAKKKKACiiigAooooAKKKKAPrf8A4JNeJfEOjeMPHul6FrU1qt/4PxdQoU2TIt7a8OGU5AZlYYIOQDnGRX0zrek67q8i2V5qTrCQWl2jGRnj86+Q/wDgmdqFnB8SPFemyXZS6uvCMq2kYU/Ntnhdjntjav8AnNfW914v1TXLbT9DFixS3iKyMg+Y5Jzk96ANj4f/AAj17xpfnSfBfhC61aYOQWhHyDgcljXrHh//AIJ4/GnWY4ZtRjsNK3Bd/wDpW90556KV9a7X9l/9pfQ/C09j4Bg8DR6fC+2P7XEdzbuxbjnnrX2DYQvFpX24LuLKPm2gZGc4z/kUAeR/Bf8AZl8CfAHQF1G9tor7UUiLPdTYzu/2c9s/jWtOV8V6iujXNrDMbhxubYDuJPTHp/hWd8Y/iPd/21DoqygCQkuqH7q9On0FctN47be1v4UhMcyxhY5kG4gjjJ7UAfWvgPwT8I/2afhKNe8Q3+lya7L5k10rShVG5flRSAegwv0GfavkT47ftU+Gf+Ekn1Qan59x5hKxJjy4+P4ST7AZ9O1YnijTfGPiS1WbxbrdxcELtQSMSF+g/r7V4v8AFPwLcQTG4hsWZCD5jEZyfYUAdLbftXWUupvdSSvudtq7h8p6jNereBP2kvDr2kM2CgEbef5RI+8cenvmvjTUNBglnU2e+N4z+8BGAfetrQtY1zQtQFvJKTCy43Z988/jQB+g3xc+CUXxl+CPhv45/Du7+xanbStDNPY2292ikjZtsgBG/wC6px67QDxmvzu/aP8AAvivwV4u83xcpee+ZZ1eNMKFIxjB9CCD6Gvvv/gmf+0L4R167HwH8fM6i+KtoN0tv53lXIHyrtwevzDoeuK2f+CrH7DmseJv2em+LHh/RgNU8LSyTXkEFvsZ7JmJJKjup2k/7xoA/Ly5itVWMowJPU11HwK0VpdbW81TUvs2kxShtRPUvFnLIq5+ZmAIA6Z5JAyRw9pJLeQRxRnAUhVJHqepr1j4d+DfEGs2iaBp9iunzoHknuL+VVje2GB5sRz8+QeQPm5xjrQBQ+J3xL0678QT6H8K9Kn0fSop2S0iMzNO0eT88zfe3EYGOgx9ao+E/BvinWYG1fw5rUuqzWbebcWcRYvgZ5CkZI9xnGayvEsloDeeHLDS5J2E5Y3mMFiMgkdgPbrVrwL8S/Hng+D7L4PjktZiRvvLeP5sDP8AFzjrzQB13hn4A+MvFviXTo7e3jtd6Ibi5vrhY0Q7cEnJyOcde9fCH/BXr4T2fwY/b98aeC7C4SWIW2lXLSxj5Xll0y1klI9QZGc575zX6DH9oK+tBYW979nnlI/0uaJAdxIK9e+Mn86+Cf8AgrndHWP2nIfEUl15z3PhvT4zIWyzLHbpGpP/AAFQPwoA+WKKKKACiiigAooooAKKKKACiiigAooooA98/wCCb/myftHCyhBLXPh+8jwo5PCt/wCy1926bpT6aGtY4l+03Bx8y8ov+NfnR+xb8Xb34I/tMeFPHVtrMNhAuorbalczxK6C1l+SUHd0G0nkYI7Gv1D+HPhw+IPiAyTZ/dSneC24A55OaAPaf2Qv2cNP1zX49e10sVQK4BPLH+gr7G8QwLZ6Q1hbKIo4ocKVfBAA4rjv2bvh2ui6HDrUhCq6ARqwxketd941tCIpFXnfDgFfSgD5h8W6GNZv7rVZ2ZpjcFEBY849K2Ph14DSw043t1bockfu88/hiob+IRazdCZWDxzMqqQetbWm6x9hvIWgXzVCDzUwcMPXH1oAqePPDun3EEMNjaGOYneSsobcPTHrXF6pp+gy7LbVBFJGhACuAQ5z06GvVDpKIIb1nBhaUCNyeVJHT2A61yviX4ayR30uphcwtkqw5Gf8M0AfLP7QnhW3ttRgv/DVukKzyCKdE+6pLBQR+dZXibwnqeh3lzZy2vzQxgF2Ujcehx+NesftGaD/AGD4QtbyKxzH5ySPIVxkq2QvrjgVx/jD4pN4s8d3eneKI4oAbqYJHFgIq+YzBR+PegDzDwF8VfGHwh+IuneJ9DuPLmsb6O5jXHDMjA4J7V+0Xwe/bk+Af7UX7Pt7qd5eLa3M+iyW2vaZdzK7I7RlX4ySVOSQea/HD4k+GIrLVgXjGGjDhh0yecD8Kq6NFqmjkto2qXFvuGGMMxUkHqPlxxQByfi/w7ZeE/iVq+gWF6z2KahMLYoODFuO3H4Yq54R8cXPhu5SO71q5tltGM1hI0fmKXH/ACzIJHyMODg+9a2seH2v7uKaXf5ucMT396xvGmk6Pp6Qky3KSGP5yGUg9ecfpQBseKPjxq2t3bW3hfwRotujMGKxaVHJlvUvKCx/P8KWHWfjPq4Ni2jTRxcMY4LDykI+iqAPyrkdF8UX3hm8W98NaktvMHGy6Q7JIz2KnkofcGvRLHxV8Y5kh1LWtY128E65jna8mkEoyQCCxORwelAHIwwxQamsdzp7ofNJu0jHI9SAe/Wvjf8A4Kf+I/Des/tVXukeEPEEGp6do2kWVlDdQMCCwiDMDjjcC2COxFfZv7QPxq079nfwRdfEnxh4Av729Ntt0+0jgcLLcPuCPNIBiNAVJYnBOMDkgH8tNa1e+8Qazd69qku+5vrqS4uHxjdI7FmP5k0AVqKKKACiiigAooooAKKKKACiiigAooooAVHaNxIhwVOQfQ1+r37HXxmfx98LPDvxDeZ0udWtYodTlkVUY3UTeTM4CkgKzo7D/ZYZA6V+UFfTn/BOr4xDQtV1P4OX18IV1aZL3Sd2xQbldqyLuJBLMiptUA/cJ4oA/a74oftQWHwy8OxeHPCeoJLeRwoDJnKxcDgDua7f9lL4veKfjn4QnvfEkgkfT7ryvPWPaXUqCOnXvXyN8GPhTrHxT1EXV4Hmht1DXLEkl2Pavvv9lb4InwL4Cnllsfs/2yUNHFtxwOhx260AeR/EjwldeHviLfRrGTb3Y82Hjuckis8aO9pe77dGKspDD3//AFYP4V7v8afh/Be2cVzLb7pUPLnmvKNVupfAdwmpajb+dAh5CoMt7H8KAMKC01OaQ2w85mOVjiB4PQg/XNeh6b8MdUudDgOt3i5kH/Htn7pyeD7f/XriR8fvCGq+JLewi0b7JGzDdMhUEH6Cvc/C+nWQWCa8uDLDPGGRyeCD70AfLP7eXhq58PfD7S7O3tl2XGoRgcYBXaVC5/EflXyX450i2ufH09zDavAI7p8qnQDcTg/57V96f8FJ7TT7X4P2IWYM0OswNEcYIBP/AOqvgHxpqLW0VzOrv5ssxUKepNAFuXXV8VzCyucEwPgP3I5/xq2+iywMvkOApbHB6f596wNH0LWLDTorqWcK0/zBNuTt9T7Vp6d4ohsZJLOa587Y3yuoI3UAT3yCyje9unA2A8479ea841ET+LL+bUJpCsMZxHgH5xkV0Pjbxjb39hNbROQzKQo3Y5+n51q/B9vBXi3Q5fC+pypbXbMWgmJx83ofUf4UAYSfA+38T6YjeEdVV9RUFjp7vteUDkeXnhz/ALIwfTNTfC341/FT4G3Fz4VTVJRYzMyT6fexK8JccH5JFPlOMcsMN2Ndxa/CbxborpqWmrJO1tOsls1uCWODn5SPz46Vm/FYv8QjFrGs6WsetrLtvZ44wv2gfwlh/eH97qe9AGX8fPippXiH9k/4mQ+OtOiksdT8LXMUCq+1mu+Gt2Hb5ZAr4xyFNfkdX2Z/wUL+MVpoPhiL4L2F2zTzhZLmBXx5YHIZvrzge9fGdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABV/wAMeJNX8H+IrLxToN08F5YXKT28iOykMpzjKkHB6HBGQTVCigD99v8Aglt+2v8ABfxz8Ak8YabpBfWxORqdvdRbUjnVV3qFycrzkcng9c5r7o+B37XHgP4kWf8AZOqImnaguQiHiJx6g9voa/ll/Zu/aT+IH7NXjuHxZ4Ov2a1kkUappkjnyruMHoR2YDOGHI9wSD+uXwb/AGmPDfxQ8FR+K/hhri3a30Yt4JoGOUZ1G5SOquueVPIOc0AfrXrGn6J4k0sT2VxHcRSplXicOrfQg4615t4k+DVvrBkt7+BfKcZXB5rN/Y4sdS+H/wABNM0jXrpp5J5ZJ/3z5KK5yFBPQcZ/Gs/4GftSwfHHx5rdhZWKx2dle7LJzktJH0DN7nnjt+tAHyx+2BZ+CfhX4wtdD8JTXD6hjzrgA4SOPPc/nXrn7NH7V3gK28DweCvijrbWtzbHFrfbvNiaM8gFh0I6c1mf8FNf2c9WurCP42+CbOSaK2h+z+ILaBcsIScpKB3AOQfrXwtpNp4409Lqbw9qLPDtLbCM7lx6etAH3p+3vNo/jT4MWOt+ENet79f7SiUPBKGRyWG05HQ5NfMXi/8AY/8AjV8OfGl3qHxv+HGr6XbWN04WO4tzElywYj5XbClTjqM5FebeA/jBrptZvBXiCVZl1jZBBHDMVjtpHkCCVgODgNx6HBOQMH7j8P8A7aXg39pmTV/hL8QvDlpqUDxSxaZNI37xT8wVlK98kGgD4m8aa3cxX09lb6Wy5HzpGudqf3R6CuK0q8hl1NmvDhS3+r6fhX1X8Yfgh8N/2XPBeuy+MvGFvd+M9TtVXRPDz8tZQOQTNOegbYAFT/azXzP8D/hV4g+NnxH/ALF0QFo4RNPeMpGY4YY2klfHchEOB3oApfErwS2kC1uElT/SYBPEqNztJxg8dawtK8D+L5LnfoVhM0ijeqxHJx17d66z4ueIodV8XJb2UOy1t08i2jPPyKAM/pmqaJIJlvLGWSN1VVaQZUK3A/XgUAa3gv4lfGjwXqNpcxrdQvaTiSPzoyRnGDnI54qP/got/wAFGPhv8IPCOkaV4E+G2lSePdY0czXNyrApYXAYLveIMNuQd6gg7jnoK5v4s/G+3+DHg2Txn8RtdmkjTabO1Z98kjFlUMEJywBIJ9BX5qfE74i+I/iz481L4heK5xJfanP5kuOigAKqj2CgD8KAKPivxX4j8ceIbvxX4t1ea/1G+lMt1dztlpGPfjgfQcVn0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXd/AP9oj4lfs8eNbLxb4G12ZIre5ElzpkkhNvcqSu4MmcbiEX5hyNo57VwlFAH9D37EH/BTz4Y/tLfBe2hj1CG11SGyVbi1EmDBOYsmEngbhuHSs79in4s2Pg74t3OkXbgLqUipHnsyMePywa/ADRPFHiTw1cx3fh7XryykhmWaN7W4ZNsgIIbg9Rgc+1fTnwa/wCCp3xI+HWnpJ4y8Lf2/qttdCaz1OG/W0YcYw4ET7vqMe+TzQB/Rx8SPiNoEnhabSHvYhLeweX5bgEMvckHtzXyv4q8HfBTwzNd6tDNZW168TFbcSqAzYOCFr8o9e/4LpftI66GWXwbpScERk3crFR269a8k8c/8FJ/2gvGd294G062eU5kkeAyvn0BJG0e2KAPq34ofGL4d/AG/i+JnjB3ZV1Ix/YLPa0sp3bgUUsAdpVSeQOnPIrpfBus6mmi6V8afhh4iju9O1CQT2d9Zv8AcO7IDd1YYAKsOCMGvzN8ffFn4gfE6WN/GniSe8SF2eCF2+SNjjJUds4H5Vu/Bv8Aag+NfwJjksPAHjGVNMuGzdaLeL51nMfUxt9xv9tCre9AH6VfG/4x+JPjp47j8R6mrXGsXdtFFeyRKf38iqF37exPoOPQV3f7AXhD4j6R+1L4fvtI0S7QW98X1HdAxRoCrJIDxjDK23FfAOh/8FNNd8G2SeIfB3w5tI/E5JBuL9/OtYemHVOC5PPynGPU15z8S/27/wBpz4mfEu8+Ks/xFudE1K/0xbC4i8OSPaW5gCbCBGGIBYDkjknmgD9F/ibpukaF8b7ufTbFJLezvpVhhkGVGHbBP04rzb9of9sP4M/s/eHJdPtprfWvF/lRvbaJFuWGDkYMjgHHHODjIAx14+F4/wBrX9oOPwnN4N/4WPeNazoUeZwrXAU9hMRvUduCOK85kkklkaWVyzMcszHJJ9aAO0+OHx18bfHjxU3iTxdeOUVibWz8zclvlVDBTgcHaDXFUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==" | Where is/are the abnormality located? | Lower Left |
"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" | What modality is used to take this image? | MRI |
"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" | Which kind of weighting is this image generated with, t1 or t2? | T1 |
"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" | In what plane is this image scanned? | 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 is the brain tumor? | Lower Left Lobe |
"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" | What is the organ system visualized? | Head |
"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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 |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqWxsb3VL2HTNMs5bi5uJVit7eCMu8rscKqqOWJJAAHJJoAir1n4Ofsg+OvirZx63q/iTSfC2mSCCWG41wzebdQSMwMkEUUbFiAu4BzHuDoVJUlh6V+y/wD8E1PHHxRsv+Et+NKXvhnR7iGUWNju8nUpJFdAJGiliYJER5oG7DkqpC7GDH691r4NabDBcWUTec0Y3AqfmCjj8/agD4t0z9gzTL/xAtjYfE+6v7QSMryroX2YtgfeBaV8LnHJXn2617zoP7Jvwp0Pw7Hpsvw50nUJpI0SJ7nT4mkQqMB923c2cc7id3XrXpHgrwbFpWjJcLbAqy/fxggg9PWur0+xDQiURtG3HzkA9On0oA+YPiL+w/8ADPxe8FzZ6S2h3UTGOX+xmEMUpb7u5HVlGD3Xb97nOBjy67/YM8XaB42/4Q/xl4R8UaU0kXm2j3scMf2iI/dkUkcK3UHHIr7m8Raalzo99Ef+WkLiMleeVzk8ccgVn6T4v8c/Eme28a/E3UHvdX+wpZgugxHDGAEUAcDCjGBxQB8P+P8A/gnr8XvDpk1Hw41nc2n2fzIree7/ANILY+5lUCEnHBJUc4PTJ8r1L4D/ABn0rVG0af4X65LOu3/jy057hGyARteIMrcHsTg5B5BFfqbqdkL2zmcxRu8seP3i9MDtXlXhDSfF2n+PGYm5t4WlEdu0chCt3JHqKAPzi1TS9T0PU7nRda06ezvLOd4Lu0uoWjlglRirI6sAVYEEEEZBBBqCv17+Kv8AwS5/Zy/acuD8XfEc+saLqiWAhvIfCTWVpHfz+ZJK91OGtnaW4dpTukLZYKvpXyH+0p/wSm8aeBtW1DU/gbdXOpaHpWiNd3MOszNLfzTL5jGOFLe3CvuUIqjglyRwCKAPkCip9T0zUtF1K40fWNPntLu0neG6tbmIxyQyKSrI6sAVYEEEHkEYqCgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAL3hjQbjxT4l0/wxaXcEEupX0NrFPdMwijaRwgZyoJCgnJwCcDgGvvD9kz9mvwj4L8FQXWr6JA+rRXkkw1OfT42n814UiYQzGNZFg4bCH++2fvGvmH9ifwtY+Mfi5c6LqGkWt1H/YzSmW4t0ke12XFuxmi3/dkABUMORvPvX6BeD7O10bSILSwtmSBIzGVkbGB0B4wAfegDpvCGsXyaYml6jJ5zjI84IeRngY7Yq/fXlnaytceaVkON5X09PrXPwX1vpWY1mkbfyp4OCfT1+tV7KaRrme51CKfynPyGaIhWA6N1PHvQBreHYovtk1vcxxrDKpKFV+6eeM+pFXjaRWkTwqudzDysY+UHnPPWqNrEpgDWpAO8uCrZwfUgf/qrYBdNPSQTDcvRWAzkdTQBi6jFEwaCWeJnkbKZ43MMHB/D86wfDdq2m311p7SlxBdZt2GeFJztP0zWnrtjJO7XaxHdzwxzvz0+nOD+FVfCRivdMF5HMHnkYNNlCNz+ntyOlAHRWsMc9o4n6gtt2dwfSuT8W6fa6JfDUoo5VUrutyi7trZxzjpXYadCyWxUgldpzlsVFPY2VzHiVd5AJ2kdRQBvfDf43zaTpEPhzULtgsjKCrICD77hWz8QfHWnPatPFO2bjlYohliBx+RrzKz0aztWa4jjACsSCw3HHtmtSGRriBppmV5CuBu5+UdxQB8/ftefs8/Cb4g6Hd3NrpmkeG77WLk3q65Bo8KyRaigfat06J5jW8/mOXZTuEgSTEnl+W3wF4p0Cbwp4n1Hwvc31tdSabfzWslzZuzQzNG5QuhYKSpxkEgHBGQOlfq14r8HW3jrEHi/Tx/ZU8Ztr6ztpQGuEzuU7sfIQQOnOM1+dX7W/gK08C/EaK107wq+mxyW8iXMio/l3FwlxLkqSSNwiNvuAx1DEZckgHldFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB9g/wDBMH4V3l3p2vfFaZLLyJLv+y7eRsmdDHEJZlxj7riaHoTkocgbVJ+w5dMtAscsk0ClrfLRwvkhDzsORjvXz5/wTg8Ka/4J/Z1k8Y/ETVbLTdDk1261PRtNNyjXl9I9vDCsjRL80cRMQ2l8bgdwUqVZvVPDviWXUdH/ALWvtQCxu589fOYHIPTnBP4UAdFZaVYteNdSQKrSHapPUKOM57HHpWnc2Ec9v5UGETaBGrNtI5+9nOVNcE3xQ0q3JtRY3DW6tie8FowQHtjoSe2a6LQvFuj65B9m0zVkuRHk3EsUZcx8cA5wM/WgDat7S8MiAxlWwQpdcFiO5I4JA78Vr6QCLYo/JAIB6kn1OetUNMgZLZYJo2CkbmwwbOe2O1X4lRZUdgEcgN8xPHGMD3oAztUK2++XyWlXcMDIyT+fSud8DJ/xL3TbmPzmYFBjksT6c81v+LLaa806aKC48syRsvmg5MWT97nvjml0PR0isIhEMDG52CY79fxoA1LC1YwY2HDD5iDhQfSquowIshQNxxkYzg/lWjD5ao0bkBj91gucHHeqt+8bP5bDng5Xvx14oAxL/R2eT7WJzhD0Vjgd8VZtmVIgwwOcAYyB7+9JPdQP+7gbgkg47/h/WnJeTQKIWRZFIyhb+EZ6Ed/woArajOsVz5NyWRWjJj3HCtzjg9+tfD//AAU5hZfFehXCxsscl3qAVT6qloDivvLQ7GTxFczabofiPR7S5AAGm6rORDqTM+TFCwBCSY4wSNx6V8E/8FN9F8Qy+PtK8RzaTLZWlrFLpmpWGJQLbUVkaRpHQjZGZoGh24O5xbNkfJmgD5fooooAKKKKACiiigAooooAKKKKACiiigAooooAK9P/AGZvg7q3jjxVF461Tw+Z/DmgStdX7zxqYrqSFPN+zhXUrKPuGRSMCNsEgugbzCvrT9nrwbq2lfAzTvh7pj/8TDxxK15qAa5Q/YtNyjTSoVOFEkcdshDc5LA4PygA9z0fwprnirwV4Y8f6xqukR2+rxyG30uEsb2ONTw9yEXAz1BJziqvjnwf4qgltLPwy6SW95IUH2eQr5bY6kNyq468c9q9N8G6dYDSYNJt0HlWsIjSJI8FMD0OD0rifiVd+KrbxHZWelRtHG94EguJocGPjIYsCQV4IIOCOKAOk0m0js9Pt9LvXDSxRhSuwbd46kk9c9q6Lw/oAs0RRDHHGZCxjRMA+nAPPrWUmmySCC8uJpPND8N/dPY4rfh17QYr+XRpbxPtBTbLHt5HHAB5xnrQBsW9qcJG0UZy2+XBxUkmZiJhKSAeUY9PYVPZ2cfkosSHDJhRIxO1umR6f41bbRhHbPCUMkiR/KWU/K3HNAHD/FHX9QtdKTStFu1juby5itopmgEghY4bJB6ggEV0ukNv0+NJIhnGMRtgA/Q1R1TRWuBHJLbCRzOphXjKnBGeT6Z4rY0bS7q2tltoodxDfeI7eg9aAGSb0lCl8liNoHQ+x9qqahELkfIgDq2BsHH0xWvfW88C7o5cuQBtfue/1wKyLwf2nGRp+PLMhE0n3Q577eM5/lQByfjr7bomkGS1VLWeRwI5XQMcHrgHAb8c4rl9PbxVqWoRQXesym3UgsjTYZuO/TjrwAMV32veHdNu9JktrrcQehdiSMepPf3615zqmvS+FPFtroxt/Ne4kXyFc8yqeMg9sd/SgDv7e1gsbVLVVjljIO6NlwXA54bse+R0IBryb/goz8OU+KXwN1nx5p+mSXes2Hl6hqmpvNkG3gARWdcff2GQB87jkg8EmvXrO3laJZFATkkkSdOOTWJ8VPBcPjr4c6r4SuJVEl7aOtvLjG2XqhPr8wA+hNAH5L0V1HxI8Cah4Z1Ge+h0q7W1W48m8lNoVgtrotJ+4Dj5SSsZYDg4yMHaWPL0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdL8J/BU/jbxhDbtZQz2NhsvNWjnuTEGtVlRXUEEMSxdUAXnL54ALD70/Zr8F3V/a3/xA1y5dv7YnWOwiRMM1rCxwN3ZS5LEDqcZr5I/ZU0WbUZ7q0t4oWm1bUbWyt3EO6ZOSWAOOFIcNgHkxAkfKpr9EdL0Szs7Gy0rT4hbxWFuIbVU5ZQcd++fSgC9HYQNAZ13LhsI7DnHpkds1jfFqM2PhuHV2Kyx28mZXRjkEggf5HFbtqs2/wCwTMoUcrKB97jp7fQ5qt4v0S28Q+GLywntWOYCyGP+8p3AfofzoAxfA+p/8JD4d0/Unf5GiBBcZOBjg5pLbwBr1zrdxqkNuFDXbFpmJAcE8NxxnHQ1oeEoUttOs7a0hWGNI12/u+CM+nPrzXeFYfsaF5PlSPJRmIJPqB3oAZopP9oNbfOIoVVUDrkE45O4davxamJ97JcbdwIIHXHpjvzWReaxHYI1tE6b5lHyq3zIf6U208yC3Nw7HuMBuM+mTQBU1S/26pZ2MjbvNlYnacY2jPQcnFbdneG3hErSSkHtycD8BWBfypJrenh5GMuZmjLjGcAA+ta4iEtuE8xsgk4Q/wCc8UAal1Lb29rFqEgaRnleIJIwAwOc4PPOfpxXH+Lr3xBqZCafJuO07UBwF9uOK3bK/N1b3WlSygSwDzrcueMdHU/hg1o6n4eaw06CS0nWaSVA/wAqfJt7kcdqAOUFnM+kRw6jkuIgJwDwT/PFYes/DLTvEviPSfEk8rLJpDu8USqCjlht574A6e9dXlLmRo+RtPKk5IPpntWhYaZI6nCtvc8v6n0yKAMWSKKJGQAKNp5zxx6YrhPip44vfDfh6ZtPu3iYqdvlSbeQOvI6dK9bufDVzNAwjjLfLgFV4Arw79oiwn8PaJcXbWjCKMElVBx74z2oA+C/jDrV/wCN/GXiSyOpRW0cs7aq0DAhJZY0ckexKySY9TxxnI8wr03VdDt9a+KC3rv5cN3eqJDMBsWNjgggjHTPHfNZX7QXw5g+HPxCli03UbC403WFk1LRxp7PiG0kuJljjcMi7XAj5C5UcYY0AcPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH0B/wTs1Fx8bfsd3bme2s9NmvIIhGCI7hnhhEpOMkBZCMZxzmv0Dtoor4JKjuGXH3D/j1r4U/4JkaJA/xN1/xZcmR0tNIjsvs6Qb9xnlDhyc8Y+z4xg535yMc/dlhb2iw+ZG4Vh1Rflx/9egBZDNLI5knIO3HLHnPTI9atWc0bWiXCtHmNuQx6MPX15qKALPM4lkVG3ApvjJ3fj/gKdDDLBcyRs2VbBBI4Jx15H9KAM7Nnp3ia40K1ZiDElxalh/C33kHXlWyPyrpF1N0tgrxjYVI5HIPfms+Oxtrm6jknVZJ4siOTGGUnqN3Wr7klo4UIIMYUkKeh5PP1NAFG20+KCRbhWB3Ett65Pck9quY3cNN8m4EbecGrH2aKJhCZFBH3RGOMHpn6+tZ17Jb2sjSTPtIOCTk8+lAGfrF/Bb+PNJtHfDvaTmPHc5Bx7HFbpm8mVVB6YwCf0z3qtP4UsptdsNd1WFvOjs2ktJyhHzMCFPJ5UgY4FRi5E0KXF3ZmIlwpjZDktnGAOp+tAGnoVulzqNx5xVVms5dwU9F4OSTWxpmsT3cMVgeGjk2w7jkhCc4qhe2baJbiLUopILieFTHaM37wIefMfn5RgYCnk5zR4VhuJrl723GYrZDLIS2doA4/WgB1jZm/1aZoIyd8xKc579zmvdPAXwt0u00+CW+tEOUDuSnXvwa89+EXhS48U65GYYCTJIp+UfMxz0AP+TX2/wCEv2e/hho/h2Nviv47/s+ae1DJb27AtAuO+ere1AHzlrejw6h4flPhTwwXgiuPKnnt7VyE7jO0Hk89wK+Yv2i/gh8SNRs5P7S8D6k2k3crQefJbPiMmMsAxA+RiMnBxx3r9Lbn4PfsX/BuwXxheHWPHtw8xNrbTT/ZrIbM58xcZcZI6jB9a4X4r/FHTfinoF/pej+HLPSbcRsUsNPjRIoiFby+doDEEDk54oA/P/8AaQ/4In+GvhH+wXq/7eni/wAWww6RH4EgvbDTliKStfzSRrCH3cKuws2OpIzX5LfETx/qfjyfS4tStbRF0PShplrLaowM8STSyK8mWIL5lIyuBhV4zkn+hT/gvDq/jHXf2APFPw88N61BPphtNCDeSUjjTeIQT8vVAQc4GME1/OZcQSW0720ow0blWHuDigBlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfV3/BLfUtPh1rxlpUt5GtzPbWMsUHmASPGjTh2UdSAZEBPQblz1FfaJvdOEhPnMcqD8hJ4z7V+fX/AATov7a0+P1xaT3UaPe+HbiGCJ5QrTOJYZNi+rbUZsDspPQGvvQyW1jNG8rBd0QCqQRg0AadtqEE8TMkf7vfgIxx0+vNX7faxZBIxJHBOAAPpWPHHGY0j8skMd3zdx0z3q3ZRvHIpkhIXOMKxJ+oHp9KANWHyEl8shc8kDpn/Gr3iTR7zQtIsdX2yobuP903l7kwD94ZOAccYrItZ1W58+ZmXnALjhh+tdT4TfXfFXwet9Y8eXslvplirrZXNuoIA3uEhfKkiVu3t6UAcrLq+pTS/Z45beX5iTMqtFgYH8POT+NZU+heMfG3iCLRtFEyqjxtILcqNy7gfmfjaMZ71eiJWJJb3ajHg85OMcDjp/8AWqyGbcfJv5YxtBIj6NjpnscUAfSXw6+FqfFDwp4J1bx1aJqF7p19Kl41mAxktk3EFSOHIyM4zyK8y+NfjHWtF+Luo6RpWgWNvokMjmxugolu0cNtYiXJ8ttwJKAY9Kg+HXxu1j4T/DyGw8N+FzqMd94gCmEXbq1oXUBihJIAYjf8vQmuf1/Sl0C3v9O1q5uJ55rvzYTM+TAzszsrEfe6jJ9aAMqV7rV71IoIzdzTN8uTukLHoc5Jf6HpXVyaJd+AdNNne7/tF2h+0oy7QoOBtx3IrJ+Gus2Xh7x9pmrTzqkcN0DI5QcD0yenOOam+JWp3TeMBaXHiZdUYMZLu4Rs4Ytu2Z6MBnqKAPpX9grwvol740sdV1CBp1s3aaaNFyAqjuemPrW7+0V8ZLnVvFslxb6O8lmjsNkLFdmOORzn1rE/YX8Xafoc88N/sCXkTQDJ6Aryf5VZ+PfhXxPod1c6udIjj2ZVsYO9SOGIxxx3oA5Dxp8d76y8IW+nxXSMDbnz0835voc10f7Evjy5+Ld94o+HGtaO1xb6rplzDaXcZRDbu1vMqlHbln3MCAvp1r5m+Il1qa3UjmHyd55VWyQAMdPzr7D/AOCZnw0sfGEFpZ6n4SuNMdIPN/tfARLjHzYAzy2MknHSgCH/AIKXfD4+Ev2MviV8JodPtFsPBnw9t9Mjkls/Pm1Hyo0VWO9gUcMSd43Hiv5mL2K9gvZodSjlS4SVlnScEOrg/MGB5BznOec1/RN/wcBftA6R4a/Yf+KGrf8ACbPps3jTUdP0DSPs2mG6+2zSvJNLbAk7Y1a2hn3SMRtAJTL7Fb+de5ubi8uJLy8uHlllcvLLI5ZnYnJYk8kk85oAZRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAG38NvGN18PvH+jeNbS5uIm0zUYp5DbOVdoww3oORkMm5SCQCGIPBNfpjceIJNbuorRdNuRcwSlL+KQsGtJQBuBYcEdCD3zX5Z1+jf7Nfxuh+LfwZ0LxtcTBtSsLGLRfE9xLK8krXdsipDcTMVBJlh2FpMt8xwSSCaAPXtJkk8tHgYYWP5SR1q7LfeTGTKxDKhwCeR/n2rEj1i6upEe2tyAwJLiRSAfVfUe9WrOJZmWWRyMEjcGyytj+RoA0ZZJZT5MNxjen3/vAMR7df/rVlaf4Ug8LaiZZ9Qlu7iW3EzPK+ViznCqvRcZ5PXmtCJpFAEbFAGyuDy3GOMf5NTatJBLcxmba+62Bbyx94Dgg/hQAtm2qRoweKGZFcHzFCrtBHCHOMnPemXOsxidoTJA6rbNh4XQ4fI+UgHg4yemOKq6RcTTaWtqIFVBKzQiTg8nC5H0ptxYxxXElzBBHF5z/v1VANzAY3Y+n50Ae2/s1eJtG07TLuw1fSbW8tINVtb2KS7G42x+YOwPbIjUY5GSPWuH+IHiGHxP4v1TxFal/s8t+7IhTBJJI5H4CqXw48VTeFk1GG4i81LnSZ4E4HDMF2n6hhnPvWfIGNoUknVGYkkZzuPXp+OaAKumTXepXstpJbIY9uI3kBUq3b2I47/nSWWmRiCRUG2RWZlVT0Y84/MGrH2iytnASWISN0IONw78Y5/pSxwMLkYCnOWO5xnHSgDvfgv8TW8JajHLeyvFE0m2QDPA+lfV95rem/Fz4cNJd6u4mtoUXfEQxkTtwfw718GQreRqw3jcHJQjow9PY/zrtPh78Z/H/w/nV9D1LaqdYp1DKPUYI5B646UAe/fCj9lXQPiNe6vqfirVZrOCGTZavMyqwCnLFs8cj0PFe6fCj4ifCz9mT4e6x4J8H+LItS1rXAbTQ7aGfzRbytlHlJBbhV54PJI4r418W/tUePfEtl9gMFnZxsvz/ZYiqv2Oce+K89+HP7bn7Kf7L/AMaLPWv2lPiPPoJ1gFI7fTtOlvAoVHb7bcxQBnSPMawqyozvJKMApHM8YB4f/wAHJnx1+2/Fv4ffsq6B4g86z8K+HG1zxDb22sGQf2leyMsMdzbgDy5orWKORC/z+Xf8BVfL/mbXrf7eH7TJ/bE/a88eftHxaa1naeJNa3aVbSweXKlhBGltaeavmyhZvs8MRkCuyeYX24XAHklABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXr/AOyF8erP4ReLbzw54uuZz4d8RQLbXcaBCtvPvXy7klyNoX5g2DypyQxVceQUUAfqZ8O9ctNV8L2zWF4lxA8QltrmKQEOrAFXUqSGUg564xXUaUGiKTXagSZ2gL0b09xXwD+xp+0vdfC/xHF4F8Y+IDF4fu2P2SS45WynZv75I8uJstuzlQxDfKC7H7o0DXrfV4WltyhlXKlX6qR/D9aAOju5yjiUHLMMkN/Dxyff8KjtwI3Fw0cYTeCCF4fPb1qpBcEXLSztvRYdwj28KTxzip0ZLll2HdICM7VAHt1PHFAEiXazyytFIqCKYwhh/CO2f0qdLmUISQAynDjGc/n1FV2ZwzeYqlWztZfX0NOS6kUK0hAOOMZJI9M/1oAkkv1s1ywBjkZdiBeS3PX/APVTlXH77zgxJzGvGFGMf5NNt51gna4LA7+AR0X3qWa4ebG+BFA++0SDOfy70AAiDkFudpJ3Y5GamhkEjtK6sQibVwTxznPvVfzXkcQhsDH389BUqrCA07OEQDDE/wAXsPegCd4oVwklzLGG6MkecHHH0B9e1MguoUmCusrsuQ0ICnP4ntTDcpIpUZzu+UE447HPpVS5kKOGWVmAJwFbt6UATapq6+XiG2cyOpAjgU7m+g9hmvlX/gsd4V+BvgbV/Afhcz683xdTwjZXXi20jurVtK02wuHu7m3t5UC+euoGOaCVgxCCGWLCktmvpXxh8abL4G+D7/4q6ncRwQ6HZPcRjbGz3c+0iO1Dv0DMQDjBOQAckV+TOv6/rvivXb3xT4p1q71LU9Su5LrUdR1C5aae6nkYvJLJI5LO7MSzMxJJJJOTQBUooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvVP2cf2qvGvwE1qC3Z31Hw+xZbvSXYAqGIJeJj91gRkKflO5uAW3DyuigD9PPhP8bfA3xu0iHVfh9rkN2ZoV+06c0ypd2rZJEcsRbhsq2CMq2CVJFdc17arFKyyHdC+1gpAbfn7uPUemfwr8mrK9vNNvIdR067lt7i3lWSCeCQo8bqcqysOQQQCCOQRX1b+yd+1F4q+LHiuy+GPxQ1u9vNWkiVNM1ZULvdrChby7nby7BFJ81sswU7iTywB9huJrqb7LCjySsPuIOCep59RRem7tbhdjnCLmYGM4Ueox+HFMsZjpV2bi8bJEbBUU4O4g4IJ6gH0rM8deMdB8OeAZfFvivUobDTLHybm8urohVjiST5hgcu7HaqoMlmICgkgEA7fw38Hvip8SRqN/8ADzQRdS+GdCl1nUNPWXZLNbK6RssY6M/7zdt7hDWJK9mm7fctKihGLrgIc/dP1Pp1618G/tCft+/ELxJ8YE8e/szeP/GvgaG10iTTodU0/X5tP1K6gnERuIZTaS7VhZoU/dhmDbNzE5Cp9Q/sf/H6x/aW+G5lmhSXxNpcnl+JLORUhBmlQlLuIKFQrM6SsVUL5Tbl2hTGzgHq6N5bEMNhzkDdzj1x+NI80iHOdpC8lDnPbOKxdE0vxFpet3Fz4gfyooZ2Xzrx1VnUfwnnGB+tcN8Sv+CjH7Enwzub7w3beHvF3jbxHamMJqtjeWv9hHciv+6MUyyTbd2whsAMp69aAPTYbozOETMhY4RYwSTn0AGcVlfEXxj4R+E+gHxT8WfEdnoVgm77Ot24MtwwUtsjiU7mfAbAPXHANfAXxf8A27fjh8Ubu6i0fUI/C2nTzMUstAkkjcRhw0amUtu3LjBZNm7c2RggDyXX/E/iXxXdpf8AinxDfalPFEIo5tQu3mdIwSQgLkkLlmOOmSfWgD1/9rH9s7xD+0VJF4W0DSpNF8LWUztBYPOHnvG3fLLOwAGcBT5Yyqnu2FI8SoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKn0zU9S0TUrfWdG1Ce0vLSdJrS7tZWjlhlRgyujKQVYEAgg5BGagooA+hfhv/wUd+M3haU23jzStN8S2c10812fJWyuWymAiPEvkqN43EtCzHLDPIK+cfGj9pX4rfHfyLPxtqtvHp1pN5tppGnWwht4pNgQtjl5DgHBkZtu9wu0MRXA0UAFaHhTxX4i8DeI7Txb4T1aWx1Gxl8y2uYsZU4wQQchlIJVlIKspIIIJFZ9FAHofiX9qz4/+L/C934M8QfEOWbTr+MJdwx2FtE0iZ+75kcYcA9CA2CCQcgkV55RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k=" | How to prevent the occurrence of the disease on the lower 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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" | What is the mr weighting in this image? | T1 |
"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" | What is the scanning plane of this image? | Transverse Plane |
"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" | Which part do the organs in this image locate from the aspect of the whole body? | Head |
"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" | Where is the brain tumor located? | Lower Left Lobe |
"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" | Which organ system is imaged? | Head |
"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" | What diseases are included in the picture? | Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK2tG+G3xF8RWCar4f8AAOtX9rISI7mz0qaWNsEg4ZVIOCCD9K9q+An7GWo67BB4t+J2lTG2kgkaPRTvjbkAK0rqwZTyTsGCCFyfvJQB5D8Nfgz8U/jBq0ejfDXwNf6tNLIyB4ItsKsq7iGlbEaHH95hnIA5IB9lg/4Jg/tJtpsN/fXvhm0klVPNtJ9VkMkDHGVcpEyZXoSrMOOCa+4PhR8MPBvgXQ1tPB/h2y062mxLdJp9qkPmSFRliEUDPAH4Adq7XVre3OmK9pCu3btEan73196APyW+Nf7PXxR+AXiKfQfH2iJ5Mdw0Vvq+nzCeyuhucK0cq8DcELBHCyBcFkXpUPwe+AvxP+OusvpHw88PidYVL3d9dXCQW1ugKhi0jkAkBgfLXdIRnarYr9Hfib4V0PxfoU2na/4atr2zZlMlrdwh0bac4KkEdgQccEA1b+EPhf4W6BpTWvgHwvY6Rp11L5otNORRiQ4BLMB8zYUDJ5wAO1AH526X+yZ8fdY+IMfw4svh3fG6km2C/eBhZKmNxlM5GwIF567s/Ljf8tYvxZ+BnxR+CWv3Og/ELwldWgguBFHqCxM1pckruUxTAbXBXnGdwwQQCrAfrnY+FdHSQ63bOpZYyCdgBIHqf6V518Ufh1oHj3Tbz/hK9PhuoWVQLO6iV45FVtwyjcE7gCPoKAPykor9Hj+xN8D9a0l11j4f6aiyAGQW0AtyvIYBXj2uDwOhGeR0Jr5U+P8A+w347+FFpqHi/wAHzvrnh6yzLLJ5e26todzZZkHEiooXc646liiqpIAPDKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK6b4QfDbWvit8QdO8H6Po13epLOr6gLNlV4rUMPNk3sCqYU4BYEbiowSQDzNfUv/BOXwPrPh3xnfePtY0m6gW9002dh58JVZImMcrS4ZfmU7Y9rA4Pz+xoA+xfAmnaZqvhfTdDsvD1np1tpGlQ2dlpdvD/x7wxIEWMsxLSNtAy7EsxySSTmpND0u2Se40z7JsKPhV4rp/DeiWE1yms2ZGB/r4wMY4qd/Bt8mutd2tuWimIDNn7v40AWPCehCOA2rk5MY529efWtm4jttNsSk8aFDwxA5/CrWkaeLO2MW7eEGGdgMVl+KNa0xYfskUitIjDjHBHpmgDkfF9tYy6Pdtv2ny2ZXXjBAOOc9a5v4U/CzS9H0i3u7WQQ3Fwnm3LyzEAs3PQkj8a0/Hvj3wx4cs7o6nOsXloQRMwO4EcDGar/AA600XHh+11a0vbk+bDlYbtyVwTkYU8AUAeoaFp8NhaCBLjz2xjcj/L9Md6wPFHh65fUVltlHkjqxTpU3ha31W2v1igh2LIP3hX7uPpXUz2vmJsUqRxuGepFAHETWrXenHTbFM/vMq2M/U81nX+iS6bpwhkgBldt3yrnbj1NdwNJW2jkMJ2qR82RkiuO8Q31xdObNTgZIO084FAH50/tufs5w/CXxgfGfhLTYoNA1ScI8MLgLa3bb38tEwNsbKpKgZAKsPlGwV4VX6j/ABh+CXhz4seFrvwt4tWQxXcYV/ssuHQghlYNjqrAMAQRkcgjIP58ftI/AnV/gH8RZ/DUsN3JpVz++0TULqNQbiHAypKnG9GO1uhOA21Q60Aef0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHdfs+eCLLxf4+hu9aspZ9P0to7m4hW2EiTsJF2QvkEYb5iQQdyowHqPv34Z2+myWFvY6VoEunx2jAWai08uNYgMBQAAAoAxjHFcD+wn8AtL8K/CzTfFOo2kU19rSJfzTqobajoDEgJUHAQgkHOGd8HBr6V0HwrZjF28TKqqSuH7/SgBfBeqPbXy2yqCjfLuB4J9celd9aLGsGX3g8MeOlYnhzQtPspxflBkKMA4JBratLkTkyPbgncAef1oAtPEFiJVvlK4+Y4wa5Cf4f391dTMGVoSxbL85H+fSuzvLmC2tBM0TCONjvZwMDNJJJbugt4ZMB84Zec5FAHkHii98AfB6RfFuu6Tp00dvMC8V1aJIkkjfKqlGB3HnNdJ4N0yHXrd7m1mx8gcAxABweRgduuMCtXxB8OPD/AIjt20nXUjeKQqwLRjhgcg/h61p6T4fttJVVgJUJGBkenagA0XS5bJNkqpvfkHOcD27ir7xKEDBeCMHb1zUUOoxwzMs0jmY5IBI4HpVmZXWNSc/3iCMYoAzLh1w0eOcHaCa5+80nRldizgMxAIXkjPf86u6/dyxu0MT7SSMgHt6ZqBLSS5bbJEcIQcA4z/jQBi32iwK+IZiSBkcCvA/26PgNb/FP4TXl1o1oZda0ZTf6XthzI+0fvYBhGdvMTOEXG6RIsnAr6J8TS3FpExsYGL4GW29B6Vx+s6pqEs3ly6Usm5MlwcEN2GMUAfkhRXeftPeBdJ+G/wAe/E3hHQtTtbqzhvxPbPY2jQQxpPGs4iVGAKiPzPL6DOzIGCK4OgAooooAKKKKACiiigAooooAKKKKACiiigArW8DeEdQ8d+LLLwppit5l3KQ7ogYxxqpeSTaSN21FZsZGduKya+jf+Cdfwx1DxT441nxZqGn7tHg0w2UjOjDzpnkjk2I23B2rH84zkCReMNQB9yfDddCsPCFlpmlPbwWsVnEkCWgCxKgQYVVXAAAwMDpiu0sGsJrcW9nf5dRxg9R6V5Zqngh/Cd/YXGjtPb2IuR9us7dsRlCODjtz1xXeeHtO0WdopYbxlfA3LjjPqDQBflsfEemzO8NydjKCgEY4Prnqa3PB9zcSwSG/LZQjY2MMB6VZT5rYyNg7QAA7frUmnWawRGeM4LnJG3FAGlqyRXXh2W2kAzMpUYGT+Jrw+P4x+Ifhx44k8L6od1m0v7mSVTyPZs17ZetKdMKrGAWA3ZIwB614T+0fotnKU1WOJFlgfgk9qAPZvD3ijTvE1ut/DLGPkBO7P6VN4p8T6f4fsGur2XIAbbsxmTjgcV5D+z94jvJrqO38z5ACr59MZ6034m+PYdU8UQaULj909wFAVsHrigDtfBV/qGu6g/ii/JWAny7SBsge5x1zXc6ldq9kJ4yxbhQHOePrXO+G4FXT4oLWAIqhccfy962LuKeOLymVTjA2fxfXpigDJvbIG9+0yQgADncB+J96Bjb5i4VT7dR7CrskJniZXYMQMHp0qjKUW3EkkTBGUZGcYPtQBh6/4jtbJ2S3tzJIR3zj9K5LVb7XtRnW2tTBHByZd27fnOcAD+ZrtNb0eS4bzMRqoI+YLyR2461i3H2K0lYctvbjYvKkdqAPzY/bp8G6t4S/aI1K51S7jmXWLSC9tWQYYR7fIwwxgENC/TPG05ySB49X25/wUm0nT9Z+GFtqNhZW815pWsRTTTNtE1vauskT4JOdryvbgqMnKqcYUkfEdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX3H+xBZ+JvBfwr0/X4/C0iaZqKvPdQxxkSht5UTgHBYMiIQecqV5Iwa+HK/Vn9njw3d+G/g54b8Ma3pRhurLQLO1vYQ6sI5kgRXG5SQ3zAjIJFAHX6Jquk+I7BZJSGV0zG4Pb3Famk+EdM0u9E1m+3ecgFzhfw9a5q28KXOh6kX0tmaGVt/kRnOw98Z7e1d5oqzTwrOI/LyowrkE8deo60AaMCDYIpQHfYckd/arCkoikRnAHCnkVAkam5MrIQwUZxjpTZJmEXyQrjPOB09KANO8eWK2UzR7N6/KxPU/0r58/aa1gWOpf2MZ2Eksi+ancDGfyr6BuFlubJISd2F4XPf8ApXyj8X/E+oeNvjS2iRxeaLVvLRwoz6YLdwPegDs/gRBeG9NyYs2yQE7sDjjr1rnfiTE1ndvf6fvd/NDKSNpHzZzXqvwq8O3EGhTxuW+ZAApOF4HPFSeJ/hJHrunbdPiWO42YY7sK5HQ+1AG58Kdam8TaJFd21sY0jiQMAMhTjpk9TnrXRX0ZIK3MeQvAG3p7jFee/DbxN4n0rVU8N+K7m4kW0Tyrfzf+WaegH9a7zVZQdziIsoGVOCM/hQBWiDkmBiRsABAxkZ9cVBNFKxzuJKqVA/rTLLcS4dChc5yTU5UNMsikEhcH0Pp1oAztSKqglYbhwAc45rivEnhu01O5Mku/zUD4dHwMnsef6V313H50vkXFuMMP9WTg49fesLWFRjsQJuJOdoxn8+lAHhP7Xvw5XVf2XfFenaTa28N1Dpy3skkp6pbzRzyDcASSUjYAdM4yQOR+b1frP8S9A0jxr4O1DwPfXUyrq+nzWU/2crvCTRNGxUkEAgNwSDyOhr8otc0XU/DetXnh3W7UwXlhdSW13AWBMcqMVdcgkHBBHBxQBVooooAKKKKACiiigAooooAKKKKACiiigCS1tbm+uY7Kyt5JpppAkMMSFmdicBQBySTwAK/T/wCGvxB8U3nhHTbzULBVvvsyfbjbJIsDSgYcx7/m2Eg7c84xmvzi+C89nbfGLwnc6gwFvH4msGnLDgILhC2fwzX6h6Hq/gi+s7dXvVDMAY2Qqcr7A/yoA7Dwzqlpr0C5YxS7svkcDjOeldEkMTKUWUbcksSDwOOw6VjeHrTw5ZQZsZSTL1ywJ/Guhg3+TvgzgN85Dc0ASeWhg3SIzBRjaTz14xUO4Jc7RFt55Vmwatqu61yxXcyHBPcVXeM3FwjLErENkl15FAGX8T/Flp4K8Fz+I55dqRR4jcnGZOwzXzp+zpZz/ET4han4wvbYP5ruyZHDN+Fd/wDtp6lqWr6J4f8Ahf4bgmknnu5bm+SLBSMN8sYz3Peun+BHweh+E/hNIr9wbuWHdMyDJBIzwKAOn0e6ht7+PQLcRK0UPm3bE4KDHHTqSeMV0UUBuUDSQbd3f2rirLwsY/Fgu/t6rLcWzbuSN5HzBcHmup0K4dLYPc6mzeYvygLnafxoAo6taabf3yXd0FE8A2pKnU/X1q/bPYPAtrcXis7A7lUdB2rnvE+oG2nF5gn58LtGD+PpWa/idAolDH7hwB3/ADoA6gJaxRfuptxDHBOeBUpIlhZ0ALZGCBXErr1ytqrEvkDJO6t3w14gE8ZS7kKl2G3LdRQBdvY43Qo2WMq87ux7fSuR1TQ9YEjyhmC4I4kwB712l2nSSF1I7Y4/Oue1obRK90oCk5JXjFAHG3FlfaTeRat/anlzphYURf4s8HPrX5U+N/E03jXxpq/jK4gMUmrapcXrxtLvKGWRnILYG7G7rgZr9YNY+yvACTz5oZWZuTg+9fkXQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0XwhMI+LPhc3C7ox4ist6+o89M1+ommeHPC/ii2ibEQbeDFlQMYPBBXpX5efB2x/tT4ueFtN85o/tHiOxi8xeq7rhBkfTNfpbb+CfEMelRtoGsyRmPAO6MFJW6EsByPwoA7LTfB2uafOPslzI8QblWIYdP4SeRXc6Ot01kguTl0ALc8nj0rgNI1nxfpMcMM8UbgDDbFOCfYGu+0q5mvLCG4ngeOVgCYwMBfegDVC74iY0+XGOTwaW2jjJUoEIJ5+bGce2OlRW8ok/c+aASvyjrjnqfSrSlkfdEg5XaxCAc0AZGreBNN1TxNH4su4/Nki2iJGUcAe1aL2aSki9hZlLZXfxtOOvvVottdUBzsUl19D/WqGq6+0UDCC3WZtuFLH7maAOe1PxNomg+K9N1rU9Le4S21BkhVjhRJJH5YY45wPepI5vLIhSYErwcjGcE8f8A16x/E18hiW41G2R0aZF2iIZJJwCfSjT7y5udQaxSAbhJtJLHjHAx7UAa+swTalpzQzWJEmwbG61y0uk3kUxha3bKf7B/OvqT4Y/s2eGvB3w2h+OP7QOo3OnaDJk6dpllbE3eqFf7mfuJnjea7Pwp+2n+wRpOiLoes/sUx3GXCSXU+ql5fLPVgwA+agD4cmtZY32up+/lVJ/WrlpPLaOHSYbcdH6k+gr7R/aC/Y7/AGfvjR8Lrv8AaN/Yq1W8u9Psk8zX/Ct2g+16VnqeD8yD1r4w1XR7izkMbg/KSPrQB0ugauNSiW3Z1ZkHOD0HrzWV4ssbhoJJ7M8dACeD74qv4Wu2tbkKzAjPzZ6VW129n0jWZJjuCODt3MT5oPfnvQB5r+0B4gu/BPwh8ReL7PxENPurDRriSyuZwhVZ9hES4fglpCqgEHJIGDnFfmLX3p/wUg8XSad+z+NP0yOIx6zrltaXXmAlkjVZLj5cEYO+FBk5GCeMkEfBdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEtle3mm3kOo6ddy29xbyrJBPBIUeN1OVZWHIIIBBHIIr9Jv2YPjLP8XPhTovimHWHkv47cW+s5EasbuNQJCyocLvPzgcfK6nAzivzUr6i/4JrfFuHR/FOo/CHVFt0h1BW1Cwmkm2s1wgRXhCn7+6MFhjBHlN1B+UA+8vDHidb9liESsQcF8Yyf/rV1FtKp2xq+4AEAZ4HtXJaPqGn2GnyalBFGxjUKidMVLYeJtbltxKQBnLfIo6enSgDsIA2VQAYJyAo6CrqSrDGS38QOR1JxXM6b4vjltg8iYO7kjkGpYPFaXF35MaqY2ODg8n86AOhuCfsbSxdSmflOCa5K61HUIpm+XBZ8hCD07CulS8SG3Ekx2qvBYnGP1rO167MUYeN0wRxxyRQBxvi28/tO50/Tr+KSHzr6MmReFXZyAx9698/Yf+BukfHD9onS/DGptIumRb9S1uV14S1hG+TPoDjFeGX6HVL+2QoGwxZzt6Afzr6n/YtuZvhv+yz8YfjZYzvDexaFb6NZXA+8DcSfMFPY7aAF/wCChf7XGjfGPx4/g34YwfZPDmmW62dtHjACJwAMdF4z718tXjkYgJXbj5zjA+tWrm/M8pkdTlpDkk5JyepqneeY6lgSQvI/yKAPb/2BfjxP8EvjhaTXmo3S6Xq6DT9Us4JdqXMMhCsGB6jBrC/al+H2l/DT9o7xn8ObXJsbXWXewlcYJjlXzUHHscZ9q828JPnxVYLGjbmuo+I25Y5HftXrf7eHiG2vf2sp5Iom88+HtOE6t2fyQu4+vFAHjNpZ/Ybou0GEj+Ylenr1NJqmo6ZrOlO9xaiQxuf4sFD2xVyX7QujXpllDHojZyQB1GOvSvHvj98ZbL4HfCnWPHMssUtwqiLS4JOVubt8iFCNyllBy7KCG2RuR0oA+Qf+CgPxdfx18WR8PLKG0On+EZJYobmCXzHmnmSFpw7DgbGjWPZ1VkfJ52r4LU2oahf6tfz6rqt9Nc3VzM0tzc3EpeSWRiSzsx5ZiSSSeSTUNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUtle3mm3kWo6ddy29xbyrJBPDIUeN1OVZWHIIIBBHIIqKigD9JP2Wfj14Y+L/AMGbWaTxMjavp1tDFr63IVJVuQuDIVHGx8FlI4PI4Ksq+seENRu9TtpSqn7MELK7KRn3A7V+WPwa+Mnij4L+KV17QyLi0lZBqelzORFeRqcgHrtcZJV8EqSeqllb9HvgV8f/AAn8XvC0OveE5ZDZzkxutxGFaOUKC8TYPDqGGR6EEEqQSAdXaSPbW089w+2FZmdHwQMY5Iq78PVutUlGqXYIWWVnSNv4VPA/HvXJ/FTxG9vfaV4TtYmCarerDJcY+WKEckD/AGj0rv7C4t9E0mOK0wZCgAXGMDoKANTXr+2MP9nStvMvBQNWd4Yv5LrTn8O6hc7prcbVIXkjPGT9OKz1tdTWf+07m+6DCxxcY+veodS8QDwrcQXtnHHKJ3C3UsoGV7gj+tAF94JLS+j8vB+R125xgkV9I/s169YX37BHxX8JJbCe7tPEGnXjw5yXhC7Tj1wa+cdBdvHHiePTrGKS4CQTSlLSIuVIXcXOB0Hv0ruf2MPjDo/gzxxrPgjxRfBNP8TWBtzLGwMfmBvlz268UAcHf3bTTsGtvLIJCLjrz0qpM08ceV+UY/eccjFfQPxh/ZtuTrQl8KWyhLhN63D8ID169h71iR/sBftM3lgmtP4ZtUsHAMN3/aEeHB54wTuoA83+D+hXnif4m6JpOnxM7zajCCCeMFxk/lXX/taeINM8UftV+LvENq2LaynS0tyRklYo1TH55r0rwN8Ebz9imzPx9+MOoWRv0hdPC2gRTK893cspAkZf4I1znJr5X+JvxM03w1purfEr4iazb2cIZ7rVNRl+6CzZxgcsxJCqoBZiQACSBQBa+I/xH8JfDvwdeeLvFGu29hYWkDNPcSj5UXgdBksSSFCgFmYgAEkCvzS/ag/ag8RftCeJPItVmsPDVjOW0vSmfl2wR9onwSGlIJAAysakqpOWd9j9rv8Aa8u/2iri18N+HdLmsfDlhMLiKO9RftNzcbSvmPtLBFUMyqik5yWYnKhPE6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK6D4YfE/xh8IPGVr448E6j5F5bHDxuCYriI43RSKCNyNgZGQQQCCGAI5+igD6Q8Wf8FFfEHifTLEL8LrO31Ky2yi8/tWR4jcBMFhHsBCFudhckDjeT81fX3wZ/aa8B/FH4Wp480C+Sa5tLCOXWdMhdpJNMkYEGOQ7QR8yOFYhQ4XIGK/LGigD9jtC1weJdEh1hIkJe3V4hDjBDDgH3rn4LSa7hnufELbmiZ3ijCnPA4UDHJ9PevzP+GX7UXx9+DukN4f8Ah58S72ysGIKWM0cVzDEQzsfLSdHWLLOxbYBuJy2cDGn4t/bP/aW8b+Crv4eeIfiTv0i/QpeW9ro9nbPKpOWUywwrJg9CN2CCVOQSCAdT+1/+1Hr3jL4sWml/DDxPfaZpfgzUvM0u80rVFAm1SKVj/aUMsBzwQohcO2FTzFKGVlH0T/wTS+Nngf4p/DPU/hj8SfiNdr4/0nWJtRsLzW2JjvNKdI/kE/LPNHceYxEhDbJowhZUYR/n5RQB+2nj39v7xx+zL8ENV8ReLda0q50+3jNvotzf2TXQe5aNvKhRA8ZuCxUnyw6ZVGJdFVnX8yvj1/wU2/bG+PXjSDxpcfFvVvCJtrBLWPS/AutX2m2WFd38wxC4b94d+0tnlUQdq8AooA7y7/ak/aT1PxPY+Mtb+PfjDU9T00FbK71bxFc3bRozo7R4mdgY2aKMshBVti7gcCsz4p/Gz4pfGvUrbVfid4vm1SWziaO0Voo4o4gxyxWOJVQMcDLYydqgk7RjlqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=" | 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 lower left lobe of brain in this image? | Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma |
"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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? | T1 |
"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" | What scanning plane does this image belong to? | Transverse Plane |
"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" | Which part of the body does this image belong to? | Head |
"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" | Where is/are the abnormality located? | Right Lobe |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivV0/YN/bkl8C6d8UIv2Mviu3hnV7KG80nxEvw61M2N7bSoJIpobjyPLkjdGVldWIZWBBINcr46+APx2+F2hQ+KPiZ8FfFvh3TLi6Ftb6jrvhu6tIJZirMI1kljVWcqjHaDnCk9jQByVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFewfsb/sm+N/2nvjH4V0BvBmuS+DbzxPa2nifXtOMduttZiaD7Z5M86mI3CQTCQR4d+VPlsOCAdH+xT/wTn+Mn7Z+ieJPiLo1zF4f8E+E4tmreKb+AyLNesoMVjaxblNxOdyvJhgsMRDOwaSCOb9S/wDgnr/wTy/Zj+Gfiaz8Yw/AzS31LRWtJoNW1cNf3P2y3O6K6VrjctvLu+cmBYhuAIUbVC9x+z7+z1pXhDxd/wAM8eD9FbTPDOlacYtN0+J38iKPzGk6sTuZmYszsSzszMxLEk/TfhX4eyeDIbq10+z3LNNG5KL6DFAGzc658R/idEfDHjOUyaUbj9yi55Xt1o1j4D6Je6FfaW+nExKmYV29CRivVvAXh2O+0iJ5o1V4cHaRzmurl8OwPGcxAeYeePxoA+ONc/4J3fsiXVlc+Kvih+zb4J1zV9RRDeaprXhSzublyqBB+9liZuFVQOeAAO1fMH7Hv/BMj/gntJ8UfG15Z/s9abqVrZaz/Z+mQ69cS6nFFb5VmAju2kTfuUYk27wCQGwzA/op8dJri70+W1iUnyYywHrgdK+cP2WPBTeENC1zXorMx3F9rrXDxYwR89AEfiX/AIJO/sTjxrpV7pn7K/gZLAiT7TCPCdltYkcZHlYq3F/wTL/YS03XAbb9kb4eSSIMGK48GWMiHt90w4r6o8O6ra6nBDZzPh/LztNa+peDNNgnfVFjBfyc9O9AH5Nfts/8G7Pwa+Mur3/jH9lS4Hw/16dJbhtIWJptFu7hvOk2iLO+y3yPGuYS0UUceEtia/Ffxj4K8ZfDrxLdeDPiD4S1PQtYsWVb3SdZsJLW5t2KhgHikVXQlWVhkDIIPev6/wCx06az0T7ekZ813GBj3r4Z/aY/Yg+FP7S3xCl+EfxW8Nm80PxlcOuoX9ttS60q4Qt5V5bSFT5cybmwcFSrMjq6O6MAfzp0V9/ftl/8G/3xz/ZjHjfV/hx8a/DvxC0rwfoDa8JILVtMu59Lt7ZptQmlimkaKGSDYzJEs0pnjRipWXZA/wAA0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBb0DQNd8V67ZeF/C+i3epanqV3Ha6dp1hbNNPdTyMEjijjQFndmIVVUEkkADJr9ov2RPhX4jsfA3gr4X2nw50/wtrelaBoF9qem2Xh5NPmMx0q0juJbuJVVmu2kjIlkkHmMy/NyK+Rf+COf7CPhr4k6jYftofF+e01Dwrofii80fQNEstWmhvIfENpDYXcF3dIItr2SpdllCTB2nhUOhiDrJ+v37Gfw50jXvEd38W9UmRb9rRdPVWHzeWhwvPpQB634G+FttayJqhsQuotbBJJgOSQK9N8CeC41imTUYN3zrtJFT2lmls6zxkc4JP6VuWmp28EEa+cMvJk/h0oAn0DSIrW6uPKXCE8KO2K2GhSWF3RcbY8fjVWK4tvIe4t3HzOR+Na2nm1FpHLO+FkI3+3FAHhnxVMNtq8lpMoxu2kHvmuA8IafZjULk2dsqQz3DBUUcbl617b8YvCtrqmofa7FQ2QCxA7ivDE17TvDfj228F3U2y9uklmt4v73PJoA9F8JeGb//AISsat5z+QkYGzt0r1CeNJdNinKZGx4z7ntWB4Bt4F8Jx3F8224ZMMK6PRkEmntDN91XLL+VAGfNaCziiikjG0kADH415vrnw4jt9fudUMALEu8UmOVJ54r1/WPsMYVZOQi5/HFcv4iMc1nugGWa3P55oA+H/i1bPaeJfH3hDXIBqEXiHwZdadLBeQiWOSOVCjoysCrKysVKkEEEg9a/AD9rT4V+Hfgz8eda8CeEILmPSrcwtZpd3AldSYl81QQAdizCVVDfNsVclj8zf04fEv4aaXdxXeu3FqTdSxOgIHYjivxX/wCCn3wJ1zQfhL4obUrPSIrjRPEVl4hkur23xdtb3DyWTQ2zhCQHee3kdCyqwtgxJaNFIB+d9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+pf8AwSEGnyfsxp8OPDGs3ZutaurnWr+GaRWW3vRcPbfugFBVTb2luSGLHcWOcEKP1J/ZZ0Vra3tdLt5mUtKglx67cmvg/wD4IX/A+K//AGU9J+KF/ZOiyWN6YrgJkMF1K7j6/VWH4V+knwoh8OeFrF9ReYIxgLLwPvYxQB2HxK+JVj4H07z5pF+Rwgya5y6+NUNv4YtPEDH5ZZVjwOxz1rzT4h+MrbxvrNxaxTeZb29wFc5/iFNg1vS49G/sm/f5IXEgGOlAH0T4N8fRao0OniQfvvmH4813On3kl/pktqHP7ts8V8ueAfH8B1qBoJ/lU4XntX0R8PfFen3WnSl3yUID/wBKAJNNvW1QMs65xK6/MOleFfFr4HS3/wC054J+IqSusawXNgyJIQuSNwJH9a91+0WFrJdKpwXucx/Q1FqMejS6ibjUYiZNM/fwnPQkYz+VAFecWOkadDPd3ccKi3yd8gUccd6veDvEsWq+H3uonVljl8tWU8N7+9fMn7TvxnuviMLjwL8L70xX9t+7b5t3X2GK9d/Zu0zxFYfCzSdE1ybfeJErXTYxuPegDt/GOqvbQmRWJzET+Qrhbvx7NFC+ST5SjAHvXQ/Ea7MFshDcINr/AIivIk/tO81A3gcm2MrW7f74GaAPTb6yt9c0P7TIgJwv6n/69fi3/wAHGH7PXxj8TfGfwn4w8L6rbT+GpPC620OgW5lNzPqcFxcBmEaRESFopYUjyxOfMAC7iW/Z/Qrv+zfDLG8bcNhxn2r4O/4KqeG7nxz4U0TxfaxZ/sW8OprIB92NJVLfhkUAfz40V3H7THhnw54O/aH8b+HfBfhibRtBg8U3x8OaZO0rGDTHnZ7MBpiZJENu0RV2LF1Ktubdk8PQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVt/DXwFrPxU+I2gfDDw5Nbx6j4k1u00uwkvJCkSzXEyxIXZQSFDOMkAkDPB6ViV9Kf8Ev8A9nXU/jb8dL7xtHYXL23w/wBJGtW7iymaCXU/OSOygeaN0ELhmkukBLeYLF0KMpcqAfuT/wAESvBGvfC3/gkNpPw1+Kx8J3Wpyavq8fhe58OLctL/AGWLhroi8M6L/pIu7m8H7sBPJWDqwcnc13VdSS1fS45HTOVX5iMEjNW/+CfWhXGm/sveHdNuFPnWreVcRdlf7PEZT+L7qsfEjSZrTxNOQgWM3e5RjouKAPMfBFxdWD6ravIzM92Xcsc8kU/xHrc7XkjBHCyRBOlb2jaDBdz3mp2WPLNx5Un+9ziseZE8VWNjfaXbkRzySoD1yVOKALvw9lu7LWbeMK5Hk5J9819LfB66uZ9NvBLE4NxIFGR1xXlHgH4aX1voz6hOmXWVQjFe1fRPgTTLKy0CxLWwEkTgze4IoAtjRjcW8kuC0iSKQK84/aP+Jd54F8K+KdU08sbuz8OyzLGh+bCDivY9CMUutzOEzGygqPpXgX7Rng/U/HHxY8V+HrIsIdR+GVwYUA48xW5oA84/Yk+GUPjTwnZ/HnUbbZf6xmSRJB82O1fWPhrSbjS9riIgEEN9MV4L+wJ400rXvg/peh2FsiLo8v2G4Vf+ekR+bNfT19rmkvpjyQwoucKMHoSKAOE8e6YLzTdyr80jbmH0FeUeIETwzIbOSYLFPdCcD0YrivZbyRbu58xx+7ZdoHpgYrxz4y+G5tam8i3mZDA27cp9DQBj/D34g6xqltc6Zr4KbHlWPceo3YFc/wCC/AHh/wCL/wATfF/gX4lAReH7Dwtbx20zruDNLdoHGD6LurZh8MXGpabca3YkKlpqUdnJs7naGz+tO8YaZJBpD6JpT+RdancWlo86nBbzZ1jGT6AtmgD8a/8Agtl+xPq+g2mkftd/CTw0t34Mtbq68LeIb7TNMjT7LJa3TLaXly6vvkEyTC2EjJtj+ywRmTMsKV+dlf0hWPw00bQf2bPi38MPinbyapo3wW8c6poHjbTBeyxHVrDVlNrPGXhZZCDHKw3owZc5BBANfze0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAavgTwfqnxC8b6N4B0SWGO91zVbfT7N7liI1lmlWNCxUEhdzDJAJx2Nf0e/ALwp4S8M3Hgv9jrwpp0SeHPhJ4F+y2MsUESLdTMS8s7+Uqo80ssjyyPtBeSR2PLGv5tdJ1bVdB1W213QtTuLK9srhJ7O8tJmjlglRgySI6kFWVgCGBBBAIr+hj/gkn4x1b49/s6aL+0bq8ZTUvEqzrdMYtih4ZHgmVBuY+X5sT7csTt25wcigD7G+CHw5tvAfhM6bbOrB5GlwnYvXB/F4oNVaWdgGDbWXuB616n4R12HT5HtpsHfJhMnpwK8t/aH0G8ttQk8Rb2WCYKpGOAS3BoA8t0/ULrw/ZXun2zkxz3yTgD1UH/GtL4T2Wnwyad4XmKxRW128oY9D5hyRWGLyGK+mSYBlSTbg+opkGqOusxXFtIYwkin5aAPr3SvDGl3FrHYaTcrLGGUybO1dnBpltp4gtwQczBJCB2xXnn7JkN5deGbzxFqFw0yTsUi8zsQe1egatfLY3UqtzmbK+3FAFvQvKjh8xX+dZGDD2zxXFfEmyvbDx1ZeJdL03zgdJuLa7P8AdiYE/wA63INZFg8lyejDp+NXL7xbai1kK2cchvdPeIFkztyevtQB4h+x34Bi8BfBa0uJLfyrzUdY1G7njxgjdOQv/jtewm6M1pPZj75kBQfSs+z0+2gu4Y7WIRxKDiNRgDgE8Uup6muiah9uxkFGYcZoA1ktUOngyLhwhOMdyK8c8WS6idSvrR0+YRlh9MZr3HMOpWqzpgZhVjjgfdrxD4na1c6Xr880UGdyeXkL2KkUAc38FF1e2+GNxF4hIE1zdSzt7tuwv6VW+J1tq8720um9UaKXPoyOHU/mBUtt4hmXRrWKRNquUBAGM44zUHj34naN4YtbZHjLzm3fzcDIHpQB8i/8FFP2qLH9ln4LfEzxxqeoXQf4m6Xc6dJ9itFmaTxLJBK1o7B/kCRsnmuX/giYAMxVG/Bmv2l/4Lu+CJvEP/BNqDx14R0W5vo7D4xaVf6/c2ds0iWEE+m6jCskzKCIkMzQxBmwC8sa53MoP4tUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFf1NfsT/s9aL+zd8APCPwL0SS1lj8L6NbWU93aWC2yXc4jUz3JiUnY0spklbliWkYlmJJP80/7I1idT/au+GOmj/l4+Ieixf99X0I/rX9SWj6sNCurjzMfNMxAPoCKAOqu9Hgt3juLcglGYtj2OKZ478MW3inwhOs0e5o4shcdxyKj0fxBb6q3kMwBYhvwzXTCaNEMSICkq4I6j0oA+TvEPgjUbeaWRrTbvYt070mj+Dpp7mBhBn+F/Y4yK+gfGvhKHUJ5BHaKAI8jC49qo+EfhqsrNP5QH7zbz2O2gDvvhHplp4T+EOmxoSrNbs8v++c4qG3vL/ULrMwBB5zmtaKyWfwtHoUJ4gRNxHbFVoLX7Fab15Kqc/SgB9rbJJIkUy5BLg+9cZqXxW8K2nxSs/heZv9OubaSS3TcOi9a6TU9ZvNP06TU7dCTbXERYAdQ/FeB6h4BudR/aYsvjC0Mgl0y3lhQe0lAH0hp8cUbia4Xh4wR7HFYHi1457JXX+Jii1ZtPEsG6BdVnEKOoSIucbmxjApmtx6TJctpCXsZuLe4BMWfmGRQBr6XdPZeHYDK3zm3JP0FeLfGTxjp1mzrHaF5DIBnP+fWvX7qG6ntha7CAls4X6ZrzfxR4P0W4sZrnW0VDGS5kZfu8UAYz+EftvhVZFi2yRW0YH+83zCuO+IXw1n1zwo9xBbsbydGWNvTb1rqovH0dqBby3I8qcQtC2eHCgipr/XLl7YKvSIOY/fcKAPiL9v7StT+Hv/BHP9pnwx4vuDPPq174QbSzIMGPydetN4H/AAE1+D9f0kftafBfWf2hv2YfiD8E47OwlufEegXUOnPqyE28V4But5XwrFRHMI5NyqWUoGUZAr+begAooooAKKKKACiiigAooooAKKKKACiiigD0T9kGf7L+1n8L7rdjy/iJojZ9MX8Jr+nvS45fECQ30A3LJCzq3rnpX8vX7L8sUH7S/wAO552wieOtIZyT0AvYs1/SZ8J/jDdaPqD+AfsTSDT9Pt0ScJkNuzznvQB22n6ld6fqHlyfKyD5vpXfeCdTvtRmhVzuUYz+dedh59UuWvhEd0q7SMehzXdfDZ720u4oZIWVQBkkfjQB6BdQaTFaRvfJ8xOCc496qaTbQhLj7KmF3Bk/LP8AKneJrX7ZaQHdjdL/APWrS0/To7TTZVjxnyyoP/AcUAYHw38c6L4y0rXP7Ife1vqD2WQ2cOi7j+lS3mox2kxdjmB4WUfXHFZHwX+HukfCzQNVt7SaMyaprct/JtHIZ0KnPvWhqcdhLplvGrghZsEe2KAOE+K37Q3g74WeDptT18IYZBFu3Pj/AJeI4c/99OKufB/4i+AvjNZaxd+G4I2k0x7Xz2V8/wCtiEi/oa8O/wCCivw3l1P9mrx3eaNb+deaV4XnubGJRy0izRzDHvlBWd/wSDi8QW/7N9j4s8SWrQ6j4mtbVr2Nzk5hh2KT68UAe9/tcaXqmk/DjTtT0J2guNJuUu5tnV41YEj8q+bte/bp8OD9pFdThu0WzvJIonhMnAc4U19peLtKg8eacdJ1KLKzWxjkB5+XFfKfjT9i/wAH/wDC/NKki0sCzaZZZ5Fi6EEEfrQB9lQS2Gqacl9BEuDagrj0IBrzj4raE+taZd6TagxmWEjcnXpXoflQ6NpEdpG3EcITp2AxWBfCCbT2upRk+Vz+dAHzJa/C/wASPd6DptzcTEWETpKT/GN2RmvRm8MNB+7lB2hcDNdPeT+HYdVQxyDcAzdOwXmsyPxf4evQE8/O5xt+lAGVrGi2yaY8EaIrTRzLn/fXA/Wv5N6/qI/am+LcvwY+C/jb4sW2mf2gPCnhXUdXjsftHk/aTbWsk3l+ZtbZuKAbtrYznB6V/LvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV/Q1/wSw/ac8Hftd/s3aD8QLaW4m8R6Tp9vo/jK4u7ZYWl1S3hjaaQKgCbX3iRdnyhZAMKwZF/nlr7N/wCCLP7cmlfsoftEv4N+K3xEudJ8CeLLcwTrPg2VpqZaMQ3UpPMClA8TSL8vzRmT5Iw8YB+/+iXdhI0EiRjEjkDn3r1DShpclvHLbQqpV8FvoK8gs7nT7O2ie3kDKsO6Mj1PNaXhzxlrT3Rt0VvLIPfvQB69rdnPLbrPESI0cHFM1fxLFpehy3eB8oPB71QbxEYtGihvn2741rL1tnvYPs6kNC4BBoAxLLx7/a01tPbHYJ2kKoD6cVJHr/n2jfvMbZ0QjPQ1B4V0OET5MW37K77BjsafqsVjawL9nyTJIXcY6EHigDK+JttZ+I/DutWd3EskRs5bW6ibowMZGDWV8AvDtp8MfhVpFrHAkSaZBGmxRgdD/jUnxXGqReEtUk0hAZZ9pIPrwKr2ltrkmhLYGPEckMff+LAFAHpelfEy3d/PSNceXx8tT6f4m0rWtXkjkghaXywFYqMrnmuastCW10aFAv7xgQePauc8PWmt2vjnUp45T5TSxmMegC80Ae263OpsGVm/1iIPpWHPD5dnLbs3ysgUEnpmksNTe9W2hlO5mjO4fSl1WRLi2lsIGAkbG2gDyrxn4fu9IuVv0nZsLKBh88MMVwthpdzYGCOYyBojhiWNeka9NLZ6jPaauchAQoP1rzn46fF3wT8KvAmvfE/xFL5Gk6Bpct7qU4Rn8qKKMu7bUBZsKpOACT0AJoA+Gf8Ag4K/aw1n4R/s/aP8B/BGp3Fvf/EaW4h1S7tpGXy9Mt/JaeLekisrStLDGVKsjwmdWxkZ/FmvTf2v/wBqHxn+2H8fdb+OvjO0+xNqLpFpukR3kk8Wm2ca7YrdGc/V3KhFaWSRwib9o8yoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP6AP8Agkl+2loH7WX7MfhvTNT8SrP4p8JaTbaR4qt7vUmnuzNEnlR3UzyAM5uEj87f8w3NIm9mjc19deDvFOnXWtzWVqEZbe9WIsOa/lW8JeMPF3gHxBb+LfAvinUdF1W03/ZdT0m+ktriHchRtkkZDLlWZTg8hiOhr9UP+CZf/Bcz4T+CfB8ng39tXXb6y1i3vXnt/Ellock1tdQBIVVZRAZJPtLSGZjtiWLYowQflIB+xnxSv2tobJYX2gOA2Per+mXDnRIsNuKAg5PJrxjQP2pfhH8drTRtQ+HXjHT9asNRu9ltqGl30dxBNtdlbbJGSrYZWU4PBUjqDXo+ka59mQwlvkViRk++KAOi0K/hu2nkVAucq3GOcVTuYY0ttpXcwducVWk1i00+2aZDgH5jg9qt2V5FdWrTkZVo9w+tAGfNEmr2d1Z3TKCyhstx0rUNvFZ2YslCkLGHyBnpXJeOJb1NPWx0qTbd3ExjjOOuPm/lXReH2ub7TEvpzlmgVD9cUAb9qFuLCORgMq3T61kLZwaalzqBZQ5Y555qS212OC3eCThkAB571y+va3calFeR2Un3QRx6jrQBr+FfFrP4q+xiThBtz25rY8ZXZ0nUI7u1fJOMke1eNx+LG8PeKbIyS4fUJwkQPcqvNd74p8Si60a2nY5Z48k5oAreLZ7PWmk1W/nVAeSzHsK/Hj/gvL+3v4L1vRR+x18F/FFvqgvbtLzxxqOm3sE9vD9nnkC6a4G5knW4hWWQHy2jEUa/OJXC+kf8FPP+C4S/BPVtd/Zp/Zw02x1bxPbW0tnqnip5xJb6DdkhTGkeCtzcIu/cCQkUgQOJSssS/jdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB1vwg+PHxm+APiaHxd8GPiZrPhu+hvLe6L6XetHHNJCxaLzov9XOoLN8kispDMCCGIP3r+zN/wAHDXx003WNP8J/tOaPp+oaW4gt5/E2jQPBcwYDCS5ngG5JyzbGYQiLYN5VH+VB+btFAH9IXgj/AIKa/sOeMPD9jqN3+1t4Ator2zilCaj4otraVEZAwEkUrq8bDOCjqGU5BAIIr1Xwd+1j8BPiLok9/wDCH4y+HPEthbRmKS80DVoruJJlCloy8RZQ4V1JUnIDA9xX8tFFAH7r/wDBTD/gsd8EPgv8NPCHiH9m34s+GfHfie915zdaZ4c8TRym0to4zvmlkgWVY8sY0VHKl97FdwjfH0v+xD/wUE/Z8/af+C9l4t8D/E6yubxbGKbV9HlnUX2mSuzKIrmEEtExZJACflcIWRnXDH+ZGigD+p3xz8b/AAjo97LMuuRhXgJBB/iFeH+Mf+Cp/wCwn4F+Hw8UX37UvhCfExN7b6RrMd/dAOQq7be2Mkr/ADMM7VOBljgAkfzpUUAfoz8bv+C+Gt6nqMF18EfhZM09nIJ7DUfFlwFWGQyHcjW1u5Mi+WBhhOhDN0IX5vAPjZ/wV9/b5+N/22xvvjXN4c0y88rZpXhG2WxW12bD+6uBuul3Mm5szHO9l4Q7K+ZaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z" | Is this a study of the chest? | No |
"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" | Is there evidence of a brain edema? | Yes |
"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" | What color does the brain non-enhancing tumor show in the picture? | Dark Gray |
"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" | How many kinds of abnormalities are there in this image? | 2 |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivV0/YN/bkl8C6d8UIv2Mviu3hnV7KG80nxEvw61M2N7bSoJIpobjyPLkjdGVldWIZWBBINcr46+APx2+F2hQ+KPiZ8FfFvh3TLi6Ftb6jrvhu6tIJZirMI1kljVWcqjHaDnCk9jQByVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFewfsb/sm+N/2nvjH4V0BvBmuS+DbzxPa2nifXtOMduttZiaD7Z5M86mI3CQTCQR4d+VPlsOCAdH+xT/wTn+Mn7Z+ieJPiLo1zF4f8E+E4tmreKb+AyLNesoMVjaxblNxOdyvJhgsMRDOwaSCOb9S/wDgnr/wTy/Zj+Gfiaz8Yw/AzS31LRWtJoNW1cNf3P2y3O6K6VrjctvLu+cmBYhuAIUbVC9x+z7+z1pXhDxd/wAM8eD9FbTPDOlacYtN0+J38iKPzGk6sTuZmYszsSzszMxLEk/TfhX4eyeDIbq10+z3LNNG5KL6DFAGzc658R/idEfDHjOUyaUbj9yi55Xt1o1j4D6Je6FfaW+nExKmYV29CRivVvAXh2O+0iJ5o1V4cHaRzmurl8OwPGcxAeYeePxoA+ONc/4J3fsiXVlc+Kvih+zb4J1zV9RRDeaprXhSzublyqBB+9liZuFVQOeAAO1fMH7Hv/BMj/gntJ8UfG15Z/s9abqVrZaz/Z+mQ69cS6nFFb5VmAju2kTfuUYk27wCQGwzA/op8dJri70+W1iUnyYywHrgdK+cP2WPBTeENC1zXorMx3F9rrXDxYwR89AEfiX/AIJO/sTjxrpV7pn7K/gZLAiT7TCPCdltYkcZHlYq3F/wTL/YS03XAbb9kb4eSSIMGK48GWMiHt90w4r6o8O6ra6nBDZzPh/LztNa+peDNNgnfVFjBfyc9O9AH5Nfts/8G7Pwa+Mur3/jH9lS4Hw/16dJbhtIWJptFu7hvOk2iLO+y3yPGuYS0UUceEtia/Ffxj4K8ZfDrxLdeDPiD4S1PQtYsWVb3SdZsJLW5t2KhgHikVXQlWVhkDIIPev6/wCx06az0T7ekZ813GBj3r4Z/aY/Yg+FP7S3xCl+EfxW8Nm80PxlcOuoX9ttS60q4Qt5V5bSFT5cybmwcFSrMjq6O6MAfzp0V9/ftl/8G/3xz/ZjHjfV/hx8a/DvxC0rwfoDa8JILVtMu59Lt7ZptQmlimkaKGSDYzJEs0pnjRipWXZA/wAA0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBb0DQNd8V67ZeF/C+i3epanqV3Ha6dp1hbNNPdTyMEjijjQFndmIVVUEkkADJr9ov2RPhX4jsfA3gr4X2nw50/wtrelaBoF9qem2Xh5NPmMx0q0juJbuJVVmu2kjIlkkHmMy/NyK+Rf+COf7CPhr4k6jYftofF+e01Dwrofii80fQNEstWmhvIfENpDYXcF3dIItr2SpdllCTB2nhUOhiDrJ+v37Gfw50jXvEd38W9UmRb9rRdPVWHzeWhwvPpQB634G+FttayJqhsQuotbBJJgOSQK9N8CeC41imTUYN3zrtJFT2lmls6zxkc4JP6VuWmp28EEa+cMvJk/h0oAn0DSIrW6uPKXCE8KO2K2GhSWF3RcbY8fjVWK4tvIe4t3HzOR+Na2nm1FpHLO+FkI3+3FAHhnxVMNtq8lpMoxu2kHvmuA8IafZjULk2dsqQz3DBUUcbl617b8YvCtrqmofa7FQ2QCxA7ivDE17TvDfj228F3U2y9uklmt4v73PJoA9F8JeGb//AISsat5z+QkYGzt0r1CeNJdNinKZGx4z7ntWB4Bt4F8Jx3F8224ZMMK6PRkEmntDN91XLL+VAGfNaCziiikjG0kADH415vrnw4jt9fudUMALEu8UmOVJ54r1/WPsMYVZOQi5/HFcv4iMc1nugGWa3P55oA+H/i1bPaeJfH3hDXIBqEXiHwZdadLBeQiWOSOVCjoysCrKysVKkEEEg9a/AD9rT4V+Hfgz8eda8CeEILmPSrcwtZpd3AldSYl81QQAdizCVVDfNsVclj8zf04fEv4aaXdxXeu3FqTdSxOgIHYjivxX/wCCn3wJ1zQfhL4obUrPSIrjRPEVl4hkur23xdtb3DyWTQ2zhCQHee3kdCyqwtgxJaNFIB+d9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+pf8AwSEGnyfsxp8OPDGs3ZutaurnWr+GaRWW3vRcPbfugFBVTb2luSGLHcWOcEKP1J/ZZ0Vra3tdLt5mUtKglx67cmvg/wD4IX/A+K//AGU9J+KF/ZOiyWN6YrgJkMF1K7j6/VWH4V+knwoh8OeFrF9ReYIxgLLwPvYxQB2HxK+JVj4H07z5pF+Rwgya5y6+NUNv4YtPEDH5ZZVjwOxz1rzT4h+MrbxvrNxaxTeZb29wFc5/iFNg1vS49G/sm/f5IXEgGOlAH0T4N8fRao0OniQfvvmH4813On3kl/pktqHP7ts8V8ueAfH8B1qBoJ/lU4XntX0R8PfFen3WnSl3yUID/wBKAJNNvW1QMs65xK6/MOleFfFr4HS3/wC054J+IqSusawXNgyJIQuSNwJH9a91+0WFrJdKpwXucx/Q1FqMejS6ibjUYiZNM/fwnPQkYz+VAFecWOkadDPd3ccKi3yd8gUccd6veDvEsWq+H3uonVljl8tWU8N7+9fMn7TvxnuviMLjwL8L70xX9t+7b5t3X2GK9d/Zu0zxFYfCzSdE1ybfeJErXTYxuPegDt/GOqvbQmRWJzET+Qrhbvx7NFC+ST5SjAHvXQ/Ea7MFshDcINr/AIivIk/tO81A3gcm2MrW7f74GaAPTb6yt9c0P7TIgJwv6n/69fi3/wAHGH7PXxj8TfGfwn4w8L6rbT+GpPC620OgW5lNzPqcFxcBmEaRESFopYUjyxOfMAC7iW/Z/Qrv+zfDLG8bcNhxn2r4O/4KqeG7nxz4U0TxfaxZ/sW8OprIB92NJVLfhkUAfz40V3H7THhnw54O/aH8b+HfBfhibRtBg8U3x8OaZO0rGDTHnZ7MBpiZJENu0RV2LF1Ktubdk8PQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVt/DXwFrPxU+I2gfDDw5Nbx6j4k1u00uwkvJCkSzXEyxIXZQSFDOMkAkDPB6ViV9Kf8Ev8A9nXU/jb8dL7xtHYXL23w/wBJGtW7iymaCXU/OSOygeaN0ELhmkukBLeYLF0KMpcqAfuT/wAESvBGvfC3/gkNpPw1+Kx8J3Wpyavq8fhe58OLctL/AGWLhroi8M6L/pIu7m8H7sBPJWDqwcnc13VdSS1fS45HTOVX5iMEjNW/+CfWhXGm/sveHdNuFPnWreVcRdlf7PEZT+L7qsfEjSZrTxNOQgWM3e5RjouKAPMfBFxdWD6ravIzM92Xcsc8kU/xHrc7XkjBHCyRBOlb2jaDBdz3mp2WPLNx5Un+9ziseZE8VWNjfaXbkRzySoD1yVOKALvw9lu7LWbeMK5Hk5J9819LfB66uZ9NvBLE4NxIFGR1xXlHgH4aX1voz6hOmXWVQjFe1fRPgTTLKy0CxLWwEkTgze4IoAtjRjcW8kuC0iSKQK84/aP+Jd54F8K+KdU08sbuz8OyzLGh+bCDivY9CMUutzOEzGygqPpXgX7Rng/U/HHxY8V+HrIsIdR+GVwYUA48xW5oA84/Yk+GUPjTwnZ/HnUbbZf6xmSRJB82O1fWPhrSbjS9riIgEEN9MV4L+wJ400rXvg/peh2FsiLo8v2G4Vf+ekR+bNfT19rmkvpjyQwoucKMHoSKAOE8e6YLzTdyr80jbmH0FeUeIETwzIbOSYLFPdCcD0YrivZbyRbu58xx+7ZdoHpgYrxz4y+G5tam8i3mZDA27cp9DQBj/D34g6xqltc6Zr4KbHlWPceo3YFc/wCC/AHh/wCL/wATfF/gX4lAReH7Dwtbx20zruDNLdoHGD6LurZh8MXGpabca3YkKlpqUdnJs7naGz+tO8YaZJBpD6JpT+RdancWlo86nBbzZ1jGT6AtmgD8a/8Agtl+xPq+g2mkftd/CTw0t34Mtbq68LeIb7TNMjT7LJa3TLaXly6vvkEyTC2EjJtj+ywRmTMsKV+dlf0hWPw00bQf2bPi38MPinbyapo3wW8c6poHjbTBeyxHVrDVlNrPGXhZZCDHKw3owZc5BBANfze0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAavgTwfqnxC8b6N4B0SWGO91zVbfT7N7liI1lmlWNCxUEhdzDJAJx2Nf0e/ALwp4S8M3Hgv9jrwpp0SeHPhJ4F+y2MsUESLdTMS8s7+Uqo80ssjyyPtBeSR2PLGv5tdJ1bVdB1W213QtTuLK9srhJ7O8tJmjlglRgySI6kFWVgCGBBBAIr+hj/gkn4x1b49/s6aL+0bq8ZTUvEqzrdMYtih4ZHgmVBuY+X5sT7csTt25wcigD7G+CHw5tvAfhM6bbOrB5GlwnYvXB/F4oNVaWdgGDbWXuB616n4R12HT5HtpsHfJhMnpwK8t/aH0G8ttQk8Rb2WCYKpGOAS3BoA8t0/ULrw/ZXun2zkxz3yTgD1UH/GtL4T2Wnwyad4XmKxRW128oY9D5hyRWGLyGK+mSYBlSTbg+opkGqOusxXFtIYwkin5aAPr3SvDGl3FrHYaTcrLGGUybO1dnBpltp4gtwQczBJCB2xXnn7JkN5deGbzxFqFw0yTsUi8zsQe1egatfLY3UqtzmbK+3FAFvQvKjh8xX+dZGDD2zxXFfEmyvbDx1ZeJdL03zgdJuLa7P8AdiYE/wA63INZFg8lyejDp+NXL7xbai1kK2cchvdPeIFkztyevtQB4h+x34Bi8BfBa0uJLfyrzUdY1G7njxgjdOQv/jtewm6M1pPZj75kBQfSs+z0+2gu4Y7WIRxKDiNRgDgE8Uup6muiah9uxkFGYcZoA1ktUOngyLhwhOMdyK8c8WS6idSvrR0+YRlh9MZr3HMOpWqzpgZhVjjgfdrxD4na1c6Xr880UGdyeXkL2KkUAc38FF1e2+GNxF4hIE1zdSzt7tuwv6VW+J1tq8720um9UaKXPoyOHU/mBUtt4hmXRrWKRNquUBAGM44zUHj34naN4YtbZHjLzm3fzcDIHpQB8i/8FFP2qLH9ln4LfEzxxqeoXQf4m6Xc6dJ9itFmaTxLJBK1o7B/kCRsnmuX/giYAMxVG/Bmv2l/4Lu+CJvEP/BNqDx14R0W5vo7D4xaVf6/c2ds0iWEE+m6jCskzKCIkMzQxBmwC8sa53MoP4tUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFf1NfsT/s9aL+zd8APCPwL0SS1lj8L6NbWU93aWC2yXc4jUz3JiUnY0spklbliWkYlmJJP80/7I1idT/au+GOmj/l4+Ieixf99X0I/rX9SWj6sNCurjzMfNMxAPoCKAOqu9Hgt3juLcglGYtj2OKZ478MW3inwhOs0e5o4shcdxyKj0fxBb6q3kMwBYhvwzXTCaNEMSICkq4I6j0oA+TvEPgjUbeaWRrTbvYt070mj+Dpp7mBhBn+F/Y4yK+gfGvhKHUJ5BHaKAI8jC49qo+EfhqsrNP5QH7zbz2O2gDvvhHplp4T+EOmxoSrNbs8v++c4qG3vL/ULrMwBB5zmtaKyWfwtHoUJ4gRNxHbFVoLX7Fab15Kqc/SgB9rbJJIkUy5BLg+9cZqXxW8K2nxSs/heZv9OubaSS3TcOi9a6TU9ZvNP06TU7dCTbXERYAdQ/FeB6h4BudR/aYsvjC0Mgl0y3lhQe0lAH0hp8cUbia4Xh4wR7HFYHi1457JXX+Jii1ZtPEsG6BdVnEKOoSIucbmxjApmtx6TJctpCXsZuLe4BMWfmGRQBr6XdPZeHYDK3zm3JP0FeLfGTxjp1mzrHaF5DIBnP+fWvX7qG6ntha7CAls4X6ZrzfxR4P0W4sZrnW0VDGS5kZfu8UAYz+EftvhVZFi2yRW0YH+83zCuO+IXw1n1zwo9xBbsbydGWNvTb1rqovH0dqBby3I8qcQtC2eHCgipr/XLl7YKvSIOY/fcKAPiL9v7StT+Hv/BHP9pnwx4vuDPPq174QbSzIMGPydetN4H/AAE1+D9f0kftafBfWf2hv2YfiD8E47OwlufEegXUOnPqyE28V4But5XwrFRHMI5NyqWUoGUZAr+begAooooAKKKKACiiigAooooAKKKKACiiigD0T9kGf7L+1n8L7rdjy/iJojZ9MX8Jr+nvS45fECQ30A3LJCzq3rnpX8vX7L8sUH7S/wAO552wieOtIZyT0AvYs1/SZ8J/jDdaPqD+AfsTSDT9Pt0ScJkNuzznvQB22n6ld6fqHlyfKyD5vpXfeCdTvtRmhVzuUYz+dedh59UuWvhEd0q7SMehzXdfDZ720u4oZIWVQBkkfjQB6BdQaTFaRvfJ8xOCc496qaTbQhLj7KmF3Bk/LP8AKneJrX7ZaQHdjdL/APWrS0/To7TTZVjxnyyoP/AcUAYHw38c6L4y0rXP7Ife1vqD2WQ2cOi7j+lS3mox2kxdjmB4WUfXHFZHwX+HukfCzQNVt7SaMyaprct/JtHIZ0KnPvWhqcdhLplvGrghZsEe2KAOE+K37Q3g74WeDptT18IYZBFu3Pj/AJeI4c/99OKufB/4i+AvjNZaxd+G4I2k0x7Xz2V8/wCtiEi/oa8O/wCCivw3l1P9mrx3eaNb+deaV4XnubGJRy0izRzDHvlBWd/wSDi8QW/7N9j4s8SWrQ6j4mtbVr2Nzk5hh2KT68UAe9/tcaXqmk/DjTtT0J2guNJuUu5tnV41YEj8q+bte/bp8OD9pFdThu0WzvJIonhMnAc4U19peLtKg8eacdJ1KLKzWxjkB5+XFfKfjT9i/wAH/wDC/NKki0sCzaZZZ5Fi6EEEfrQB9lQS2Gqacl9BEuDagrj0IBrzj4raE+taZd6TagxmWEjcnXpXoflQ6NpEdpG3EcITp2AxWBfCCbT2upRk+Vz+dAHzJa/C/wASPd6DptzcTEWETpKT/GN2RmvRm8MNB+7lB2hcDNdPeT+HYdVQxyDcAzdOwXmsyPxf4evQE8/O5xt+lAGVrGi2yaY8EaIrTRzLn/fXA/Wv5N6/qI/am+LcvwY+C/jb4sW2mf2gPCnhXUdXjsftHk/aTbWsk3l+ZtbZuKAbtrYznB6V/LvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV/Q1/wSw/ac8Hftd/s3aD8QLaW4m8R6Tp9vo/jK4u7ZYWl1S3hjaaQKgCbX3iRdnyhZAMKwZF/nlr7N/wCCLP7cmlfsoftEv4N+K3xEudJ8CeLLcwTrPg2VpqZaMQ3UpPMClA8TSL8vzRmT5Iw8YB+/+iXdhI0EiRjEjkDn3r1DShpclvHLbQqpV8FvoK8gs7nT7O2ie3kDKsO6Mj1PNaXhzxlrT3Rt0VvLIPfvQB69rdnPLbrPESI0cHFM1fxLFpehy3eB8oPB71QbxEYtGihvn2741rL1tnvYPs6kNC4BBoAxLLx7/a01tPbHYJ2kKoD6cVJHr/n2jfvMbZ0QjPQ1B4V0OET5MW37K77BjsafqsVjawL9nyTJIXcY6EHigDK+JttZ+I/DutWd3EskRs5bW6ibowMZGDWV8AvDtp8MfhVpFrHAkSaZBGmxRgdD/jUnxXGqReEtUk0hAZZ9pIPrwKr2ltrkmhLYGPEckMff+LAFAHpelfEy3d/PSNceXx8tT6f4m0rWtXkjkghaXywFYqMrnmuastCW10aFAv7xgQePauc8PWmt2vjnUp45T5TSxmMegC80Ae263OpsGVm/1iIPpWHPD5dnLbs3ysgUEnpmksNTe9W2hlO5mjO4fSl1WRLi2lsIGAkbG2gDyrxn4fu9IuVv0nZsLKBh88MMVwthpdzYGCOYyBojhiWNeka9NLZ6jPaauchAQoP1rzn46fF3wT8KvAmvfE/xFL5Gk6Bpct7qU4Rn8qKKMu7bUBZsKpOACT0AJoA+Gf8Ag4K/aw1n4R/s/aP8B/BGp3Fvf/EaW4h1S7tpGXy9Mt/JaeLekisrStLDGVKsjwmdWxkZ/FmvTf2v/wBqHxn+2H8fdb+OvjO0+xNqLpFpukR3kk8Wm2ca7YrdGc/V3KhFaWSRwib9o8yoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP6AP8Agkl+2loH7WX7MfhvTNT8SrP4p8JaTbaR4qt7vUmnuzNEnlR3UzyAM5uEj87f8w3NIm9mjc19deDvFOnXWtzWVqEZbe9WIsOa/lW8JeMPF3gHxBb+LfAvinUdF1W03/ZdT0m+ktriHchRtkkZDLlWZTg8hiOhr9UP+CZf/Bcz4T+CfB8ng39tXXb6y1i3vXnt/Ellock1tdQBIVVZRAZJPtLSGZjtiWLYowQflIB+xnxSv2tobJYX2gOA2Per+mXDnRIsNuKAg5PJrxjQP2pfhH8drTRtQ+HXjHT9asNRu9ltqGl30dxBNtdlbbJGSrYZWU4PBUjqDXo+ka59mQwlvkViRk++KAOi0K/hu2nkVAucq3GOcVTuYY0ttpXcwducVWk1i00+2aZDgH5jg9qt2V5FdWrTkZVo9w+tAGfNEmr2d1Z3TKCyhstx0rUNvFZ2YslCkLGHyBnpXJeOJb1NPWx0qTbd3ExjjOOuPm/lXReH2ub7TEvpzlmgVD9cUAb9qFuLCORgMq3T61kLZwaalzqBZQ5Y555qS212OC3eCThkAB571y+va3calFeR2Un3QRx6jrQBr+FfFrP4q+xiThBtz25rY8ZXZ0nUI7u1fJOMke1eNx+LG8PeKbIyS4fUJwkQPcqvNd74p8Si60a2nY5Z48k5oAreLZ7PWmk1W/nVAeSzHsK/Hj/gvL+3v4L1vRR+x18F/FFvqgvbtLzxxqOm3sE9vD9nnkC6a4G5knW4hWWQHy2jEUa/OJXC+kf8FPP+C4S/BPVtd/Zp/Zw02x1bxPbW0tnqnip5xJb6DdkhTGkeCtzcIu/cCQkUgQOJSssS/jdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB1vwg+PHxm+APiaHxd8GPiZrPhu+hvLe6L6XetHHNJCxaLzov9XOoLN8kispDMCCGIP3r+zN/wAHDXx003WNP8J/tOaPp+oaW4gt5/E2jQPBcwYDCS5ngG5JyzbGYQiLYN5VH+VB+btFAH9IXgj/AIKa/sOeMPD9jqN3+1t4Ator2zilCaj4otraVEZAwEkUrq8bDOCjqGU5BAIIr1Xwd+1j8BPiLok9/wDCH4y+HPEthbRmKS80DVoruJJlCloy8RZQ4V1JUnIDA9xX8tFFAH7r/wDBTD/gsd8EPgv8NPCHiH9m34s+GfHfie915zdaZ4c8TRym0to4zvmlkgWVY8sY0VHKl97FdwjfH0v+xD/wUE/Z8/af+C9l4t8D/E6yubxbGKbV9HlnUX2mSuzKIrmEEtExZJACflcIWRnXDH+ZGigD+p3xz8b/AAjo97LMuuRhXgJBB/iFeH+Mf+Cp/wCwn4F+Hw8UX37UvhCfExN7b6RrMd/dAOQq7be2Mkr/ADMM7VOBljgAkfzpUUAfoz8bv+C+Gt6nqMF18EfhZM09nIJ7DUfFlwFWGQyHcjW1u5Mi+WBhhOhDN0IX5vAPjZ/wV9/b5+N/22xvvjXN4c0y88rZpXhG2WxW12bD+6uBuul3Mm5szHO9l4Q7K+ZaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z" | How to treat the most severe disease in this image? | Medical treatment, supportive treatment, surgical treatment |
"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" | Which type of modality is shown about this image, MRI, CT or X-Ray? | MRI |
"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" | Is this a T1 weighted or T2 weighted MRI image? | T1 |
"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" | What is the scanning plane of this image? | Transverse Plane |
"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" | Do the organs in the image exist in the abdomen? | No |
"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" | Where is/are the abnormality located? | Right Lobe |
"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" | Is this a study of the neck? | No |
"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" | What disease is/are shown on the right of brain? | Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor |
"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" | What is the color of brain edema in this image? | Dark Gray |
"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" | What kind of symptoms will the disease on the right lobe of brain in the picture bring to the patient? | Visual impairment, vomiting, tinnitus, increased intracranial pressure |
"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" | How was this image taken? | MRI |
"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" | Is this a T1 weighted or T2 weighted MRI image? | T1 |
"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" | Is this a transverse plane? | Yes |
"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" | Do the organs in the image exist in the pelvic cavity? | No |
"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" | Where is the brain edema? | Lower Right Lobe |
"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" | What organ system is primarily present in this image? | Head |
"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" | What disease is/are shown on the right of brain? | Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor |
"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" | What is the color of brain enhancing tumor in this image? | White |
"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" | What is the main cause of the disease on the lower right lobe of brain in this picture? | Brain embryonic tissue dysplasia, genetic factors, chemical factors |
"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" | What modality is shown in this image? | MRI |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoor0z9nz9lX4jftEyXtx4fvbHRNMs7aZ117xBBeJY3FxE0G6zjlt7eUNcbJ0k8sgYQFiRxkA8zor9Dv2LP+Ccv7M2j6roniz9oHxfqeveINK1WPU203TBb/2FKsMweOzuIru1Z7yORU/ef6oFZWj2/L5j/qP+yB+1d+zv8N/hDefB/wCFXw+8O+DYtQ1J7yWz8P6Jb6fbS3OERpHigRFMpSKNd5BYrGozhRgA/mqr7/8ACH/BIH4Z+Fv2Q/Dfx5+OPxogTxV4qsLbX9D0PR7iSW0n0W80+2uLaJ1e2ikW/R5Jt4WRocCMBmw279iP2jPgH/wTu+Kf7QUn7b/xT+E/hfxP4y1D4YweFdS0XxB4f0u+0i7MU6yxapLBNatI+pLGkdqtyZTtto1iCgKK+M/2tdV0T41eONC8LeB/C1lo3h3wrZQ2unabp1qsNvaxxKESKJEAVEVVCqigKqgADAoA+Vvgz+zB8KvB+gx+Jrf4elL8EnTr2/hQyquDiTO0bT2wK3/EP7Mn7KvxQubTxRo3gVl1u6snTXrc2qbJL8sSZhkHOc7iR1717F4vsS0cen2rICse1zjKn6+9c/4T8O3Gj6per9n8mVxwY2wQpHSgD5u8L/8ABMnwN41+JDaZq8+tWWm28Ukmovo80ajA3HKGSNwucgdMDHSuO/a4/wCCYnxL8A/Enw54X/ZI+DfxN+IGmax4Ugvrq707w7PqrR3z3NyjW4aztlUERxwtsILfPnOGAH35pui3zy2t7HfNDDJCUlKuRu9j616Z8P8A45p4F8T6GNNla3WKYDeSdiY7k9s0AfhD8R/hn8SPg740vfhv8XPh9rnhXxFppQajoPiPSZrG9tS8ayIJIJlWRN0bo43AZVlI4INYlf0jf8FC/hh+y5/wVe+DvhX4UfF/xNeeHtf0aa5u9I8XaRa289xp9y1tJEqOJULvaO7RSS26PCZjbQ/vEKKw+Bfir/wbt+AtJ+F1n4d+Bv7Xdr4i+JNx4m8yW98VWLaNoyaJ9nYGNbe3jvZ2uxcBG8wyiMxsy+WGUMwB+WdFfQX7WP8AwTP/AGn/ANknxlN4V1zw/H4ztLPQzquo+JfAGn6hfaXYxKZfMSa4ktYvLeNITI4IwqMrE4Jx8+0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0Hwl+HGrfGL4q+GfhHoGp2Nlf+KvENlo9leapI6W0E1zOkKSTMiOyxqzgsVViFBwpPFfox+yt8F/C3wvvrLwB4dsJr3StFh26vqou5JoNQ1p441vbuEsiEQ7o1iiXy1PlRIXBcuzfOH/BIq58Jaf+0N4k1nxN4K0nW7iw8BT3OgjVtPiuPsWoLqFh5V1D5inypkG/bIuGXccEZr9FPhF4bs9K8JQhLdQshMy7V/vNlgT65oAo+IPh3pEmjtfaVayJcGJjGbZdoUjkZArnvBegJrMaXUd+kEsQDb0k59+Oxr1zUo4vsRl0tizSIQInYZz2/AVy+lfC7y7dtVgm2zvIWcKNvzfyx7UAPt9W8Qae39k3N6LiyBDQ+c5O1iPvZ9ParWheGLi2vZtQvIVw6kwYHcjnrVixtdkITULdXkB2oSOq9+K6HSLGA2bRoxdEbknnA9cdqAPOtYsri3upZpbdJGI3bsYGPT61VTw8gnTxDpsyvDeJucF+YmHDIfeuq8V6Zc2sj2aBfKB3q+cMQe/Poe1YulSS+fLqlto628ctxtuoH+68ijDkDtuHP1oA39D0vTbjS0sSWYtkvIg5jP8ADj3zXP6hpUdtq5haMr5pKrvXBD9xjvnrXc6HYRXGnma2WVYw3yqwxlfTNY3jKON7pbuSB90cmYkROcjpmgDjr5/FGh3rPY+cIt4MQD/Mh9z6Vv8Awx+IT23iW5v9X1k/bhbutqHYny5MYBx6fWs/VV1zxTcPp+nxyW+0AzT4I2j0GeprIm8BXvhzxnZ6/bGe4iki8u4Z0LY/AdPqaAM/x5qniLxLpfiRvEFityotlCRXNus0NyWJWSKZHyJInQlWUggq2CCK/OP/AIKHfDfwn4G/aPvPFHgGwstP0PxzZL4l0/Q7GFIU0hriaaO5s1hihiigijuobkQxRhlS3MALFg2P1V8d6DBD4duL2CSGGSa2AWOQ5Dj3PY18D/8ABV3wqNL8H/DfVf8AhERBcrPq0d7qq2oYyROLR7eJp1HzJuF20aE/KWmIGS1AHxfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVa0PQ9b8T63Z+GvDWj3Wo6jqN1Hbafp9jbtNPczyMESKNEBZ3ZiFCgEkkACgD60/4Iv+C9J8b/ALR3i+z1cyhLP4aXd3C8RI2SJqGnhSSOgBbnPFfoXH4q0zSopdI0+5jm+zsFkuoHLplh+Q5ryX/gnT+zhJ+zp8AbPwz4+i03SNe8XytqOv6/YeHVXWbCwuYbXGkSzSKs3lxNbrLJAdi+e7rhvLEjdr48+Hw0G9TRvh215f6fazmSzn1NVikvJOzyxqdp46Kc0Adgvi/w7oloNQ1rVYkkbIhiI3bj7gVJpXxD0zVZGNldF0VeNhHyt7A8muD8IeBF0KePXNbtmu5NSUkrNFhrRwfmRRnAH0r0vw/4V8Oi4RltAcYLKqj+dAG3YadaajALhbYiVgNrZ5P5VkXmtJ4U1uK1uLaQxTSFTIv3QP8AaBrXbUIrazfTLeKVtzfLNEB8g7g+vsao+ILL7eSqM5hKc5GSeOpJoAs+LrI3ujm4hMeV5RlYAsvYfWsW6sbOT7HbRt5rxWoaYheDIfp/WsDw98UF0nVH8BeJH/dySYtrll/Jef51lax8WNC8O6ldWVtOJJ1lEaAScrigD0G98V2Xheyh0gqHumB/cjAIqWDSv7WEepTNICV3SoWwq+xrjvC3hxr+5TXNW3PcyyB41dSQoPf3zXo81zaW9vHY3CYZlwX3Y2g9PYigDhPGPxAtvBUM9za6Y86W2DJHBEC4XuR64qX4d/Erwx8R9Pkk06ZHUr++QcPH6bhVzxX4bFlM96qCZ5UCttc8+2Oh/SvFtR+Gnj7wj8R7m/8AhQV0y1uoTcXLXMZMTuOfKZeeCehHSgD1/wAR2guLiLQ7oAQXri2mkXBKhhwRkV8s/wDBTC417xX+xkPgfaeC7m/1Hwf47i13StSs4UYNoiWV9He5P32MUj28hVc7Y/NkYBI2Ze71r46+MdUVfDmo29tp+pw3Cma5hl83yWHTGBx64ql4/wBE8QftW/DzxR8KfDmp6LbeKbzRZW/0yGZYbuUKVedUXaY5ChIYrkYO4o+CjAH5QUVf8V+GNd8EeKNS8F+KLH7LqekX81lqNt5qv5M8TmORNyEq2GUjKkg44JFUKACiiigAooooAKKKKACiiigAooooAKKKKACvR/2RY9dtv2l/A3inQ/DkuqDw74r03V723QYUW9vdxSOXboqnAXJ6s6qMswB84r9Qv2Qf2d/hn4V8P/Cv4Y+BtQmu5fEvhe1+IPjqe6SLzftUtvGltZh0jUtBFmWSNHLbWuJSG+c0AfU3go2msvtuLW0N8iedeFMAB2524P8AdBxWtd6RY6pi6RYmETAMh5A9xj0q7Y+EdLs9Xk1KO1V/tDASvJ14HHPqKLjULaa4+yRrEZozgOgwxyf4iOp7UAc74hvr21hbSobxLiISBo28rlG7jPY+xrY8MXyz2LXEcWApIKquCxx61keJtVtE1wW8cUy3rTbZ4JbcqcY75GK29FdLazUS2qkSNtPmDA9iPegBv2RJhvEO0qA0qHkbfr3q/caNZ32mSWqqUZsFCrk49uaQxC1n/eRn5jhlDcAepxVied4beTL5VUIQoM7j24oA+Tv2jNcni+O2j6BY3TbobqKKZYuFYlhjJrC/aN06++GnxGmivlSMzzx3EESHJKHGWNdnP8LNc+LX7Wmi+F/DemOb6+1MStA8vEscQ3OEz3x2rrP21/gxq3iXUPAXxA0HQ2eLVtYl0G4tmybgTxN97Yf4Av8AF0BFAHpHgixi1vTbHVoHVUlt4njRyVwCo4zWrrGlTfb90saMyZ2JG+SQP4j2GK0/B2n6foXhFPDGjSSM1nEIp7l0BeYjg7fQCoLxZ7pQnlkMrbRjp/8AXoAz2VrmwMc0UZ8r5mIOA49q43xHfW8cj2+fs8TZV5GY5/DNeialpqNp7SKZPkXMo2gYI9AO1eb6zf2drfLqcpZrme4aKJJk/dxAdX6csfSgDmfBnwlS3m1XxtqUPlRyZaOSWMENnoRnqa55NYuPAHiSH4nm8ksb7R52NpbRx7Li8RgQwyQeCpPFezWdvLcWjGUpKuM+S8nCn1b3rD+IumWtytm72vlpFbs/nIoYOx6gMaAPya/4KB6B480v9p3XNf8AHPwmh8KL4jP9r6EbW1aOHWdNmkk8jUVbe6StKFIleMgedHMrKsqyqPFK/Qn/AIKOfC/XPix+zT4Z8Y+F7F7+fwVqWrK8NvFNJJ9iGyW4dFQFcIqiZ2IASOGRiwAIP57UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdj+z7pvgzVvjb4YsfiFr1lpujtrELXtzqcCyWxCncsUwYhVjkYLGzt8qK5ZshSK/ZT9nzwr4HHxG+IXj74W6hYah4fi/szw/wCG7rSZIpLJrO0tECm2eP5REcgrs+UjGOK/Dqv3S/4JreF7vwf+yB4K13xen/CQ6t4msRr+q3GoSy/vftJ3o0hLlpHKEbmJ+Y5PGcAA9Asv7S+zRWWqxMzDnhuCO1Y6aBeRaxPdlVWCZm8xCDgH1FdtqVtC9zJdRWbwB2JEdswKAegzyBWPfR6WzLJbKUK8SCeVlyfYjj8DQByxgi0rUrq5+2ztJfhUukdMowXodxyRWoSLu33ybiu4YjVcjHtUpsrjy3uZVtroySr5YjmG5VHX5ep+tZni++S0giCyyrvl6Rjovp7UAbM9zG8YMMiITjMcpwVb1yOv0okuLaGANJKfMeM7sDC8d+OmawdAuGM6M26TqW3D50B/hP8AjW24gnb+ypJOW/1ZK5Yd/wAhQBH8NbS18JfEzSviZo9q8Wr2ep27aeVYK0fz/MckEMCOD6ivYPjH43ufhN4LuNJ8NQ2reIfEWt3Wq3esTWizmygkOPs8O4ER57kc15VD4X12HWLPWLG3+16XasGku7QiSJWAzgkZKn61t+Pr3+2PGtpoIu2llfw8j2VoH5uXYkngnqBQBj6R4itL7T7e/tNLjtLlSVvhFJhJG7MF7Z9BVkXSyT7oY4jxnbIOS39KxfDUME9hJbLK6TpKQ6hQCCD3BqWdpbC8DQwNInQF+AfXNAG7Mbb7G8W0s8y8yYJCj09vrXl3xW1+w8MeHZURoJJZpM28U0IZ/OPGUz0r0mJ49Q0nyow0crqRuJ3D6D2rzD4nal4T8AJDq934bj1/U5W8uyW8lJO/PRUBwMe+aALvghodK0eCWUfaJJ4wCJm5ZiOSSfSsPxD8TvDEdzJ4Mj0w6iJmEeofYoJJ0XnoCCAD64Oas6ToHjDxlo1wNcv00qU7f9HgbDlTy2XPAPbA7V2HhvRtA8DaIEtbRW+X5UQAnPfnuaAPi/8A4Kr+K/FHgX9mrS9K8E3j6HYXfif7GYNOV4jJa3FlcCaNm+8FkCbWXI3KWU5VmB/Nav1Z/wCCstrpHjH9j3W9RuIwJtD12wvYbdZWHlzNKLfzOMbv3c8i4OQN2eoBH5TUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdz+zn8BvFP7SfxYsfhT4Tu4bWa5t7i5ur+5jdorW3gheaR22A87U2qDgNI6KWXdkfuz+zzD4F8KfBrwx4K0HV9Tu7PQfBem6ZaebEqyO8VusZ3YAzjbywABzkAV+N//AATD8IeJfG/7XWk6H4b8X3Gjn+xdUlvXtZVVrqFbOU/ZiHRldHfYGBAIXcyMrqjD9ffhhc6TdeCtJ1S1glFuthBCz42tvVMMfXqOuKAOxvXQ2+yKPduXoHxiue1uSe2Plg7QvJ3ngDvmt2aTTvJiuI5/OGeAGH61y/iW5J1IO53BWyxOTgUAVbjWntXEjSbzkGAwrjaO+fX8ao+JtZsbmCJ7YmTyjkKR69R9KZq17HEDcSoCGOUU+nbp3qolxdattmVFAAwCy44+tAFjSrwS3CTQyLGyoy8sApGMnOazfh58Q7LxFqeu+JZ9fjj0nw+j28UbLk3U5HTPVQPXvWD46n1fw9pN7Np+Xd4jGjnqpbrj6VzPwj8A6nNo7aAY2aK6uvtN05Yq7npQB7V8AfEGuR+OtDshcGDT9aaSLVg3yxPA6H7w9R2Jqr+1BrGizeMtA8ReBLx7xtNtV0+4AkMaxmNztww+8WHFdF4f8BR37WPh61lWNvL8qMh/ugDPX+tcv4z8IX2veANU0rQpEW/kDiAtHz5iE459TigDT1i/8IzeBYvjh4LvRFIdTFpreh30pa4gl2+ijaUPY1feMeKtLt9fghcQ3KZiwOmexI4r4ZsP2kvid8O9e1nwfqsV0kOoQPaajBkhlccCVR0yPWvZP+CePxt8WTtqfwn8aa3JdxSsZ9GuJV3eX/eTPYHrj1oA+jxbrpujCPe8eHCkg4IUDn8a82vfsnhDxDH8RPG9ml5cTNu0iyuOVSIHAOP7x9q9YvdOS8Xyo334w3zDqaxV0PRYL+1l8X3KXFvZyl4re8KvHDznauegJ7UAZem6NqOvq13rVlHYq2ZI4ICQ+G5BYnqa19I0SS0zNFcyTJAMyXEqlzGpH97GBXOeJvGfibxXrbv4J02GC3uHf7TdS8rEBxhB2qvqnhP4sXNu+p2PxJvIEWMKLGMBLYp/FlRy2fegD5+/4KoeF77Uf2V/EsOhWM17doYbi5+y7pHa3iuoZHdkUH5URWdnP3VUk4AJr8mq/UP9tXxRJ8AvhP4o1HxzrU5g8S6HqWiaFbQQNI8s93bSRheTtVACzsWIwqHGW2qfy8oAKKKKACiiigAooooAKKKKACiiigAooooA96/4JneNdd8J/tr+ANN0PTba5/t7xBFpFys8kcRSK6DWzSCVgSNizGQoD+8KBeu0j9jPCHhIaXptvoqWphm0xHhnlK48p42KsG9ee1fgT4S8Va/4E8V6Z438KaibPVNG1CG+027WNWMFxDIskb7WBU4ZQcEEHHINfvh4Q+LHgv4r6VN8U/h9qtze+F/iAsHiDRp7hohNi4jHnWkohkkjSaC4WWGRVY4eNgeQaAL19rul6VZ+RJiWUS5JmTdIfcAYAHtWJfasmq3C3JxwcCJccD1PateaG5dDmAKWbny8MxHpnHFZ2sWkar58ZBfqw29R9RwfrQBk6i0MxWJ+FAyoxjJ9cdqjspPLfy8+XtHIL/L9eabrKx71mDhmABIA7e1Zck063iSxIxVxhlZeR7jNAG5F4QPiuylEh3+W/CnOR61p+GNJttLYyxWqRxRcHauMt0rsvg1pfh2PSnF0rvOMu5JG4j3z2rkvFayz+JbhNKthHBHKWBRsbh689aANLUrjVreLfpnmiVQXRoWwyerAk9BT9KkgeV2h8yQOA/mls72I+YkYwOfSuW1vVjHo9zd3IZ9jKGRAMBc/yqbRfifpVoE060CSlCSGGehHTGKAON/aM/Zb8P8AxKlHiTR9Lit9UiP72aJ9vnD37E1n/s3/AAAk+Heuf2peSENGCA7DjmvbdP1eLVdP5JV4/mKtjBHvVa1SRnaQhT82SoGCPT60AdDppRIdkcfBHzbu/vVLUfDFlqdq0VwI5YHO54pIgwY++eakjmW3tlRISWVfmYH/ACaral4gltjDbQNkSA8bO3egCGz8K2Gk20n2aLyU3cBVwB+PenwWIe1nFxNI4x8gRuMe9Q3GsI9rGn2mOUkEkgdD+HaiSZm0xIppDgyqI1AwWY8Y9xQB+dn/AAXR1K+hX4aaHDczx2kg1Wae2Ex8t5VNqEZl6FlWRsHqBI2Opr8+6+0P+C2vxAutT/aH0T4UG9spYvDWitczx27Zltru7Yb4pPmIX9zb2sirgHEpPIZcfF9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2n/wAE7/8Agqb4e/Zi+El/8APjv4U1vWvDltfyal4T1HRWWe702eQp5tn5VxMka2rMGnXyypSV5iVk8/dF8WUUAfvP8I/jX4Q+MPw40f4m+DLxrnT9e01LiFZHjZ4d33opPLZlWRG3I67jtdWXPFa10EaZXWVQjceWVyB7Y7fWvzp/4Ie+OfE8/wAUfGnweNy8ujT+Gf7cFsUlkKXcN1b2w2KG2RiRbr94xXJ8iH5htwf0WuSkaPDITHJvAEBfnjrQBQgtoozm+GdpIJZs49MVV1DT/wC1JBe2uPMR/kXsfXipNY22uy4nmEhLgAA9Sen1rrvhvb2+oXBeeMGNLd5SjkMXYKTwO3SgDU8FaPZ6ppKSaokkE8UDLI0fy5B6YrL+Kmix/DzVNNWe/WcX9kHMkTY2MOgYHpxWZ8Gv2xvCuo65Np3iaxgFrcFre+tpLQ77EqxCzRN/F05X0pP2mEW+sINX0W+i1KweQvBqtrMXjcHtn+E/7JFAHP63fmLTVME8ccUbGSUJHww9KxbebTZJ43ZQquow4QDPPB96pW93cX+hTWscjyMdoPzdB6mui0XRWLwJd2ofdEPmK8CgDtfCyW1pp+xUDs68s3pV+3EIkYQnep6OO9ZbXFrpFgoiYYCcsOST7CorfWIHCiFCGC5YF+VB9hQBsPcL5Tl5QdzcEEYH4/0rNkUfbXnu55CI4W8iGJBgk8ZY9hUOtSJLpT+XPtdFZ2cLwPwqlofiS11HTPsiviVuozgg+nNADNCsWtZVZTI8AfHIy0f+I96h8d/E/wAFfBnwd4t+O/xAvjNZeDfDVzqFjpQ1JLRby7WM/Z7czOrKjTTbIlIVjukACscA63hPS9X1vU5tB02xLIUM0044EEY+8WPavzj/AOCv3/BQXSfjJrdz+yt8GrQ23hrQNWH/AAk+qRq0J1a/t90ZhCggNbxvk5YEPKisuAiu4B8g/Hn42+O/2j/i/r3xu+JVxbya14hvftF2LODyoYgFVI4o1ySESNERdxZiEBZmbLHkaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDofhR8TvFfwZ+JGjfFLwRemHU9Dv0ubbMsiJKBw8MnlsrGKRC0bqGG5HZc4Nfo58Hf+CunwC8TfDKbxL8ctWk0XxVDbytd6JZ6Tc3AvJo0BAtZFVkVZTwizOuxsq7bQJW/MKigD9bvhJ/wU2/ZU+PGp3Glx+KJvB0+mWqyr/wAJw9tYxXiFtrCGUTPHuUlcqzKxDZUMFcr9P+Brmxj1O3kkuYo1LiJy7cLniv58q9l/Zb/bt+PP7J2uRX/g3U4Nd0y3s5Le18L+Kbm8uNKt986zNLHbxTxBJNyt8wI4lk7tmgD9ifGf7K+pfD6K9+IujadBc6VdawbWa2ClZFZ/m8xDjoPWsDw7qF3YR6j4Aadbuy1K3YAMSNkq9D6Kw/Wvzf8Ah9/wWb/bc8CfGvxP8Y9R8XxeKLbxI160XgbxbqWp3vh7RTcXSXA+wWZvB9n8rZ5MXzNsiZk5zmuW+IH/AAVL/bU8f3Wsk/Eux0W01m5nlNl4f8NWNt9jSQtiKC48k3KBFbajmZpBtBLlhuoA/R/wbqsNxqcnhSHV7eO6gKSXVtPOokSJi6o7L1Cu0UgU9CY2A+6ceieHb3aolcrsVSoZySp9hX4qfA39obxt8E/jZa/G2C4n1e++0yvrEV9fyhtUSbPnCWQElmJPmBm3ASKjlW24P3doH/BXv9m/xTDp2ja3oninw489qp1Ce4so57Ozm8vLorwyNLIhYbVYQgnIJVRnAB9Z+LtdvZdEY6TcBLmIEwnOfwrC0bxnJY+HiJWT7SGCsiSDdISffpXletftlfstaN4Wh8Wn48eHJrFoIZtlvfiW7CybcA2qZnDDcNyFNyc7gNpxwF3/AMFCf2SbnxRbR2fxVWCydQLq7k0G/wAIQc52iAk/gKAPsW1vZLfRyzRlpGtjv3HOPb6141+0Z+1l8DP2VYNO1P4leI5P7T1GMXFt4e0y3+0X13aiVY2lVMqka5LkGWSNX8qUIWZCtfNHxx/4LRRrpI0b9mP4d3NvdTWZSXxB4yiiZ7ZmSVSIbSJ3jZlJhkSSWR0yrI8DDBPwz4t8Y+LvH2vz+LPHfirUta1W6VBc6lq19Jc3EoRFjQNJISzbUVVGTwqgDgCgD7J/bS/4LQ/FT4z6MfhF+yvpN58MfBAWaLU7y2ukOt+Iz9oDRT3Fyg3WS+XHGPs1u5ALzLJNcIyBPiSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=" | Is this an MRI image with T2 weighted? | No |
"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" | Is this a transverse section? | Yes |
"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" | Which part do the organs in this image locate from the aspect of the whole body? | Head |
"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" | Which hemisphere is normal? | Left |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoor0z9nz9lX4jftEyXtx4fvbHRNMs7aZ117xBBeJY3FxE0G6zjlt7eUNcbJ0k8sgYQFiRxkA8zor9Dv2LP+Ccv7M2j6roniz9oHxfqeveINK1WPU203TBb/2FKsMweOzuIru1Z7yORU/ef6oFZWj2/L5j/qP+yB+1d+zv8N/hDefB/wCFXw+8O+DYtQ1J7yWz8P6Jb6fbS3OERpHigRFMpSKNd5BYrGozhRgA/mqr7/8ACH/BIH4Z+Fv2Q/Dfx5+OPxogTxV4qsLbX9D0PR7iSW0n0W80+2uLaJ1e2ikW/R5Jt4WRocCMBmw279iP2jPgH/wTu+Kf7QUn7b/xT+E/hfxP4y1D4YweFdS0XxB4f0u+0i7MU6yxapLBNatI+pLGkdqtyZTtto1iCgKK+M/2tdV0T41eONC8LeB/C1lo3h3wrZQ2unabp1qsNvaxxKESKJEAVEVVCqigKqgADAoA+Vvgz+zB8KvB+gx+Jrf4elL8EnTr2/hQyquDiTO0bT2wK3/EP7Mn7KvxQubTxRo3gVl1u6snTXrc2qbJL8sSZhkHOc7iR1717F4vsS0cen2rICse1zjKn6+9c/4T8O3Gj6per9n8mVxwY2wQpHSgD5u8L/8ABMnwN41+JDaZq8+tWWm28Ukmovo80ajA3HKGSNwucgdMDHSuO/a4/wCCYnxL8A/Enw54X/ZI+DfxN+IGmax4Ugvrq707w7PqrR3z3NyjW4aztlUERxwtsILfPnOGAH35pui3zy2t7HfNDDJCUlKuRu9j616Z8P8A45p4F8T6GNNla3WKYDeSdiY7k9s0AfhD8R/hn8SPg740vfhv8XPh9rnhXxFppQajoPiPSZrG9tS8ayIJIJlWRN0bo43AZVlI4INYlf0jf8FC/hh+y5/wVe+DvhX4UfF/xNeeHtf0aa5u9I8XaRa289xp9y1tJEqOJULvaO7RSS26PCZjbQ/vEKKw+Bfir/wbt+AtJ+F1n4d+Bv7Xdr4i+JNx4m8yW98VWLaNoyaJ9nYGNbe3jvZ2uxcBG8wyiMxsy+WGUMwB+WdFfQX7WP8AwTP/AGn/ANknxlN4V1zw/H4ztLPQzquo+JfAGn6hfaXYxKZfMSa4ktYvLeNITI4IwqMrE4Jx8+0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0Hwl+HGrfGL4q+GfhHoGp2Nlf+KvENlo9leapI6W0E1zOkKSTMiOyxqzgsVViFBwpPFfox+yt8F/C3wvvrLwB4dsJr3StFh26vqou5JoNQ1p441vbuEsiEQ7o1iiXy1PlRIXBcuzfOH/BIq58Jaf+0N4k1nxN4K0nW7iw8BT3OgjVtPiuPsWoLqFh5V1D5inypkG/bIuGXccEZr9FPhF4bs9K8JQhLdQshMy7V/vNlgT65oAo+IPh3pEmjtfaVayJcGJjGbZdoUjkZArnvBegJrMaXUd+kEsQDb0k59+Oxr1zUo4vsRl0tizSIQInYZz2/AVy+lfC7y7dtVgm2zvIWcKNvzfyx7UAPt9W8Qae39k3N6LiyBDQ+c5O1iPvZ9ParWheGLi2vZtQvIVw6kwYHcjnrVixtdkITULdXkB2oSOq9+K6HSLGA2bRoxdEbknnA9cdqAPOtYsri3upZpbdJGI3bsYGPT61VTw8gnTxDpsyvDeJucF+YmHDIfeuq8V6Zc2sj2aBfKB3q+cMQe/Poe1YulSS+fLqlto628ctxtuoH+68ijDkDtuHP1oA39D0vTbjS0sSWYtkvIg5jP8ADj3zXP6hpUdtq5haMr5pKrvXBD9xjvnrXc6HYRXGnma2WVYw3yqwxlfTNY3jKON7pbuSB90cmYkROcjpmgDjr5/FGh3rPY+cIt4MQD/Mh9z6Vv8Awx+IT23iW5v9X1k/bhbutqHYny5MYBx6fWs/VV1zxTcPp+nxyW+0AzT4I2j0GeprIm8BXvhzxnZ6/bGe4iki8u4Z0LY/AdPqaAM/x5qniLxLpfiRvEFityotlCRXNus0NyWJWSKZHyJInQlWUggq2CCK/OP/AIKHfDfwn4G/aPvPFHgGwstP0PxzZL4l0/Q7GFIU0hriaaO5s1hihiigijuobkQxRhlS3MALFg2P1V8d6DBD4duL2CSGGSa2AWOQ5Dj3PY18D/8ABV3wqNL8H/DfVf8AhERBcrPq0d7qq2oYyROLR7eJp1HzJuF20aE/KWmIGS1AHxfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVa0PQ9b8T63Z+GvDWj3Wo6jqN1Hbafp9jbtNPczyMESKNEBZ3ZiFCgEkkACgD60/4Iv+C9J8b/ALR3i+z1cyhLP4aXd3C8RI2SJqGnhSSOgBbnPFfoXH4q0zSopdI0+5jm+zsFkuoHLplh+Q5ryX/gnT+zhJ+zp8AbPwz4+i03SNe8XytqOv6/YeHVXWbCwuYbXGkSzSKs3lxNbrLJAdi+e7rhvLEjdr48+Hw0G9TRvh215f6fazmSzn1NVikvJOzyxqdp46Kc0Adgvi/w7oloNQ1rVYkkbIhiI3bj7gVJpXxD0zVZGNldF0VeNhHyt7A8muD8IeBF0KePXNbtmu5NSUkrNFhrRwfmRRnAH0r0vw/4V8Oi4RltAcYLKqj+dAG3YadaajALhbYiVgNrZ5P5VkXmtJ4U1uK1uLaQxTSFTIv3QP8AaBrXbUIrazfTLeKVtzfLNEB8g7g+vsao+ILL7eSqM5hKc5GSeOpJoAs+LrI3ujm4hMeV5RlYAsvYfWsW6sbOT7HbRt5rxWoaYheDIfp/WsDw98UF0nVH8BeJH/dySYtrll/Jef51lax8WNC8O6ldWVtOJJ1lEaAScrigD0G98V2Xheyh0gqHumB/cjAIqWDSv7WEepTNICV3SoWwq+xrjvC3hxr+5TXNW3PcyyB41dSQoPf3zXo81zaW9vHY3CYZlwX3Y2g9PYigDhPGPxAtvBUM9za6Y86W2DJHBEC4XuR64qX4d/Erwx8R9Pkk06ZHUr++QcPH6bhVzxX4bFlM96qCZ5UCttc8+2Oh/SvFtR+Gnj7wj8R7m/8AhQV0y1uoTcXLXMZMTuOfKZeeCehHSgD1/wAR2guLiLQ7oAQXri2mkXBKhhwRkV8s/wDBTC417xX+xkPgfaeC7m/1Hwf47i13StSs4UYNoiWV9He5P32MUj28hVc7Y/NkYBI2Ze71r46+MdUVfDmo29tp+pw3Cma5hl83yWHTGBx64ql4/wBE8QftW/DzxR8KfDmp6LbeKbzRZW/0yGZYbuUKVedUXaY5ChIYrkYO4o+CjAH5QUVf8V+GNd8EeKNS8F+KLH7LqekX81lqNt5qv5M8TmORNyEq2GUjKkg44JFUKACiiigAooooAKKKKACiiigAooooAKKKKACvR/2RY9dtv2l/A3inQ/DkuqDw74r03V723QYUW9vdxSOXboqnAXJ6s6qMswB84r9Qv2Qf2d/hn4V8P/Cv4Y+BtQmu5fEvhe1+IPjqe6SLzftUtvGltZh0jUtBFmWSNHLbWuJSG+c0AfU3go2msvtuLW0N8iedeFMAB2524P8AdBxWtd6RY6pi6RYmETAMh5A9xj0q7Y+EdLs9Xk1KO1V/tDASvJ14HHPqKLjULaa4+yRrEZozgOgwxyf4iOp7UAc74hvr21hbSobxLiISBo28rlG7jPY+xrY8MXyz2LXEcWApIKquCxx61keJtVtE1wW8cUy3rTbZ4JbcqcY75GK29FdLazUS2qkSNtPmDA9iPegBv2RJhvEO0qA0qHkbfr3q/caNZ32mSWqqUZsFCrk49uaQxC1n/eRn5jhlDcAepxVied4beTL5VUIQoM7j24oA+Tv2jNcni+O2j6BY3TbobqKKZYuFYlhjJrC/aN06++GnxGmivlSMzzx3EESHJKHGWNdnP8LNc+LX7Wmi+F/DemOb6+1MStA8vEscQ3OEz3x2rrP21/gxq3iXUPAXxA0HQ2eLVtYl0G4tmybgTxN97Yf4Av8AF0BFAHpHgixi1vTbHVoHVUlt4njRyVwCo4zWrrGlTfb90saMyZ2JG+SQP4j2GK0/B2n6foXhFPDGjSSM1nEIp7l0BeYjg7fQCoLxZ7pQnlkMrbRjp/8AXoAz2VrmwMc0UZ8r5mIOA49q43xHfW8cj2+fs8TZV5GY5/DNeialpqNp7SKZPkXMo2gYI9AO1eb6zf2drfLqcpZrme4aKJJk/dxAdX6csfSgDmfBnwlS3m1XxtqUPlRyZaOSWMENnoRnqa55NYuPAHiSH4nm8ksb7R52NpbRx7Li8RgQwyQeCpPFezWdvLcWjGUpKuM+S8nCn1b3rD+IumWtytm72vlpFbs/nIoYOx6gMaAPya/4KB6B480v9p3XNf8AHPwmh8KL4jP9r6EbW1aOHWdNmkk8jUVbe6StKFIleMgedHMrKsqyqPFK/Qn/AIKOfC/XPix+zT4Z8Y+F7F7+fwVqWrK8NvFNJJ9iGyW4dFQFcIqiZ2IASOGRiwAIP57UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdj+z7pvgzVvjb4YsfiFr1lpujtrELXtzqcCyWxCncsUwYhVjkYLGzt8qK5ZshSK/ZT9nzwr4HHxG+IXj74W6hYah4fi/szw/wCG7rSZIpLJrO0tECm2eP5REcgrs+UjGOK/Dqv3S/4JreF7vwf+yB4K13xen/CQ6t4msRr+q3GoSy/vftJ3o0hLlpHKEbmJ+Y5PGcAA9Asv7S+zRWWqxMzDnhuCO1Y6aBeRaxPdlVWCZm8xCDgH1FdtqVtC9zJdRWbwB2JEdswKAegzyBWPfR6WzLJbKUK8SCeVlyfYjj8DQByxgi0rUrq5+2ztJfhUukdMowXodxyRWoSLu33ybiu4YjVcjHtUpsrjy3uZVtroySr5YjmG5VHX5ep+tZni++S0giCyyrvl6Rjovp7UAbM9zG8YMMiITjMcpwVb1yOv0okuLaGANJKfMeM7sDC8d+OmawdAuGM6M26TqW3D50B/hP8AjW24gnb+ypJOW/1ZK5Yd/wAhQBH8NbS18JfEzSviZo9q8Wr2ep27aeVYK0fz/MckEMCOD6ivYPjH43ufhN4LuNJ8NQ2reIfEWt3Wq3esTWizmygkOPs8O4ER57kc15VD4X12HWLPWLG3+16XasGku7QiSJWAzgkZKn61t+Pr3+2PGtpoIu2llfw8j2VoH5uXYkngnqBQBj6R4itL7T7e/tNLjtLlSVvhFJhJG7MF7Z9BVkXSyT7oY4jxnbIOS39KxfDUME9hJbLK6TpKQ6hQCCD3BqWdpbC8DQwNInQF+AfXNAG7Mbb7G8W0s8y8yYJCj09vrXl3xW1+w8MeHZURoJJZpM28U0IZ/OPGUz0r0mJ49Q0nyow0crqRuJ3D6D2rzD4nal4T8AJDq934bj1/U5W8uyW8lJO/PRUBwMe+aALvghodK0eCWUfaJJ4wCJm5ZiOSSfSsPxD8TvDEdzJ4Mj0w6iJmEeofYoJJ0XnoCCAD64Oas6ToHjDxlo1wNcv00qU7f9HgbDlTy2XPAPbA7V2HhvRtA8DaIEtbRW+X5UQAnPfnuaAPi/8A4Kr+K/FHgX9mrS9K8E3j6HYXfif7GYNOV4jJa3FlcCaNm+8FkCbWXI3KWU5VmB/Nav1Z/wCCstrpHjH9j3W9RuIwJtD12wvYbdZWHlzNKLfzOMbv3c8i4OQN2eoBH5TUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdz+zn8BvFP7SfxYsfhT4Tu4bWa5t7i5ur+5jdorW3gheaR22A87U2qDgNI6KWXdkfuz+zzD4F8KfBrwx4K0HV9Tu7PQfBem6ZaebEqyO8VusZ3YAzjbywABzkAV+N//AATD8IeJfG/7XWk6H4b8X3Gjn+xdUlvXtZVVrqFbOU/ZiHRldHfYGBAIXcyMrqjD9ffhhc6TdeCtJ1S1glFuthBCz42tvVMMfXqOuKAOxvXQ2+yKPduXoHxiue1uSe2Plg7QvJ3ngDvmt2aTTvJiuI5/OGeAGH61y/iW5J1IO53BWyxOTgUAVbjWntXEjSbzkGAwrjaO+fX8ao+JtZsbmCJ7YmTyjkKR69R9KZq17HEDcSoCGOUU+nbp3qolxdattmVFAAwCy44+tAFjSrwS3CTQyLGyoy8sApGMnOazfh58Q7LxFqeu+JZ9fjj0nw+j28UbLk3U5HTPVQPXvWD46n1fw9pN7Np+Xd4jGjnqpbrj6VzPwj8A6nNo7aAY2aK6uvtN05Yq7npQB7V8AfEGuR+OtDshcGDT9aaSLVg3yxPA6H7w9R2Jqr+1BrGizeMtA8ReBLx7xtNtV0+4AkMaxmNztww+8WHFdF4f8BR37WPh61lWNvL8qMh/ugDPX+tcv4z8IX2veANU0rQpEW/kDiAtHz5iE459TigDT1i/8IzeBYvjh4LvRFIdTFpreh30pa4gl2+ijaUPY1feMeKtLt9fghcQ3KZiwOmexI4r4ZsP2kvid8O9e1nwfqsV0kOoQPaajBkhlccCVR0yPWvZP+CePxt8WTtqfwn8aa3JdxSsZ9GuJV3eX/eTPYHrj1oA+jxbrpujCPe8eHCkg4IUDn8a82vfsnhDxDH8RPG9ml5cTNu0iyuOVSIHAOP7x9q9YvdOS8Xyo334w3zDqaxV0PRYL+1l8X3KXFvZyl4re8KvHDznauegJ7UAZem6NqOvq13rVlHYq2ZI4ICQ+G5BYnqa19I0SS0zNFcyTJAMyXEqlzGpH97GBXOeJvGfibxXrbv4J02GC3uHf7TdS8rEBxhB2qvqnhP4sXNu+p2PxJvIEWMKLGMBLYp/FlRy2fegD5+/4KoeF77Uf2V/EsOhWM17doYbi5+y7pHa3iuoZHdkUH5URWdnP3VUk4AJr8mq/UP9tXxRJ8AvhP4o1HxzrU5g8S6HqWiaFbQQNI8s93bSRheTtVACzsWIwqHGW2qfy8oAKKKKACiiigAooooAKKKKACiiigAooooA96/4JneNdd8J/tr+ANN0PTba5/t7xBFpFys8kcRSK6DWzSCVgSNizGQoD+8KBeu0j9jPCHhIaXptvoqWphm0xHhnlK48p42KsG9ee1fgT4S8Va/4E8V6Z438KaibPVNG1CG+027WNWMFxDIskb7WBU4ZQcEEHHINfvh4Q+LHgv4r6VN8U/h9qtze+F/iAsHiDRp7hohNi4jHnWkohkkjSaC4WWGRVY4eNgeQaAL19rul6VZ+RJiWUS5JmTdIfcAYAHtWJfasmq3C3JxwcCJccD1PateaG5dDmAKWbny8MxHpnHFZ2sWkar58ZBfqw29R9RwfrQBk6i0MxWJ+FAyoxjJ9cdqjspPLfy8+XtHIL/L9eabrKx71mDhmABIA7e1Zck063iSxIxVxhlZeR7jNAG5F4QPiuylEh3+W/CnOR61p+GNJttLYyxWqRxRcHauMt0rsvg1pfh2PSnF0rvOMu5JG4j3z2rkvFayz+JbhNKthHBHKWBRsbh689aANLUrjVreLfpnmiVQXRoWwyerAk9BT9KkgeV2h8yQOA/mls72I+YkYwOfSuW1vVjHo9zd3IZ9jKGRAMBc/yqbRfifpVoE060CSlCSGGehHTGKAON/aM/Zb8P8AxKlHiTR9Lit9UiP72aJ9vnD37E1n/s3/AAAk+Heuf2peSENGCA7DjmvbdP1eLVdP5JV4/mKtjBHvVa1SRnaQhT82SoGCPT60AdDppRIdkcfBHzbu/vVLUfDFlqdq0VwI5YHO54pIgwY++eakjmW3tlRISWVfmYH/ACaral4gltjDbQNkSA8bO3egCGz8K2Gk20n2aLyU3cBVwB+PenwWIe1nFxNI4x8gRuMe9Q3GsI9rGn2mOUkEkgdD+HaiSZm0xIppDgyqI1AwWY8Y9xQB+dn/AAXR1K+hX4aaHDczx2kg1Wae2Ex8t5VNqEZl6FlWRsHqBI2Opr8+6+0P+C2vxAutT/aH0T4UG9spYvDWitczx27Zltru7Yb4pPmIX9zb2sirgHEpPIZcfF9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2n/wAE7/8Agqb4e/Zi+El/8APjv4U1vWvDltfyal4T1HRWWe702eQp5tn5VxMka2rMGnXyypSV5iVk8/dF8WUUAfvP8I/jX4Q+MPw40f4m+DLxrnT9e01LiFZHjZ4d33opPLZlWRG3I67jtdWXPFa10EaZXWVQjceWVyB7Y7fWvzp/4Ie+OfE8/wAUfGnweNy8ujT+Gf7cFsUlkKXcN1b2w2KG2RiRbr94xXJ8iH5htwf0WuSkaPDITHJvAEBfnjrQBQgtoozm+GdpIJZs49MVV1DT/wC1JBe2uPMR/kXsfXipNY22uy4nmEhLgAA9Sen1rrvhvb2+oXBeeMGNLd5SjkMXYKTwO3SgDU8FaPZ6ppKSaokkE8UDLI0fy5B6YrL+Kmix/DzVNNWe/WcX9kHMkTY2MOgYHpxWZ8Gv2xvCuo65Np3iaxgFrcFre+tpLQ77EqxCzRN/F05X0pP2mEW+sINX0W+i1KweQvBqtrMXjcHtn+E/7JFAHP63fmLTVME8ccUbGSUJHww9KxbebTZJ43ZQquow4QDPPB96pW93cX+hTWscjyMdoPzdB6mui0XRWLwJd2ofdEPmK8CgDtfCyW1pp+xUDs68s3pV+3EIkYQnep6OO9ZbXFrpFgoiYYCcsOST7CorfWIHCiFCGC5YF+VB9hQBsPcL5Tl5QdzcEEYH4/0rNkUfbXnu55CI4W8iGJBgk8ZY9hUOtSJLpT+XPtdFZ2cLwPwqlofiS11HTPsiviVuozgg+nNADNCsWtZVZTI8AfHIy0f+I96h8d/E/wAFfBnwd4t+O/xAvjNZeDfDVzqFjpQ1JLRby7WM/Z7czOrKjTTbIlIVjukACscA63hPS9X1vU5tB02xLIUM0044EEY+8WPavzj/AOCv3/BQXSfjJrdz+yt8GrQ23hrQNWH/AAk+qRq0J1a/t90ZhCggNbxvk5YEPKisuAiu4B8g/Hn42+O/2j/i/r3xu+JVxbya14hvftF2LODyoYgFVI4o1ySESNERdxZiEBZmbLHkaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDofhR8TvFfwZ+JGjfFLwRemHU9Dv0ubbMsiJKBw8MnlsrGKRC0bqGG5HZc4Nfo58Hf+CunwC8TfDKbxL8ctWk0XxVDbytd6JZ6Tc3AvJo0BAtZFVkVZTwizOuxsq7bQJW/MKigD9bvhJ/wU2/ZU+PGp3Glx+KJvB0+mWqyr/wAJw9tYxXiFtrCGUTPHuUlcqzKxDZUMFcr9P+Brmxj1O3kkuYo1LiJy7cLniv58q9l/Zb/bt+PP7J2uRX/g3U4Nd0y3s5Le18L+Kbm8uNKt986zNLHbxTxBJNyt8wI4lk7tmgD9ifGf7K+pfD6K9+IujadBc6VdawbWa2ClZFZ/m8xDjoPWsDw7qF3YR6j4Aadbuy1K3YAMSNkq9D6Kw/Wvzf8Ah9/wWb/bc8CfGvxP8Y9R8XxeKLbxI160XgbxbqWp3vh7RTcXSXA+wWZvB9n8rZ5MXzNsiZk5zmuW+IH/AAVL/bU8f3Wsk/Eux0W01m5nlNl4f8NWNt9jSQtiKC48k3KBFbajmZpBtBLlhuoA/R/wbqsNxqcnhSHV7eO6gKSXVtPOokSJi6o7L1Cu0UgU9CY2A+6ceieHb3aolcrsVSoZySp9hX4qfA39obxt8E/jZa/G2C4n1e++0yvrEV9fyhtUSbPnCWQElmJPmBm3ASKjlW24P3doH/BXv9m/xTDp2ja3oninw489qp1Ce4so57Ozm8vLorwyNLIhYbVYQgnIJVRnAB9Z+LtdvZdEY6TcBLmIEwnOfwrC0bxnJY+HiJWT7SGCsiSDdISffpXletftlfstaN4Wh8Wn48eHJrFoIZtlvfiW7CybcA2qZnDDcNyFNyc7gNpxwF3/AMFCf2SbnxRbR2fxVWCydQLq7k0G/wAIQc52iAk/gKAPsW1vZLfRyzRlpGtjv3HOPb6141+0Z+1l8DP2VYNO1P4leI5P7T1GMXFt4e0y3+0X13aiVY2lVMqka5LkGWSNX8qUIWZCtfNHxx/4LRRrpI0b9mP4d3NvdTWZSXxB4yiiZ7ZmSVSIbSJ3jZlJhkSSWR0yrI8DDBPwz4t8Y+LvH2vz+LPHfirUta1W6VBc6lq19Jc3EoRFjQNJISzbUVVGTwqgDgCgD7J/bS/4LQ/FT4z6MfhF+yvpN58MfBAWaLU7y2ukOt+Iz9oDRT3Fyg3WS+XHGPs1u5ALzLJNcIyBPiSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=" | What is the organ system visualized? | Head |
"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" | Is/Are there abnormalities in the patient's right brain lobe? | Yes |
"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" | How much damage will be caused to the body taking such an image? | None |
"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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 |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK0PDPhXxH4y1ePQfCuiXN/eS/ct7WEu2MgZOOg5GSeBX3x+xN/wQk+Jfx6ls/E3xP137BpjMGexsxl5BuU4Ln7oIyDxkUAfAGj6LrPiLUotG8P6Tc315OSIbSzgaWWQgEnaqgk8AngdBXo0f7Fn7V9xoNt4ksPgB4nvLa72eQlhprXE5DKWBMMe6VRgcllABIBwSAf1w8Q/Br4O/sFeKl+DPwx+Hulxz6d5b3eoz2qyPPK0aqW3HliVABPU1of8NL6XbXgHibwzbQRom7dayOjOQOMliw/DoAeKAPxT+JPwh+Kvwb1S10P4tfDjXPDN7fWQvLO017S5bSWa3LsglVZFBKFkdcjjKkdq5+GCe4fy7eF5Gxnaikn9K/ZH4nfDX4Xf8FGP+LZ+NPAlul9b6bdp4U1+zLR3NlOIpJEDybWLweYQzpgjG7bgnNfVn7LfwM/ZI/4Jw/sN+ELfUfhvpOueN9b0lrn7TqVlDPcZkcu+ZGTIjDswA64wO1AH84DxvE5jlQqynDKwwQaSv1j8Vf8ABLv9nb9r/wCMc/iBdR1LwrNqNxJJJb+HLeFY3ZjlVCOpVVXpkDOPoK6X9qD/AINh/BXwx+HMXi34QfGnxRqFy1urzf2vBbOkZwC3yRohPGcZYfWgD8d6K9y+Pf7AXxy+B8s942kPq2nQb2kuLWErJEinrJGc4yOflLD3OK8NIKkqwwR1BoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK+4v2F/+Ccuha94Q0/9oH47xXa2bLFeaRpEZ2GcMSYmf/ZIAb3BFAHT/wDBPz4YeAvBHwLs/HUlkJNZ8RHzpbh8AxxIxVVB25xkE4zjNfotpX7QmofCn9ku2uvCUipfXOpfZ7h4j88KY3D6bhnmvnX+2vC2JRfadI8gbbHEQhVR0HOMn8TWv4D8RR2lhdWOs6abu3jiMlvYTECN1Lchsc9OnpQAz4v/ABV8P/GfS7DXNRuwNYgbyrqc9XQfdJ9weK5HxWNJ1Pw5FYLKkt6rj54+oH4nmub+Klhbf8JAbrwnZyWkMspJti2cA88Hviuehl1K1ud128olPyqpJ5POKAPp39kD426V8INcvvs3gGy1PUr7Qbqxtbi7JzaM8TDzIwpAzjjJz7V2v7eGg+OtF0/wJ4zsx52m3PgfTjDsOVSUwB3Q/wB0/MDjvXin7PMMdt4r0v8AtZ1VpbsRlsE4LArz+dfYX7U/j/wjp/7Pfw28Gaj4Wguvt/w40G+1BlJV3mbT4/n3c8hTQB8s/Cf9sC1+GcE19HoENvrcIH2eV4gV98g8V7r4u/bg8c/HL9nzT216WNNagu5EkWyAjSeAAbSUUYJAIHvXxj8Wbfw9NcwXOjWTW7F/3gkOc57V2X7P/j/RvArWuo+LbmOewGV+xZyXXGO/T/JoA9o+FPh3wZ+0Amo+CviJqVrp91JaH+y55kIdpeyggdPrX5//ALff/BL3V/Bfi671XwdpD2moEs8tvbw/6NedSGT+6x7gcHNfa+gfGS1TXF1H4Z+Fg15vV4bm4gDLGck5A6H6n0r621H4NW3xg/ZBtPGHx3jSLWby6mNhcrGFPl8AZx0yQ2PpmgD+YDVdK1LQ9Sn0fWLGW1uraUx3FvOhV42BwQQehqvX3r/wVa/YV8S/DyZfijpelPMIbdnuLtFJF1bBnbzM9MoN2T1OMdhXwVQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHun/BPv9lx/wBqH482ujazGyeHNEQX/iG4wQpjU/JCGAIDOQcZ6qj+lfqt46+M2g+H9Aj8H+H/AAvZLp1uUCO0AJYICo2joq7TjA9BXyF/wRY0TR/+FYfEfXtT1FLWUyRRwNJJtEu1Adv6n8/evozVtT0vxrdx6PBpsQuFOxShwJB0BPpQByfiLxD4K1eR9WtC9pLs4jiJwfwqv4L1/XNa1JrCe6EasSsUsuRhNw6/hW142+AWoaNbxXl9dW1o1wm+CHzlYkepA6fjiuP0HxBqPhDV5NK1u0jkypQzAZ2g9wf8mgDsGmtVt5rrWpYWlgkBjUDkjvz/AJ61wd/e3Gqa21wqsSWAQgc9Tzx0q/rtt/aF0Zra/wB6ufkCHjHvS+ErQnVcTOuVb7oGeKAO5+GPiO8s7+0vrALDdJJhiygEEg85I4PPWvav2tfEXjAeFPAP2SUxabB4A0i1s0togiMsFqkQ5A5JC5OfWvLPC0Hhu81uyhcJADcIJZpHO1V3DPAU8fn9K9j/AGhPHel+H/CHhzwPJpkWqtb6Mge6naQ7VydqJljtCjA4wMdh0oA+PvGWt6hq2oLLqgJYAc4wSM4FW/hvp+j6x4mtLPxHI/2KEkyeVgM4znAzxnjHOcZ79K0/iUNF1CJJrW0eJgxLo2OOeMHvWBoGmX99q6WunHEo5RieD9aAPpWP4meHtJ8G31t4H8IWlkLWDc04LPKcKfmZyct0HA2qOw610H7PPxg8c3/wt1y38RarPc2l5f25tre4kOFKJIGx6DDr09DXgOoeMbTwr4EvtMkmRr6+ZUZgMAIOuM9yf0q38Kh8WNY0k6d4a0u5mgeQMHXIRT7ZOKAPoT4wfBLVP2h/hVqvguG4W/a40W4totPkfLKJI3U7Qfds8V/P7q2nz6TqtzpV1GUktrh4pEYchlYgj9K/drw/J8XfANkNQhmnt9WhG+1lc4CMOh56genevxO/aD1GXWPjd4p1ebSmsmutcuZDbsoG0mQ5IA7Egn8aAOOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKlsbWS9vobKGCSV5pVRY4ULO5JwAoHUnsKAP0Y/wCCF/7OPjPx5pfjrxX4+8I3mieAbrSN9t45udOl8h7uCRA9vG+Qsh2vkquWB56ZFfRkXiz4C+D9eni8MwalexRKVW9vNkbOwPUJk4XuOc+1erfFLxTbfsBfAzwb+wr+zzpltdaB4X0h59b1vW9LtJtR1K6upZJ3WWVI1A2iTy12gNtRQzHivnyS5+EXjG6ml1mGfSZ5ix8m3AdVkI4GGIKrn6/lQBv+Kbnw344lk1PTtZktyVGIp5A3bsR0FeWaxZSvqTL9sVoxjayEEE/0rQ8QeH9L0668nQtbFxHzvXPA5qnbtb20e62iXcADtfAOOOhAzyO/8qAJF0ptPslvJWL5yAiHlPQnjoeenoak8LQvda2YwAe5yeQa0dUvNMGiJBb6fLFMsr+fMt1uinG0eX8pHDod/wA2TncBgYJNfwDfW0niBbVkRGeHcrFeflOCDQB6N4e8PW0moxW6XqB3UEAtgDn/AOtXU/HjUxElgQglm+yKwHttAxj0wM8461ymjX0T+I47a2lVn2gxuvPUf0PGfceldh8d9S8P+K9K8J69oenzpPceErAasLiCSIm9SMxPIAwB2MER1YcMG3KSDmgDxTxTNFd2TtJalGDAq6jPPoaw/DWpjRtb86YBwy9O34V0njHR7qzjju5ZG2XCngEcfNggqD9PrXKBYnDygECNtyKR15HH5H9KANLxhpGltbR6rBdGRpC2+Nxyn4+ldX8F/GHieynSGy1CRVjwEwTgAdMc1wN3e3ElulrDCcB84Zxj6f59a9i+Cnwk1vxDpM+ti5tbSxtVVrqe8vI4VxwchSdzADOSAcDGcUAet+K7HU/FvhqO8i8Qp9ot9ro7N944HB9OeK/JL/gqV8Lbb4aftIR3GmWgitNb0SK9UK2R5pkkEoz7MAfxFfsd8FPC/wCzzd67b+E/Gfxrjt5rt8JJp9jJNEpOcAswUdcDIz1r59/4OQv2Xfgb8Cv2PPAvi/wlqcuseINe+IqRadrNvEGt/wCyodPuHlVnzlZGnuIiFI5CN/doA/GGiiigAooooAKKKKACiiigAooooAKKKKACiiigAr3L/gm74Y/4Sv8AbQ8FWEvh99Tgiuria5tUXOVW2lwT7bynPuK8Nr6Z/wCCUXjDUvhx+1LF8QdKEZn07SJ0j82Pcu6Tao4/CgD9H/2hLX4mePfinqnirV/Ddwpe4JbZauQgwBjJJ44H5V5Pqek21tqnk39uV4yQ69D7d69F+IvjnxH4g1qDxHJd3S6jhZZ7kOykseRkA8Y9RjtWXrPizw74xkV/EGjvc6mYwst7DL5W7Hd+DvOO/B9zQBxn9l6fBExtoiRnqvTH4/jVdAiholtgDzwwBB+vFb2tWvg62th/ZLzmfd+83D5R/WqllaxSSZFq6pjaXiTPP40AU72A3VuEePC4+4gPXj16YPvWbYxS6beQXsUJR4X7eldRPZRxw4G4eiuNvPvVHw9Yrr2qz6fd3YVRxFv7+tAHU+AZlfUYNVlIVQ28k+g3EgYrp/Fniy6ex0Oa7kjlt7XRrO2VXbaNkMKxqB36KOmPrXI6Jp93oszWTITGI2MLevtXX/G+x8CTaNA+gSXCt9ihAHRWYxqSw79T+lAHA/FTxDb69d2iwTRfNGqrHBHsRVXnaFzkcknknr6ViaSVs5Qb/SjcIVcRQI207yjKjDGSdrEHHfGO9V4dJU2jz3CSu8eQjlemex54/WpLGa7sZEeK4EbsAYnVgCh9fagDGmtp0ujbzOY3DAliOVIOScetdFF498aHTDpGlTX1xFEgJWCBwpIA7An071XPhfxBJqJewkmcynKTKpJfnnnvWz/wpL4i6rA1+mk3moKIydtuPNdQO5VSWUe5AoAv/DbWI9CvIvG/i65YpbybobJG++4xjnuM4JIr3jwL4b1T9u/4MePfhL8SNBivfCq6PNOWuoFcWE5QiGWDd92VG+ZSPTB4NfML6PeabKkeq2lwixOA8RyMY7fMM19W/speP9L1rQ9Q+EfhG5a2udUtTthSXDSkD7vuaAPwd+NXw4l+EHxZ8Q/C+XUPtbaFqs1n9p8vb5oRsBsdsiuYr2r/AIKJeHl8LftoeP8AQnWVZ4daP2pJVIKysisRz9QfxrxWgAooooAKKKKACiiigAooooAKKKKACiiigAr7A/4IyWngvUf2h9esPHiuLD/hGfNeWJctGVuoRkDufmx+NfH9fZX/AAST8JaNe694l8VR6jAdSXTZbA2YkHmiKR7dkfb127kcZ9QfSgD7m+JGpaBfeKdRi8H2BjtBdMkLTTbpGQHALYwBwOgFcRMLWyjuNsCKXV0ZlUbh06Y/Guu8XaTY6DqcFvHbqk1rBt1Df/HKo5P0JAP41zTtbyktDbrIXnwkLH7+SBkgY556UAdd8H/2ZPGnxOMEunaLdPDMcx7YiN47H2GK+gdC/Yb1nwabefVbdXEpBZEXPlt2Gf619S/scaLol78O9Oe3soYnSBElCKASQvBOOte/WHw50zUIDFd2iSZZSAV6nP8AhQB8aN+wL4Y8Q/D9p7jRg0s0DEPs+bOOoPrzXwV8WPg1rXwj+I95oBOGt5g0Mh6svpX71DwTp8fh9rNLYIIhlAF7f5/lX5d/8FDPBmnT+LrjUtLTF7BOcqRwyjjHqT3/ADoA+X9B8QR3Mn2PVbUB3cITIThSfl3cfUcVu/FqPUtOvNJstU0oREeHLB2QoOd1pEQ2D3wQa56VdLu7W5lMT2rw2skr5HI2LvLD/vk4+le3ftPWmgeLvE8MSQX1vqVpo9paswhGxnhjCbQuN2MKoBHoaAPmPxBcveauI0tFjUAr5ca4BGQCcdKILaNXEs0TFE6IOrDkn+X61o+KtGv9B1NI9UiZGcBMMpBIH15xxj1zVa4zlJYi5I+6oPAH+QaAM9vGHiHTrpzpmoyxJjasYf7o9B/jUMHiXWraY3a3colOSGEzA59iCKbewJJcJOqnarjdgdfWvePCPxC+EWr+EbbQPCvwm0G3v4ozHJdX1sk1xPnOSWcHkEsBjHAFAHlGkePNb8YIPD/jSeW6SQbIbi4YtJGT0+cjJHTgk+1eh/sn+ELrRPi9pvjnUrmW30/RL1bqa5iB+cJztX2NWdJ8EfCE+Ibe58Y/EuHT1mPmNYaNAskxHHBztjTOcdSe+K7H48ePdOsvgnd6P8JL2y8J2ViomuNcuoRdztCmXaZkOxB8qsCM4HXmgD8ef+CkXxf8N/Hf9tz4h/E/wpZCGzv9cKAj/lq8SLE7/Qshx2xg968Pp9yqpcyIkocByA4/iGetMoAKKKKACiiigAooooAKKKKACiiigAooooAK9r/4J8fH/wAO/s2ftU+HPiL4ytJ59FaRrPVI4JlTCSjCO2/gokojdgccIa8UooA/brXPCd/4t1t9UuNUSQXA81HByrRlchgR2IxiuMu7G0sdbjtbM71t5szXD9Bjqa88/wCCV/xl8S/HX4R3XhfxHclbnwnGltLqdzch2mt2B28dRjG3n1FfWOifs1+Kr/wxd+LNK+H19Pp7x/JdCB2Y5/5aAdx/SgD6N/Y2/av+Eum3mk/Dc6xMbu6CpHM0bLGZP7uT1NfoV8PBbavYLLgc42cdfpX4xfBP4aa/oXjPSLgaNcxrBrMTRtJCyjO8dM8/0r9qPAekyaTpsCXELBwi5yuACR+tAGzrunQ2luzxjd8g++e4r8rP+Cleja/4S+KckD2gFvqhMtrcSD5CCeQM9x6V+s9ywu7Jo9nDD7xGD0rxf45fs3/D344aU3hXxxpkFxGz7rd5SA8b+qk9DQB+Jd94YvpLK6uAofzrC4RWVuMGJlyfbJ71t/HnxN4hi8eXVy/jL7W0kET/AGiAsFYsikhSeoFe/wD/AAUK/ZG0L9mHQV1Xw/rUsyXjmKO1Jz0ILcn2rA/bd/ZY8Ffs46xpL+IfGE99Jq+h293FpNtanfZF41PltIw2kg5Hy5oA+TtXvZ7+YXF9eGZ/77kkn8al0HQ7rxL4gsNEjmZTdXKLmMAkKzAE8e3NJ4iuLCaUpp0LRJnJjbqB71J4f8ban4ZXzvCFvFHqAyovYbXdKgIxwWJCcdwA3vQBpeJtf8B/a7jw1P4KWzt9OlaG21C0lJnJU4Jl3HD5PPGMVk6DqHgbwzr8GtJqd3dmFyywJDtye2ST0zWRI6X2qL/blvO3mShrlopMnB68eufWvpH9n39l79nn4+48FaL8URpetXiAWFvqlls3zY4j3A45PSgD528P2F54p8WyzWCqA7/J5kqrgk8AZIrzf/gpd8e734BfDg/s/Lqkh8R+I9KU3dsso32Nm7ZDNj7u8DAXuCT05r6K+I/7OHjz9nHx3qOi/E3TrnTbfSGaSa+HEZiXneGPAXAz7V+Rn7R3xE1v4q/HTxT4417XZdSlu9anEF3LCIi0COUiGwKu3EarxtB9eSaAOJooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPc/+CePxmf4Q/tNaDHqOrta6Nr95FpmsHzCF8uSRQrH1CvtJ7ldwHJFf05/Ab9rP4W6Fq2mfDDxY9vBpV5EkWmaiiq0AOBtViOisMfMOORX8jlvcT2s6XVrM8csbh45I2IZWByCCOhB71+tn/BPP9uHRP2k/g7p3wv1++MPjbwrp0UUsdxMCdRjiUKJ0PrhcsvY5xxwAD9+PEHwV8AeLtd0q7i0a1kSKVJY2jRcHnOeOo79+1e3afp9m9tliCwUAofXmvir/AIJ0/HnU/GvgRNL1W73mxtywMz58vacEZ7c819B+EPjjD4j8SnStKRZII58zT5PzYwM+w4oA9Luoba1IQrjK5JYe2Qa+SP2t/j1feH/E1z4V0TUXhayKrcNbvgluDz6YB/SvqbW9es5oh+/jB28AEdPSvz1/4KD+FtY8IfF+bxXY3LPZ60FnKqeY5AMNn2OKAPlP9qj4rfEf4tTaho3inxBc3NpYaZezabBI+7biEtv575XH6d6f+0N+0v43X4ueJtJ+OOnx+I/7O1O4tbaK/UhbcRyMqIu3GFXAAHcV45+238V7H4T/AA18SePrzUrOGe20ho9IF5LtE88oIWMAsCxOD8oOSAfSk+D/AMbvFn7e/wCz1bftP/EXQ9Kstc1W5nj1uLSYmWEzxTSIXRWLMAwVWwWOCSMmgDkPEmr3fxK8VJNpGkLAJZljW3tYyBjGBwOf4sfjXVfFDxLpHwlu4/BPgu0gt7yzt411DUw2Z3ufLHnIHz8iq4dBtxkLnvUfhTxfZeCLm6k0SCMXdvA7QzvENy/LtyM9+9YFv8LvGXjrwvefEu8iP2KS9MKyv/y0kALHafUZ5+tAGFdeLBeTR6h4g0x45gCGvUUjzeQPmx3689wfSun+H2l6zc6xBqnh2Z4poZRIk8T7WBB+8CPTGa90/YQ+F3gb4weHte8AfHbw3JFoFva7rTxXa26ibT7ndgKSceajKSShPBUEEcg5X7SX7JWmfsifC7Vf2jvD/wAadC1zwVY+Z9nmsbzyrqWYAkWwgc7vNIGTjKgZOcCgDpf+CoX/AAUGt/BP/BNMxfGN7XUfFniYNpPhzUJNKhluJLmOFpY5CrkZiRo4974bBkUEHeK/nzJLEsxyT1Jr079qz9qv4n/tZfEUeM/iDqpNrYQfZNA0mFz9n061BJEcanuSSzN1ZiSa8xoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArb+HPxE8X/Cjxrp/xA8CazLYapplwJba4ibHI6qR3Ujgg8EGsSigD9ov+CbX/AAWy+BjeGLj4e/FTxTB4N13WpI4Zby+3LaOSMuRIBiIE8ZYhR3IFfq78Mvi74b8IeAtP1jQ9WtL5NThS4N1BcLIk0bDKsjqSGXBBBHFfyAV9Hfsof8FQ/wBqH9lSC28N6V4tufEHhm2TZB4b1m8d4bdcNhYWO4wLlixVMKT1FAH9auma1Y+NvBEureHtQ8ySS1LRFW5DAdPrXxd8cPiL4o8S+P28M+LdNklto4jHAXBLIRnIOfevz8/Z/wD+DpLwx8J7uKPX/gD4guLCaPN9aWt/A5R8c+WzMuQDxkgZHYdKpftYf8HO3w6+J+j3V58CP2ULvS/ELxBbTVfEd9G6RuT8zskLEMQvQHjPXigDyP8A4Lx/Ey18HXmifs+aJa2ckeqQpq1+5uA01rsZhGmwfcDbmOT1A4HGa4D/AIJL/tveCPgV4c1/4NePFsoI9Un+02M9yWjWRiu1gXyRuHGAQPqTxXxv8Ufif46+M3j7VPib8SfEM+qa1rF0099eTtksx7AdFUDACjgAACsFWZWDKxBByCD0oA/W3WLi+8U3N74r0CxK221igjOQqdyT6V7b8KP+ChX7Ef7Pv7OGj/Dj42+P9ENzqWqu02myQyXLRgsAbhvJBKKox/tEdAa/FBPjt8Y4vCo8Ew/EfVo9LAx9liuimRnOCwwxGexNctPc3F1J5tzO8jYxukYk/maAP1X/AG1P+C0nwo8LaXbeDv2VdWh8SWtwku6LTornT7LT+ysVmiUyuSc8KBgcvnivz2+PP7Ynx2/aN0ax8NfEjxOr6Xp9w9xBptmjRwGZhgyspY5bAAz6V5dRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z" | 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 |
"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" | Does the brain look abnormal? | Yes |
"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" | Where is/are the abnormality located? | Lower Left |
"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" | What modality is used to take this image? | MRI |
"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" | Is this an MRI image with T2 weighted? | No |
"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" | Is this a coronal plane? | No |
"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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? | Right |
"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" | What organ system is pictured? | Head |
"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" | Is/Are there abnormalities in the patient's right brain lobe? | Yes |
"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" | Is brain tumor white or gray relative to other tissues? | White |
"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" | What kind of symptoms will the disease on the right lobe of brain in the picture bring to the patient? | Visual impairment, vomiting, tinnitus, increased intracranial pressure |
"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" | Is this image taken via MRI? | Yes |
"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" | Is this an MRI image with T1 weighted? | Yes |
"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" | Is this a transverse section? | Yes |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.