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| Is this an MRI image with T1 weighted? | No |
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| Is this a coronal section? | No |
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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? | Left Lobe |
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" | Is this a study of the pelvic cavity? | No |
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YLBetcH8R/FWk+G53fQbIaehkLReSATtxjGT1JNeLa/448U6hNJdxXshVmzGkuCuM9KAPf/HHxw0DwzP9gtLGWFI7G4haaKNlj2sij5WAwRjPQ1N8PfiB8LfiL4dkghvLS3gin+Se+C8NySoUjODmoP2VLX4T/F/QdU0P4m6IEexsRLcr5hQSRDO4jn6V5b+0h4z8M+FfFMWh/BTQLWxsrOM4l27mYtyck9aAO6+JGsXfh2ztPDdrrayWckEkpjhZgrktkLg9hha87eS5nZJ9oLbwRuPWuf8AA/xH1PVpUg8UXTyz+aGiaViwB645zxmvoG+8ZaP4+8LR2eiaNZ2F3HCDeSQRhSzDt07/ANaANz9n7wz4U1jSpTqGkx/azJuWXquBkY/LFe5aZaadpGmPHaoqJGpIGO3PevF/glpzJpEstkpT7HLtaNzzhvpXp8d2bqza1W6JVgcoAKAPl741fFDUdc8WXaaDcG3VLxkgEaYIAwDk987f1rlrHxT8TJ79LfSvEt4ZlQ7AJyFHqPyya6/4p/AnxLp/iW4utNhYW9xcO4lVTgAnP9ak8H/C97C1QahKwuN5LSAdR9aAO28S+HNd+LX7MeqW/jqFbu7hsJGguyMSRupVgR77kH5V+V/7UnhEaJ4xh8Ti/ab+2VLlTHgIY44gcHPOSx/Kv2Z8ARaNqnhSTwhIWIljeJlkHDArz2r8if2t9E1ayv8AUNKmQSQ6Dr01ursVLQoWYAZ6kEhenoKAPDaKKKACiiigAooooAKKKKACiiigAooooA/ST/gktpep/DL9mLWfiBfhIl8T69IdPX5cyQ2yhDJuHzD975i7TgfJnvX3J8N9WvL7w5FDd3iosxaRuc8H0/Gvz8/4JkR3dt+yzdnUklWC48a3jW7SISDELW0BK57bi3TjOe+a+xZf2gvhb4N0B9Jgs7y8kiiVSzAIgORyB14NAG/8WTdaFYPd6Zq7zAoxZQ3Qc9cGvjj4q3pvvGFxelVUu/px+lep/E349S63a+Tp+kwxiZW84x7vmB7fe/pXk2tCXVtRikG1WmQssbDPPygD9aAPVdA+FM3g/wAJ22t6zZpHczWySwq64OGAIIrtfBvh298X6dNY21jLJMQii43/ACx89Mg8etdP+0ropTT9I1hLWVdPufD9gLa5RcqcwZA475BFeV23jm++HltBd2szRoxBkUzY3bl29vbNAHJ/tD/DTxj4S8SFbiL7RZeXn7Rb5eNWA5QsOARzxXnpgA0x42A8wA4YLgAV9wfAb9pjR/iF4bl8G3HhDS7ySztWjube9cFLqEn5lwf+Wnz4B9Hr54/a1+Aln8IvG82oeERI3h6+lja3RuRbSSqz+SSOMDH6igDx7wz4q8SeFhd3Om3rxtNbNE5R/vI3UGs62nvNUvWlv3EhZcjewrYtfDmo3SS+TAGQqRk5wPTmsu80VrWcwTjDx8Ahug70AU/DennUvHtto1tCXElyAQhwT3Ir1zTPFPhfw00zaLdvcPP/AKyCQ42AenvWvr3hHwX+zx8LtO16HR45fGd5YxX891P84to5txCKp6EKq/ma8H8Ba7dTeIJb24uvMaaZ5SJRwScHAHb6UAfWv7M3j2xv/EV9pd/cJHFPb5UM2GznAFel6e72eueRuyglxya+cvgdqVvF4kk124CRmJFUKhPzOXB6fQfrXvQvXvdeTyn5kYMdv6mgDqvG9zC3he6eK3Xds2gsMheOteS6dKzkQtKJVUnJYYI5r0jx0bs+C75IpdiC0Yux4xgV5R4e1NdOttsy7y6bQ/X5skZoA9O+G/kvdLdWq7Qr4X5SDnua/Lj/AIKJ6VP4Z+L/AIt0sxsBd660wAHGA7D+Yr9R/Clm1paRw21wvL8Oe3+TX56/8FgtO03SPjF9s0u4ST7dpTNchD912vJP/iaAPiiiiigAooooAKKKKACiiigAooooAKKKKAP00/YTt7m6/Y50DSbS2k8+BrlyAmcLM7EP9PkrqL/w6tmh1TV0Llh81sFxz7//AKq8T/4JC/tK+IPCXiSPwF4mskv9Eun/ALP/AH5kbZGQ0gGWyvykjAGMA9Oc19L/ABn1Tw3qlzcx6VCysZOECk/jQB5T4m1HRNQt1t7TTmtZI2yGViQaxrppY5rOX7QjFJARg9Oa2PFvhf8AsPSVu3jud0h+VCBk/rWO9j50K+UhV4x1kk5/KgD6P174tXPjX4HaV4OkXzbi1tFgV3QjaE3FCDntkD6V4v4qs/EupaaLTVbbaYiGMgPAHYUeDvFN/FqMeky3DNGMFVxjmur+KtskfhS3mtpgUkkO4Ked3vQBwngHXtY8GX0mpabKY5FkADDocEHP6CvrH4XTaP8AtKfCbV/B/jExyz6rJIUjiHzwuoRUmQjkspXOPTNfHjarFGkdhBgFny5lBw34ivcPg54i1vwlYw6j4evTBd2UolXB+6SehPcHpQBjWP7HX7Q+g3eoaBq/w61AwRsDHcFAqyYYhWDZxzwcVd+G/wCxf8VdW8enUfHXhGbTdJ0yWKa4lvl2I6KwJGe+RX0d46/bc1J/hJHJe+GY7xbu6EE/nSOBE6AEcgd/SvFPiD+0R408dbfEviDVWs7aRxHp1jbhhHNsULnn+EDjOOcUAeU/tbRT6x8eNRmgkV7V7KJUhRsiNcHCegwK8/j+HtjFCFQKrE7g2OQa6XxVeapfeL3ub65EzyOXZ3TDEdecdq6b4Y+CovGuoGCVGUICfagDC+Guj3tpqtvZ6b86echmP4ivojwxIsN+t1eS9eAMZAPFZejeCNG8LMLS28tpABuYKMiurl0rw7DpKatdMsRhQO7+WB096ANPxzMp8KXUkE4CrHmVWX/WDuBXmOn6RNqBRktlRN5dWU8EE9K6PXfiDpmtaa+n2fnYlUoxI+UD1pdAjmS0iQ+W/wAuAwHOBQBxesfFfxf4Q8UHStPt4ntvOEaM8O4FS3c554FfLX/BXptL1bxLaazaJtl/4Ry384IPl3tdbjn0+8a+wPEvwf8AGHiPVWuND8qaJnEikrtZB9a/N3/gor8Q73xT8UodEJ/c2dsELg/eZCyn8M0AfO1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAfQn7Bvxd8LeCvFC+GfEUvlXUmrw3Wiv5XyvJtIlR2zxlEUKMcs2O9fo1f6Fa3+pW2o26rJY6gVdJkAwykBlIPoc1+NWjavqPh/V7XXdIuTDd2Vwk9tMo5SRGDKw+hANfqJ/wAE8/2oNJ/aA+HV74I8YTWseqaPYJPpUFtDJ+7kV3Lws7jnKfOgBO1UCljjkA2PjZ5YvLfRbWVRhNzyZ6DsMGuFtrGwtpN0jMrrgFpAcNnof1r2bw18NL74r/FC4hOn+eIYhGqAcZwDn9f0qx+0Z8KPC/g/xDe+FPDUJlewto42uW6yTKoLnHoCSB9KAPDNFlKeJLWeVcDz9ruOmDwDXp/jO3+z6NJ9iRJpQUEQkj3JtP3iB3OeDXm8aE5hnjKT7QDuTacgj1+ldjputeJvFeki1strPasdyEjIyc5GfrQBwCXdrqtxc2eo6RBHOCBHJDHt2n1/Su9+F2tDT/FCaNrmoMtrfRCCdlXJA7N+GQa4Lxdo+ueFb4ancWMmdxJOw4PP/wBeu2+GfxU+GnhqRL3xh4dudQuJISLMJcpHskPdtytuHTjjp1oA98tPhJ4tispNF8IfGDwpJcIgkvLPWExbTgt+7kRnjZd4GVI4PA61i+L9F8JeDPDl3c/Ed7DxT4iEWbBtJuT9h0tBj5WUKqsTljgDHSuGf4reBdD+Fcuq+JbVzHZ6wPLSSBSzCSMAgE+hGePWsfxh8W/DPxD8K2knga2aKxu/M8okc9UznHHagDlL+zvNRvbrxPe3EaiUEwxg4J+g/wA9a7v9n6Wa0aeKTfHMQSpcY4zXmWk+ILfWfF8uktK0cWnoT5e3O4gDgV2Hhnx/Faa4kMUePMQgM1AHs1hZNpaT+INcmxCp3njPyj6VD4g+I0+taM+h6b4ddVkby2dkONueDWyuiyeKfCjW1neIqywhW39BnHWo9V8M6vYaf9u025ErBAblIyDtI4/nmgDmdI8PibVhpNsNyiPdIV9a67S9Au9JhbS5JCDjZC0cgyw7cde9Wfg/ptnrPiSa41GZYJDFhVcEAEDkflXZz6jJonihbixtYZYYGVUdkDKuO5J+tAHK+N/Et58FPhRqvjDWZyHtrB47FJuGlncFY0Hvk5/Cvxc/aX8V6R4o8eL/AGRqUd6LeAie9hkDpK7sZDtIPbcFPuDX2X/wVb/a41LxVcap8PLLxGtpDod4yaYlsW3Xty6xI7EqeBGhuGDdA23uQK/O8kk5JoAKKKKACiiigAooooAKKKKACiiigAooooAK6n4Q/GLxz8EPGNv428B6mYLqBgWjflJV/usO4rlqKAP3q/4If/t+/slfEP4U+NPif+0J8IZ/+Es0W5itGtrSfdbXCSgmN4hncrDGG3cehrJ+Pf7WHhbXPGep6ro/wl8N2lndTM0OdJacopPGWkZsnHU4r8xf+Caf7Rnhb4O/EDUPA3jq8FtpvijybeG4KkqlwXCKWOcBQGzkjjB5r7n8Q65e+D2uPBeu6FFeqrMIJjFkhSeMEfjQBwfibWrPxh4o/tGy0yC0jG9iluu1eemB2HtR4eS2TUHlutR+zjPzr2aotYkX7WX0/T2iJfPI9+1RvZrcN56wHeQPNUsQQPWgBfiNq51iVrXTNQmktFHzBwQqnipvh78JdD8T6rZ6j4k8aWNha2ziVmmlBwO+AO/tSXlk10F0/T4WmEyjI2dfqajufg14xs1M93o1wlvjc4HSgD0H4g+FPDX7QZufg/4BhKeGNDs3mS+jj+eaUfMZGbuScKB7V5Vp0t18Ev7P8CzWUsMFmiZW4QgMTySwOOvFeofDvVL/AMFeANU0fQrQ21xqSpGJGwGwA27nPqwrkfihr9z45+GS3GuSRXN/ZSm2R2/1wjDHAPr25PNAHCXnjPTbD4gNrnhyw8wSblmVYsqucenb61c8WXtwujReJ7aEoRJjCLt5r0b4bL4ftfhjc6VpHgq1uNVEKN9olBLLhRuNcD4t8XeJ9Qtbnwnd6FbRxRz5JCDjI6jH+NAHp/wM+OutT+GraTUbU/ZY5Qk0inJI+lfT3gzxd8M7+0Bvp7Zg6KwDJjJ9D618QfCLVZ/C1vNoSypt+aSNicqwwOCO1a0Xx6MNz9kXSBHIHKgxNgE+tAH194i+M/w+8Ea+n2HwJZXEJGHaPGcnv+VeGftm/tofDH4eeENXvPDl0ljNNZ4igk5cO3AwuefYd65bxV8btP0D4PzeI20axuNX+1bLW3vb1ozIpjJyuFbJDDp7ivzc/aO+Kup+OvGM+nRa9PdW1udt1KLhmS6nByz8OysoJIQgD5QOBQBzfxJ+J3ib4laotxrt/wCbBbSS/YY/JVTGrtk5I5JJAJyTznGBXN0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAACQcg19p/8E3f29Tp3xo8K/Cj9qS9t9T8GLaTWdrqV1IsU9lOI2NoZJW4kiEgWMq2CFfO47Ap+LKWOR4pFlicqykFWU4IPqKAP2o8XXfwl8G3zjXLF7uZm81LePaozuPJPULx0xXl3is2XiHxXJqHheEQWlwRtjzxGOBtz7V4P+yf+3B8P/iB4el8D/tNeI4dP1uzEY0TXrgFILmFUw63MjMf3hIBDY+Yk5NfQVn4dsrgb/Dt4Jbe/Aa2u7eUSxOCMghl4xgg0Ae2/wDCgrn4afBnw98UtagRrPV4B5Eix7t0paQc/wDftv0oh8C+NbnRjJqWmi1tbwKYmu7vy16Bs4PbGBgCtf4RftUJefBuP9lL9oeyntvDkE7T6X4h09C8+n3WQUcLgh0+9lRtPzHmvCf+Cj/xC1T4bfDuxt/BHxWvvE99KwaxuTZzxeXB0LZfpjgY/wBrrQBr69fWVz411DwN4Ff+07zw9oxOrtaKzIl1cu7qqkgZCJGoJ6ZJrHk/Z31mxiiGs6qjahdYZrGF9zbmyFBA74xmuW/4JUfGMeH/AB34ki+K+iz31x4y0+PT7W4kYH7POXyrNntgn86+lZ/DOk/C6RdV8Yag974ghvd0luj7tnPC49QO2O9AGL+z/wDAXVtF8es3i/S5G02Sz8sq4K5cnqQDkADP515Z+2j4E8J+D/i4lt4FtWja7tibmGNy43AgAjOcZzXrvxH/AGjdesdGlm0u0e3ZyFQbQrHJ9O9cX4Y8P6P46lvvFfjm+kl1a6izaLn/AFY7UAeR6L8K0vYo2u9VMcxTJijOAD6Zqrrmo/D39n3S5/iD8Ur6KKwjby7aGcZe6lIJCIoyzHjJwDgAmuv+LHx1+EH7H/gTUNf+IYt9X8QS2k0fh/QIpH3PdspMTTFR8iDGTkjOMd6/Mv4vfG74m/HbxIvin4neJpNQuY1ZLZPLVI7dCxbYiKAAMnrySAMk4FAHXftQftL6r8ZfiFd3nhW9urDQoWkhsLWGZ41eInHK56EDvyeScZ2jyWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArv/g3+1H8evgBHcW/wn+IlxpkF1/rrSW1huoM5zuWK4R0RvVlAJ6E1wFFAH1Lrf/BWv9ojW/h9b+EX8KeE4NUhMZl8TQ6Y32m42k7t8TOYBu4zsjXGOMV5z8bf25v2ivj69u/jrxVbR/ZrQWyLpVglspiH8JCcdq8gooA6Lwz8WviX4P1SDV/DvjnVbaWCdZUCX8mwsDkZXODX2nZ/8FnNF8T+HLCP4lfA+7HiQQJFrHiHStbBjuiq7RKtvJHuVzgZzKc18FUUAfc0n/BTT4JOv2268KeJbmaM5jikSHB/HfxXMfGX/gq14j1LRpPDXwA8FDQBcQ7bjXdVCS3gyoBESLlIipzh8sSD0Br5AooAt67r2t+J9XuPEHiTV7m/vruQyXV5eTtJLKx/iZmJJP1qpRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=" | Does the patient have brain tumor? | Yes |
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" | What color does the brain edema show in the picture? | Light grey |
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| How many kinds of abnormalities are there in this image? | 3 |
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| What is the main cause of the disease on the left lobe of brain in this picture? | Brain embryonic tissue dysplasia, genetic factors, chemical factors |
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" | Is this a CT scan? | No |
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" | Which kind of weighting is this image generated with, t1 or t2? | T2 |
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" | Is this sagittal plane? | No |
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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? | 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 |
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" | Is the abnormality hyperdense or hypodense? | Hyperdense |
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| How to prevent the occurrence of the disease on the left lobe of brain in this image? | Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma |
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| Is this a CT scan? | No |
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| Which kind of weighting is this image generated with, t1 or t2? | T2 |
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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 neck? | No |
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" | Where is the brain enhancing tumor? | Right Lobe |
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OjTiRAflJ5GKAPzS+A3xG8ZfC3xJZ6N47ge70qK4U39uCdsseRlefav0atPgp4U8YR+G/G3wt1SPS7BJheWz2kQZTG4Ulc+hxUX7cX7Angvxd4Nk+Ifw/0qG0nMG8m1AUP0xwO5ryL9nr4gePvh7+zp4i+HFg0supeH/Mlt/P5MUTjB2/7rZP40AN/wCCn37Tvw1sfh3qHwZs9TtNRv2QeY8eCY5Fz+RBzX5p+HFW2f7dPKVYuWiJ9M962Pinr+ra343urzWTJOzl2d5WyQ5Pc+vWuKj1x7HU0trqYC3lOYmbs3p7UAej3Gs2d/ClxG2zC4yTwxrf+F1xKks0WxnV2J8sHgHg/lXnukObgyCSUPg5UKPT/wDXXbfChdz3Us7NgPwB34zj9KAOjhg1TW9Xu4rz7Nb29jAJV+cmSRc4LHsAMgY5PNUntLwGO7121khgjkDRWUxIaUZ6uPcdveq/ifxrqfw/+Ifhy+0rSbm8lvXmtrgWsHmSCMoTwvsefwpda8ZaXqtxEthp14kxTM32u0ZDvJyc7ufQUAflt/wVA+CFr8Jv2jrnX9FtyuneKIjfoQhCicsRKMknJJxIegHmYAwK+b6+9f8Ags94v8Ey23hDwX5LN4h2Pe7hAQsVocxjLkYJdkPAOf3fOMjPwVQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6n+yits3ifxIJYI3mbwnMloXQEpK91bICuehwzDI5wT61+s/w+8Dz+D/AId6JpOmBQkOk28QjUYYhVxn2zzX5Ofscqk3xYezfpcWUcfIz/y+2p/kK/ZrSdMdNPt7FSuYol2n1THB/WgDAtrVZcyTwjLLhs9VqhLYS6HdyfJi2uDxxwjdQ35iuvk02RpwZrbBXiNgMhvY1Q8UWFvqPhua4iBGxchT1DDP9RQBB8PfFlvH4hiXxAscUsUylXDZD4YYOa/S74ISrH4KjNtIjQyxq6uDxgivyI1zQ/FWt2Umt6TFIyWxy5jByo9eK+tv2B/2xb3TtDg+G/xCkaV5Jlgs7hW5HBxuz9MUAffGizwwyzYnVmOAQvJHtVxbF9SlBaEuufkJGMVn+EdKFxZLqaylYGUsWP8AFkZGMda6yUaPZaXGbaZmuM/NhflA+h5oA2vC3iqS+tk8C63crLZA7BG3O3jjn+lfO3if4eWfw7/aB1H7Ov7nVdPmSW2HQhgRz+Ir3PwudEsbg6lrt5h0bdFHGOTxwSegrz+PUtC8T/Gc65r2tW8SW8Zy91OqA9sAsRnpQB+S/wAb/Di6T491W5tF+Q3jjZj/AGjwK8r8TaPaX8Dqp2vu3LjseDmvpH9qjQbk/GLX7VtHmsR/aknlxyrjKZOHA7gjBB968e8SeC5JLcy2koLAZIHPFAGH8OL+6vLZ4LpQrquGxjJI716b8NYHS5mlZgADkk/gB+teR6fPP4W1ZJJCu1lbeODgmvVPh/f2/wDYj3L3ACyKxlYtj/JoAsT+JPt/jl9TsJnEOlwSRRzMh2vNIu0sCfRe/qayodZjutSDkNPtkwoUZ7/yrO87ULqaXRbXUxPvlbEixhTDHnAQ46kVu2S2mhaeY4YAyomW+TOccnr+NAHyP/wWF+GHha/+FGifGiVLhdZs9Yh0mEpLiI2rxzykOhBywdMhgRwxzu42/ndX6r/8FMfCGjeNP2L9d1a+nkifw/c2epWCwMF8yQzLb4cEHK7J2OBg5C84yD+VFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHq37HXjjw94I+LbP4hjG3UtONpaSttCRTCeGZSxJGARCyjHO51Hc1+03hpR4i8O6bqmncs9mjxyLzwVGfwr8CtL1CfSNTttVtlRpLWdJYw4ypZWBGfbIr9pP8Agmz8cz8UP2SNA17X9Ktbq+iSbTL6OOVwC0bfLknBXKbG4PfGT1oA9cl1dtJURalbEs2CsgHH0Pp161l+MLjSh4av7gXEKySEtEiPk8gcH8Qas+I7gGIxyOpLEjylA2oPbkk1xPjTwdr7aMNbtYZfs6n94o+9j6d6APrP/gk98BtF+L/hjXpvEug295AbgQmObkFSM4/EgVX/AGwP+Cder/B7x/8A8JJ8D9E1OK3nm82GyMPmRK2ckRSrnn/ZYBvTNem/8ELfFeiXPh7xR8Pri5WG9M63NurNhiCu08eoIHTsa/QTVPBsOsaTLouvWSXUUwAk8wAr+PcH3oA/LHwb+218SPhZ4di8N+NvDd+ZIPkb7RCyFMHByGxn8K9T+Hv7VfxL+JcsOn+FPAmoypLgi6ktCkY9MseMV7l8b/8AgnvN4yae68D/ABBl0uIEyPY3WJI8e27Jr5J+NfxT8dfsc2S+EPDuoWt/dGY+TNJbAeUwHYDpmgD01f2kSP2iLP8AZz8aavDY6ldaW9/LI0w2oq9V57+1ereI7P8AZo13w9J4O1bxMPt13Eyx6lCyZjlK4DgnjIPIr8s/iV8VfFEnxMl/aq+Jtvf6idKglkvotGjH2kxEfNtU8MOORkVRX9pvxP8AtEaBbfEH4U+H9Z8P6NI2LddcYC5kdThiEGQoGOpOaAPdvj7+zd8b9MuLLWvEF1ceJprm3jWTVLdWZnKjaCc5IJCjpxzXA6f+yj8c/FupSaRpvg2aOeKEO0dyDHtVjgHOOOldp8BP2pfGnxE1Cx+GHjG7uE1V5FXTNUjmIIkUgKCffp6Gv0q+GPw7/wCEV0Bdb1XT1W6MY8+eSL5pWxjc3egD8sfiV/wTW+NngvwJD428VaVA0c2DGdPuhcBc/wB4r0PHevBl07VPC2qyeHbh5E2ybcdOa/e/W/DeleLPB934XntI3t7ywaIbGO0gjj8jX4v/ALZ/gEfDL43TaUFVXXfwByBuoA5bw1Z2FvbOPNUOG+bnHHrWhJYR3WmXjQGbabdzuDHbnB6d64vQZ9U1bW1WyhaTr5ir/dH9a9L8M6oEgeyvdOZGZDGfNiyCCMEenSgDx7/goFpVk/7CnjmyiZY400i28uWVgoGy9t2A7ZJxgepIr8eK/Wb/AIKbeO9H8L/sNa/pF/bXBbWr+10mwMABAlFwJwXyRhdlu44ycleOSR+TNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX3L/wRb+P0ehfEXU/2e9e1R44fEWLvSGk5SO6iTBX/gScf8BFfDVdL8IPiVqvwh+JGkfEXRVJuNLvUmTaxBwGBOMEckZHPHNAH7wi1sra5a4ubWEzRt/rN5Ix7Ajj/wCvVLxb42t30xtLt2jMjs2EhBJK44BwTz9K5n4FfGX4c/tK/DrTvHfgjXbfUIblV/tGG1uEZrKYjJinXOY3AwdrYOCDiu/07wxpWkOZlgTA5UADae/UjmgD1z/gkT8RfBvhf41SeCfGNiLe71Ah9NuZAUdXHoT+RHoa/TH41fG9fhRp0dwmjm7uJUAAZiOOm6vxp13x0mgeM9G8ZaPb21pdaXfROr2p2nAIBz6ZGc1+sek+MPD3x3+CeleKMwXUiaXvWYOCRIFOQc+hX9aAPl39pD/go14z8Kak2hrM8U13G2y0jfAUdie4r4t+IXjjxv8AFjVHuPEeqGcTXBnzkErwcYPWui+M+ty3nxd1y31S1EjpdtEJsjhR0ArlbO60v7TLHp3yT7lRYpsxgljgYDdRk9qAOU8c6/e+Efhh4r8RabKHnsdEupYzL0wIm4rl/wBkHWLjXf2cvCerSGUSXiyuFZ920GRs4z2r0bX/AAXbeM/CWt+C7rUfsceqaVcWct2y58ppI2XcB7E5x7VT+HHw/wBP+EvgDw34Nt7o3cPh7SY7YOqgNPtUBn+pILfjQBU1mTW/AXiOPW9Dby7+1kW4spUPRlIP5g1+uv7F37Wvg39sD4M2utWF0ItbsoEtfEuklgstvOFGWHqjEFgffHavy9kg8P3F60zTxzY4DMOCD79q3vgz488S/s8fGjTfiZ8Or1rQTSLDqtorER3UJ9R0NAH6+xaTb+GtFn1IXQMVujysGAyBjP8APNfib+2r4jvPjF+1JrtzZtvWK4aNj/dAPb86/UXx3+1t4O8Qfs/6r4mguoYGOks8oB5B2nj86/Imx8QteeK9S8QSgtPf3jyMx6kE5oA3vB/w7uPC0bXkWooJXALs3QL6c/55rpZbySKyDCNJrk58lInH3unJ7CuYOtec7Jq2kvc27FREjnKKR6j9cmt+31Oa5skgisUihDAgKQB0x2FAH5if8FWv2kNM+I3xAsPgb4Vv5J7PwZPcDWbgxvGs2pO22VACcMsYQKG2j5mkwSCCfkiu/wD2rdR0/V/2mfH+qaTqMd3a3Hi/UJLe6ilDrKhuHIYMvDAjnIrgKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD3f8AYU/bZ8Qfsf8Aj9rm80+bU/C+puF1rS4ZNsg6Dz4skKZFA4DcEZGVzuH63eFPE2ifFLwbp/xD+GXiyLVtF1iAT2c8f8SN2OSCrKchlIyCCCMivwar6/8A+CY3/BQOX9njxVD8IviffOPCOrzrFBdxou+xupJIkSSR5JFVIFUuXbBYAL1CgAA/RDxpoGv6fbtPLekEjPlMMf59a9i/Y0/bg8U/B24/4Q/xBdPLplwDEhmJIiLDBAJ6A151r32PxXBbeKNG1+LUNMu4Fmsrq2lWWG4jYZV0dSQ4YEEEEgjpWfNo2kXGkz4gIlRQRgDA/rQB6B+0Nd28PjCXxPpgS4gv2LOB6/n15FeZ3+tTW9yksEKkSEbw+Dt+h9e9Y8Pji+1KwbR9c1LDW5KL5ncDgGs68/tGa8FpaTeZMwyMngcHBNAHbxa28cgu/tYmlZSzW043KykEHPp1qSbUme2lt7az3LCoCRqPu8ccelcz4XsrTS9Fv5dWSRb3y2LXEkmV6gA/QZFT61/bdhqM2t6QRNHgNiJ+W9xQBqR6lpMNskUEzYkUMGORhu4xWn4JurnxLrawsxFvbMDLKOFAH171wU3i6Sy0hZIY2TzuGIk5Ldz6/hUGiaz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| Is this a study of the chest? | No |
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| What disease is/are shown on the right of brain? | Brain Enhancing Tumor, Brain Edema, Brain Non-enhancing Tumor |
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| What is the color of abnormality in this image? | White |
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| How many kinds of abnormalities are there in this image? | 3 |
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| How much damage will be caused to the body taking such an image? | None |
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| Is this image taken via CT? | No |
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| Is this an MRI image with T1 weighted? | No |
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| Is this a transverse plane? | Yes |
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| Which part of the body does this image belong to? | Head |
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| Where are the abnormalities in this image? | Upper Left Lobe |
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| What organ system is pictured? | Head |
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| Is this image normal? | No |
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| How many kinds of abnormalities are there in this image? | 3 |
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| What is the main cause of the disease on the upper left lobe of brain in this picture? | Brain embryonic tissue dysplasia, genetic factors, chemical factors |
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| What type of medical image is this? | MRI |
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" | What is the mr weighting in this image? | T2 |
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" | Which plane is the image scanned, transverse plane or coronal plane? | Transverse Plane |
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| Where does the image represent in the body? | Head |
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" | Which hemisphere is abnormal,left or right? | Left |
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211PcwMsMEMoYvlccgHgAHOaAPz7+P6w2t/Dg4MsQDNjJ4r5a/aB+J58FaBcyPIkfykQ4bBPp9a93+P3xM0mbW5Jlu08i0iKrJuwM18YftKahd+OvD1xrUCt9iifa2GyPr6UAeb6etxrM7+NvFtzu3Nut4pRyR6itzw34httHnXxvOkZe2l3WcEkeQT6kdOK5HQ21HWUt7TWLpRFbrt2gEbQPX8qbqt82vahFplrOyWqN8y44IHr/ADoA+av+CoWjTeJPGmnfG25tI45tX/0S4lgjCJKUXK/KOAQOOAK+Uq+1/wDgoZpU3iH4J2et2L5ttG1uMFfRWVo84/3iOfaviigAooooAKKKKACiiigAooooAKKKKACiiigAr9Nfgz4I0i5/Z98H6noU6TSy+GLIzRtwGcRKrbD3yRux71+cnw3tftvxB0O2NqJ1bVrffEQCHXzFJBB7YzX6haHqvh7TvD9h4Yv9HFnFFCBFPANvl8Djb02j0oAxm0nS9OzLqUW2UfwKhU5/GifVtOti1tZ22BIMO7jn6e1dDqnhbUdQ2S2NxFdIV+WSBs7h2z3Bx2NYmt+G9S0acx6laEFsEgr3+tADbCSOaeGOOMcZACivv/8AZeX7L4BtZikZMkalmQdc84r4C021MEqFEJG4EjoSPrX23+yl4gh1TwXb2kbMwTA2tn5T/KgCT9vf4U6Z49+Hdv4gtYiNQ0UGS3cHl0bG9D7Hg+xFfJ/wf+KWreCRNpjymS037gm7BQ4wSvv/AIV+gXxp8OjVPAk8bx53QnDOOoxivzr8a+H5PB/jO4066hKDeSpUcEZzQB9IeE/jLaeIms3uL8pIwJW4YD5jyPmxxgjFex6b4ksE8Of2ygCT25Hnqr8DPIYeo/lXxP4NuhHaRlJiEjudu4js3Qe3NemeCPifcrptz4U1C9O8IVjbPOP7vFAH1V4V/a8tdGi/s6e4iYDjZK+CPaub+L/7atjNpc9nZ6pbWrOAp+z8yOMnjivlD4k6jIlqb20mdWYHo+Oa8zfXNRlkMc9wME7mY88f0oA9E+K3x/udflkhs53WAHoW+Zz3zXB6/wDErUdR8Gt4QKkRyTBxg8596xNTEssvyLkNyCeOKilSC3kS4kfc7cLGOmP8aAILdHtIz5t6oJyJMHoDUUmqQRBtP0eFmlkG2SUfePHQU2azu9TuBDBEGkd+UwcD/GtsaXbeGLJDFGJLqZsZUZx7UAeS/tk6LrC/sza1LJGttDutmZTt/eYmjO3nvkA8c8e5r4Mr7O/4KEfEm9svhlZeCLq88qfU7sO1sucmNOp44xnHWvjGgAooooAKKKKACiiigAooooAKKKKACiiigDq/gXf2GmfF/wAO3uqFBbpqcfmmSQKoBOOSSAOtfqU9h4c8VaaLW5hW3vYYlQhQAGwOtfkbbzyW06XMLYeNwynPQg5Ffpl8BfibpHxF8C+FviPpl4S93YJBqEUrZZLqL5JcgsxwWViCSSVKk9aANyD7Z4O1c2UeoMi53KyHFbniHxbf+JNAgt7q+a4kibA89udp9G7+lUvHdnCfFdu94geLYzOsY6jj/GoPFGiXHhuxTVYo3+wsRh5OsfP/AOr86AG6eAAAUwA+F29f1r6X/Zc1230TSkRpDtL+vevmCGVWjV45MgfP157Y7fX8q7/4ZeL9Q011FrcNliCAO2O9AH2x8RPiTaweEfKmJKtGRj/Jr4e+P13Y32v/AGm2k5zyMciuy8U/H7WNSto7O6diUP3mHB6+/XNeK+NfEc2rXDTNkMzE7mBw3fjP0oA6n4Yrf3Gk3r28TSRiVSGRcjjrn6d6uapfXEGuS6ha2pDA4fyhn8SBWd8K77U7fw5eWbhoI9jSrtbnBJBz9cVb8RXSaZ4rke2lKb5Bv3AYKnPr1GcUAZfiXxbPqkqQsHRVY/K2QT71QFusieYseAf4s8gVq+MlW40f7cbaPzInUBxwR6is+ALJYYRiQoJyy9eg/wAaAMy7tg/NvAxAXGQe/vVaXTrlyoBJJxyf4a1A8aXTIqnjgknAzx6U1ZrZlzJOd/UhzgLzQA+z07TfD9s015cLLcOBhI39fU1UeDxN4iuhJpVsIgeFd1xtHrUIQalrK2EKgqCNpU89T1Nbvi66vPhf4B1PxtrFsy2em2Et1MYypJVELEKSRljjAGeSQKAPgb9u3xi+u/GuXwut08q6DbrbSs4IzMfmfHqMFcH614rVzxDruoeKNfvvEuryB7rULyW5uXVcAySMWYgduSap0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFe6fsS/HafwF4xg+GGruo0zXtST7LL5RJtrx9san5RllfCIQcgEKeBuz4XUtle3mm3kOo6ddy29xbyrJBPBIUeN1OVZWHIIIBBHIIoA/Yvwl8N9SnhbWPFTZito/mkkGOnRRXNfFHx+l1pw8LWsK/ZUZjGD03HHPv0/KsT4AftTap+0h8FtG17WZ0ju7KEWupWtqpVPOQAM+0sxIbrliSeareN4W1bXYNP0qDCk/M2P1oAl0sxXlmIwqHC7mbO0cH64xWjomo3dhKDHKVBwAyt2yf/ANVUU8Cas+06WQ5QANvHf27Co1mvrTUH0/UbIwsijcuOnvmgC74huZ/KMs0jH+InOQeg/wAaytLkttY1KOK5x5cRBfceCew+laOozQXdksUcwjLADeBnBHSqOiaVY3UptrydkmGTtHRh68CgD0jw1YXT6RfXOlRRShbKRgmOQQC39KyfiN4pvvs6yTaEsgmjDJcoASM+o9OTVXQ5P7O06/tLbUpkR7KbcNxIHykZ7Gpr22vn0HTpLM7y+nwuA3fKjBoA5X/hMY2spNNmDjcuxFIz3qwlw0dpiJmKn+Jj+NVvEI+yj7TezRh3blM5IqKyuRLbPCsgBIyOAB9aAJjNcNL5FtAS23Cqx465rU0jQfD811/Z2rq1zMVJmcHoSOwHBrJs75YZna5zsKhPMj/g7Zptl4kuPCerNqVkUuVwAxcZDDpn2oA07nwW8d95nh0SRsp4wflP1zXh/wDwUR+LWseCPhDD8Jm1cfa/Ebqbu3MJObWNw3UnC5kVegzx2Gc+9J8V9f1WJjFoEcGwF3kEYG1QOW69hX5v/tP/ABfvvjP8XtS8Syas13ZQymDTGPRYV9PqcmgDzyiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+g/+Cf37QHhn4S+O7rwh45uzb6X4g2JHduVEVvcA4R3OMhTkrnOBnJHcfoL4Z8GoNWfUjEZFeJvKkxkEnpivx36dK+iP2bv+Ckvx2+A8WneF9TurbxB4dtA0L2mpxF7iO3cgkRy5ByuDt3bsAleBt2gH6DaxMvhmddOs33zMMyFVB2n0+tcH43mVNQS83OHLENxy2Olcf8Pv2wfhL8ULW3v9M8URWF/dsElstRIVlfYHYBjwcZIznqK7W/sYtYtE1aK6WeB1DRzI2Q429Qc8igDDlvmeH96SEZQfcdak8P6hc6ZfpfWtj9oWNTuXPT/GugtfAVhfeGZr2O62S4UKqkED0z+Vc1pf/Ek1QQ6nOY4ZhtLMcAEH37GgD0Kx8TyataT20+jrEHtX7Z5I6VkXSXk3gzRTLqjr/wASmBvlPJHlr/jXN6z+0B8FvhvcSJ4p+JelQs0cqeQtz5zBgOQyxhivXocfpWr4A+JmjeKfBemXehXlpq0JsUSO5tJ1kU7MIVyO4IwR2IxQBma7p1nCkaxpvdGwS56jqetUFuRExE8uVJ4XPTg8HrWx4w1a51q7hsbfSfLdWLBsYPTHbt/hWdbabb2fiAW91KAAwO5z8oGAP19aAHW18pjZFjRgRgxMeGGOlXvDWqaSHWDVrRpYUfOFPzD2/wDrVwHxa/ay/Zj8G2IudD8U2uqzxRqj2emne7SZ5AOMDGOp9PcV83/GT9t3W/E0H9k/Cyyn0WF1Hn37Pi4Y5PCkH5R0569R0oA+gP24/wBqX4ffDH4dyfD74VXKN4p1kGG6e3uATplvj5y4HIkcEBVOOCWPQA/AdOlmlnkM08jO7dWY5JptABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACo7xuHRirKcgg4INb3h/wCKvxL8KKy+GfHur2G5SGNrfyIcHHGQc44H5VgUUAd5fftP/tBajbm0u/i3rRiOMxrdkA4+lc9qXxK+IOr86l411Ob/AH71/wDGsSigB0001xK09xK0juxLu7ZLH1JPWr3hzxb4o8H3v9o+FfEN5p05xuks7loywByA2D8wz2ORWfRQB6jZftmftF2pkM/xBluS6hVM8CAp/u7Av9a5Txt8Y/ib8RJRJ4w8Z316qsxiilnOyPPUKOwrmaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z" | Which organ system is imaged? | Head |
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" | Is/Are there abnormalities in the patient's right brain lobe? | No |
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" | Is the tumor enhancing? | Yes |
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| How to treat the most severe disease in this image? | Medical treatment, supportive treatment, surgical treatment |
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" | Is this a CT? | No |
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" | What type of MRI is shown in this image? | T2 |
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| What is the scanning plane of this image? | Transverse Plane |
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| Which part of the body does this image belong to? | Head |
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" | Which lobe is abnormal,left or right? | Left |
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| Is this a study of the head? | Yes |
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| Is this image normal? | No |
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" | How many kinds of abnormalities are there in this image? | 2 |
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| How to treat the most severe disease in this image? | Medical treatment, supportive treatment, surgical treatment |
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| Is this a CT? | No |
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| What type of MRI is shown in this image? | T2 |
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| In what plane is this image scanned? | Transverse Plane |
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| Where does the picture show? | Head |
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" | Where is/are the abnormality located? | Lower Left Lobe |
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11X7PkrsQnLce1AH4Vftu/s761+zT+0LrXgbUo4haXU76hpJgjZUW1mdnjj+ZV+ZFIVsDGRxXkdfen/BeTxT4e8T/ABt8M32gWKSQTaOTb6gVKSYUgPGw6HllOc8Yx3r4LoAKKKKACiiigAooooAKKKKACiiigAooooAK/W3/AIJmfCXxT4p+Cd/4ut7SS5j0ayjAbGVUsBnA/KvyXs7c3d1HbAkb2AyBmv2m/YX8Z63+xl4W0LTZg1xb6vYRNrlhIu6OdGTlQp4BwetAFPUdR1TRtcF1YzbbmCXLICAQQe1exaF8evAHxO+Gw8D/ABaSaPVLMltN1OMLmMd43Hdc85HIpfH/AMOPg98bNSk8WfCPWzpVzcS5/sW+jxtJ7K4PzDPrXmnij4L+M/CV6JvFHh27jtgxH2qKEshHruIwR+NAFDVLKzk1KfT7KVLre221YPjb+dW5tNuNF09dLu7hLliMpGr52H6A4qnpFhbW0n2qOTdtYhHBxgehHap2sLyNGkZGJLHa5ycfSgDPtLS5h1VEdnxIhHXH4VvvpM8+ilbOBmSOPDgr3PvVfQYZ7nXbaJ42kKKw2kZBB+te733gO18KfA+K4ntALq6TzJHHbPQH8PSgDxf4byrpevaek9uGSNmkIxnkcAH8aTxPfyzX0ls0in9+WLAcdelTeHLRpNYjvU3NGkuyQ9gDxn8DipfGemxaXq/nsi4EgPGcHvkUAWdR8HJc+E49StECyYwx6E5PWvP9Qsri11K4dgDhx95evFe2aReNqngx1nt96RkfdQcE+teX67apca5cq8RU7+cdqAO0+Eni7Qrfwfe+GdVhPnTJmMso4yKydU8H6vo2lStpetqIHBkEQbg1j6csumTGSKN3Ij4J45xWRLretyl0W8k7qyc+tAGt4Y8cy+GpTNf2zuUOY1ckFves/WvFfiz4q66thC00ru4W3jTdwfQCptK+HHi7xHD/AGkNJnkhXo+3PFehfDrxDp/wLsJfFdv4XiuNV8tktJr5ciBj/Eq+vuaAPg//AILX/ADxh4F0z4feMblzcwwWV1BrEaMpOnSyPGYlfHPzAHk8ZAHU1+f9fqP+3l4D+IPx7+AXiOXSFlv9SGowXskeSxZFfc+0DJJ9hX5dTwTWs721xEySRuVkRxgqwOCCOxoAbRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHc/sz+HJ/Fv7QHhDw3bxl2u9et0wo5xuyT+ABNf0feE/Af8AwT5/aN+xeBNT1vXPBHiWCwhtbfUpUjmtLqZVA+ZCfkyfQg1/PX/wT70+71T9s74eWNjCJJX15SqHviNyf0Br9b/ih4e1jwn4sFxZyva3UUjOgVs7zkHB/L9KAPVfi3/wT++PnwhvJtb8NxPrGmQkvbajoSGeNkB+8QhLKfYj8a810L43/FPwnqp8J+Jrq7vLM5SbT7wnbtPXaG6H8KdpP7QHxu0KBLzTfFd9HtfDJDqDKSADwCf69c1W/wCFsjx74iiuvGulp5kbbpZ5FxJ16kgfNzQBnap/YS6odV0yEtHO+CgULt/KtUy6ZfaVHYrag3GfmkCfpVP4gatomu66l5oSxxQgDLdCce2Kk02KMItwZNoTHDDPB7+9AGj8PfCF1qvjq1sLeMjBbOw4IxXt37Q95FpHw7ttGt5ACIApVuSeOvFeU+F9SOi+JLXVredl2AqWTvR8Y/HOp+JbeWZpSFVgE3HtigCl8DNLOv8AiO3spYlZLl/LMbnkkkCj4/eG28L3n2WZmDRyNG+O2GI4/Krn7OsyWevW+oXErLJF88SADk9c+wp/7Sfi6213WGs3tWE2PvE9MnJoArfCoz3+lzW6XLklRlCfven4VzevaYP+Ehuo1g2FpMEA5FbPwivpdJkDKSQzhMnj9PSl8RQwJrNxMAA8sxGM8Ee340Ac8bOe6zDEGLgEYxknisyz8G6mt0WuWbBAypGOte3fAr4WDxVrcCXKZWVyGyOCBXWfEb4U2GiXbW8KYxyCR09hQB4Wlp4k061C6drN3FvXCxRSEAj6CsXT4Nam1Zn1yGW6j3HKzyk5x265r1i50YadPC8ByVyMBeR710Xh/wCHXw11O3j1rX/GtvYBIsyRLHvlc9Thc9fc0AeT6v8ACCfxX8OPE13otrcpbadod1fXsNswSdIY4WZzGx4LAA4PrX4SazPa3Wr3V1YyXDQSXLtC12waUoWJBcjq2Op9c1/Qj458ZnVtG1H4c/DRp7DR9QsprPUbjJE15HIjIwcgjggn5QR9a/n28X2FtpXizVNLs12w22ozxRKOyrIwHXPYUAZ1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAexf8ABPzWE0H9s34e6pI7KE14JuTqN8bpn/x6v2n+N3wX+IC3Muq6kVuCAX3wOTuQjKvzzggg596/Bz4OePR8L/ido3xAMcj/ANlXYnCxKC2QCBgEgd/Wv6C/2Tf2j/An7Q/wa8L+LdM8V2d3dSae3nwrcJKXCsVkjKqSRgq+B2B9qAPCJZNY8HwraXtiGQM3mRz4yxIGCO2MdD1rK1u70i/uRcWenvHKDh2CMEHcc49MV9hePPCf7MXhCC3fxFYahq86geZDDMsawA/MFLnrgEY+lSaL4Z/YR8aaI0UGla5pOpA5WO5ukkgl3AbRkcjHPbPNAHx7o7WhuUgvriWOMkdMtnk9QT3IFdTLYLBAixsSrLgB/wDDmvUP2gf2e/Ang7w83ijwlqbA7kKQvGpPQ719chhjcMZBrzPwze3mt6cLITwBoU3F2cKSMjpnr9KAL8919m0kSJFtwmQc807VrSxh8LwXl6C8bjJz+VVtVlSKyETIEIIUkDPfnj6V0Nz/AGVdeEF0dYmmON67B93pk0AYfwtgbXvEawx3n2ZXUIHU4C0nxo0jVrPxeINQbe+SGJPcc5rp/glb+FYtYj0/WfD7qAW3MSQckEBj9CQfwq18W/B9xd+Miby63tC+CVPBxxk0Ac/Z28ywWsRzuGzJUcgkDPT0zivSbT4Jvrh0+XT4lmeeIOY5ByDnrXkk/iB9J1ldLm+ZVyEkU/eI619kfAS20/UvC1jrMdws37tUDAc4z+lAG98FvgXPo0MV/JZCOSKLBwuCW/ziuY+P/hnULOaS4vFaBkzgnpz9fpXqHjH45WPw7tI4P7QjJ27n3Y5x2zXzr8fP2mLf4jXg07R7drmcr+9weF5NAHn1tex/bpodQuEZAOSx5HPWuZ8XyacGddN1iNGfhI0l6Z9s1niwvvEV7Jp/2qSKeQM7uwOFXt06dDVPVPC2kadpseoW0sk0iyMlwwUhhIvPGR9DnvQBtWF9ofg7wte694l8RR2dlp9lPeX9w0Dt5cMUbO74UFmIAPABJxgV+Fvxz8c6L8TPjH4m+IHhzw7baTYavrM91Z6bZqBFBGzkqqgKvGOfujr0r9Xf28f2pfBvwf8A2XPEEV7ZtLq/iPT30jTLJ7kxlzMjLJJwpJCLyRwMkDIyK/HegAooooAKKKKACiiigAooooAKKKKACiiigAr7A/4IX3Ml5/wUa8F+EdW8TajY6BqMGpya3DZ6x9kSRIdNunSR9zokhjb51VjyRgEE18f13/7L/wAZbn4BfHHQ/ila2cM7afM6lJ1JULIjRlsB06BieuOOc9KAP6Gf2nYPg74Str2fw78TdO1qSBSqGCOVDIueN28AccetcR+yp8ENS+LmvwXOqeJNPsLKOczlZ5wGK5Jwo9SBgfWuH8H+Erb472cHjfwlr63+jzRNnUbW4WSIYyM7uQRkY+orV+GVrq3h/XLi0n1n7PDaMzCVn2gAfT2oA7X9pt/H3xJ8YQfD7TdCNrb26CONUiOWJcksxGdzEnr6CuH8f/CfRvhZcxeHH16ZtesTv1G2EQEUBXnZnOWOBz25xXpHif8Abat/BHhxtF8GaZbvqc0BjbW7iAPcEEYwmQdmemeteCQ+JfFGueJf+Em1xrg+bukllkyQwzk5J65x1oA0tVvrqWDyJSqPsAbCgZPzfMPcgiq3hrVdT0G6jaQs8a7d0chyrjryPrwaZqWpyajLNCIi+2AKiBs4HOF/Kpvhd408IeC9QmPjrQrm/idtsLRSFSMDgZxQB614T8d2F5cm9XwvBDPHbNtmUcfcbk/jiux+M+v/AArsNXlhs/DOpw+ZbxeZNJIr75CuGPA4GQSBXJeFfij8Lta1CeHTvhrL5E1hJEWlvn3IzoyhugHBbP4Uxv2l7Wx8RPa+OfAOn31qY0ULHBtZdvGdw78fjmgDx/xl9kvfEL6rpUUhgicugZSDn/DjFfRP7OPxk0fQvAdzpd5fiNoIy0D5+/8A7P4GvJPjP8V/hv4o0lNN8B6GLR5nJkAAyq56f59a5zw21zDpG1Jf3afI+08gnGB+PNAHea/4qvPif4re417WJoLFNzTvnhVGcD69ap+J/iT8OPCFqdI8IaDJJdtgS3l3LlmB9McDNcefF+q2Zn0W2t0ljL4lYRkk9e9dP8KfhppPii5Fj4jaKA36N5N7eNtjicKSAx9zhfbNAHO+EPFOua54kvJ9Nt7hJ5IikEVs24Zx8oweo+laPhf4nWXw4mlt/i/4Oimsj++uJbiQxjG3J+fPykL1+laPj/4V/E/9nfxdbeJv7Kmt4nRJobyBvkAXkSRt0PY8V4Z/wXU/aB8A+Nf+Ca3gHwbp/hAad4xsPiPbx3OvWk7I+paa1hqJeOZerEO0WTyP0oA/Pz/gpx+1J4V/ab/aU1K7+F1tNbeDNDY2fh6Ca48wyYA86fIYqweQMVYBT5YjDDINfOlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+hn/AAR4/blutAt5f2XviR4xne3u71H8MQ3DYHzBvMt1kzkkttZUPH3scnB+6PiNquqRXr6D4d0H90zFc4JLk/xH/CvwQsL++0u9i1LTbuS3uIJBJDPC5V42ByGBHIIPev2H/wCCPH/BXb9mW/8ADlv8M/20fBd1f+L9KVjp/iW818CHVFyWDT/aG4lXoSGwwAwARyAd9r/gPXfh/Ba65410vYLoCSKCZCGkHZvU+3SvUfhX8QvBPjLw+fBnizwxawGNs29+nyyAkZ2nHbHrVj4xnV/2iPjFY6zov+lWGo3cb2iQAbVh42qoUkbcYxjjFcX+0DHpPhb4vy2HgwBILYrDtVDhnAUFvzDUAQ/Ezwv4c8Oq2r6JqJeQSEKUOMcHFcLpviiPTtdttRS3MkUchM0TD5c4PPNdH8V9C1bw/Y2T6ooZL+JZbZgvJDHGT+NWfGPwg1fwb4IsvFMloymeMEkDjYw70Aem/DX4meGta0vXJofhzbTTy6HcrBdIpX7OxjbEvHHB559K5D4n+MtC07xVc6d4d0KJlVtkZYFi2DjP48muj+AmoaLaeAtb1Fr+1tYG0OaCczuFOXXZgZPJ5zWnqnwb0XwB4p1vU9a1W0v72wLfZzbSiSMHJIbI6jBzQB4x4x0vS9AMBlCw3l0ATCB9zPr789KdbjUbfS4tO0y2lOX8yVtuA7dh+A/maueFvD0vxC8e6lrMiNP/AGbE8pjxnpWvp7aroM8U99BmOSfKI/Py56/SgC78GvDslxdXFlfqBPIQyF48n73Stz4jeO5dLnTwz/wj6Pc23EZt1x+Y+tWLnxp4W8GSQeLQDJeSfPBFswCQMD8BXLf2h4q1XxIvxW1mWO3hubrBa6ZUjBxkDLcdBnFAHoXw7/aq8aaXof8AwhPxT8Mx6t4bHzS2mpLlbdMH543+9ERx049a/Hr/AILEftdfCD9q/wDafin/AGeLXVbbwR4Y0oWGnw6qiqZrwyM1zcIANwRsRIA3OIQcDNe1f8FZv+CqGh/EPT5/2bv2fdNbTp7S5ms/GXiazkTyr+Lynhks0jZCQNzZaRWBBjAXOSR+cdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFSW11c2Uy3NncPFIv3XjcqR+IqOigD9Av+CW//AAWv1n9jux/4Vv8AGzRrvW9EGV0vxBbKJr/TFPWMLIQHQ59QV5xnpX1ppP8AwUj/AOCYnxB8RLqniD48f2Mstz5k5v8ARbvucknZG/NfiTRQB+yXxr/4Kw/sLfHzxNZ+CPh54k1bTItGieG3v9a0xbe1nSJsKUcOxw2Nw3KpOeQOlerP+3J+zx4v/ZyudF8ZfGnwra/2fpbT2902qRs7Qp1UIp3FuOBjPtX4L0UAfWn7V3/BSnxN42uI/h98EZZtL0PStVWdNYhndJtSCqylWXoIiSCB14r9Av2Jf2zfhr+19+zL/aF74h0Xwt4t8Ostp4jtL/UY7db3eHZZojK4MnyrhvQkV+JNFAH9F/7I2g/D5/H6Xt98VPC9pZXUgjuZrnxFaqArdc5k54rzP/gpx+1D+zZ+x94k1zSrX4v+HvEmt6ZpUdxoegaXqAla+EhIjBaLcFBIO4/wgZNfg5RQB98fED/gtj/wl8sU1r8B4LYW1qFtreLVmKCTvuJTOCeuBXy98dP21/2kP2iNAHgj4lfEi6vPDsGsSajp2hmKJYrSRlZAFZUV2ARynzE8e9eUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==" | What organ system is pictured? | Head |
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" | Does the brain look abnormal? | Yes |
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| How many kinds of abnormalities are there in this image? | 1 |
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| What kind of symptoms will the disease on the left lobe of brain in the picture bring to the patient? | Encephalomalacia, local edema, confusion, increased intracranial pressure |
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| 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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0GKAKfw+1+50vW7e1kyI5JgoyeB83FftB4Fsz4P8A2HtAmvLjcbDwpZzSsegw8b/5+lfi5o9hb/bVuoYz8jqULdsHNfoj8L/23fCXi3/gnx4l+HHiDWBH4r0jSRa2tjIpBuLUsgDo3RtvOR1HGaAPp/8Aaw8X6h4S/Zo8SeIdKlIlFmiRyoeQJDjP61+RHjXX2Z5Lh5Wdi+Xck5JPcmv1V0zWdI+O3/BPm81/Vr5At/4RUPI7D/j5iOB+OYx+dfjt8Rru6tNfn02VnJVjkHuP8igBVVdagmluIyJiSFbsRXU/C7TrvU3ityGKs4Vti5OfbH8q5/SRBBpkTsSqsODjn8/Su6/Z+8fN4B8Svq8WmW90YSxRLiLcPmU8j0YcHPXr0oA6Hx8+l+F9bi07WIBqEaKu7988RUH+Ehlypx6ir6fDr4S+P7WG6+GWv3GmauMbtE8QSxnzG/6Y3CKqN9HCH61n/tBeA9J8PCDXtM8WjU5NRT7Q+yF0MW7nDAjCsc8LnOBVj4R/s/8Ai34h2qal4R1a2vGhZTd20dyTPB7tGQDj/aXI988UAfLf/BWv4NXvwz+JPgzxL4iur5db8QeEY21OxvGUrbLbyPbQqmACo8mJMhiTnJzggD5Lr7a/4LbXN23xV+H+m3tyZZLPwOsJcvu+7czL/MEV8S0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdJ8HPCNr4++LXhnwTqEEsltquv2lrdrBncIXmVZCCOmELHPbGe1fdH7O93L4q+Injr4kMGKahrUkVqz9fJRtoGfQEEfhXxJ8A/iTH8IvivpnxAks3n+xR3KIiMAQ8ttLCrZP91pA3/Aa+9f2cfCtz4M+DGjreREXWo2ovrhSOQZSZQPw30AfYX7I3j7xF8NPGFvrXhu7EF1JavbqxHZ1HP1yK/Sr9mr9pnxTJpEnhzxbdRGSG3Xyb4DBdiRgkepIxj3r8pvgXJeXD6VqVm+9kugJPUAHvX138KPHNz4U1O28ReIp1meG8EkdvHwvl5zsPrQB+hvxx8Sad4i+GlpbTkx28h86drnAJYIcKAf9or+VfjJ+2RAJvipfK0g8lJNqY/jIB/IAsfz9q+w/2qP2z1n8O2VloelXUPG8Is2Fznv68Cvi/wAczal481mfX/EEwea6csEHO3P/ANagDyfWvCUl/wCHr7VzbbktLXfIT7n/AA/nXzz4xspb/wATJHpjm4VguX8vbgnnJA6Dj8hX3d4w8CQaF+zP4u8TOoTbbW8aHHYso/M5/SvlyX4f2ng74War441+YwXN/BFb6crocrvUsen+zigDzC1dYnW2cAtnO498V1vw4kWXW/7PnlIiuHaPaG67gVxj864yN185S79QOB611/gKxlfxTpcQz5a3qNKw7KgMjf8AjqsaAPVtZ/aY8Y+DPgpZfs+6XrPlaNAu+aFlJaWZsljnOAvOMe3vXzl4vifVL97qRmY7txfBOR+Jrp/Ec8+tQwaxe26meSISM3oTzt5+tc3qc4jVsgsSMgDr+WaAHabNJL4fNsJQggc/w8n/AOt3rqPha+lJrDHU3CwBxu29WXjIHv2rgrV3j82MBgGIbaG9RjOPwNd78LNAk1y8W0VwJJJdqsf7zMAP6UAew/GBtM+I/hfTU8EWN15FjD5QgkYMUGOPugDseep75PJq/DPwP8UPCaL4j0mGa0eJgyT/AHcEcjkivRPh9HffCD4VwXutaWjzeIZ4LiG0uLfDIsQkCq2WG0ksSVI6Lg9axviB8SvGXjO4/sbUol+zyAKI4sCID3VCFyPXGaAPmX/gtxFp/jLTvhf8YrG0s1uLnRbjSNWmsogqyXEDq5LEfeYiTn0PHavgGv1J/wCCv/w38OaH+wv4OEeq2y6lpPih3mjknw0hljwyICexQYA5IVm6dPy2oAKKKKACiiigAooooAKKKKACiiigAooooA0PCekpr/inTNClk2Le6hDAzegdwuf1r9n7v4Xafpvi3U9AmMcMFrJ9n09eNojUfLjH4D8K/Gr4bSwwfETQJrk4jTWrVpD/ALImXNfrr4l17W/DXiC5j1QNdWzzsWnjk3EN357H2oA9N+FHgmfwn4jTySDA75Cr0+te+XegXs2ji4ijIZRkqK+VPCHxCms5Eu9I8UsgBysUqEkfj0r6m/Z1+J0Pj/QzaazKn2q0bYWA4kUjg4/OgDJ1TwVJ8RfCcmktuF3bk+Sxbtj/AD+VeUaf4B8T6B4jj0/XbR1aOYIY2Gc+9fTsvhg6Lrv2+0UmGVuQvGKl1/wlo/iC/hvbq0UPEATIRj6c0AeffE/wNF4o+EUfw0jjKxajLHNekd1TBH86+YP+CjltoPhTTvDvgHRnVY7az865iXADyHAX8QgFfWvxM8c6TocbtbiNHS3eKPPbIxn8K+GP2tvGGheLlnv9VD3OoSzhbNw3+rGeT9KAPny0gkuJMhtwRj19+1e6/BL4YXusWOo+JZIHdLSwmEb4wA0iGHd74EmfxFeaeA/CN3r13HaR2rFmKgbUyTzX3Vpnwuj8Hfs+arBptl5cltpsdvdOByZmImm59v3Se3PpQB8V/Ezwlc+F5pNJkU7oEaPZjrtO3P8AOvObna2WyoPQ5HHpmvsD9rb4YaVPrBn0bky2glZH6jcd3U9cAjP49xXyj4m0VrG6ltnh2ujEbSO9AGPZ2DWMTRkA+YnUjp/nP612/wANJZtPW3uo0yxkBBOeuc/n0rjYLqS8kjsnj25TH1zXuvwjufCnw38KTeLtStra+1WNUGmWsqhlhPXzWyMZ9B26+lAHsfi6zu/GPgnSYL3Qr03DJP8AbrhL2b/RZkcqPkLFEwADgrg5OcmvHPhFJfeKfjLpfhd9Ua7so9ajW6MO7ynAky7AehAPPTryayL34/8AxVu/tNhpfiOS2hvXJuIEtoyrk9SQVxuP516N8ErS98DeH7r4y+I7eaeZbeay01rhs755I2BdsEnCDJwR1YetAHz7/wAFJtZt/il8NfFeua8ssj6LfpcaUn2mRUgMlysZOxWCudjYG4HGTjGTX54194/td3qT/AHxrhSXaO1MjH/r7h/xr4OoAKKKKACiiigAooooAKKKKACiiigAooooAfbTy2txHcwNh43DIR2IORX6l+FfGfiPxN4V0TxpcWBgbXtDtNRmtGO5VW4iWUDnqMOOa/LOJxHKshGdrA4r9LPgj8WdL+JP7PvgttH1O3uW0jwzZaRqKQ9YZreBI/Lb32BD/wACoA7CwuYY5xdWsT2zbhvUHKH6f4V7t+zV8Q49A8TWqTOUSdgjnPBz/wDXr5307XE0G7SQktAxO6NunUjivS/h94g0DUNStWtZVXdKpO04xzQB+gul6pbahpyvMwBAGSetYPjvxbb6NplwsBwiIS7dyBxXI+H/ABzE2hrPHNwUALZ9q5PU/EN14+8Qf8I1YM7qW2sEOSRnpQB4v8afHXibxjrUtrpNw4KsVWIKfmz9K87i+BOozXK6p4wlHm3AC26yHgNnJLA/dHTk+tfaPiL4ReDPCvheLWdNtYJrxoybmQN91hwwGeeOmR618PftK/H66hv7rwl4Tlt0dJDHqF/bkttyceWjHvzyR0x9aAO70fxX+zp8BVTWtd8RWuqXluVkGnaZIJTLyCcuPljUZxg/McdAOa761/4KDfBbWPCujfDfV9Ju7E6zepcX17IysIoi299yj/aKknvjGK+INR+HnxAvvAV94y0rR5Z7ISR+dLECxj3yxxgH6mUDmsLSL1/EvibVNZsXLQ2czWFl5ZydyErkDuMq3PQZBoA/UTxx4J8D/FPw/HdeG9Uguo7lVGnXVudyOBgcehIGDXzR+0D+xX8RoWlvfDGgy3t3bxNcG1tsNLLDj7wUcnoTwM4BrO/YN/aC1HR/GSfCzxTerhrgNaGQ/LICcEe7DqD1x9K/UbwtaaVLpFtqGo2sZvYVxExQE7TyRz2P9fzAPwqvI9R03V3h1KyaGSNirxsu0oRwRjsetb0PihYLVIINPkkkXpJ5hUe2R09K+pv+CqnwI0LQPF0nxG8M2CWzyzA3iwpgOGGQcDuOa+Zfhr4zl8L3ontdBsr1pISoW7tFlCkdxu6Hkj8PUUAejfs5fBjWPiJ4ittT8Wahb6TZXEhCXmo5EaqFZ2fqN3CHABAJI7V6D8WPiR4ZuNHufB3gpmufDmlILaG9uYI45JZSw33KeUFGC21drbjhcg15feeOviB47RW8Ras0Vjbx/ccBIIE6/dACj8smsTxH8X/D7Q/8IxoGlmeArte4nbaZSO4QDhe9AHC/tXWfh+y/Ze8dT3Gox/aZI7NbJC3Lk31uSB6naGOPQGvgGvqL9vfxZrNj4U8P+FIb8Rwarcz3V7bq2GYRCMR5GfuZd+vBKDutfLtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX1t/wAE3fiXaW3hnxF8Mp7S3aaG9XVLfexLyo6LFJx0whji59Za+Sa739mb4kSfC/40aLr0t5HDY3NwLHVWmlKRi2mIV3Yjsh2yfWMUAfeWua9G8pU2e0A/Ko6Dn/6/61k6f471Hwzr0d5bymJCfu+pzXVa74PewQjWY5InOQQYz8vsf0/OuO8S6XocUB8zUA+3pxigD6S+H/7R0V/4BZ5rpRPH8m0P1OPT8DXsn7Pnivwv4Jth418aahumvMm1gRvnYD7x56dxk1+fWha4+mWkgDtkYIVT26V6RqPxa1h/B7XcFy26WPyI2Jz5aAcgemcj8vegD139s/8AbX1Dxe7fDr4XSDStMijMUs8Um6RgScjf1ye+OPyzXydqKS3MIW1VpdrFpCx4P4/n+dWYr2O/vRNqEzyOxywAzjnvXTeGb3w2bifQr/TnX7VbNFFOzA+U56MPSgDrf2fNf0TUfCes+H/iLf7tBltQ99bCT5mRGDjYT91g0YYH1xVT4naXpPw70uz0jwjpkVtbFWlkRR80yyZb5/UkHkfXvXA+ILLUvC2ia5YQhgnktGwB4IOf04NafxD1jW9Z177Gkp3vKVG5uQAcD+VAHIy6nqmi6vbeMPD93JBeW1150JAx5bq2QOO3QfnX7Ifsp/G7wf8AtH/Ajw58SLPUhBdixEGp24f5oZ4/ldGHfkcH3Br8er/w/qMUjwwxLNGjfOR3xnmvdP8Agnz8Z9V+H/iTWPh/LeutpfRi7hQnGyVcK/0ypGf9ygD6f/4KKSaf4j8MXtpFIG2W+Fb6Dj+tfnho/iK88NXUl3ZJEZkV1SWRFYLu6/K/GfqDX2N+0742XV/Cd7dS3Y5hILMeDxXxdrpa3t1R51R5OQhtyS+e4boR+NAD9b8eeIdZi+zX+qvJETuEfmjbk/7K8Vu/CTTfCpZ9X8RLNcy7gEgikCfjkhvbjH4iud0TwXq2tgzlgAP4VVcius8M+EZ9PuFZmO5jg7s9aAPkP9u3XLjVf2lddskubn7DZxWaWFpNctIturWcDMEB4UFyzEADkk149XeftO+MdO8efHnxL4i0gQm2N6trBLb3SzRzrbxpb+cjrwyyeVvGMjDjk9TwdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABQDg5FFFAH3h+z58fvEXx5+F0Dapq5utb0sJb6w0rku7Ywkx/31TOf7yt6V1Nz8P8AV2t21O5H7oH75BwTz+FfFH7NPxzvvgN8SIfEht/tGm3arb6vakn5oC4JdR03rjIJ9x0Y193eIvFh8Z6Pb6joesrNYXkYe0mgk3RyKehXHFAHDWcDNdSWzuqrypY/5+la4fdozacr5wwdBn2Of6VmeJLKXStVhsIVO8qA340t1/aGh3UUV6PvIHTj7y0AbHw/utPt4bvTtRiXcWJWUDLLj+fHFd94o+EWn6SPstxrUH2oBeEB/cl1Dxlz2BDAfXiuM+HA8F2GuLf+NLK4nsmkJYWkgDkEds8ZHp7V2Pjb4gtP8Vb7xraWUF1pWqAolmyEIItgVUI7MoVefUA0Ac3q2n3WqJP4fvIiZ7mS0gAHJLPcRIB9SH2/lXe+E/2evHPxD+I17dWsNtYWNoWludT1CURW1rHk5d3YgAc4A6k9KXwPb+BNV1fRte8O6tMb+HxdoQktb+2wUP8Aalq2eCQy4Q9+mAetd9+0rr3xS+J9zLNorWdr4ZN0XW30kpHbFgTzJtxuI5I3cDnAGTQB578Vm+Ffwj06TRPDeuxa5qqMVkuFspEgUbSAyl8FsNg9P8K8q+FWt3Gi+OrPxPESrC4/eAnGUI2sPyOaj+IV3NrHic2jf8sVSMnOc7VAJz7n9Ko6fepZTGSJsLEPlY+tAHqv7QnxHhvvD50W3n+eYAYz7c15B4R0e68RX0kbTohj4jWV8KzccZPT/PrUniS7v9RjXUb9jnH7tX7jpn6dqXwNe2tpqapd3BjglP8ArAm7Bx/OgDorfSdV0C/T7ZDhScCSOTcFIPYg9qZ+098W7/4X/s1634stLy1TU79k0rRrl4HEq3E4YO8bxFWSRIVmkV2OA0a9SQp7XRPDfhfVLTH/AAk8LRFSEtpopFmU9cqcbPzavg/9sT446V8XPHkeg+FIUOieHJbi30+9yC96zMokmyCRsPlrsHXA3HltqgHkNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV71+xd+0boPw215fA3xNupf7CuZt9lcM5KWU57MO0bnGSOh57k14LRQB+kV7oqeJPEn9srNG0edyspyCp6Eeo54qf4yaD/ZelaDqkiBJJbdsp32CRgp/EE/kK+Pv2Y/2utY+CupDSvGVtcazoDIdtt5mZbZwoClCx+7wAV6Y6dMH6D0343+Ev2g/E9hZWHxAsjdancJb2FhPN5cgYtsRAh6c4wPpQBswRWTSxxXd0USQjEijITnvW3MYNOvE0W61I/u1wCBwwxwc/1rn/ABVY6bournSNN1I3KRKBJMRgFx1x7VPoyx+JNGvrKdgbmBV+zSjOSAeV/L+VAF3StdNlcveQBniS43MA2M7YZWU59mUH6iux+FXji+0XRrjTtReebStUjKSRE52nOQR6EetcTazXOn6GmlzwIgis7m4JZBlwJLeIfXHnN+dV4fHl9YaXbaTozCMCL98zIDk5PPP4UAa/j/U9CFybDQLVpJ5XIkupEKtt7DHY+tctOUe/i0yA8tIN2D1PP9aQao0LG8mRiZGIExHBbHQflWdqfjTwh4Csh448b6ylnaxymNGKl2lc9FRVyzHucDgAk8CgD0D9orwW/hfV45bOIizezgFmV6Mixorf+PAn6mqOleCdCi+G9z42v9Wt4ItJj83VZLqURrFEWCiTJOCNxAPpuFef/H3/AIKR/CPxv4T8L6B4L8E6xcT6Zppj1OW9SOFGkLknYQzEgKF6gda+b/jZ+0X4n+MCRaOlqNM0e3YtHYQzs3mnjDSHgNjGQMcZPXrQB6B8cP21NR1CJvCnwUu5rCzMRW51sK0VxIc/8scEGIY/iI3EnjbjJ+e6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACpbK9vNNu4tQ067lgnhkDwzwyFXjYHIZSOQQe4qKigD0DwR+0z8VPA1qbK31G31CPjYNVhMxTkng5BOc9yegrasP2zfi5ps889taaMDcZ3KbJsL9Pn4ryWigD1u9/bR+MN/ex3txDo/7uxktfKFk+1kd4nJI35LZhTnPr61tX/wC27qOowW0cnw1s42gt1jcwX7KJHAGXxsOMnJxk4z1NeFUUAdR4w+MHjzxdrk2qt4jv7SF5/Mt7C2v5RFb/AC7BtXdgHbwSAM5PrisPVfEOv66I11vXLy8EOfJF1cvJszjONxOM4GcegqnRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==" | 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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0GKAKfw+1+50vW7e1kyI5JgoyeB83FftB4Fsz4P8A2HtAmvLjcbDwpZzSsegw8b/5+lfi5o9hb/bVuoYz8jqULdsHNfoj8L/23fCXi3/gnx4l+HHiDWBH4r0jSRa2tjIpBuLUsgDo3RtvOR1HGaAPp/8Aaw8X6h4S/Zo8SeIdKlIlFmiRyoeQJDjP61+RHjXX2Z5Lh5Wdi+Xck5JPcmv1V0zWdI+O3/BPm81/Vr5At/4RUPI7D/j5iOB+OYx+dfjt8Rru6tNfn02VnJVjkHuP8igBVVdagmluIyJiSFbsRXU/C7TrvU3ityGKs4Vti5OfbH8q5/SRBBpkTsSqsODjn8/Su6/Z+8fN4B8Svq8WmW90YSxRLiLcPmU8j0YcHPXr0oA6Hx8+l+F9bi07WIBqEaKu7988RUH+Ehlypx6ir6fDr4S+P7WG6+GWv3GmauMbtE8QSxnzG/6Y3CKqN9HCH61n/tBeA9J8PCDXtM8WjU5NRT7Q+yF0MW7nDAjCsc8LnOBVj4R/s/8Ai34h2qal4R1a2vGhZTd20dyTPB7tGQDj/aXI988UAfLf/BWv4NXvwz+JPgzxL4iur5db8QeEY21OxvGUrbLbyPbQqmACo8mJMhiTnJzggD5Lr7a/4LbXN23xV+H+m3tyZZLPwOsJcvu+7czL/MEV8S0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdJ8HPCNr4++LXhnwTqEEsltquv2lrdrBncIXmVZCCOmELHPbGe1fdH7O93L4q+Injr4kMGKahrUkVqz9fJRtoGfQEEfhXxJ8A/iTH8IvivpnxAks3n+xR3KIiMAQ8ttLCrZP91pA3/Aa+9f2cfCtz4M+DGjreREXWo2ovrhSOQZSZQPw30AfYX7I3j7xF8NPGFvrXhu7EF1JavbqxHZ1HP1yK/Sr9mr9pnxTJpEnhzxbdRGSG3Xyb4DBdiRgkepIxj3r8pvgXJeXD6VqVm+9kugJPUAHvX138KPHNz4U1O28ReIp1meG8EkdvHwvl5zsPrQB+hvxx8Sad4i+GlpbTkx28h86drnAJYIcKAf9or+VfjJ+2RAJvipfK0g8lJNqY/jIB/IAsfz9q+w/2qP2z1n8O2VloelXUPG8Is2Fznv68Cvi/wAczal481mfX/EEwea6csEHO3P/ANagDyfWvCUl/wCHr7VzbbktLXfIT7n/AA/nXzz4xspb/wATJHpjm4VguX8vbgnnJA6Dj8hX3d4w8CQaF+zP4u8TOoTbbW8aHHYso/M5/SvlyX4f2ng74War441+YwXN/BFb6crocrvUsen+zigDzC1dYnW2cAtnO498V1vw4kWXW/7PnlIiuHaPaG67gVxj864yN185S79QOB611/gKxlfxTpcQz5a3qNKw7KgMjf8AjqsaAPVtZ/aY8Y+DPgpZfs+6XrPlaNAu+aFlJaWZsljnOAvOMe3vXzl4vifVL97qRmY7txfBOR+Jrp/Ec8+tQwaxe26meSISM3oTzt5+tc3qc4jVsgsSMgDr+WaAHabNJL4fNsJQggc/w8n/AOt3rqPha+lJrDHU3CwBxu29WXjIHv2rgrV3j82MBgGIbaG9RjOPwNd78LNAk1y8W0VwJJJdqsf7zMAP6UAew/GBtM+I/hfTU8EWN15FjD5QgkYMUGOPugDseep75PJq/DPwP8UPCaL4j0mGa0eJgyT/AHcEcjkivRPh9HffCD4VwXutaWjzeIZ4LiG0uLfDIsQkCq2WG0ksSVI6Lg9axviB8SvGXjO4/sbUol+zyAKI4sCID3VCFyPXGaAPmX/gtxFp/jLTvhf8YrG0s1uLnRbjSNWmsogqyXEDq5LEfeYiTn0PHavgGv1J/wCCv/w38OaH+wv4OEeq2y6lpPih3mjknw0hljwyICexQYA5IVm6dPy2oAKKKKACiiigAooooAKKKKACiiigAooooA0PCekpr/inTNClk2Le6hDAzegdwuf1r9n7v4Xafpvi3U9AmMcMFrJ9n09eNojUfLjH4D8K/Gr4bSwwfETQJrk4jTWrVpD/ALImXNfrr4l17W/DXiC5j1QNdWzzsWnjk3EN357H2oA9N+FHgmfwn4jTySDA75Cr0+te+XegXs2ji4ijIZRkqK+VPCHxCms5Eu9I8UsgBysUqEkfj0r6m/Z1+J0Pj/QzaazKn2q0bYWA4kUjg4/OgDJ1TwVJ8RfCcmktuF3bk+Sxbtj/AD+VeUaf4B8T6B4jj0/XbR1aOYIY2Gc+9fTsvhg6Lrv2+0UmGVuQvGKl1/wlo/iC/hvbq0UPEATIRj6c0AeffE/wNF4o+EUfw0jjKxajLHNekd1TBH86+YP+CjltoPhTTvDvgHRnVY7az865iXADyHAX8QgFfWvxM8c6TocbtbiNHS3eKPPbIxn8K+GP2tvGGheLlnv9VD3OoSzhbNw3+rGeT9KAPny0gkuJMhtwRj19+1e6/BL4YXusWOo+JZIHdLSwmEb4wA0iGHd74EmfxFeaeA/CN3r13HaR2rFmKgbUyTzX3Vpnwuj8Hfs+arBptl5cltpsdvdOByZmImm59v3Se3PpQB8V/Ezwlc+F5pNJkU7oEaPZjrtO3P8AOvObna2WyoPQ5HHpmvsD9rb4YaVPrBn0bky2glZH6jcd3U9cAjP49xXyj4m0VrG6ltnh2ujEbSO9AGPZ2DWMTRkA+YnUjp/nP612/wANJZtPW3uo0yxkBBOeuc/n0rjYLqS8kjsnj25TH1zXuvwjufCnw38KTeLtStra+1WNUGmWsqhlhPXzWyMZ9B26+lAHsfi6zu/GPgnSYL3Qr03DJP8AbrhL2b/RZkcqPkLFEwADgrg5OcmvHPhFJfeKfjLpfhd9Ua7so9ajW6MO7ynAky7AehAPPTryayL34/8AxVu/tNhpfiOS2hvXJuIEtoyrk9SQVxuP516N8ErS98DeH7r4y+I7eaeZbeay01rhs755I2BdsEnCDJwR1YetAHz7/wAFJtZt/il8NfFeua8ssj6LfpcaUn2mRUgMlysZOxWCudjYG4HGTjGTX54194/td3qT/AHxrhSXaO1MjH/r7h/xr4OoAKKKKACiiigAooooAKKKKACiiigAooooAfbTy2txHcwNh43DIR2IORX6l+FfGfiPxN4V0TxpcWBgbXtDtNRmtGO5VW4iWUDnqMOOa/LOJxHKshGdrA4r9LPgj8WdL+JP7PvgttH1O3uW0jwzZaRqKQ9YZreBI/Lb32BD/wACoA7CwuYY5xdWsT2zbhvUHKH6f4V7t+zV8Q49A8TWqTOUSdgjnPBz/wDXr5307XE0G7SQktAxO6NunUjivS/h94g0DUNStWtZVXdKpO04xzQB+gul6pbahpyvMwBAGSetYPjvxbb6NplwsBwiIS7dyBxXI+H/ABzE2hrPHNwUALZ9q5PU/EN14+8Qf8I1YM7qW2sEOSRnpQB4v8afHXibxjrUtrpNw4KsVWIKfmz9K87i+BOozXK6p4wlHm3AC26yHgNnJLA/dHTk+tfaPiL4ReDPCvheLWdNtYJrxoybmQN91hwwGeeOmR618PftK/H66hv7rwl4Tlt0dJDHqF/bkttyceWjHvzyR0x9aAO70fxX+zp8BVTWtd8RWuqXluVkGnaZIJTLyCcuPljUZxg/McdAOa761/4KDfBbWPCujfDfV9Ju7E6zepcX17IysIoi299yj/aKknvjGK+INR+HnxAvvAV94y0rR5Z7ISR+dLECxj3yxxgH6mUDmsLSL1/EvibVNZsXLQ2czWFl5ZydyErkDuMq3PQZBoA/UTxx4J8D/FPw/HdeG9Uguo7lVGnXVudyOBgcehIGDXzR+0D+xX8RoWlvfDGgy3t3bxNcG1tsNLLDj7wUcnoTwM4BrO/YN/aC1HR/GSfCzxTerhrgNaGQ/LICcEe7DqD1x9K/UbwtaaVLpFtqGo2sZvYVxExQE7TyRz2P9fzAPwqvI9R03V3h1KyaGSNirxsu0oRwRjsetb0PihYLVIINPkkkXpJ5hUe2R09K+pv+CqnwI0LQPF0nxG8M2CWzyzA3iwpgOGGQcDuOa+Zfhr4zl8L3ontdBsr1pISoW7tFlCkdxu6Hkj8PUUAejfs5fBjWPiJ4ittT8Wahb6TZXEhCXmo5EaqFZ2fqN3CHABAJI7V6D8WPiR4ZuNHufB3gpmufDmlILaG9uYI45JZSw33KeUFGC21drbjhcg15feeOviB47RW8Ras0Vjbx/ccBIIE6/dACj8smsTxH8X/D7Q/8IxoGlmeArte4nbaZSO4QDhe9AHC/tXWfh+y/Ze8dT3Gox/aZI7NbJC3Lk31uSB6naGOPQGvgGvqL9vfxZrNj4U8P+FIb8Rwarcz3V7bq2GYRCMR5GfuZd+vBKDutfLtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX1t/wAE3fiXaW3hnxF8Mp7S3aaG9XVLfexLyo6LFJx0whji59Za+Sa739mb4kSfC/40aLr0t5HDY3NwLHVWmlKRi2mIV3Yjsh2yfWMUAfeWua9G8pU2e0A/Ko6Dn/6/61k6f471Hwzr0d5bymJCfu+pzXVa74PewQjWY5InOQQYz8vsf0/OuO8S6XocUB8zUA+3pxigD6S+H/7R0V/4BZ5rpRPH8m0P1OPT8DXsn7Pnivwv4Jth418aahumvMm1gRvnYD7x56dxk1+fWha4+mWkgDtkYIVT26V6RqPxa1h/B7XcFy26WPyI2Jz5aAcgemcj8vegD139s/8AbX1Dxe7fDr4XSDStMijMUs8Um6RgScjf1ye+OPyzXydqKS3MIW1VpdrFpCx4P4/n+dWYr2O/vRNqEzyOxywAzjnvXTeGb3w2bifQr/TnX7VbNFFOzA+U56MPSgDrf2fNf0TUfCes+H/iLf7tBltQ99bCT5mRGDjYT91g0YYH1xVT4naXpPw70uz0jwjpkVtbFWlkRR80yyZb5/UkHkfXvXA+ILLUvC2ia5YQhgnktGwB4IOf04N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| Does the picture contain brian? | Yes |
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| What diseases are included in the picture? | Brain Edema, Brain Tumor |
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" | Is the brain healthy? | No |
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" | Where is/are the abnormality located? | Left |
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| What modality is used to take this image? | MRI |
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| Is this a T1 weighted or T2 weighted MRI image? | T2 |
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| Is this a coronal section? | No |
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| Where does the picture show? | Head |
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" | Where is the brain non-enhancing tumor? | Upper Left Lobe |
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" | Which organ system is imaged? | Head |
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" | What disease is/are shown on the upper left of brain? | Brain Edema, Brain Non-enhancing Tumor |
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3ww1/4bvod3PbLfWd1JDIrdQCOD9BzXc/tjftUeBfg58Hb9La+imurq1a2srdDgyuwIAwPQ8/Svyw0j4t+K/hV4oXxP4C1Frdp1/f2pOULevFVvFHxc8a/EzxFH4i+IGtSXqxhvKt84RSfTtmgDnfF2p32uXks2pTxyTSzF7hwOrE5Pt3x9K3fBH7Rfj34Z6JJoHg+/axDypIWjjXcWX7pyR2P8qzn1bSY5BLDoKPg7mEjElh35XFVrm40zUbjKaasQOeNxyPzoA0tR8ZePfid4jPiHxVq897NdEGaSeTOSCOT2HT9K+E/wDgtR8CtT8AfFLwX8ZJVtorTxroEsEcKSu0zTWLoryspG1UaO4gVdp5MTkgHk/f3gq2tIyCYnZNmI1J6ntXzT/wXp8beIvF/wAH/h0+sxrBBDqrwWNmmAIUjgbPHXkueaAPzDooooAKKKKACiiigAooooAKKKKACiiigAooooAKveF/DupeMPE2neEtFRGvNUv4bS0WR9qmWVwignsMsOao11PwOv7DSvjP4T1TVLkw29t4jspZZQhbYFnQ5wOvSgD96v2ev2D/AIWfED4GeH/BHgL4xwW+p+EtAt7HVrPVlKTXDRRgGeIJneHIJwMkE4x0zynjb4G2fw81VdL0bx8kkqAHzEllBIOMEho1I69Pf2NN1jTfFPwK8bW3izw/4ntr2CC+GbjTrnegIOCDjorDjB9a+mta+CXwp/aw+G9j4y+GPi+Gy8TLZqt/Z3QZY5FVOHLDJLr39R156gHyzc/Hb4gaB4Sn+HVv4kkvbOfck1rdMZY8eqhun/1q4O3s4pCBEFBClm55z1x/SvpCT9i3wv4C0GXW7zxtZ+ItUk3olrZRy7I2wf4iMseD1Arw34nfDbxH8N7+G81LQ7m1tbtS0HnRsM4J45/CgDnbgp56IXPBAYN6E1714P1Ky0rwha3ereDbTULaGZobeXymEpZeCzEHGMjgHtzXgN3fRvKGi+RvUgH6Yr3r4Y/GrxBpOjWXh7UPCOnXELOq3KyWQDzj3bG7OAAPQUAek/CSbwP4xtNYk1jSRpsPlQm5u0Ri0EJnjXaijIAIbn1x9Kw/iZo3wc8D3NxpttLPr87tktbySQpbsOSp3L8/HfA/pXdeD/GEXiDwt4l8Jf8ACA6fpTX+nQ/ZbyG2ZSoM0LruBbnbsbjjO0dia8x+LNvLJ4onvNH8OXVvCbxxLLIweNlBwSz9M8A+g/CgDxT4g2lidRW70u08mCQkeWx+6fSqml2KSQGQNyuMjr9a7T4x6ZommaXanTbhXkwpmPX5jzj6dK47SpYbcB0YEqGAUHqCOn5UAdN8MNO+HyeJHHxP0DU5dK8pt76ZeLDKjdsOyspHtjmtnXtW/ZOgu1j0XTPF8S7/AJTLeW0mR7/IOa5jwt4L1Hxncme3Z0t4nxI27qfoOp6nj0z9PQPBlp+y1bRnwz8SNGvTctkf2lb3BWSInvsPDY9PY0AN0Txx8DreDZo+marNIMeSlwkaufYlSRXxL/wXV8cWnjD4NfDmysNM+wQWetXsqRO29pmeKME5wMBdv47u3f8ASPT/AIJ/sF/Dnwt/wlWr/tK6jqd/cM72mnaXoO4+XgbQzFhscZYHOBxkGvz3/wCC5em/By//AGXvDPiXwZoFxLfQ/Ejy9K1i9kYTQ2M9jO89sUU+XgzQxMOCQqAAjDZAPyyooooAKKKKACiiigAooooAKKKKACiiigAooooAKs6PqL6Rq9rq0aBmtblJlUjglWDY/Sq1FAH7aeCfD3jL4pfDPT/iNojodKvtKhuH1HcFt33xgnDNwecgDNU/A3xg+IvhWK48G+HtZm+zm5zM9vKVjYjjnp/hWJ/wSwv/AIsftl/sO+HPhj4R8Uz6jd+App9K1CxaEp5EZlZ7cDy1y6iB4huPoRkkGvrjQv2avgf8IdPsvhp4u11brxVf2m/V1QjZb7/9XEARkMB8xJwc8fUA574F/Hrxdb3b+HfD8n2qSTBnmKbiGHp7ZruPiV8GfH3xouLhviP4z03R9HjgBSS/uc+S3UYQcgmue/Zp/Zy+Lvw5/ahh0eHwJqF1psrzxi5a1bywroQr7iMcHBHOD1Fcz+0p8Bv2n9D8S6jLrsF3Ho9tK8o1Caby7Z02lgVZiAcqDj60AeGeMvCzeBvGM2hHUYLuK0usQ3Manayg8MPY8V7tpHxQ+GJ07RdX1/wwYb+DyxLLbuBFPj+Mqe/A6da+ap9Uu7+58ieUyN5uzduzu+bH9DXvOg33w6vfAmneEdf8NzM8cJ/09H2lScdjwfvdPrQB6j4Y8af8Jdd32p6hIi20q4eBP+eQwFHHp1rkNd10eFdduIY7+aHbKQ7IeHU+vYgjtXW/AD4A+K4ILzxNot7Hd6LbmGNtznMpmuoYEi2nksWlBH0zXA+NbPxR4xuJ9LXTobOEtmW5mBQqvPqfcdB6UAZ3jzxb8ItR8H3cGg2F02pSAbZ7jaEwByAo6fnXkem3L+QIzkuwAHB59vxq943i0vw7qZ0fSbpp0VTulZcZ49Ocd69G/Zh+CVl8TfA3izxtfwTTf8I6tuyQ27gPukd0UkY+78p59frQBl/Cnxh8SfhrftZ2XhtLu2uSsktnPCXDeh7EdeoI4r374h/BP4IfEH4EN8cvEvg680DVrc7Luy0+f9xOcZDgSZZeeuDjnNdb4f8Aijd/Cz9mJ7Pwd4OjuL0KduqS2/nzxqMloiSMKobJwfwwMV8weKvjt8dfi/pFx4c1WzmubYybRBboQqMe4VfpQBV+Bfwj0Px/4lV/Et1Pa6KLoI9w7M62yn+Ijoce9fA3/Bdj4oQRftFWv7Mng69uW8OeCoPPSb7afL1G4nUETtAvyRuiZUcscO3Iya/QPwn8To/gv4eOm+JA1ubVjNJLMSiRptyWcnoMckngV+KP7UPxU1n4z/HrxN8QNa1lb9rvVJRb3CKgUwqxEYGwAEBcc96AOBooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPev+Cdvx68XfBX4/2Wl+HNVureDxQ8enXSWgcu0hb9ywCKXYhmIAGM7ua/Uz4rfBz9oz4X3MXij4n3f2O/CiWK1vr+P7YowSC6CRpI+M/fAr8Q9F1nU/D2r2uu6Nfz2t3ZzrNb3FtMY5I3U5DKy8qQe4r9WP2f8A4sXf7VHwXtfi/qXiny/Ixaa1De6ok90LiNQGLgMZCHGGDOBnNAH198Df2+v2gfiZqGifDC/8cyLaw20NjaRRbUMiKw2KxAG4+5+ldZ+3l8Pvj5r3ifTdMv8AxbLcaYlmpkvJdV/cqcKDnLAA4GPw6V8m+HvA3jh7D/hY3gzRLhbHS5Bm7jQr83Ucjv3rR1n49/EjxzrNtp9zf3D7GVfLeRmAPc80Act4h0u88O6jJZRTNKIpAqzdsrkZHtzmvSfDH7TF3pmixaQPh3p13eIuEvHhLtn+9tPGRXPfEnWZfFmsxeFPDujxNdNsWWWCMmSZwPzH0rlvDmt+Pvhh4pj1fS3+z3ULlVeW3VgCD/dcEfmKAPp79nT4sfF9bfVvFmq63qUGmwJbzXTNKwjjMd5BLHsA6MJI0IC/3RWVp2t3PjLUbwapfm2vbiICCR1DtcSE7izgbfLzk9M9eR0x0fwL/ac+KnxT+DHjX4X+N5dOurKTS47qxl/smCOW3uEmUgo0aL16Yrz7RfiZ4D0DxPPrl/BdLJYbmhVgvltIvQHjjOOlAHn/AMbNA1rwl4ihttWhEXng4GfmIyQD+ODX0n+yWvgj4MfA3xX44OsDxJF4l0Y6XeaXp8jiXTzvSZZpBt4O5TsPThua+VPH/j3Xvix4xufEmrSeZJcT5HGFUE8ADsAOBXpnwD+FPxFvPGVgfB3io2dmzKdQn+2CMRxAguHBIyuB0IINAGR8P/2l/Gnwv8dz3Nv4hv00i7Zo7uAuSssbdQwPB4PfpXtR/aj/AGbvBWmQa78P9MupdTuN/wDaDvAkZeUqQCoGQg5z3yT6CvHv2yvHPw98VfHa/s/AHhvStOsHuEhkl0+0WON3GA0gVRhckE8YHPAFb3hf9lDwH4z8Cy6z8PvE8up61ZWxnn0YwYd1HLNGRncMUAZH/BT39tr9mjVP+Cevi7UT4X/sv4m3FpFpnhm8R18q5a4mSK4Vl43sLZppFH8LpuOVytfhMTk5NfTX/BUzx5qurftBD4ewTS22laFp0KppiufLFy24ySkd2IIGT0wcYya+ZaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK9E/Zl+O2p/Ab4mWniFry7OjXEqxa9Y2zD/SIM9dp4LKTuHQ8EZGa87ooA/op+EP7Uf7K/xA+GnhnRvgV4nsta8ORxrHqmCVkmuVG2XerAN6nkdCD0NY3jT9muDwB8T59d8LKt1o2oRedYvtVmRHG4Dp1GcZHpX4B+GPG3jDwVfw6n4S8T3+mzwTCWKSzumj2uMc8Hnpj3HFfoh+yZ/wAF7ZvBXhy08LftT+CdV1oafG6WmpeG4IWkZTsCq0c0qAdGJIbr25NAH6Ifs0fs+aL4e8U6j8W/iBH5f2W3uH06KZD88nluQemBhVY818+eJtRs/EPiG5sWjBjaRvKcf3iTjn61wvxd/wCDjD4L+PvgcPC/hL4N+I9F8QGyFvdW48n7JOwX5pEk8xniDF3GwhyoA+diTjw3w9/wVR/Z/wBX8P6dYa14J17RdSjkka+vWkW5jbupUIAwB4XGOMZ70AfaH7Pvin/hHLnU9OnhQ5hhLqWIBC3cDMCcHHyBu1cppXhC5+M/xvm8I6Qz29mZJrmYA52IqvI5OMfwqa4v9mz9pj4LfGqPxBH4N+IVgdQOjX09tZXEohuG8u3eUkRvhsADOenB9DXvf/BPbUvA3xG/aO8Sal4J8TaVrUR0HVCTpF/FcpH5kEoQExsdvGcZoA4vwF4X0O1+I0eiXVj5tqH+VH/ixg/0rD8dfEDXpPEt7oOgwm3ZrhljS3b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| What is the color of abnormality in this image? | White |
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| How to treat the most severe disease in this image? | Medical treatment, supportive treatment, surgical treatment |
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| Is this a X-Ray? | No |
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| What type of MRI is shown in this image? | T2 |
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r3f4Eo+rwfZoMs3mD5VPPFAHOfGn9lnVfh5qVzNYI0tkT5sbBeinkHNct4I+EevePtQTTNF0mWR5m+aRlJAH1r9W9c/ZRXx58PtHk1rSAssulRrcB1x/BXCfsP/s2abB4f1nWZdJUi31C4ihkZN2THkDFAHzDo/hvS/2WvDbpbW0cuqSwY8wEFwSOuewr5I+KF7LrnjOK5lnfzpp2kkkbByc+ma+jv2nte1jV/H+qJcJIfJuWiRNhCgZIxXzV4gtvN8TwCRDFscnaeoP1HIoA0tAW2ttZRpULBeQxHX8K0PFviyxuAdumQ5xj5ItvTvkday4bLVobqT7CjSbDlnJzgfTqKt63q2nrpv2N7P8AftgbvX1oAj8P3GteKr1NL8NWKpjBYsOF969H0DwY7Wv9n+KkJxzHciQDafY8Z+hryjQrjXhqcdpoEskE0nGYl7e9epeF/h5qdrbDV/Enip3ZQWRS+AcckcDJwKAPkT/gvN8PtR8MN8L9b1WJUMukXEVkYyCHhLBtxIJBOR+FfndX6y/8FUfCFv8AtPfs02o8OwXq6p8O3lu7CIXZeO5t2X98uxuEIA3ggjoc5r8mqACiiigAooooAKKKKACiiigAooooAKKK3vhbYeH9U+Jnh7TfFkavpU+t2qakjOVDW5lUSAlSCMrnkEGgD9Mf+Cf3gl/iBrt9f67rFvoH/CDfCjQtGVdRSRXlvnhjke22Bchwd+7ONpXmvZvEngzxD4JSHWb+5iktL1GaJo5txZenIxgH261mfsY/BfTNQ/ZWsfGokjTxF471y/1vULZpAhigeXy7Ug5wS0cZO30I9a6vxR8H/iHpenbHS9uoYWysNzERsyOo7c8c0AcHruirAItRs2fMiq29V5AOf1qbQbS5vLhZ9RNxLGoxmTJA5FaqXWsaZGtlrWhOUjGFZlxjnnn/AD0rrvDfiTTpNDlhj8PqUuYDG0zDJAPBx6HHegDntYistEh2W1ry5wSyn5SRxzXLWsbvcOZWznJBUnIH0rsPiB4ov542so7OBIHG0HgsuBxyetc7ZaMUC3TMVQjICnK8/r+tAFW+t0S93nncu35skZ65r6c/4JueHNK1j4saeniNSLFtQj8yPPYMPl9818zC2ma7VbkBfm4K54H419N/skPqOg6YNV0ZNl/LcK9u44EYU9T9TQB+w/xL1HQvCHhSXWLiWNLe2tmlU5AGAM15J/wTw1Dwr4y+BMl8jq0z6zqDzRjG5iblz+WDivl347ftZeM9f+Et7oniH7RaSSW621gRlkmZiqEbux/xrkP2Lf2h/Fvwf8NP4ea9kR4dV1C2ljzjG4hgffkGgDyr/go34Q0/w58YfEF34cuH+zm7Ztm4BkLHO0+mOetfJH2WWbVkkZVJQ8kA9TzjJFfXP7aHjiHxxJeaoYUZmk2yOiAbuPvMRjPYZNfKFjbhrw3bbW2nJ/ujPQZ7nigB0yXFvqymOZ42CktgYDdua0NL0/SNaDQ3NuxuVbncOue9P1i2f7Wt5Im9fL+cRduMDnvk4q3ouk6vPbK+nBl3ZVmK5x+P+elAHOTXj+E9c86zyWQHPovI/wDr1d1X4g+JNTCWs90Y0P3EyTyTwAB60ut+F9dsGa4eaJZTxkYPPbNUNNsr63mja5tGMgfJYD7o/wD1UAdd4G8Haj46nHh+HQjd22oL9nureSLckqNkMHzxgqWBz61+P37Rfwe8V/s//HXxZ8GfG9lBBqnhzXbmyuktCxhJSQgNEWVS0ZGCrYAKkEda/Y+1+Jvii40j+w/DNhFaZk65KOwH3RkHH5AGvzg/4K5+C7/Qv2oofGd3qd5f/wDCTeG7S4lvbhCU82EG1MSvj5mWKGF2ySQZQTwRQB8t0UUUAFFFFABRRRQAUUUUAFFFFABW98LtJGu/EfQtGZsC51WCMn0y4FYNdj+z5FNN8cfCkcCbnOvW2BjOf3goA/bf4SzW+neINM8AmeO3hjsore0AOBGVQKuOnGVH510mr+OfiZoGpS6O+rTmW3lx5ErEgkdsHsa8z+Il6bTxRBrmnKYDCQwZX5Jx0z25rodb+L9j400yHWbpcahaoqSScAyY7kjuKANHWfitp2vLJo/jjwtDEZQ2LmKML29RVbQLzRvDtn/Z9vqME+nySBm8xMugIx+IqtF4s8I+J7dINftyJiMGdMcL9KS7s/BGmxtbufMIH+jzRS4AHvQBU+KnhmwEba5p2z7PMA1qFUr8pHJx25ziuf0JYpIzauuMA8Dr+FT654s8/TX0h5hMgOA2PuL7Vjw3EhuSYUYs3CEOTmgDX07RE1nXxpFlE8hmkEcUZGScntX2L8Ivg/deBPC0Ntb2kglKAyO+Scnt+FZ3/BOj9izxR47vZPi/4v0SWDSrYbbA3UZDTSf3kB6getfWvizQNN8G2LbVjhSCDLSXAHbOc0AfPx+F+v8Ajm70fwjLHLOjatBO8LLkHEysx/IVlfH3wRefDz4k+ItAg0pIFfUft1tJGpG9XBz+ef0r0rwL+0h8Jvh54hm8W+NPGFlDGjGOyjZxuY92FYf7RXx5+GXxJ1Sy+I3hjVLa+gYC3voIJQSqdFb2xQB8u/GHT7mfw7cTmI5MJYbx/P8AHFeK6RocF63mzQoDu+bJx+GK++dZ/Z1uvH+k2ur6RFDDp1zh9yEu0nHBboMeoGc4r5C+P/wf8V/BP4gy+FNYtHjWVzJbuUKh0PRl9qAOE8RSxQMLfyhhRgLnBNdN8Obp7GzB8QKRpTDdKiD5wAOg9Sa5O+DzTrFeTglpQpweorvNH+D3jnx3p1zL4T0i5u7a0jT7WtuuWRG6sB6etAHFeJ7yy8R6w9t4R0u8dI23OhYEjnPLcD8Ks+Dfhl8Q/EEq28GkXJBONyoWYj1PYfnXZeKvBurfB7TrW1stQsHleAO4t51dgTn5TjJz65rl9P8AFPxO1ydbS0lucbj8kbMqr9ecZoA6XR/hx4d0HWUHjHxGto6yZlCRmSQHrjCnGfqa+Uv+C+Hh/wCHuu/Cj4deP/AZuYYdI1680zyZgv8ApDXFukkkzYHBzaIABxhj6V9U2/wj8dalHDqWuzNHC33PPzFn1xnr9a+Xv+C3vgyz8Mfsp+C76HXraV7rx4VNlG+Xj22U2XPscigD8u6KKKACiiigAooooAKKKKACiiigAr0T9k6/On/tEeFJCuUbVo1m9dmdxx+Ved1oeFvEuqeD/ENp4l0aUJc2cu+MlQR0wRz6gkfjQB+8fxdvvhp4cm8yw06W5WSKIlml4yU5wAOmf5V5RqD6RMjS2WkPbK4yrb+OvpXa/DXStK8e/BPwf8TdSvY57XUNEiuEnjn37yq4JUgkEZDYNZuuWY8WXTW2hWGLWNisYhj6MfU9SaAOBkvreOTCSleSM7+Sa0LC4mmHmCV2wccMa6Of4JaztjvG02cGQblLwEbu3pWPdeGtR8N6ktpqSmM5BVXXrQA/7NJIQmCd2M7l6V9DfsPfBjwF4v8AGUOueNFjuFtpsx2s33CR0yO9eGWq+XJukcbmGI88e+a3NJ+LPi3wfZiLwxqsliSPmMHDsSfXHFAH6xfEf9sf4N/s6fDdYdRvYI5be3KW1jbMo3ccBVHIFfmn+0p+398WfjhfXdrp1x/Y+ll2P2e2chpFzxuYnPTtXkHifXfFPiO4bUdf1Sa7d3y8k0jOR+dYS29rcXn2O9d0jZgC4XOOKAI7zX9T1KQS3lyZpASf3jkkirmleJ9X0lBLZXsiB1+cLIRxnuDwRXf/AA9/Zy07xDpk3i3U/GVlp2j2rqs11qlwsCs7cLGCe5OK57xd8M73w/dPp1vdRzKr7YWilVhIOoIYdaAPs3/gnD+3n4HsbaL4LfG8PHFJKF0zWJPmjQ9ldT056EV9Uf8ABR79lT4a/G79mtfiHoGtWq61olmZLG/gxsuYjyYzj9D2r8b9NkbTbpVikaGaGT5ZByVxX0D4f/bB+JGm/DaT4eXviG4ubCaLyxDNMzBM8Yx9aAPF9Q0+5sbl7O/AaVG2g56/Q10fg74seJvAllc6bbardIbmEpb3FtOQ6H2x1+hrL1p42gN20YZy+WOOmayrwQTW/mxjYAcAL/D70AdVoWm6z45uJb7WfE8NopP7x5JQGc9yQOT+Ar0PwF4++FfwgDR2GhDWNSC8X1zN5cMDH+JIiC0h922ivAZbXWmnMdpJIka8qFk/+vxVWKw1eC7McTShyMsgB6HnNAHvvj79pOWbTZElvHladSAhOAD/ALK18gf8FTGvNY/Ykvdb1K3yV8R2HlGQAmMszdPTIXtXrmg+HLzVGFxfQf6ps4HOf/rV89f8Fmfilc+HPgt4S+C+kanapFrmovqGqWBjzL5cAAgkBPKqXeUcddvtQB+b9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAfqd/wRt+Msnxw+B+qfAnxBqsS33gmHz7f7RMEElgcgBRgD5eVKjJwpY8mvtGw8b/AAn+H2h3Fl4Y0q3uNYaF4/t10MLbkjGUTuQe55r8Lf2R/wBobVf2ZfjbpnxLszI9opNvqtvFjMtu5G4c9wQGA77cd6/YS8f4ffEbwnYfE7wVqX2ux1azS6tLtY+GVhkjHUEE8ggGgDsfF37REKXCX1tZhZQ64HnFlwMcbemOK8j8Y+OdT8Y+IxrOrIrY/wBWFXAGepPpWl/wr/Ub9f7SuiYoCxAkcYGOefrWDHoB1HVV0nS1b5XYcc5+bg0AX7O9jjKTCQsCPmyewzgVq+H9Fs9du/8AS7tI4SMliMqi4yScd/b3FM17wjJ4Wsbd0uWaSQHcO4AbB/XNdL8FrNtVkubKOEM2GBGM7hwT09qAOS8Q3Gi2dpLBZlyFY4dhyeB2H1p3gCLwfcXvmX9whOzGJDjaTxmrmpeF7qHXJI4UDJLkYC/dBxz+ldB4m/Z9MfgWy8U6JiSe5lkXyIj+8TaARkdwcn8qAK/xd8GfDLxp8Fbzwh4q1a7i0+LVLW7Y2l15buwlChQx4xll4NafxN8KtrmpR6Z4T0ueMKgKLjGxVQKPuge3aua+Inw48XeKv2bvEHh2GwKywXulSTTEYcBdStRx+DMCPSvZfib8UvDN94y1NBpYs7eSZ4YktyFKKp2A9PbNAHzTd6fd6ZqkltewEMzghwc4Pr+VX47k6dNvUllcepGQenHY0/xsza74pFpoG2TzMbTFnIPY478VNqGhvpFrs1GQlgcIqEA5zjp2xigBLrUYrs+UzsUblQW7Hnn0qpcPDZWQkKguUwwPY4p+n6FqWt6oNLsFVnc5G48nJxgVT1WK80i7l0jUlO+OQjrx1PX8jQA/Sde+wS+eFQKMNg+v1P8AnmvQPBPj34fXFv8AabuLN2eXLAbc56bT/SuZ+GGm+BZ55H8XR7mYg8tx7YB/zzXqOh/Bn4IeK7LUrnTNVTTxZWsBt0kgVnlndn3/AHeAoAXHfNAEt/4K8K+LfD1x4h8Oy21r/Z0D3WqGS5ECwQRqzPPucgCNVRi2T8oGc4r8Wf29vj3bftB/tJa14m0LWpr3QtNZdN8PyPMWRraH5TLGCAVSV98oUjI8znmv0N/4KeeNYf2cv2PNc0PTPGbwar4zddE0pbO7XzZYHYG8DoWD+S1sskTOAwzMqnG8GvyMoAKKKKACiiigAooooAKKKKACiiigAooooAK+t/8AgnN/wUXg/Zu1GD4TfG+zutU8AX16hlktmBuNK3HDSRZ+8vcp+WK+SKKAP3q1PxV4V+M3guHx98HNbh1LwpNuXTbuxJZCqnGGzyH7kHnmqHwL8H6hrXiONY7Q7nutrNtzwO9flL+wv+3r8Qf2QfEkuiSXM2o+C9YlUa5oTuSqnp58QP3ZB7dRxX7CfsGfFz4H/tGRXniT4H/FPSb+6t9NN3faN9oVb6zRsgF4W+ZeRjpQBzfx7ghOoyJpcpP2ZxG4U+hOT+ZNZHwe+JmrfDXxTDr9nKnBxKHG5SCCDkfQ9a73xJokMus3UerSR2VmZSQpXmY+pPU15l4q8NRpdSz6DJGEjGQob7w9eaAOk1nUb7TtVfxHFE13ZzTF1OPlXkfKcdKXxZ8RPFsNjH4lt7qOCDG2C3t34U49Oua4jR/Hmt6azWMMrmInEkQ5BNVZ9Qk1DWFt7SMlnOTHJwMmgD0Twt4g8Z+IfDF/fySPElzc28QV2xvYzxkgDuflqHx/p1zea9ewRtmQ3MirlsEEsc074P63rt7r1n4D1AtBDf61awhCMgN5mQR+VdX+0X4M074eeK5zHq5jvPtDNOjnJGSSGXHUGgDA+EvgLT/Djz6/4hvYvtbQsLKB2G4yEYBxzwKpfGX4f3Xw507TLzV7+G5uNWja4hgQfMkQYKCT3ydw/CpPCmlXvj7xFZtaajMgyPOllIGAO+ewqT9sD4jeHvFXjm30rw/do9vomlw2NvKjAq4jU7iPqxNAHM/CF2vfiTpDQIJW+2IGTHUFxxWx+1Z4RXwF46vrf7VBMwunTMZ3bjuzj3xnFdr+wZ8KNL+LGs69AmopFq9pok1xosGcebcKOFB9uTXnnxU8NeILTxXJY+LpnN3DMyrE4LFWzzmgDH8HeBdS8VWQ1WOFVWN/3lrtxuHHzAdjivWvDWg+CND0e4jikmaeW1RZAzbY4NpLMSScYA6ntmuR8JeHfEumMl5p8k0MZG6YwnaNvfLelfF3/BSX/gpboJ0TVf2aP2eLm3vPtcTWnirxSFDoq9HtbXIxk9HmH0XnLAA+eP8AgpV+1J/w0x+0Td/8I7fs/hbwuH0zw7EshMcmG/f3IAkdMyOuN6EBo44iRkV89UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWz4C+Ifjv4W+J7fxn8OPF+o6Hqtq2YL/S7t4ZV5BxlSMqcDKnIPcGsaigD7++CH/BbbXNYkt/DH7WfgWK/teEHiXw1H5dzH0AaaB2Kyj7zMylW7BSa+hdI/a8/ZN+LLfbfhx+0LoVtFDsW5t9aJ0uTJHZbrZv+q5Ffj5RQB+3+leHN32TX9ESC+sryJJra/tJVlhnjbBV1dSVZTkEEEjFWtW8F/294oeWCWG0bzURndgoXcfWvx5+DP7VPxz+AsrD4d+OLiG2cHdp11++tifl+by3yucKBn0rr/H/APwUY/aw+IemjStS+IKWMPlski6RZpbmRSMfMV647Htk0AfbP7Zn/BS/QvgH8RfDnwb+F+nx6jqmi61ZXfiLWOEEZjdWWNSAS5wTnpjp619afGHx/pfx8s7T4rafPBc2mtxxzWrTTBGYsoyCemAc1+A+panqOs382q6tfS3NzO5ee4nkLPIx6kk8k19dfsOf8FZvGf7M/hGX4PfFnwrN4u8HPAIbGK3uEhudLQIRiIFdsoyF4YqR8x3HgAA+7vEXjLxbo1udB09GtEACS+U+M9s5xyKz/Bnhzw1quoovjC9uSkp+eSADIPvXzvqv/BWP9mDV717qLwt42hEhJ2z6VaHbnsNtz9O1ed/FT/gq+LS11HSvgT4NljkuhGLfV9dRCYRgFisC7lDZG0EswwScA4wAfoF4C+LXwQ/Y/wDismo/Ez9pDw74XlTTnu7Gzv77bcSJIpEfyqDtz1w2CRz0xXi/xw/4KPfsqeDLyfxzL8UovGF9cTO8FjoD+c8h3AncThU4OQWIzg1+Ufi3xd4l8d+IrrxZ4v1q41HUb2UyXN3dSl3dj7nt6DtWdQB9Rftb/wDBVv8AaF/aa8PS/DLQHh8G+C5FVbjRNGI86/2k83NxgO4P/PMYT1DYzXy7RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z" | Which plane is the image scanned, transverse plane or coronal plane? | Transverse Plane |
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" | Which part of the human body is the organ located in the image? | Head |
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| Which hemisphere is abnormal,left or right? | Right |
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| Is this a study of the neck? | No |
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" | Does the brain look abnormal? | Yes |
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" | Is the tumor enhancing? | No |
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| How to prevent the occurrence of the disease on the upper right lobe of brain in this image? | Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma |
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SvjH9p3/goh8SfjZG/h3wq/8AYOjlSklnYFlEgz1LMxaQH1YL9BXzpPc3Fy++5neRsdXYk/rTKAFZmdi7sSSeSTyaSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==" | Is this a CT scan? | No |
"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" | What type of MRI is shown in this image? | T1 |
"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" | Is this a transverse plane? | Yes |
"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| Where does the image represent in the body? | Head |
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" | Where is/are the abnormality located? | Upper Left Lobe |
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADwAPADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+f+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACilVWZgqgkk4AHeuu8HfAL42fEC4+zeDfhXrt+wPJh06QKPqxAA/OgDkKK9Ml/Y8/aKt9ROkXHw+CXf2d5ktf7VtWlcKMlVRZSWf0QDcTxiqfxi/ZW/aJ/Z/l0qD4y/CHWvD763aLdaUt9akfaYT0dCuQR7dR3AoA8/oq3e6DrOnMVvdNmjIOCGQ1UoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiivQf2X/2afiT+1r8ZtJ+CXwstoG1LU5fnubyYRwWkII3zSOcBUUHJoAg/Z7/AGdvid+0z8Q7X4cfC7Qmu7y4OZJXbZFAg6u7nhQM96/R34a/8E3f+CbnwL+GyWXxvtfFvxd8b3BUahZaHeHStL01gQSiXC5lmOQQx+UY6V2Gj/s8fs3/ALJWmx/A79nzxfL4g1Kx2f8ACY+LVyq3t6B80cTKf9SDnA71M+tw2d+ukyIqJI2XOd273oA5nwV+zR+ydpniI6r8L/2UtG8NS+XItveNrupalcRhlKn/AI/J5It2CeQgx1FHh3wifh/4ylSw1CZnmlO6NySdp7H/APVXsGgeErjTfJvxbpLHKvyyAYwDT9X8KeFfCc03jTXvmWJMhj8qhvTnrQBhD4a29roL6hqukRTWbK6z2FwuUnRxzkHjI65qnP8AtG+LNe+AWkfs2ajoWn3ll4K1SSbRfFFzarJdWUDnm1id1bagzisTxN+0gl+txFI6x2whYxxk8lQOwrlPCetp4x0+2i0oiO3uRJLheCSPWgBfi1/wrDUIre28Z+D9L1ny48xyXemxcKexIVd1eG/Ez9kv9nj4l2MmoeE3Phu8bJKQxmSEHjnbncvQd69M+J0gvdatNFf5XFrlxjp7GuP1rTb3RmxAAseB84PU0AfKHxj/AGO/i98IoTrLaams6PjI1XST5iIO29Rloz9RXlLKysVYEEHBB7V+mnwV+OHi34ReMV8T+G0tbmWaI2t/p+pWaXFpewNwUlicFT9eorzD9s39iK0+JP2341fBnwjZ6LezA3OoeG9PU+SwPJaIHp9KAPhmipr+wvNLvJNPv7dopoXKyRuMFSO1Q0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA6GKWeVYIYy7uwVFUZJJ6Cv0C/YQ+APjf4QfD6bxfq1wlmdZRWvbQLiZoh0G7qAfSvkH9lPwaPG/wActD0poldUu1kZWGehzX6v+Hb/AMP6C0OkarDH5cwCeYw4GBQBjaz4b/sPTbLxboCIkM6kzIq4DH3x3FWLPw7F8QLOGXRZU8xRieCR8MPcHrXoU9jo9xpqafarG9qeFVcEY9cVk2Hg/RPDNzLq2mO4kkXaVLDaB7AUAbWgyyaDoMWjXk/nyxqOc/KK5X4oOnibQpNO1C9MUKvnc3GfwrfS7triBwy7nCYwoxivKfjXr+p2d1ZwwpL9nGRsUnEjHscUAcN4l8NeGJbSeK1vxcMAIlkYEEZ/2ugFaHw90618MxTaLbTRiWGIeSI5A4weuGFYL+FrO6urm3v76ytGaPzp4r66ZVA/urjqfarWnhtKvbO6itPKikG1Cq/KfpQBz/xX1DUNM1KS+HBONu7NcyNffXLREmMmXbHzDgV6J8WdMj1CJxCh3YDJu5z65rho9KSCNSsS/IdxVRgCgDd8G+HbS/1GCOJ2EkTBlP8AeHevofSJ9MHglLgzAy2o/dvj7wHUGvAvB2rTaHq41e3XbtiKL8ueSK9MtNW1CXwtaWVy5812LyEkDIJ/lQB8Zf8ABSj4J6b4X8V2nxT8N2Kw2WtRb5UQcCXOGFfLFfqR+0/8HLX4xfAzVPDyKhurKI3mnEKTuIHzKK/L2/sp9OvZbG6jZJIpCrKwwQQcUAQ0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFKi73CZxkgZoA+lv8AgnF4InvPGt98QJLKWWPTI9sQjh3Zc/XjHNfoJpKaZ8QdN+z3MflXFioV5CoAYntXz5+xsnhr4d/Cu0sNMVb+afE8rJakKCedvHYV6tffEXxFHEY4IEtPPfcFhiA/XrQB6M89j4Y0/wCyJKqhcEtuwcVSsvHenazefYLe8HmKckA9a8e8Q3niW7Vp7+aYs3zLuJxj09qu/DVph4oQyYWQwneivuH4n1oA9kh1SGF2knPDcIRkZNZuutHLmYxAsqElcVU1W8xpyuZNmwZL+lY2h+MotTupbOS5XzYwe/UUAePa8k97468y7ikiWeUm1Myja5HXGa6XwxqepWl/JaXun4iUFopHXofUV2Hjbwjovje3El5AEuoLcpYXSt/q2PU4HeqE/hfVU8NQ2D3iTT2sXlrIeC3r9aAOD8b63qZnEcMrtl/mZkyCD71mx6EC7NcQyx+YMkhsgD1rpP7LvRIbbUrc+WeJHI6VEPDlzdtmEvtHyjaOSO1AEWl6daRSxwSX5l4wsSrjPuxr0SVoItJsmvCnnyptjjQcYHrXL+HfAGuXEvlrE2GXBDdR+NeweEvD9paWNvb6jZwzTRJujkdM7TQBydlf3saSWqDOBlUCEkKeCMV+dv7dfwQPwl+LM93YxsLPUyZ4wVwFLEnH61+nvinxBaeHNU+yWWkJG9zFl7oxbuD/AArXyd+374C1T4hfDC48UajpaR3GjZa2l88F5YxzyvUUAfAdFBBBwRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVZ0WS2i1e2kvLUzRCdfMiDY3jPTPaq1dH8J/Dz+KPH+m6IkTP59yqHaM4BIH8qAP0T/AGfj4g0/4M+HRBpkBEGnb/mizId3TP0HrXb2vxLuCEt9U0m3kSNQGnSIAg57VR0jRbrwVoVk+hyHybeNI84BHA5BrfkPhXUNHk8VjS4/OiG6YL0DfTpQA3xlaWfiHRxNCOSu5DgA4x0Ncn8N7MWevyXMsilVyFC9qpeI/iBqN/a5hv4/nGPJihYFR/vHj8qv/CiO4MEmo3cDBZH2jcP1FAHW+Lri4m8Pzxx7g0fOAvJFeZyXF3Z3K31tKY3/AIWz+hr0iK6S/kmmQu0Yl8spJ1ArjPF+ixWl/NAhUCV/3TjOB7UAXPCPxU0nVdRbwvfzNFfoNwVm+8PUVq6x400XQ7X7TrOpRW6HOHkcAn8PWvlbx74yez/aS0ebRLlo2iYQXIB4arAvdW+Kv7Qk+i67qRNhpTCSK28w7M+9AH0npHjLSdZbzbSTNtIMiWXjf9K6XT7O3JMwhXLruTZwK8vgsoftEVrablCnhlUBce2K9D8PRS2WmQxSsWwMAk9RQA/xD8RLnw1NFZafY+YxO53bgAeg9aZF8W9cmkZ7W+todg+WFgWL+vOMVz3jmy1WXUIp7e3YoRtOBwK7D4eeG7GKxik1GxjLsmRvQY4+tAE3hz4u+Ib8C1udKtHMcnD3Kjp7VkfFvVdE8U+Gb+28d+HZbjS57SX+0hYAKyIFOCua29Q8eeHLW5m0zR9LtpZvL3B5EABI64Heq3iLxH8NdZ+HnjHV/HniDUNO+xeFpZNFSx0VZY7262nEUm4jYvvQB+RniyPTIvE1/Ho3mfZRdP8AZ/N+9s3HGaz6v+KJ7O51+5nsCxiZwQWXac4G7j0zn8KoUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfRP8AwTp8GWmr/FhvFeohDHpMXmopUEluQDj/AD0r52r68/4Jg+Hr/ULHxdMkEYNxDDDaXlydsVoQxLuT1bIwNoHagD7VM2j3GltYnUFYXBDv5pUYY/SuaTRU06x1HT9Qu1WwuJPlIbH5Vm6z8TP2a9D1J/C97e+LJ9QiZY31GwsVe2aQDGQj4fGfT8q4j4peM7jTNKOqeFNSXUohuEKvuDg9iyHpQBJcM2m3bS6cxuGSTEMTAMNo7kGu48IahJq2hPIwRWZuSAAB9K88+E2qm/8AD8c93qg/tC6hYXMzKCVyfu47V6Z4V0mPSdIe1ByiplmzncfagCS2UrMEVgnPzDzOD71V8U2A1RLVCh8lZS0qqdrOAOxqeX91MEYo8ciZ68isvUJ5o7qNbedgwUttA7UAeRfDf4PeGNZ8Z69428aeF51nm1Ix+HYZJ8+WAeX9653XfA3iv4cftBDxDb6LdtousxGJLxYSySSjqAa9si07xNJLb69oujSz28cjLPOifIgPX6VZ1S91O9uNDt9MuARpd00gtpfmQ56nB60AV/AelT6qRPAyKkTbZC4J2n+7iu5WxtoXEk0UrhcNGA55/AVjeEYEsZblZoijzTmRhGcbia1ZJS1+FRNkgGBk520AP8Qvb2SrJcgsmAxCj7ntUXhr4meG3ZLCWGSJFYpucZyD70/xdeQ2dgk10okAjztXjfXEafH9s1EQwW0SmeYM4A4jHp9aAPTo/CHgPSoU16cyPG7EqjSD5s9hWRr+mWnxB0668PW9qkFlc2zwS7RxyCBkmr+u+G7e6+xwvrcUFpbYE0ckmTn1ArodNuvDemaYNHtrOXbKu4ykYLY7gUAfkP8AHb4a6z8KviVqXhPWbZkaG4bYSPvLng/lXHV9nf8ABWHSfDLa9o2uQRLHeyWZDOEwZSCuM4743V8Y0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfeX/BNW603TPhhdm52hbm9QMCuSBtGSPxzXwbX2z/AME87G8134bmCTWVsEsrmSRpxamUSoTgKR2xzQB9MfEHwT4nj0YWPg7S9Omtjc+cLiW1DSyA9t45Fed6f4L8Ua7cyaUtrYWdzGWMaalcBY39SW/ya7GPxPr3h5ZILbVC8cLjbJGcIQf9k9K0bTWPDfjiIab4ts4kunOIbgDbuoA880bwTaaLpk6aZLCt1LNi58lwyFl/un+7Xc/DqTUJdHlTUFwA2FYg8mptJ+FMGg6st1Bcr9nDHjy+fpmuheKG0gEUKbRv+UAY/lQBh6jp/lOXIG0ckntmsPXba7t70yQA7toCjqOawvjn8ddN+FXm2s0Mc93cRbbC3kf5Q399jXGWf7Sd34m8PR+H9G8PXWpahNFi5ls8svmemcYAoA7rw14qtfDd5q88GoM7WfyXECvhSW4xj8aeJbmHW1095QG8kSkR/wAAbkUvgb4f6nL4de98UaPHZX2oKpuIEPp0znqa6G48OTjxjYawifu7mJYL15ADsUcDFAE+gzII/tU4LSAgbjmtGyC3MvmFMsZTyc59q5nxj490PwF8Q4PCGp3OLe9x9nn24PsDXZ6ZDaSbrmz2uCQBnJFAFTx9bxvoUd/MAXjGFjDYXNcPbQyLJJe6bqkRVsMsRhfep9Mjiup8f6q1qYNHgtWKuxMwyduKz/C3hOXVdJnSK1unu523Wk8cvlwwAHoR/FQA+00m+urifUb+Sd2jVZJPKTfsX1PpWvp/ijSZ70xWcz3Mvkt5R3E5XHO3tn2q7oPgDW9PmvRc+JUt4b2CNb6PcpLqOoFb407wToDxrp0O5kyqAgADjqAOlAHxr/wU41Dw34k+GXhrWNP8M6ta30EpjubjUYBGrrnA2gE18S1+kX7fHh0at+z8ssVqkjQ3mU85BgEk8H25r83pEaKRo3GCpII96AEooooAKKKKACiiigAooooAKKKKACiiigAr7O/4Jp+L7XT9DutDvSq79xjEh4k+Y8D8a+Ma9m/Yq+JjeCfipZaZdGNbW6uFDyOuSpYhO/GOfzoA/Q5rXwhq+oStqgewkuEClrZ9yAj1BrSi+H3gM3MM0Pi1Qy4ZAXHUf56UyTwbpmuaJ/alreJHJbNvlB6fX3rkLxCkr22nM0mSTkJgfhQB6hPG0K7I2ExxlXZe3qO1UZ4v3INyQVZiNynkflWZ4V1tPDen2+n+IpHJlOE805IBrqbzT2kCPa+VsLDCeg9aAPDvjr8EPFHje/tNf8IXCW19EdhndFYeX6kMOtdF8Lvg7afD3SQtzfSXeoSjM87HAJ74UcCvSrgoLXaxI8t+O+RWVctcLE9zDuLRgkYfqPSgCIRwFVjwGcDJ3HJ/CnS2UU6mNs9RjnH61p/Ap/Avjj4mzeDfiTeTaVZ/YWkS/srlFKSAEhWDDB+lZdr4h0KTxDcadp15JNbpOyW9xOoHmLnAPHHNAHj/AO1r8BfFvxBhXxd4MuZn1KzRfs9pH7d/rXd/s+r41b4e2Vn49sWg1CMhZgVwTj1969ChtHMzAKyoBgHPOakFstrtCBhzgt15oApap4YtdZgVJNweMkoxUcVnXfhfxBDZx6PozMkWwtLcFgK62wt3mdDJnI5IxnNafiXwtcan4SuYNPujE6LvLbcZHpxQB4H471/xR4VTyvD1tHfXDsqyM7EKP8a6HwFfeJdUiVdb0mNHIy5hPCn8etZXjOGGw8Q6fK85aHzh5kaZ5wP8a9O8CwaPfsJ4OFMRJ570AeM/twjTtO/Z4vXu7ZPILJtlmYq6sWGTgcYAyfwr8uJ5POmebGN7E4z6mv0r/wCCpWu6bpfwksPCsl0I3nZ5XQNztCHH86/NKgAooooAKKKKACiiigAooooAKKKKACiiigAq74e1WbRNat9Tgk2tFKDu549+PTr+FUqKAP1M/Zf+M0fxB+G1l4gs7bz5FRLe/jPILYxn8a7vx3NYaAYxpWhxwz4zLI5yRn07V8Jf8E6vjhF4P8fJ8PNaGyx1ZxEJwf8AVyclTj8x+Ar7gv8Aw/4u8Rz7dOBnBynCElh2bJ6UAYnhDSvEfjbxKn26FGEUuV2gscepPavX0sI4o/sYXL/dHvSeC/B9v8P/AA1NqN7EHvREPPA7Gk0zxj4b8SXAkiuRHPjaIWOCGoA8y+KnjLULHVk8OWUxgVcgMp5c+lc2L7xD4dCXN290okwylydrD616T8TfAm3V7fXUsfOQcOOuKivPh/p09r9qN1Iizw4WAn5R9PSgDyX4l6Vb+LPDrWmg6ld2d1PeJNPLZylZMDqFI7Guw+GVxoVnbQaTPqJl2pHFFE6EsCo7n1puu+BtJ0KAW1lK73AXccy8KKteGLXwjo3la5dieW4UZ8kYCA/3iaAPT45Z5IjBIMHIOSxqf+z4ZAFiLFmXLE14wfipceOvFTaXpLXMSxzAJKGKxtz0HrXumgvHZafBPrU6oDFtMjnvigBmoajpvhHS/wC079iAR+7ULlnPoKm8D/Eex1vU10vUtO+yNcL+6ErDEg9DWZ8XNJv7jwtDq+ljc1sMrsOQRnqK8x8KzXmt3A1NJ3SeKUiQM5/MdxQB6d8WvhpZ6RcrryqqWrZc7MDaawPAyPOZNR07DW80ggBVsjfnnpXpPgzTNR8f+EJfDXjKcyCJP9EuTg/gfXFeM/tY/E3wn+zB8G9W8S6RcRC6Aay0mLhN8zA75QB1wKAPjD/grF8YdJ8b/GZfC2iXyXMGm2qQs0Rwqupw315GPwNfJVX/ABP4hv8AxVrtxr2pys81xIWYscmqFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBa0bWNQ0DU4dX0u5aKeBw8boxBBByOlfoL+xJ+2u/xQ02HwD4i1ZLPX4YwqSyzBVulHbn+Kvzwq1o2saj4f1SDWdIunhubeQPFKjYKkdDQB+4vhPxPB4g0S7s9UiZntYMyrLwWH0rzrxTZaXZ63FqGgQ+SFYSBN/3ueg715B+xL+3R4Z+Kmk/8Ip4uvEg8T/YxBILhgPtqgYyp/vV7f4O+HeveJfF8eoyy+XZQc+TKMH8c0Ad9aI2p6Jb3s9qB5kQ3B6zddsra3tfPuQ4SHkbUzuruP7Kt1thI0f7tBgDOMD1rD8R6Zqz6N9t8M6hFJ5cv79B82RQB4p4s0QeItb863eRUlOGJO0qKzPGPwkutK0WO8Saee33gsA5+YenFdz4t1O6u7Rb1IVhv4rgRpZJbnfMndh2ru/h/Y6brunvoU9iz+WAW85MYJoA8O+GHhePWPFEIsLB4bYMBGzRlen1r1/4t6clv4OitmQ7kYDI9K6yx+Hum+GpZdbaJVjhBMcZ55+teceKbrXvE7zi4vfKhaU7Sw+6M9BQB2/wmli8QeGhoup27PtiwpZc5Wud8W/Ai+0TVzq/he6DRklnSB13Y75U816F8IILLQPCVtda3IkW3rM/A2/1rD8fDw7PqcniPRdfwwzJIjkxooHOWb+FaAOat/HWleCTFDq/ikafYzoWvr69GFsIlGXeT0yAQPevza/4KSftbaf8fPiZJ4X8CyMfC+kN5WkO4IMseAfO69ZM5ORkDA9a9I/bw/bx0rVtDvvhV8OnhuHvpD/a2pLuIuQCQAjKQUVSMj1K18OMzMxZmJJPJJ60AJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAE2n6hfaVex6jpl3JBPC4aKaJyrIw6EEdK+k/wBnv/gpX8WvhjLFovj2dvEGlbl3/a5T56Addr9R+Oa+ZqKAP2t/Z7/aw+GHx28LLL4Z8QK7SRYexnIW5gyO6j7w9x1rU8Pa9N4L8Ry29zNLJb3Em21kjRikrk8IOOtfi14E+I3iz4c6uuteFtSaGZVIALHbj8CK99+Ef/BVj9qv4TS2T6Z44uriOwnEsFrdOJ4A3r5coYD8KAP1yf8AZO+NHi7wXqXxuPhCaz0nS5UEkgi4LNyFJ9a5vxj8QIfAvgT/AISHT1SAWRAvxJGFfce3NfIuu/8AB0R+3rqHgO68F6N4f8FadLqEIh1HUrfwvB5lxGOg2/cU8Z3YJrH03/gttrPxU0Y6R8ePBfhK/vpF3NrNxokkLq+Pl3C2ZRJj0I5oA+zdN1vXfidpNtewz+Xa3CB3llYAIvrjvWT48X4f+EdCjttV8ZWOnqbn95qWpTCO3Qf3mJ5I+gNfC3x7/wCCjWr6DoVlafAr9oKZ2mj3Xdppvh7yFiJzna0hOAOwznvXyZ8RPjx8VvijfNf+NPHOqahI3Vru8Z/06D8AKAP0s+Lv/BRH4H+CReeF9K8cx+IY7BMxT6UWS2uCByBI67sfRSfSvjH9p3/goh8SfjZG/h3wq/8AYOjlSklnYFlEgz1LMxaQH1YL9BXzpPc3Fy++5neRsdXYk/rTKAFZmdi7sSSeSTyaSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==" | Which organ system is imaged? | Head |
"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" | Is/Are there abnormalities in the patient's right brain lobe? | No |
"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" | How many kinds of abnormalities are there in this image? | 2 |
"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" | How to prevent the occurrence of the disease on the upper left lobe of brain in this image? | Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma |
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