Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
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Do any of the organs in the picture belong to the nervous system?
Yes
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Does the picture contain the organ that could be used for detoxicating?
No
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Is this an MRI scan?
No
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Is this a transverse section?
Yes
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Which part of the body does this image belong to?
Neck
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Which is trachea in this image?
Black Hollow
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What organ system is primarily present in this image?
Neck
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Does the picture contain spinal cord?
Yes
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Are/Is there kidneys in the picture?
No
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What is the shape of trachea about this patient?
Irregular
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What role does the black hollow tissue play in the human body?
Gas delivery
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Which organs/organ in the picture belong to the digestive system?
Esophagus
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Does the picture contain the organ which has the effect of discharging waste?
No
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Do any of the organs in the picture belong to the nervous system?
Yes
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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 head?
Yes
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"
Which hemisphere is abnormal,left or right?
Right
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"
Which organ system is imaged?
Head
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NGw+fafu9ea3vHFj9m15LBMlFcjefUDg/lWffJcLpguJNzLDJkDZwvHPP+elAGKkEkMv7kk5OB8w5/rWnpEfi3Vbt7DSYbiUs2VjiUtnqMdK9G+D3wF8O+OfBl78SPGni9dL02xuI45v9G3vIzKThRnHAHP1FaHivxT8LvCfh+Xw78I4rt7q4IFzqV6oEjLn7q7eAMjtj0oAyvCfww8f3EqDz9PM5YYjm1SCN17Ywz5JPpzXA/wDBcn9mGx+Hfwv8GfH7UraaLX/E13YWmrecFy7RWc6KRwCF8qCAAHOSGOcYr0T4K/Av4pfGvxJbaZ4btfKjmuVV9RuphHDF06u3Gcc4GTXU/wDByXo0XhX9mDwF8Nnt7gXHhHxJpNjNeXDL/p3maXesJVAJ4/d469CuevIB+NFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+3vgP8A4KHftA+EP2dvg/oXgy+0i88K6H8KfDllNo1xYxXC7o9Nt0l8zeC6sTuOQQBnjpX1j+x3/wAFAP2U/jbpl34b/aUi0LwzYQTptKWxB1GOSORfIVR91lfa5YfwqR3r5/8A2I/+CLXx2+KH7M/wx+MVlc6fc6R4h+GehalDDDqcaypDPp8EgDIxB6Nz7jFeCeN/2etX+Gf7TLfAvxfMmjK2qpDJdXIJW2jZwA3HUY5+ooA+rf2v/wBlD4Mfsy/tX/Db4rfAHxTHq3gv4g3zLBas24QE7Q6gnkriRCM/Suf/AGuPglo3irULe48PWCRMFJlMXBJJ4/lSfGrxnpnin9vnw38ILC8aPwn8MrGKy8PwzvzczRxLvnb1LyAH/dVa9Q8V2WmRapG+pX0XzYZfMlHQluMe1AHw54t+Deq+FrwM6PGrnhiODnH/ANemfs323ja+8cP4Y8CaUbvUrhMQ26KC0m6I52g99qnFfRP7Q1xoWq6aX08IsiD93n8MCvk6a38S6D44t5fC97dQ6gsyGCWykKSxlVVQVKnIbIyMUAfVE/wI/aC0LxFZ3nj3w5e2qoMRx3SnCByBk4zjgk89ua5T9om18QeGfHmqXd1p6vcSz/amAIdUeQhiAR1wWxnocZruvgJ8Zf2idG1V7nx1r+py+bo0qznUSzeagiYfOG4J2nGevA54re/aL+MX7LHhj+z/AAv4t8O3N9rsOgWI1C4t5mAaX7PGxV+DyNwzjgmgD4q8Ra3e6tqY1DVYQHkOFUKBg9M/l/Otv4V6n4IXxDF4I+KNlONJ1CSJZLq0x51tyP3q54OFJBU8EGpviv4p8FeO9ejn8BeGl0u1hWNRCTu3Nn5mz36VzU9jdzXC6oVxKuSq56AD+XSgD1b9p74j+GvBenz/ALNXwmhYeHNF1mWW51CUD7RqdwNyiWQjgKFztUccDvXmsvwt+K9t4btPGTeBdXbSdRQmy1MWbtDNtbBIbGOoqHX9eGt6g2ozIjSTyB5PMGd565r9H/8Agmx+0JpngD9nO68KakbPxQ2miS4tdDkZZBFkDKAHOBx+lAH5us3xNDRWtpNqMaxEGOBGdQD7Djmo/wDgpvN8evG//BN/TP8AhZejXc9l4c+IFheWWr3yN5i272t1beSWI+Yb5I8Z6AH1r7S+N/8AwVp8rV7zT7b9lPwfp10jMttczW2/yP8AawQMsf6V8Uf8FAP2t/j/APHr9krxzp/jDWWOhT/YGbT4rdUhiK6hbsm0AfKRjHHuO9AH5kUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFd/8Ast/DLwl8avj94Y+EPjTxKmjWnibU002HU5Y5XSG5l+WBWWJWYh5SkecYXzNzEKpNcBQCQcg0Af15/wDBLv4N+Lvhh/wTg0H4K6J48vtR1XwUt5pljqOpakszbRPLJBFDJIWLQpDJFGicBViVQoCKB+ZX7VGsfErx3+2PHD8b7QRalb6mtsA9klu7Ju+XO1RnOSQTk4I/Dov+CIX7Qfx4/an8O6RqfgkX17f2ckdh4jNurbY7xAqlzsiVFDqUlwo2oJNuflr9CP2wv2D/AIG/tYWOnyeJ/GkWlfFDw7pawl/DepQSPcbAWCXMbAESAghSpDDoRjGAD4F+Lf7Neq+PPF1n4z1C8vtLvIFRZ9Ts4Q0yqoAV9u5dxA4POTj889fBMOg61DF4e8SeJPG09pbs+ua9qFjJa2UDbjtihD/M5C9XOOvA4rtvg3+2j8TPCWvH4MeK/gJqHjLU9MmMCPYwD7QyI23958p6dCTgU343/wDBSj4fyafd+FD8JtT06+dPLl0tmRVRhkfw9/cA0AeKfG7xLc+CfGQe9dpLK6s47vTiw3I4dVO3pyFO5T/u14o/i7V4vEy+KPD+p3EF4s6yxz2rFWQ7VIKsOQeO3r2xWn8Svip4p8UwR2msxz2kYG+z06dRiND8wVfwIPv1xXvP7Bvg7Q7DxFFffFn4QxaroWqWoSE6hZBdpEQKyRSEc4wc4Jyce9AFf9ljxJ8UvjR8R7LRPE+u3erRuJC1td3bBZAEYjcwQtjoT1PB61zf7WOheJ9d+I4uYdKjEd1pVm1q/lYMsZt4tjZHXIIr7t8LWvwI+G3iibUfhx4SitLk6ZdBQij5C0TjI/P2/wAfGf2gPhfcab8LPh18SmFuEvfh3pErWyr+8jK28cZ3nOADt3AYBwaAPiW88F6l4JCT6iVeWUBltlJ/d4YdfxBH4Vp+FvC1341v5I31q20myiy17qN4vyRKBjoOSewArb+Nni6LxRrIvtM0fy2jhijkcIMMV+UMcDg4wPwFclqmuqNDOiWsm9Jvnu5EPDnkAD6ZoAs+KvhB8QtG8Rr4b0bRLnW4r5Fk0a/0y1eSO9iIwrJtH1BXqGBB6V7X+zToXij9jvw/qnxo+Llq2myXmntBoWhXh2z3rt/F5echMc5NeZfDv9o39or9n7w/P4M+Gvxk1PQ9MuH82SwRYZlikIBLKsisYieMldua5K8Hin4gX6ane+JZdRuAMB7u6UkDoAoZvlH+yAKALWpeJZvjF8T38Q+MbZ2juJS7W9qgVUXqFH8q9G/bY8F/DKP/AIJWfFHUPD/hdoLyzg0hoLh/4QdUtw31JzVH4a+DfB1tqsejavryWd87KqwzoyiQ8cByAv610/8AwWjuIPgD/wAEtdO+H8BCan498WWi3gUqSbSEPKFyCcjeiH64oA/FKiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/RD/gi5+1j4r+APw58e+G/g1r0OkeI9YESa9/o8bSXlmoc28sbvl0dGkuEbywo2tGSScY+yf2Zv2uvH/7L37QmneOPjFplz/Zt86TXE8hbmNyD5oz97jnvnFfkx/wTf8Ai78O/gr+2P4O8WfGTxBc6b4Mnu5LLxZNbQ+ZmzljYAOvdBKInOOQEyORX7s/t/8A7K837R/if4eaf8AdHt/7Dn0eCyimRwF2jbiTJ5KsrK3qMkdqANb4+f8ABa618SeMIfDX7E3wjtbKeeci5159Ghe91OQ8A7VUhenGMt79a5XwNqv7NX7ePi6XVPj/APCJtF8f+GYjfandaHeC1g123hO+SOWEI2JiuQGVl+8ST8uCvxg+Jf7GP/BNmyt/AXwE8A2Xiz4lWeni31vxhe3bSwWd0Y8OIEJI3qT1XAB47V8y/sv/ALSvhf4O/Ey8+LPxA825ik0y6RbW1ALzSSIyhee2TkmgC3+0x4tn/al/tHxlp3hHT7K60C5WC0tdOg8tYLFcrHHhedsYUKD155Ndd/wTv/4KBeGfgJot/wDBP9oO51KbwlcSpPYy6fZRXE9jcAgHCyFd0Tru3DPB5UDJNfNnh34rapp2ua/qmkSPCNYSSNLfI2qrNuPXjA/nWZcIl7pdtqt7aCWNHKzTpwT3IPr/APXoA/THQv2yf2GPGXjTWtL+HWjeM7ov4W1SeGa8sLeEtJHavIAqiVwBkZyT0HAzwew+G114c+LHwx8F+GfFul3FzpFh4TtLVZI0wQAqZPI3EZzzwD2z3+MP2erD4b23gXXvHPg/RzDcJ4U1KI+Y7OQxs5AcE9M57etSSfthfG/4LeLNIuvDnxBvL7T7OwgWPSXnZoPJCKBGyHA+UcccgjINAHqf/BQb4Sw+D/hfLqPws+G0GkeFLa4jS91YW4WS9nPIEkjct3IQHHtXxhp2kaNpFvYeIPEBWeKYM8NvFxu5PBP+eleuftY/tzfFH9q3w9p3gq40+PTdEsZN8dnayyMhkOMuWdmJPYDOBXDaR8O9R+IfibQvhPpSSzXEZVLkxg5AY5x+poAd8O08PfG3xrDpWrDytULhII3iBF0o/gPT5gv6D2zX0H41/wCCUmr+KNBi8W/BC9WacxbrrR5twnVhjJj3AGRM46cg+vWuQ/an/YK8Yfs8XOkfEr4Xafqe2FY3uHhDSGCdcEkkDK8+tfcXwq8a+LNY/ZZsvitrEx03ULCxje8nDbNr9AR79fzNAHzX+zz/AME2/ihr1vBqPxrifQrLRrjfLf6l+7KQr0A34Zuhxx3Ffm3/AMF+P2xNB/aL/awtvg98N9Skm8JfC2wOi2JZMCa8z/pMo3IrdQsfUqfK3L1yfoT/AIKqf8FzvjALJ/gJ8KfGgfUoZMahdrDG8dmAejAgiSU4xtbKoD03H5fyZ8Q+Idb8Wa7d+JvEuqz32oX9w895eXMheSaRjlmYnkkk0AU6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr7b/ZC/wCC6n7UX7Lvw+h+GPiLw3pXj3StNtYYNBHiC4lSbT1R2OPMQ5kG0hAD0VRXxJRQB+nn7O37WX7OX7WOsyXPie0n0vxfcq1xeaPfXY+z72c58h2x5gyRgH5hkV9MfDv9lX4ZfF/VI/D+mafcW15v+95ahFXvnPSvwutp57W4jurWd4pY3DRyxsVZGByCCOQQec19zf8ABOz9sX9sjwXdLpeizR+NtAkga3ltftoa/tCUATax5464frnrQB+hX7QXwI/ZT+CngZ/CuiXVtrHiS/bZc3MJz9nx2UdvqOua8G/Zn8Z/Cf4Z/E/Ufhd+0HoDX/g3XQElniGJrFwSY7iI9mGTkdwa9l8Kfs8HxD4Nb4ueO/EMrajOS8ehXCsklvz1kJ689McHrXi3x3+E813q1lqekbDKW8u4t84JXPBFAH1Holh+x/4Q+HnirSfgp8QJ9ZjuPDt+sMdzDskjP2dyC3b+HHFeMwaF8MbCWXxh8QfMl02PSR5NujYNw5RcDPUAHnIrG1zwRp37PvwM1X4oeI457O1mtZIWMgJILQOqgntuYgVxWpTz+OrXR/B39v2cDXVlbrDFNeohmDqNrDcw4Pr0oAvxfEPSDbnWvCfw6RtOspAgkaLcFz0JPc9+a1v2V/j/AKd8LPjJe+N/Etksks6BrFm6LIDkfT0r6G+OXwh+Ev7M/wACPB3wj07WbPUdb1O2/tLWLyGVHglkcAKqOpIcL25rxTwN+zHqHjjxizz6YXt5xuhkjXgH8KAP0Y/ZG/a4vf2l7+60fU9DgW4jtGnt9Q2ArleDG/qCOh7V8l/8Fnf2xvirrHhW4/ZM/Zo0uO11O7iiu9V1ezn+zRaYCSphEYTLuyhXDhsDcRjNeofs/wBjov7GmiX99rWqK9/qlu0OmaQH/eSE9WI/hXpzXxZ+3N+0R8PPg/Nf+MNb8QWVxqdyzTyQxENLLIx4jXPLemegxQB+YXxy/Z/8VfByOPUfHniS3n1G/mLfZwxaSTOSzkk889/WvNq6L4p/E3xT8XPGt7438W6i9xc3UpKBuFiTPyooHAAHpXO0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFX/AA34r8U+DdSGteEPEuoaVeCMoLvTbx4Jdp6ruQg4OOmaoUUAfVnwt/4LP/t6fDPQrrwvefEXTvFGnXFpHbxWvijR45hbBOjI8PlOWI4JZmzj8aytU/4KtftP6vq66zd2HhXzEkDiNdIk2ZByODL0r5oooA+iv2jP+Co37V/7Tnw0t/hL481vSbHRIrs3E9voentAbpsAASlnbcq44Ax+NfPup6vq2tTrc6xqdxdyJEsaSXMzOVRRhVBYnAA6DoKr0UAdDb/Fr4p21rY2EPxI10W2mKq6danVpjFbKpyFRC21VHoBivWPB3/BTz9vTwBpjaN4P/aU1uxt2GCkcFsSPoWiJH4GvBqKAPZNS/4KEftoazfvqmq/tC67cXMgIeeUxM5B6jOzIrzXx38RPG/xN1w+JPH3iW61S+ZAhuLp8kKOwA4H4Vi0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z"
What diseases are included in the picture?
Brain Edema, Brain Enhancing Tumor
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"
How many kinds of abnormalities are there in this image?
2
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What is the main cause of the disease on the right lobe of brain in this picture?
Brain embryonic tissue dysplasia, genetic factors, chemical factors
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"
How was this image taken?
MRI
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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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"
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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"
Is the brain healthy?
No
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5s4mDNNHkF2Xnr3+lfN/7Rl7pXw48Y3a+GL5vsU9us1pMrgyeU68oWGDkYxQB93/Ev9rTwZqnhi7fS5mntUQESmbAI6HAHXHNfBPxh+JMPiXU7uysdRLW/wBp3xqZDhD2AB7YAryq7+Ml7onh26bQNevJLV0d5ofMYqduckZ6cCs9vH2nrbyXM8DXE4XJOP0oA6OU38ls8tnrcisGICeYQPxrhNV8EXfxduLvwLJpIvPtUUiTIse9SpUg5A6jNZWv+J73ULl9Vku1sYUBEhLY3ewHcisDTfjvqkd+3hT4e3k8b3D7by7t22kjvlh0HsKAPzD8S6M/hzxHqHh6SQs1hey27My7SSjlc47dOlUq779qHwt/wh/x58SaME2qb/z1Hl7QBKokGB/wLrXA0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfcf7D3w5i8Rfs56d5OrpHLe6pcyMhBAQCQpyffZmvhyvtr9lPVLjwz8CvCssEpUPDdGYD0a6lIP1waAPSfHPwk1jwWpdLuzvoBgu9ldrME/3gDlPxFcjNDK7bSj4I43munnupb+N5/wC0BKZFwRu9f51iXNlfM4UL8uTtwe9AFK1gjUZbIYNxWroYVdbiZXIbBGM9eOlV7NZZUKSIrbehxU9ioh1qEnCguBkrigD9wf8AgilBd6x8NLq3lQtFFpkYAPqeP6V9EfHr4ex6no93p80Klbi3eNkZc7gQRg14t/wQugk/4Un9qmsZYw9rCrzSDCyHaCAv05z9RX1x8evDdjJpwvI3UkDcAG5oA/IH9oXxRqHhX4K6JpSXDMlq9xaptfqkcrKDn9Pwr5buvi3rNm5jku2IVw3zSYz6/pX3h+1V8F7Hx54B8Y2fg+BZL7wt4hlkS1QcvbyxxzsFH+yzycei1+aPjiznjv5rK4vAFUZJIJ2deP06e4oA9x0H49abq+krZR+J2hu4wfKQy4J9s1n+OPElprngfUNRF2HmjUCRt+STnHNfMMl5LHfhYZmB2jOOMVq2fjbWbHfay6kWgm4nRjlSO3b2oA6OVn061M1zqLBHUgqT1B6jFYs/xFg0pANKSQzKCFwxPfj+lWrnV9O1O2H2q3AGOTvz+ArnrjVtAsbgNZ6d5jKeDgEUAAtfG/xO1RLa9uZIoJWAYR+nevSrnSfBHwg0/T9J02IT6jOo8xGT7rHt7n1rhrD4p6npVs0Wl2UaM33dsarj8ql0HQPEWuXo8XeItUQPu4EknKj2HWgD5Q/4KCeIb/xD+0HqFxflAdqGOONQAqeVGigAdOEA+gFeHV9Cf8FHtEsNF+MGjtbu7TX3hyK7uC9uU+9LKq4J++MIORxnI6g1890AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfo9+zhoFppf7MfhCfUNAgkjn0SNzcFcsA5Ljp3+bvX5w1+hfwcv/Fel/B7wtB4WtmuoF8N2ImVCGjZhAgf1GQcj2IoA0/EmiafZp9r0e4d0b/lmyhSPyNYFyk0sSiC7Y9wrdqs61qeo3F4bm6iNvJj5o06A/wCfasu51ZhMrlwRntQBo6U0xRkk+Y5+ar9paLeaxaQ4J3zqAOnJOKo6TKxLuuASuSAwNdL8KPDGq+PPiv4b8FaRBvn1PWLe3i9izgZ/DOaAP6Ef+CW/w7n8C/s2+HEa3KG5tEkxt6rtGK9R/aQ1yPTbVmLZZIjkA9sZz+ldZ8EfB+leDPAmj+HtOx5On6XDDx32oAT+deHftr/FTwz4YNyJtQw/lbXAbgcelAHwR4F+N0w+J3jXV4ZXuVvdTV/J80AsvKDr16dK+Pf2u/h0vh/4hXWp6dZA29+7zAJHjy3OdykflXRa/wDEmDRPEs2taNeRp9rlk8tJW7A7kPHblhn1rTv9YsPjvoraXqF4RehFaOXAAfjJTpnp396APj2/glS9UkAk53Emla3iA81ySM/dUiu2+LHghvCfiEWDReUjbioPGO4/z7VzE1sEgVwB7D1oAEuLYRqstu5jxnkD+mKoai6PMyafopIP8TkAc+/41saPbo6BZrkb5CQ29chBVHUbnU552gt5Ehgj+9OUxxzxQBV02xdJt93hRnkLzXSR6wmnwBbLdJMxG0uc4/DpWTZ+FLW6KSXOsSMrN87Ecj8B2rrtN8AaEluVh1KRMr/rHcqpGM560AfKv/BSHRtVfxP4S8YatJPNLdaJJZtPI5ZAsUpZUHpgyvx/hXzVX13/AMFJ5PDkXgLwbZ2l4Z9Q/tS+Ejj7ohSODAHr8zt+VfIlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6G/8ABPnxxqXir9myx8K6Vq9rDe6beT2vlWy7HKbt6q7diQxPJAIIr88q+sP+CdB1LxB4T8T+GNH2xXVjfwXcUgfLTCVChUrjgKYl5H/PTH1APqLxj4P16LTpNQ8T6XN5KrnzJQQG5/hY5B69q8l8QWdlHclbRCV3HgjnFdh4o8TeK9Nhk07xJpqfaiArOQN4PbJ+9+dcRcreljNMB8zcEY5NAFzSFECMzZ6cZ7V7v/wT2itYv2ktJ8TahFuXS5BLExHCSdFP4da8AtZnU7SwyeM7q9V/Zn8Yjwb4sfUDOAwIOQeKAP368OftdafoPw7Ju70CZLf168V+Yv8AwUI/bkbxHrV/pWja4JJZMqBFJux+Vc38Uf2uYH8DvaLdqo8nDyyEZHGOM18T+J/GFx4w8V3OoTysPNyIvUemfzoA6W98Q6nrmlB5JjsjztG7BrR+F/xTvNB1u1Se+ddsmEbtnPf9aqeFtIuNa8OCHT7Fp5Y5lkkWJSWWNYZmc4HYEKT6AVwupx3OlX3kjcskU524BHIPH86APor9pDwgvjHwrbfEfRGDhUzdIgzgkc14XbXBK7ZE5A6V3Xww+ONxpWkS+HPEP761lQo6vyOfUVxmuy2Fvq1w9gv+jNITF9OuOaAKcuoR6fuSJiWkByM9B/8ArrOl1C5dHtow22UYcBc85yDU166JMJoog5ZeMnpVe3tr7UJCpvBDGvJ2/wD1h+tAF3StSn01kRi8zE8JtwR+JroNN0fUNbdTrusfZocfu4YmIyOwJHT/AOvWLZ6Fo1qQ8mqSu6r94ZINaFhcaLA3+ipc3UgUgk5wPx6CgD5x/wCCjF3ZReJvDnhbSFZ7XSrOcGYKcGSUoxBPr8tfNtfUP/BQ+/0KPTvDWkW8qjUZJZrm5ix83l4CoxOPUMP+Amvl6gAooooAKKKKACiiigAooooAKKKKACiiigAr1v8AYq+LmpfCH44Wmp2HiS60xdStpLKW4tZFQkuMoCxZSBuA6HJ4HPSvJKlsb660y+h1KxmMc9vKssMi9VdTkH8CKAP0qt/AnibxrG3jPxXcy+RO5w8rktIQeevJPqa5/wAR+DLezmMtiWEQPAFdT4F/aE0j40/C7w/q+jpBbW8WnRxS28L7vIuAo81HJwS27JJIGcggYIrK8W6tp9tbPa3F4H3uThSBnpxQBx8Np5iMoOACec9f8a0tB1efQbkTRDPNZ+mszyBlkLKBgE5yPYVpL5QEhdRnbnpk5yKAJvEeuajrcXlSytszxGznaPz71m2tkqXSeZB80hAAUggn6irFwbi4jcWEJkwOQBnFZUEzR3qRyzSQZkA344ByOaAPYPBWg61pGk3Euj3rxNtVpYlfaShIDj1Py5471xHi3w1qVmjapeK7vNLuY9cDj/AV6V4C+Gkj+DdS8YxeNIbkaYkEwULJ5jh5khAHy4BzKOp6A1xniuC8k0+e8h1lJIoicwu3J78UAcxY2pgdZHXJbse9S387YNuAQozkHoKrJqkQdY/NLsMNuJ4XvilvL1tsj93PBNAFeSRiyqTwvGR3pLQuZhb+eqCRdhLDIAOORn+lRWzSTSMiDr0x1/LvT47u2t9Riku2DRf3oSOR2/8A1daAO/0X4eRanHBaWevCXev7xJHChR6mrd3Y2mhKdN0pY5xuOboxFePVVbp9TWDZ6l4W1R4YI9alt03jzWK5IHfgcntVnxr8QvhZ8O/DuoeMvFPiu6uYrKFnX5Qpnlwdkah2BO5sDgEgZOMA0AfGH7cHix/Efx1uNLaMquh6fDYqSwO45aYngcczEc56V5BV7xNrtz4n8RX3iK8LeZe3ckzBmyRuYnGfbp+FUaACiiigAooooAKKKKACiiigAooooAKKKKACiiigD279jj41r4L8QSfDnxDct/ZWsSg2+5vlgueBu9gwAB+g9K+rv+Ff2l663VxeZDHKea5wP++cmvzkR3jcSRuVZTlWBwQfWvsD9jb9sbwlqslr8MfjdcWtjLFbeXp+vXt0I4J2BOFnZsCIgYIYnadpBwSoIB6n4r8OHw9aB44fLKAZZTkFccFT3B/OsGzvXO9B0ZfrgV6f8U/DEms6Fca5pcnm2emqkMjoMLuIOAO5BIOOK474beCovFfhjVdTssveafEJpIFGSYgcM3/Acpn/AHqANT4NjTbjV5bfUIN0bwyIQH4yVIBPTPzEH8PxrN8b+DDoOpyW09sfJLlWJ/h71L8ONRt/D/j+1h1OMC2unEcqegYYz+eK9P8AEuv+Cta8VT+BfiFajTxcRg2WqpGT5RxwJFHLLx1GSKAPPfhrN4g027ubezmllUwh2OSQYwwY5x1AKqfwrK1q2vfEWrPpVi22GJv30nRRivW/BX7Ofj/TLjWFj8mfSl00yjVLWYTQNCZEBZXXIGAeR1GcEA1yOo6F4b0bX5/D2lao95F9qLXVwYjGuwE5bnJxgZoA4LXLPTNOn+yWLeZ5fyk4+8apJG32d55mwV4Vc9Sf6YrovEGiaes93runxslhHNsgMp5dvT3x1png3QX8Tas6BP3KRF5GA+6AO9AHKeZNHuaOUhlwVwe+a1tDubiwm+132miaOV/MdSg6nvxwKqXFhb2viprAuRbfaMM2M4FegRaBLYWS3VqVuLMkkP5Y49AfTvQBR0zTfAniKXHl+RNzkKO9fM3/AAUQ1W48MeN9O+DVnqdrNBY2Ud/qH2O8EmZ5QdiSDA2MsYDAHnE4PcV7j8a/ix8O/hD4Vl8Raq3lajPE66ZaW67pJpcEA44woPJJNfBmv69q/ijWbnxBr1/LdXl3KZJ55nLMxPuewHAHYACgCnRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHrnwR/bJ+Knwa0ceDFnj1Xw83meZpV4ucbu6v8AeXDfMADjJPqa97/Zn/b8+Dvwy+JFn4/1wXdpZwXWbzSprRpTcwEbXj+QEHcpYdeOOnWviiigD6R8Uftr6H4r+O2o654f8MzaN4NuLp10mwupFkuLWLzGMbyOoALbSoKjIGOCep9r8d/tgfs7fFO40KPRPF7R6zBpUUOpte2xhieZBglZG+Viy4/EGvgOigD9UPAH7SGjeCPhr4h8NWfhzTnsdW0O4ju9X1G7Z2hka3lSKaI5CIVMuQcEgZwRmuIh8YP4w1bUPEPh77PqVnDcM0n2ZwyFM8A7T6V+dCTTRoUjlZVYYYBsA10fw5+MHxG+E9+1/wCA/FE9iZABPCuGjlXOSrKcjB74wfegD9CPFGtx+M/C9rDbaZb2I05HHkW6FRKWlZ88knIDBevRRU3gbWtP8PeEb7TrVVNzfqkUsxGDEoIYqP8AeIGT7V8raB/wUJ1+00hrLX/hpp891I5Ml1Z3bwoR2HlsGwffd+FUvFX7dmuX1mLbwl4GtbGQgbriedpGB9McAigD6v1bwlpf/CNvqZsnV/M3NeMThzj7gx7ZNeGfFn9r/SPhtZSeFvCN5FrF8GQ7UkDW8Q5zudSQzADG0cfNyeCK+dviH8evix8ULUaV4t8ZXcunpJ5kelwylLZW/veWDhiOxbJHY1x/XrQBseNvH3i34i6yde8YazLeXJXarPgBFzwqgdAKx6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q=="
What is the color of abnormality in this image?
White
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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 modality is used to take this image?
MRI
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"
Which kind of weighting is this image generated with, t1 or t2?
T2
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b3NxqFrsYbmCvnnt7ZoA5jR/t2kakNRtrdZNhARR0AHsK7a/1HVPHkMKamhYxBVXaMlP1q9o2leB7u1ZrNzJLEp8yIZyjY7E9ST6V638CNCs/Bv2fXdX0ow+V+8lM0eevIyMdqAO0/Zo+EXjXWvhvrszaDPNHZ2nn27tCfmlVchF496+e/jT4V8Q6P4nW+1SxeCdpPMaQrwSTn86/V34EeN9L8YfCyDX/AA34fimspN6tIcQu+373yY5yOOa+Svjt4o8K/GW5v9C8JaRbBLS7kje1mC+dDICVbHqP0oA+JPGd/qHiRidWigt38rEsoGBt7H61H4Y0C2hsZNTtLK+1Fkjwgt7MkZ7HJ6D3r3j4r+D/AAh8GJ7G7vrGR76+hVbeJ4VdCF5cnjC8kc5rmZofiP47046vYGVbNHMQe3AQHPO07cdqANjwLcxW3gxNNvPiDqGh6jcR5t7TSrMSSRggcl24BJ4xXZfBj4b+NtT0KK18c3YluItwe5WHyxMNxKuRwA2CASOtYHwf+FWtW+uLfamI1JAIG7IwK/QH9mT9jmy8aeH9P8c+L9ZLW10pK20ca4wDgd+eRQB8uD4PeH/PFtqFl5pVc7WXdz+tM+JHgP4f6V4TN8bqCwuIlHlEyBc44IA79a/SLVf2UfhLp2gSPa2Nuknl43xgZ3f8BAr87P2yvgLft8UW0bTtQc2ceZBEHI7kEDAPUAUAfkt/wVP+CljosOn/ABQ8KaPFFYPfG3umgQAI7ITnjsdgP418X1+2P7S/wHtPih+zX4k+Ai6TFHdalCLnT7lySY7yEbo2ye2MjHvX4q6rpt3o2qXOkX8ZSe0neGZD/C6sVI/MGgCCiiigAooooAKKKKACiiigAooooAKKKACTgDJPQUAfqV/wTz8D337JP7Nvhf42fDWS6sfGPjS0fUbvxDHEY7mC2Mvlw28TqTtj+QvkHLFiTxgD0f4z/tN698XLcW3xAWG8vtzA6g0X75ixGWdiSW+6K76f4peNbb/gnf8ADL4c/EXRPDkHiG10a1k0610q0ZJ7LTpbRJI4bgPyk4kYhlxgV4jqPwk1y90dPEv9nXciPu82RYjwfTj3oA9C/YpsPAp+M+n2fi29VLcygRyNjb/e59uK/RH/AIKLXvg/xR+zNe+GvCPiCyuZNEltpJLW3u1dogcKoYAnb8pJ5xxX46Pq2p+Dtdi1G1keNreQbyCcgZ5xX21+z98ZPhl8SP2cfGI1URW/iK70xYblokAa8dADHOxJ3FgAQe1AHy54tGni+t5njYQg4cg8g55/Squu+J7bX9UJin2WMCrBDHEM4x/EfUmsrxjeyrqM9isp2TXJMeG5HORVTwNb2KLc3OtpIiKcwurYBkz/AIUAd5pFxEPDja/dQx+faSD7ONwVnwe49MVt/wDCwfiN4thM/iPWUsLUJm30m1kUEp6uepzXlHjX4hQ6FpMsOnxs0khLBmOc+9ee+GPFvia88SxarJfOAzfvQ/GR6fSgD9Tv2avjk3h74N2mnLrESw2gklEgkyFcxkZP4jvXy74Z+0eP/GGqan4e8YtYXv2uaWynFztWeR3JKOv8WSa9O+BHwy8Aa/8ABGYXGuzH+0rHMzm42rCcbgAOMYJr44+N3iC98BeODongTU2W102Uq80Ux/eyBjzkfQGgD3H45+NfFPiPU4tI8WzBrnTrRYTEFwI3z82MdckZrR+APih9FuHgknyJUKyxu/yMCOwPfjrXBfDHVovjMTqevauLeUIv2yRk3EnoG/x+tem6b8KvDWg3aRDxZvaMjzTDHjBPIHJ9KAPa/hHHaatqCskLAO5ESr1zg5Ga+0P2T/iPJ4a0t/Bmq3KxxwsZLfcw5U4P+NfGHhu/0bweunC3niaGZA8dx69iDjoa+mvgRd+GLqE6nqGpQxylduBIMgf4UAfT1z4jvvE1u1tYXYFsvMknTJ9M18cftO2UWlfGKG6nuA0UilTubd1H+Oa918T/ABh03S9GbSfDtw6bIiHdDwfoSK+M/wBpC5+IHxB8Rh/C/m3DbCWZnyS2fUn3oA4v41+O/Dnh7X4U0GaOWeJ1MjkDaCGyeM1+MX/BQf4USfDD9pzxFc2lh5Ona/fy6nYMpyrea3mOF7gBn6e/Ffpz8UfA/jvw7PBN4jURGaYiVEkyT9cV8+/8FWPgZqXjL9k7QvjnoukCVvCWupaarc7gGW1u42KnB+8FkjQHHI356CgD82qKKKACiiigAooooAKKKKACiiigAqfTL3+zdSt9R+zxzfZ50k8qUZV9rA7T7HGDUFFAH7xeJk8FfGH4m6b8RPh1aSXPhbW7aC60S1LbSLcxKI0PXG0qQfpXpuv+J31fSf8AhAIvDQhgCny5Ih5aB8Y4Cgfqa+U/2BvEGqaD+yH8N/E3h/Ubu6jj0eRGmmwSHFzMZIxgdFcsoJ5wAK930D9sLwhb6glpr9jcRtkK00sKEZPp3P40AfM3x2+GPizw34muzquiOYzMxUqhxyeDkfWuA8H+MNa8A6iRa6jLGjMVkiBOMHOc+1fc/jv4h+C/E1g+oHSra7geLdl4ztZcf3W6GviX4p6fpuo+MLm40CFRDJMQsadsnpQBzfivXZ5dafVI5gBJgKwOQM+lJZ+JNU1+wjstJujL5Wd4AxubPp9K9s0L9iDU9Y0A63rNybeIWwlWRVJXBGfTms/wD+yL468NavFrum6Y99pzykGbysKMnjPPegDw6W7fU7k2GrWMglY4BbPy/hVLVtHvdNHn2jFmB+QKfyzX1Rb/ALJQ+IWvXFr4a1a203VbZhHf6Zq+6Ni3XMeB864PavOfif8AAHXvAFzcpNd219BBdC3eawfcIphyYyOoP1oA0fgj8Z9X8B/CfWNIub9jILUNBATypbIOOR2Oa8JmvdQ1XUJZL9neSaT5i5JOfXmvQPEvw7124uNJ1XT3l8t5gLwIONme/pVz/hVupal4oGi+GdNuNRurhtsUFpbl5D34C5PAoAzvhF41T4f+LoFvGzbTfJcjs6cZBNe56p4ma+0dvEmlQFbS3O2JpJRmZfYAcgVyXgv9ib4peN9eEFz4Rd4YZVF1LJcLEkODyHyw59sV6J8c/hn/AGF4i0/4b/Du8tJYbXQ/tGomBw4hPPykrxnI4+tAFr4aeKLrxJeQWlrfyPBuDXMDEnavsD05NexaL4q8a/D+7RkM0tpc5xIZDx0/Svmf4YX+paJ4usns13tKPLkxnB78/iK+3bnwTLY/DzTb/VoM3U0QYozcxjt9e1AD/DXjrxT4us/IWMpvx94dCK6nQtGt9A099UuyJJST5jMPbNZPwu0iA2k9y8i8Z5BAI96q/EDxkNF8O3tjA6k9n38gUAfO/wC0t4jh1/xRLbovAlPlFRwAD/WvnH9v8atqX7E/jDQftt0hhaxu47eNjsIjuUL7uenllq9t8RXekHxG/iLxPqUTwxvvjgWUZkx2JzwK8z/a+8SWHiT9mvxtcXtklvYXOhTjfHHlowBwcjkgUAfkbRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH67f8GxvxE8Aa/4c+KfwL+LiWWr6dYi31nR/D1xqCi6aWVTHNNbQs6l0VYEEjLnaXiyPmBr6M/aD+EXwq1n4gtL8NvDF3YQRFQ1hPHlg4Jyc49Mev1r8Qf2UPjZ4w/Z9/aD8LfE3wb4kvdMltNXt0vpLJjma1aVBLEyB0Eqsv8DMFJAzjrX9Bfxq/aK+Dvgbw/oWt+HdMXUdVk0+V5pZsjCuoeEntxk5oA8Y+Lep/DP4afDKKHXPDt2moSxsqxecUUjpnpmvk/SbaHUPF1rdE7IbjUIgQ/IKbhk/Wut+NXxW8d/GnxHcXd6rykMfLiiDEIvOFHWvOdQGtaXJBNNbSxsrAhHOMfSgD9mIPghoLfs+6XAllE8V7pUSyEr80Z2jLg+ntXyB8T7n49/swLdw+FGB0i4AO97cTKqgEg/MMDv0r7t+AHiy0+LX7IHh7xP4YtftYbRogIl+Yl0Ubk+vNcx490z+zfg1r0XxK0KzhsIYGaJ7m3VTGrAqFyeTyf1oA/M7xF+134g1rXItW17SbaaeDhb63BSWL1KkYwa+kf2evHfwp+Kvh5vDmu+H7e6g1rJuHlUCZJFUj5go+YnBO7Oa+L9Y8M2PijxjfnQ49kMl4zRBOAcnpxXeeCdZ1v4bXFutlBc4tLxUM0KkEzsMBc/3fU0AfaV5+yD8FdBhGq6ba3E1nqJMUaNt/dkAkYwOORXl3xM/Z/8ACfwB0a0vPh9qdxHreuoJJ7tCVn060JO+RCCSD29eele0eG9b8a2/wps9U1bR45HngiuoAk+cNxuQ8cd687/aB8GeN7b4Y+KPFl9rrW9xMITa3d3GXxbHBeOMn7uOmKAPmf4g/HXwV4e1seEdFl1C+src4uZ5bt908hHLNyue/WpND+L3h0aBqFjovgqC3uL5dq3YYCQD1JxlvxNeL32hajdFr66tfLkkJYELlXH1xXR/CzwlrvjjWBo/9ti1EBzsWMb3X0GaAPUvgd8N7/V/iTYQWMkc8csPnuFO4qdw4b078V9sfEjw3q3hrw3Y2VxNlkskO4jg8c8c15n+yB8OD4f8QxaRYaR55LrJLdyx/vHHOFz2AJ6CvUv21viNZfD7Q5BqSYkFl+6Zj1Zs8du4NAHE2HivRfCfgm61O8ucSSSlVJbpjqa+Wfjz+1BPqN1J4d8M3ocnIds59R61x3xg+P3iDxLog0jTpnEeSX2t95jxn9a8p0hb6eZbiSNpGZvnYAEmgDs/D/8Aaes3f2zW74zb2JCSYAAz6Vm/t1+LdL0D9jDxRdakzp/aj2+m2C27lN8ryBwBjttjYkd1BHtXUeD9PupEU3OnM29flOMYr5o/4Kk/Hi1h0LSv2adEkPm210NR8QRy27AxN5am3CORhsq7k46YA7mgD4qooooAKKKKACiiigAooooAKKKKACiiigBY5HikWWJyrKQVYdQR3r9gv+Cfvwq/a0/bU/ZE0749+LdFs7jSrLUJNDstTjZlnultUiVppI9oAH7wLvX5WZX6FSK/Hyv1d/4I+/tc+NdS/Yu1D4J+Fri+s7j4a6tu3x3h8u7t9Sku51XywOiSRShiSeZk96APsH4cfB34I/s+2zah4xtodX1h4wRbzxHy7Y846khia+XP2rtc0bxD4puNUstJsbZmlGy30+EIgUHAwo4FdR45+KPjG8WXUtUtijykkF1wWbu1ePnTfGfxB1My6Vp1zezuSP3cTSMT7AAk0AfoX/wRA/aT05dG1T9nbxZqKW8kVyt1oEcz/wCsDKRJGuT1G0Gu+/4LJfFC80z4eaT8NfDUv+k6nM808UZPzwqCOeP7wXvX5keCdZ8e/An4m6V4jvVvNPu7S4STYweGTaGGR6jjIr6s/aQ+Ktv8VNN8IfFq3Y3gsbSWHVjKS7BHUbWPphgaAPHfgHD4O+G/hu88c/EOyYXJmeC1WSPc0LlcrJtPbOQM122jax8KviZpOn6RrnjfSdIeMtI0jhjJcS7iVLAAhAOO35Vz+r+OdLOmmzu9MtXtpUHy3SjYy44yf19q8Z8YnwZ/bCJod09opGGZ5PNx7jHUUAfdHw4+LHxY0z4XQ+FvB3hOLxLcWTNFL5B8wxIW4k9dpyACelZn7Z3xP8c+KfhxongPxR4eXSNRuoFS9063OWOONzYJwSCK+e/h98drn9l/RLnxBrdw9xpsdsgu5xkFUYgrjkY5xXqPgr4vWHxx0aP4veJpJUvtcjMuj2LW+VNmAAkoYHGW9Dz3oA5pfhT4c8Q6Vp/h+O9t4bnTLKR9RjZh86ADue4x+teaaxpX/Cu/G2lePtBuke3hufmZF6r91gQPavW9T+F+k3+qnVtf8SNYpI22QBTuwfYHkVxvi3Q9Au7Sa08IRPd2FhZT+bdMpAdwcqee9AH6M/sseGPD83gy08cR2oWS4tkn39ev4+1fFf8AwVx+N9j4o+Jll8NdCuA7WEIOoFGBy5wyjgnsxr7H+Hnj/R/gx+wnZfEHWpo42tvD29TK20SSbfkTPqTX5PeI/FGqfFD4mXvjDW5jJNf3TysHYnYCxIXJ7AcUAcpP9uM4t0JVf7xBOD9PSvYvg3Do89gtsnhNL1YhmeZJWXb68Dg1xWo6DcWt9JcyxbkHCnsPoa6vwLZ+N/D+mCXw7FKbe6bEjQ5Y464O3+tAHT/t9/EL4J/s1/sM6r8TfA3h/XLT4g6pqtrY+HpvOhls7PMqtNI8bKGIMSsikHIeQNj5cV+Ld/f3uq30+p6ldST3FzM0txPK5ZpHYksxJ5JJJJNfoV/wVn+N3w/ufgPpXwM1HXp7jxiuvW9/9it5DttLVIZAwnA4/eGVGVTz8inGOa/PCgAooooAKKKKACiiigAooooAKKKKACiiigAr2L9hP9qWH9j/APaN0j4wat4Yk1vSI4prPW9IiufKae2mjKMykgjehIdQeCUxlc7h47RQB+2fizSvAvxv+KnhD4bfD/4veFbvUvGs1rF4f0WHxHbG8upJ8bIxAsm8Odw4x1r374xX3w2/4JweCYPhd8PLGx1j4hyxBvEniN42/wBAcqP9FiUkqccHeOea/Dj/AIJ0ftMeFv2OP23fhv8AtOeNfDL6vpfg3xCt/dWMUSO5HluiyIH43ozLIp6hkBHIFfqD8XLu6+L2r6f8XfD9wmqeHvFlumo6LqsTGQT28xyCWycSL910PzI6srYIoA8k8Y+M/EnxD8XT+JfE9zNcXN1JmSSUH8+c16H8GfiFb6DFL4R19RcWOo2zwNFJztVu4zxketb3j74F6d4b+Bp+JN1Dse8vRbaaMjMhQ4kJGcgDNcBrPgb/AIRH4Z+H/H+oW8kkmtpPIoZipiWN9oyO+eooAT40eHLvR7i3s9JuHnspmItI+vQjIz+NXU/ZN+LDeDbH4h3FhaWkF5Kws7e8mQSSqCRu2jJAJHcViWPi2TWNTsFvb5jBDMpVmb7gJGeK9S8UeLfCZFtJafEe61O/ZUCQR2rgRHP3dzcdPSgDl7b9nnxz8WvD/jPwR4tkZp38LyTW+UG1pklRY4x0xk/oK9X8R/CfxP8As6/2d4FbSJbo6VoVlFbARcMpgDsOOOCcfhXW/ssXXjHxD4K8XWV9obwahN/Zkel3cpAZma5y6Zb1UAfjXGfH/wDa4/aWi+I+qzeK49KtmF3JbRQSwrKYljIQKp9Rg8+9AGH4g+L2o2Ft52ufBKwaGHAkuLqaXp7jOM1v3Xxj8C/EL4b2ngb4eeDIdG+2ITr9yhDpDH/y0K8DGew613GpfGjSF/ZKisv2grC01W41LVGu9Hso4kilZNgQ5K87Aefxr5Vs/Hkz6APB3h3TGRBIzbYYsvOWbgM3oKAO9/aY/ar8XfETwNpXwY0PWJY/DehxLHFbxsyi5CBQrSDuRjI+teQ/C3Sb7xV4kh0uy2mcsQsR6sTwKqa5o/iLSddh0zW7CWJ5irhXG0gHPb8K6TxH4T1b4U65pviXTnZWurZZY8DnlgR+tAHd6b8HvHc+oPpdtpztLuIa2lT5j69a5r9oP9oGP/gnj4P/AOEj8b6C9xrerpInh/w5JKoE8uzIlkHOIVO3cRyc7RyeOg/4av8AFHgK0m+JHjdRHaaLayXUsspQPMEQsUXcQGdgCACRk8V+b/8AwUl/bo8Sf8FBv2nL/wCOesaDDpNhDp9vpWgaZBkCKzt12I7ruKrLJzI4TC7mxzgswB458RfiB4s+K3jrVviR471Z77WNbvpLvULpwBvlc5OAOAB0AHAAAHSsWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK9i/Zf/bp/aD/ZLW80z4a+Ibe60W/Ja78O63b/AGmyMpwPOSMkeVLgAb0IJAAbcAAPHaKAP1M8Jf8ABVv4Gftb2Oi/DXxlpcXwvuLKaCOODUdWNxpt3LII1kmE5jUwAys2Y33bUCt5jfNt+/v20f2KvBUX7Pnw1u/hh8a/BWs26+Gg082n+JLaaK7lclnmt5I2KSR9ACCc1/NrX2H+xL+118FfBPwah+Efxa8U3+j3sGtt/Z12ls8tsIJcFpJGUExhWGCAGJHOKAPoe50i40PV7uyJUrFLtVlOQMHBwe9aVxeXGnNa61aFCY2BdP731FXfg58cP2B7v4ir8NPjV+0h4e09NSvUtrbXba6e4tbeVjtV3niDRJHk5MjsEUckgCtT48+D/Dv7PHjC/Txf4wsoNDsr4CLVbqYeS8RK7JAy5DKQ6kEZzkYzQB638FPix4gg8LW2m6nJ/Zov9btIbf8Ae/NLKvzx47gZHPYV5L8W9U8QeL/iXPaaizXF9JeSsIkBLM7yYP1JOK8w/au+KGtXn7QUC/DPxjby+H/Ddkga80XUY5rQypkTSCVCV6g5Oexr6G/Yc+PH7GWm+IYPiJ8SP2k/B97r40t7jRfD6ar5t7cXrL8qHaCiMjc4kZc4wMnAoA5LxZrniO/uhofjgyRvYWywRW0p/wBSAeVAPQ5613H7C4+GV78cLfwl8RLREtNQ3wfbGUHyHZSUcZ46gCrugfDHWfi58Qr/AOIXivCwzSNLNJKAAzHlj6defpXn37cv7Z/7Gf7E/i/S9G8ATT/EHxV/Yv223ufDuqWj6VBcgsqQ3LJL5yEMAWXYCVPyn0APS/2/P2ddQ+C3x/i0Y3f2+2yj2t6DkSIyKwOcD+8R+FcB+358UPhr+zz8NPA/xH+IupIraposbaNolsC11ftGwWXaMYRVz95yq8EAk8V+bv7SP/BSj9sz9qT4qXnxZ+JHxt1WG9ntxaWdposgsYLCzVy0VvEsAXhAQvmNulYKC7sea8e8V+O/HHju4hu/HHjLVdZlt4ykEuq6jLcNGpOSqmRiVGecCgD2H9sb9u/4kftX3Vv4aa0g0Pwdpbg6X4esoVXe43AXE8nLSSlSARu2DHyqCST4TRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFWL/VtV1QQrqep3FyLeFYoBPMz+XGoAVFyeFAAAA4AFV6KALdr4g16w0+XSLHW7uG0nbdNaxXLLHIcYyyg4Jx61WilkhkWaGRkdTlWU4IPqDTaKAPbdN/4KPftw6R4L1L4daf+0fr8eh6to76ZfaXuiMLW7oqNtUp+7kKoB5q4kHOG5OfEqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z"
Is this sagittal plane?
No
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"
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"
Which hemisphere is abnormal,left or right?
Left
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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 left of brain?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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"
Is the tumor enhancing?
Yes
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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 modality is shown in this image?
MRI
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AVXJwPwWvo3T/AB98HdC/YCGheBvMiu7a9iuJXuSodw6/fyMYGeK5b4X+Kfhb40/Zh+IWp/FqSU/bNaWbTri1wzo/luwIJ7DoR6GgD4b8ceLbG1VrSFizu2QQSTn0+mao6FpcP2ZdUv5cyTEF0z0WuA8bas7eN7m9hlkltDdN5OeCVzxyOgxXY+GPEA1KwiiMyiSHA5bOR/jQB03g3Q9XfxGZNERlik5VVwfwr2nwT8I/FUt1Dc3F6tuCwaSeU7FQexNct+zzo41DxJbWvkfvVnG+IsCdpx0r63+Jvw20DwR4Vga4YSXE8eUjk7ZGcYNAG/4W8S2enfDXUJLbx7caxaWVvFEjytvMEpUbo1Y8nPX8a8R8efGK+1nR7zwFq+nvfaTqsDwajY3sPMyH+JSR1Haum8Fajp/hL4d30N5hrkXX2n7EDhMAFU49iK8+e8vvEWrSy+Iogz798e4Y2HJxj07UAfj1+2p+wT4g8F+PPFPiXw/r32vy724ubTTriVRKLFEWQPjqVCtjP+ya+Rq/Xv8A4K6+DH8KweE/jho13BZHzp9IvrmYbo1hngJ/eqOqKwY49K/Ie6INzIQ6sN5+ZBgHnqPagBlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAegfs7+GLzxR40XS9GWVtSvMWNgIjjBnzG7H6Rl/wA6/bz4deCdC8H/ALO/h/4e+H0iiGiaelkIlj2scZZ2J/iySc+9fl1/wSA+FMXxH+PV/qUl68Mmiacbq0Eabi8+dqjHfqa/TSw8Y614Q8bLo/iSwMls52zQPwyhurAdjz+lAG54W+HZ8WQSaZpd0Yr9F3RoDgMwzn68Vb/Zttr/AOH3iO4m1rShIupXJWLzYNwCA7SzZ9RmrpudN+HvimDWILmWe2mAmgnRSCYzyPx9vavb9O+Fnh34yfCG6+KPwnvBM+kiOW506YhbgMqHzPkHO3uD3oA+efj5p134f124sfOCW63DAhMYCdO3bGDmvAdalu77UGazSNBnCgtz9P0r2fxx4mTV767t9ZefaS2wzAExHJ+Xp905+orwrxBY3ja3K2ny5SMj5SO2e1AHO+Kr66kVbWQqkjS7wFB3Yx6npV7wHpFzdaj5siIIw3JcnC88VIdAuHiF7IH3PJhVZBwB3610Gh6a1tZG3CuqbfnIPUetAHu3wB1bQviObL4LfEsTnRbq4jVJrKTbIxQkRDvlSxK9O4qx+1LB4X/ZzfXP2cvhJdS3emza01xql3eyB5Y5yhV4FwAAqAAEjqc+lea/DeznsvF9hHaTGVZLpAqgcqSy4wc9c80fE6W41zx/qslzK8jDVZpHZgNznzHySe/XNAHkXiqxso1KwQb42YgsFBBI6Yx0qhpE76fqEce6WPzRlQRjd7D25rtNUtTeQMCmWwRlV9Pb14HNZf8Awjl3c2sNwiM8kRwMpwRk8j86APpT9gLSrjxN8RoLWdiZopklBY5wBjj9P1r7v+L/AMN4tcu9PurmdJGEXyQsvTt0r4r/AOCXEKx+Ob6/vgoe1Uqdx5zlQP6/lX3B4m1kXeplRcBhFFsR89T0/rQB4n8TPh3aW/iuy1GDaqSRm2mVTw2MMB7/AMVcF4st47Ny8kPzswXKYznFdr8dviRbS+KtL0TQrkFdPR3u2H8Up4A9+M1wmr63bRW32q8VHnfLRxDnkn7xPagD5a/4KqfDnxL8U/2O/Elj4ee3hl0fZqsyznmaCEOZEQ9nwQw9QCO9figQQcEYI6g1/SBqGiaZ8R/D03hzWtBjuLK+tXiubadNyyKVwc/r+dfz1/HrTPD2i/HDxjo3hGZZNKtPFF/DpsiKQrQLcOqEA8gFQOvNAHJ0UUUAFFFFABRRRQAUUUUAFFFFABRRRQB+iH/BB3wdqN7J8Q/H+kauLK50eC1EMgQFnLbzsGemcV9K+On8fp4iuPE/iXT7tZJLgs11sYKQe+elfJv/AARv8TXuleD/AIg6VYXDK01xZSSIvdQGGT+dfcPwu+OupWcsnhjxwqapo1yTHNZXKglR6qTyCKANb4a/FLwz4z0ZPDnj2NHuIAF03UJY8og/uSDuue/avUvh/wDGXX/2e/E8Osa/4DZtMnQYu9NuVCyxnurKeR9a8O8efBj7GzeMPhtcm406Us4WE5KD+6w7EVT8L/G7XdA8OzfD/wAW2TXemSAkQTMd1ux/iQ9R9OhoA+h/jR4P0T48eHNZ+K/wyihFhp6pNcW0xjE8yMTvx5f9zg8jnNfLa29tHqVxDM/zxSbTn+IVueAPi1r3ww1qW68L3/n2V0Gjlhl4SSNhgoy/Q1y3ijVba98SzXmlbkWY7kjHJx6f/XoAtzx6fcRxx3IUeX3zyfw/CpbTTWl2LDHlZH4Vjzx/Wq1jNF9oB+zgM2Dkg/lXc+FfD13rAjWHTCUY7mZU+ZR60Abfwb8B6t4r+KGg6fptkxle/gZ9gByFlVm7f3QTVP4keDr3QfiRrmiamjJLHq9zGS6noJXbOR7Yr6o/ZF+E/gzwZd6d8RfF/iOa01W7vksfDVkkAYSSZBkkPsE+Xnu1Zn7YvwOt9X1Oy+MGh6R9ls9evri2vAiYUXUTEE98bl5/CgD4z1SwWygZ4bZtokIQK4yR05PFbHwf8JTeOPiJpvga202VhfzqoVVyVy3JIH0rd8R+Fhol4trPYvImQrKwIB/H6V9MfsUfDbwtoYh+Ji2EbXVsRskcD5D3waAOg8I/s/6Z+yf4PmluY4zqet3gkkOcGNMnaoP5GneLfFut6bDb22mX58y7cLFIBkqgzvb8SQPwruf2pxL8THs7zR3CgNho8fxY54+oql8OvhVoNk9p4g+IrSPFAA0ik7d4HITB7UAeV/Eb4Ua74d0uDxFqlkEFxEXjknJUsT0J9eK4r4eaVf8AibV10++dGVnPmzuuQqA/p1r1D9qP46L8WvFEehaCQNOt28i0hjQ4GOOSK4G6huPC2npYaZPC77T9qkhkDEH+7xQBN8RfHOm+DYhpHhqOMPbqA8hjysmDz+H+Ffhb/wAFQvAek+Cv2wdf1LRlVIvEsUetyxIuAk85YTH/AIFKjv8AV6/Ybxh4hgvJ2h1G5DM/GT976fqK/J3/AILBIE/assyqKobwfaFVU9B59yB/KgD5WooooAKKKKACiiigAooooAKKKKACiiigD7f/AOCNdxPZ33xAmCpJFJpdujxP0z5mQa+p9RntrS8luHX5nxsRDnH5dK+Pf+CO/i3TdO+Lmv8Agy7m/e6tpO6KM/dYRnJz+Yr7m0238JW/iprHXoHMTN8zJ2HtQBlaF478d6Duu/Deo3EKlSrxqcA+xHQ1p3Hjiy8QWjL420O3lnI2rPbxeVJ9eBhq9L8HaB8KbvXrewh8L3V3ZK2+YSXJXzAO5Kjp7VzfxbbQdb1kab4f8Jw2KPOY7PyyRuTPBJPX60AcHHp4nt5Z9OuGa2jGWZhyo9xW78Dvgj4o+MnjGLRPDelTXcs0m1Y7fJYc+3Su7+FHw10S48P6/wCHtVDW9/FbZAMgO76AV7x/wSu8E2Oj/Fmy1eXWraOQXZEto/DFQcUAdR4V/wCCZmk+DLmHQPEc0i6mLdJr+a6tmcIzciKPgByB1PrVn42eD/2d/wBkzwgNU8RajqF3qcin7LYm3RGmft1PA6dBxX6A/Gq5s/DemXPxK8ZXtlp/h3RrN52uJ+rkLwAD3z0xX4k/tk/tMX/7Q3xYvvELM5063kMWmQyfwRA/exnqetAHQeL/APgor8Y7i3sdK8EW9joNpZXgnt4IbVWcP/fLuCST7cVc8Ff8FH/jVplkdA8e29n4h0OW7M8un6hCCnmFsllIG5T7ivmbxKmtpDDfrp8gV3VYSePNzwAPU5rZtfDHjNfD39qaloFzEsUrLKJFxsI6jH+FAH3h4I1P4UftW2suo+F/C66TLlQ1kCXQN35b2zite++CnxF+AcTWb+ZJpxKuuzkbGBIzjpj3r44/Z0+Oet/Bnxjba/YsWtPMUX9mxwHTPLfX3r9Y9L8Z+Hfj58K7PxT4cgtbnS7rRgJLtTvdJAv3WGeDmgD5sfxNf65qaR24BEY3Z3Y3cdOK1vGt14n8TeD5Hs9TeGd1wkcgO1MehH86y7vR38FeI01qeES2JkKSOpwEGccivYPA+qeAV8NSNfxxTQyoSATzigD5QuNf/wCESsJlnt47a8iU5nD5LZ715H8QPHenz3Bu1l8u5zl5oG2lvy613X7a/jPw3pPjGS18GzREzP8A8e0bfcA7V4noPhLWPFdxFe6ssaRSHIRn5I96AG2mrXmuahJcXczOij5GzX53/wDBYGLToP2ltJS2WUzt4Ptnmkd8ggz3G0AdsYb86/T7xH4a0TQNNj06K3Pnuy/vEHJ46e9fkd/wUi+MfhX4zftOX+o+D4blbTQ7JdGeS6TaZZYJpi7KOoXc5UZ/u570AeCUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB337Mvxik+BXxo0b4hmIPb29wIr4EniB2AkPHJIXJx3xX7S6t8CfE3hvRNM+I2t6ejabrdol3pl7E4kSeBxlWBUn1r8HK/YT/gid+0Xrfxl/ZI1H4JfEnxDHf/APCB6k0fh6xZgsy6eYlfaOcsquxUccAgUAe3Nc3DeHhpvhPSnWTyh9qlhU73B6L7D1rz7xRoXjC6v4oLpwZlYBIgSWU9hxzX134t8aeAPgv8HbXXvC2gWFz4h1W18p3VN6xI3JyD1YdjXzyvjGfSbx/FOvaYn2uVt4aRQCD24HSgDkdQ8M+MfBV3b6nqN5Ok88eUMcZyR6ep/Gvc/wBkb446b8PGGtai9sk1rKXZHjBMo/GvEvHfxMvfFNydS1a73MqbEQvkpnjjFaPhy70K00ma2kuCPNgMkcinGBj7v50Aep/ts/8ABQv4l/tCwjwFBq72uiwt8trbEor49QPvV8vTefa2gu3USzmQbVIG0L9O5rt/hl8LNc+MPjMaRo1i8gLHYA4Xjrlj0A9TXcfFv9n/AMMeA3h0S48T6fPfrDuaPT1Z9rHHyl+h470AcXoPwv8AF3j/AMJf8JGgjb+yZBevGjD93Gh3Hj+grY+J9jrdhoNrr+iRSRJLAs6McEPu5ZgB2zWH8L9V8R6DquoaJBNJGRbTCM8/MCjLg12fj3VbC58D6XorXaE2ulxR7WTByBzz9aAPIEvnuD590nl3LvuZ1XCkV7x+xz+2d4r/AGc9Sl8NXMputDv22z2srFlQnqy+ledWfh463axiLRnddm0EITntnpxWfr3gWfw032lI/Lfq0b9B6YoA+v8AV/jvZeKLvV4NFeNtOmtDMitgEHGSM15v4u/au/4Qzwg2iaDdiS9mg2B3b/VA15Fp3jGTS/CNwsbOJ58RoQeMHrWV4V8OQeMb2Q6hKo5Clzzt9zQBFZzyeLtZkv8AW9Td7iZi4d25J9q6zSvhv4nuoxPp/nt8wMbJnj8e1YuvfBfWrBjq/hfUUuUgbLND1A9x1FWvDXxY+IXht49NuPPjWLjdGflPNAF/9of4n+Bv2bfhdL8Q/jB4+tNEuEsZhocE9t58l3erGWWNY8jeeBkZHFfhr4s8S6l4z8Van4w1kR/bNW1Ca8u/JTanmSuXbaOwyxwO1fc3/BaX9rHU/iVJ4b/Zz1C1Zn0C5/tma7khUMWmiKKm4cn5ecetfBNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXoX7Lfx68Xfs3/G7Q/ib4T8Sz6WsF9DFq8tvGrmawM0bTxEEHIZUxxz6V57RQB/Ql8H4dN/aB+Glv8AGr4e68t9oc9nHeRabMp8weYAUAHVQcjrWF4m+HnirxFdm51zSBZQg8vdToqjHfPXH4V8E/8ABHb9uDXvhxr118Gdf8cXMcesWpsrNJDtjt4QIhEA2ABiTj1+avu3VNW1yPVXXxJPJKQxOZgxJP49eKANq3+FXw6m8A6hcaTeC9u4Yw0kjxbIx6hOck/WvHtM0a4ma+aIoy2bMPJBz8h6kZ9K9cstaMXhLUH0/TpZWktmVJHJCQLjLOB0zjAH1rxnwx4g3ape6dbRyPeXUhSDDDGM5YH64oA9J/Z58V6F4Ye/0HUfEA0iW7tmhhvVTKDdj75HOD7Cux0L4K6br9zPrd58XvD0NraoC01zft5jdOVjClj+lfP+s3V5Y6gJdT09omIIRVyFIHvjk1qxeIBe6G7R3UkM6YDWxkJyfUUAewXngrwXquvXFvofjzTbhorWQySxMQJCqsTt3AGm3HgHSdQMJ1O/s44oolO+S9RcjGehPJrzD4WeAfGutX/9sPqNlaxR28kxN5qkUTOiIXICltzEgEYxyTVmPQU8V+IZGsv9GFywZFnuSqjgHqTQB6XM8fhnwxceKbjxFaT6ZBcJC9ha3AWZA2SCF7jjk1wfiHxv4d8U3slxYWsrwLGV2ytkknpk1jeL/DQ0KM6fqwkhadTkxzblbB7+tYltNa6RYs7KXwTjI6jsaAL0/kmDZPIYgrlgo5+lbHwkZ7e/ezu4SIZiW+0r2965DUROYBPJOd7fMIe+O1dl8J9SfU9MktoYkkfgNERgj6UAemyWFjo4+02cs9tIR+7ulTMb/UelcL+0n8bfgx8IPhPe/EP4saha2UlkpFo9jjfqEuPlhRO7k9+gHJroL6XxVpejyJaSzwW7rtEcp3KfUCvy3/4Kd/tOeAvjJq2k/DfwRenUR4fvJbi51eCUG3maWNAY0HUMhUg570AfOfxh+J2u/GP4lax8R/EVw73GqXjyhWP+rjz8iAZOAFwMDiuaoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAJtPv7zSr+DU9PuGiuLaZZYJV6o6kFWHuCAa/Un/AIJv/wDBQnwH8bPDcHwt/aIupH8VaRZrHpl48hC3sMYjQPK+0KrF3xgZOBnp0/LCigD98/jB49aLwqdHighgSRQIY7NR5QGfUfe+pNeN6No0vh3xlp97qsBihugjlskYBPDe/Q/lXyT+xb/wUp0fQ9Et/hh+1Drk406whC2HiFbaSeVkGAI5VjVmLgceZg7gPm+Ybm/SfQfBPhH4raFoWteEL+31TTvsqSWWoWV3HLvibndlSdykNkEcYPXmgDH8Y/D3TFvYPA91dRql/CHinL5IkcEqQT+X0rxvxLpPiXwTdPpms6PLEyOU8yRSMkHryOnGa97+N5vvFt5BdaLpgil0e0w8cJLMkafKpOO/Qn0zXlmq3niH4ieIINP1eUSsoCeWRk5Axn/PrQAvwx+HWoeIfD2reN7LxZaumnaXPc31rNKUkWMRsSVGOR9DwKi8ZX/ge01hdOd9Rj/0WJhcxkbXygO4AdB7V4Z+1n+3N4I/ZXn1f4IeF9Pm1PxHqmnzWGsEzSQHQo5ooGVyrRFZ/NgmfAVhtxz1Ar2T9lr4i/Aj9oz9lzw74ht57/8A4SbQ9M+yaxaQIp+0GLhJNx5BZdufoaAJz4kPifTUtZt8q2jt5ErHDMmeAah8P2Go+J9d+yi0kW1hw7uV42AdKqeNb5tM1SJIbBrU+WR5AGAqjpn1J/rWp4Z8efEGys/JskKbkCbGjBLg/wA+tAHQ+APD2neJdfvLe9j3uEPkhh2xxXPeIY4/hYl34x1PXF0ywsA02oXM0myOKIdcn+nUnjvXlGrf8FXP2dvgdNp3ibTIh44u7i6dbnT9FlNuYUQD53eRMDJIAABzg9Mc/DP7V37c3xn/AGt9XaXxxNZ2GmRX9zPZaTpUPlJGkrIRG7A5mCiNAC2TkE9TQB9Gft4/8FPTrXh+7+CX7P3iR7q1u4ojf+KoLg4MbRq7RQdGRgxKsx5+XA618HO7yOZJHLMxyzMckn1pKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACtfwJ448SfDjxbYeNvCWota6hpt3HcWsyqp2ujh14YEHlR1BrIooA+p7f/grr+1VoulgeDNWtdI1ZYVT+147aG4Mhyu5niuIpI2LBWBACj5zxwMczF/wVC/bTj1l9ff4nWDXT7jv/AOET01ACRjIVLcL+mK+fqKAHSyyzOZZpGdj1Zjkmvpn/AIJiftraT+yP8Y5Y/iCjy+FtdtHtrphGHFhcOUC3RGCzKFDoyrziTcAxUKfmSigD9I/2g/8Agor+zJotwuueC9euPF1xJzb2VhA8CJh0yJJJVG3gkrhWzsIOODXwz8Z/2kvix8cPH1x4+8U+JriCV1EVnZWE7xQWcCklIY1B4AyTk8kkkkkmuCooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z"
Is this an MRI image with T1 weighted?
No
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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 chest?
No
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AVXJwPwWvo3T/AB98HdC/YCGheBvMiu7a9iuJXuSodw6/fyMYGeK5b4X+Kfhb40/Zh+IWp/FqSU/bNaWbTri1wzo/luwIJ7DoR6GgD4b8ceLbG1VrSFizu2QQSTn0+mao6FpcP2ZdUv5cyTEF0z0WuA8bas7eN7m9hlkltDdN5OeCVzxyOgxXY+GPEA1KwiiMyiSHA5bOR/jQB03g3Q9XfxGZNERlik5VVwfwr2nwT8I/FUt1Dc3F6tuCwaSeU7FQexNct+zzo41DxJbWvkfvVnG+IsCdpx0r63+Jvw20DwR4Vga4YSXE8eUjk7ZGcYNAG/4W8S2enfDXUJLbx7caxaWVvFEjytvMEpUbo1Y8nPX8a8R8efGK+1nR7zwFq+nvfaTqsDwajY3sPMyH+JSR1Haum8Fajp/hL4d30N5hrkXX2n7EDhMAFU49iK8+e8vvEWrSy+Iogz798e4Y2HJxj07UAfj1+2p+wT4g8F+PPFPiXw/r32vy724ubTTriVRKLFEWQPjqVCtjP+ya+Rq/Xv8A4K6+DH8KweE/jho13BZHzp9IvrmYbo1hngJ/eqOqKwY49K/Ie6INzIQ6sN5+ZBgHnqPagBlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAegfs7+GLzxR40XS9GWVtSvMWNgIjjBnzG7H6Rl/wA6/bz4deCdC8H/ALO/h/4e+H0iiGiaelkIlj2scZZ2J/iySc+9fl1/wSA+FMXxH+PV/qUl68Mmiacbq0Eabi8+dqjHfqa/TSw8Y614Q8bLo/iSwMls52zQPwyhurAdjz+lAG54W+HZ8WQSaZpd0Yr9F3RoDgMwzn68Vb/Zttr/AOH3iO4m1rShIupXJWLzYNwCA7SzZ9RmrpudN+HvimDWILmWe2mAmgnRSCYzyPx9vavb9O+Fnh34yfCG6+KPwnvBM+kiOW506YhbgMqHzPkHO3uD3oA+efj5p134f124sfOCW63DAhMYCdO3bGDmvAdalu77UGazSNBnCgtz9P0r2fxx4mTV767t9ZefaS2wzAExHJ+Xp905+orwrxBY3ja3K2ny5SMj5SO2e1AHO+Kr66kVbWQqkjS7wFB3Yx6npV7wHpFzdaj5siIIw3JcnC88VIdAuHiF7IH3PJhVZBwB3610Gh6a1tZG3CuqbfnIPUetAHu3wB1bQviObL4LfEsTnRbq4jVJrKTbIxQkRDvlSxK9O4qx+1LB4X/ZzfXP2cvhJdS3emza01xql3eyB5Y5yhV4FwAAqAAEjqc+lea/DeznsvF9hHaTGVZLpAqgcqSy4wc9c80fE6W41zx/qslzK8jDVZpHZgNznzHySe/XNAHkXiqxso1KwQb42YgsFBBI6Yx0qhpE76fqEce6WPzRlQRjd7D25rtNUtTeQMCmWwRlV9Pb14HNZf8Awjl3c2sNwiM8kRwMpwRk8j86APpT9gLSrjxN8RoLWdiZopklBY5wBjj9P1r7v+L/AMN4tcu9PurmdJGEXyQsvTt0r4r/AOCXEKx+Ob6/vgoe1Uqdx5zlQP6/lX3B4m1kXeplRcBhFFsR89T0/rQB4n8TPh3aW/iuy1GDaqSRm2mVTw2MMB7/AMVcF4st47Ny8kPzswXKYznFdr8dviRbS+KtL0TQrkFdPR3u2H8Up4A9+M1wmr63bRW32q8VHnfLRxDnkn7xPagD5a/4KqfDnxL8U/2O/Elj4ee3hl0fZqsyznmaCEOZEQ9nwQw9QCO9figQQcEYI6g1/SBqGiaZ8R/D03hzWtBjuLK+tXiubadNyyKVwc/r+dfz1/HrTPD2i/HDxjo3hGZZNKtPFF/DpsiKQrQLcOqEA8gFQOvNAHJ0UUUAFFFFABRRRQAUUUUAFFFFABRRRQB+iH/BB3wdqN7J8Q/H+kauLK50eC1EMgQFnLbzsGemcV9K+On8fp4iuPE/iXT7tZJLgs11sYKQe+elfJv/AARv8TXuleD/AIg6VYXDK01xZSSIvdQGGT+dfcPwu+OupWcsnhjxwqapo1yTHNZXKglR6qTyCKANb4a/FLwz4z0ZPDnj2NHuIAF03UJY8og/uSDuue/avUvh/wDGXX/2e/E8Osa/4DZtMnQYu9NuVCyxnurKeR9a8O8efBj7GzeMPhtcm406Us4WE5KD+6w7EVT8L/G7XdA8OzfD/wAW2TXemSAkQTMd1ux/iQ9R9OhoA+h/jR4P0T48eHNZ+K/wyihFhp6pNcW0xjE8yMTvx5f9zg8jnNfLa29tHqVxDM/zxSbTn+IVueAPi1r3ww1qW68L3/n2V0Gjlhl4SSNhgoy/Q1y3ijVba98SzXmlbkWY7kjHJx6f/XoAtzx6fcRxx3IUeX3zyfw/CpbTTWl2LDHlZH4Vjzx/Wq1jNF9oB+zgM2Dkg/lXc+FfD13rAjWHTCUY7mZU+ZR60Abfwb8B6t4r+KGg6fptkxle/gZ9gByFlVm7f3QTVP4keDr3QfiRrmiamjJLHq9zGS6noJXbOR7Yr6o/ZF+E/gzwZd6d8RfF/iOa01W7vksfDVkkAYSSZBkkPsE+Xnu1Zn7YvwOt9X1Oy+MGh6R9ls9evri2vAiYUXUTEE98bl5/CgD4z1SwWygZ4bZtokIQK4yR05PFbHwf8JTeOPiJpvga202VhfzqoVVyVy3JIH0rd8R+Fhol4trPYvImQrKwIB/H6V9MfsUfDbwtoYh+Ji2EbXVsRskcD5D3waAOg8I/s/6Z+yf4PmluY4zqet3gkkOcGNMnaoP5GneLfFut6bDb22mX58y7cLFIBkqgzvb8SQPwruf2pxL8THs7zR3CgNho8fxY54+oql8OvhVoNk9p4g+IrSPFAA0ik7d4HITB7UAeV/Eb4Ua74d0uDxFqlkEFxEXjknJUsT0J9eK4r4eaVf8AibV10++dGVnPmzuuQqA/p1r1D9qP46L8WvFEehaCQNOt28i0hjQ4GOOSK4G6huPC2npYaZPC77T9qkhkDEH+7xQBN8RfHOm+DYhpHhqOMPbqA8hjysmDz+H+Ffhb/wAFQvAek+Cv2wdf1LRlVIvEsUetyxIuAk85YTH/AIFKjv8AV6/Ybxh4hgvJ2h1G5DM/GT976fqK/J3/AILBIE/assyqKobwfaFVU9B59yB/KgD5WooooAKKKKACiiigAooooAKKKKACiiigD7f/AOCNdxPZ33xAmCpJFJpdujxP0z5mQa+p9RntrS8luHX5nxsRDnH5dK+Pf+CO/i3TdO+Lmv8Agy7m/e6tpO6KM/dYRnJz+Yr7m0238JW/iprHXoHMTN8zJ2HtQBlaF478d6Duu/Deo3EKlSrxqcA+xHQ1p3Hjiy8QWjL420O3lnI2rPbxeVJ9eBhq9L8HaB8KbvXrewh8L3V3ZK2+YSXJXzAO5Kjp7VzfxbbQdb1kab4f8Jw2KPOY7PyyRuTPBJPX60AcHHp4nt5Z9OuGa2jGWZhyo9xW78Dvgj4o+MnjGLRPDelTXcs0m1Y7fJYc+3Su7+FHw10S48P6/wCHtVDW9/FbZAMgO76AV7x/wSu8E2Oj/Fmy1eXWraOQXZEto/DFQcUAdR4V/wCCZmk+DLmHQPEc0i6mLdJr+a6tmcIzciKPgByB1PrVn42eD/2d/wBkzwgNU8RajqF3qcin7LYm3RGmft1PA6dBxX6A/Gq5s/DemXPxK8ZXtlp/h3RrN52uJ+rkLwAD3z0xX4k/tk/tMX/7Q3xYvvELM5063kMWmQyfwRA/exnqetAHQeL/APgor8Y7i3sdK8EW9joNpZXgnt4IbVWcP/fLuCST7cVc8Ff8FH/jVplkdA8e29n4h0OW7M8un6hCCnmFsllIG5T7ivmbxKmtpDDfrp8gV3VYSePNzwAPU5rZtfDHjNfD39qaloFzEsUrLKJFxsI6jH+FAH3h4I1P4UftW2suo+F/C66TLlQ1kCXQN35b2zite++CnxF+AcTWb+ZJpxKuuzkbGBIzjpj3r44/Z0+Oet/Bnxjba/YsWtPMUX9mxwHTPLfX3r9Y9L8Z+Hfj58K7PxT4cgtbnS7rRgJLtTvdJAv3WGeDmgD5sfxNf65qaR24BEY3Z3Y3cdOK1vGt14n8TeD5Hs9TeGd1wkcgO1MehH86y7vR38FeI01qeES2JkKSOpwEGccivYPA+qeAV8NSNfxxTQyoSATzigD5QuNf/wCESsJlnt47a8iU5nD5LZ715H8QPHenz3Bu1l8u5zl5oG2lvy613X7a/jPw3pPjGS18GzREzP8A8e0bfcA7V4noPhLWPFdxFe6ssaRSHIRn5I96AG2mrXmuahJcXczOij5GzX53/wDBYGLToP2ltJS2WUzt4Ptnmkd8ggz3G0AdsYb86/T7xH4a0TQNNj06K3Pnuy/vEHJ46e9fkd/wUi+MfhX4zftOX+o+D4blbTQ7JdGeS6TaZZYJpi7KOoXc5UZ/u570AeCUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB337Mvxik+BXxo0b4hmIPb29wIr4EniB2AkPHJIXJx3xX7S6t8CfE3hvRNM+I2t6ejabrdol3pl7E4kSeBxlWBUn1r8HK/YT/gid+0Xrfxl/ZI1H4JfEnxDHf/APCB6k0fh6xZgsy6eYlfaOcsquxUccAgUAe3Nc3DeHhpvhPSnWTyh9qlhU73B6L7D1rz7xRoXjC6v4oLpwZlYBIgSWU9hxzX134t8aeAPgv8HbXXvC2gWFz4h1W18p3VN6xI3JyD1YdjXzyvjGfSbx/FOvaYn2uVt4aRQCD24HSgDkdQ8M+MfBV3b6nqN5Ok88eUMcZyR6ep/Gvc/wBkb446b8PGGtai9sk1rKXZHjBMo/GvEvHfxMvfFNydS1a73MqbEQvkpnjjFaPhy70K00ma2kuCPNgMkcinGBj7v50Aep/ts/8ABQv4l/tCwjwFBq72uiwt8trbEor49QPvV8vTefa2gu3USzmQbVIG0L9O5rt/hl8LNc+MPjMaRo1i8gLHYA4Xjrlj0A9TXcfFv9n/AMMeA3h0S48T6fPfrDuaPT1Z9rHHyl+h470AcXoPwv8AF3j/AMJf8JGgjb+yZBevGjD93Gh3Hj+grY+J9jrdhoNrr+iRSRJLAs6McEPu5ZgB2zWH8L9V8R6DquoaJBNJGRbTCM8/MCjLg12fj3VbC58D6XorXaE2ulxR7WTByBzz9aAPIEvnuD590nl3LvuZ1XCkV7x+xz+2d4r/AGc9Sl8NXMputDv22z2srFlQnqy+ledWfh463axiLRnddm0EITntnpxWfr3gWfw032lI/Lfq0b9B6YoA+v8AV/jvZeKLvV4NFeNtOmtDMitgEHGSM15v4u/au/4Qzwg2iaDdiS9mg2B3b/VA15Fp3jGTS/CNwsbOJ58RoQeMHrWV4V8OQeMb2Q6hKo5Clzzt9zQBFZzyeLtZkv8AW9Td7iZi4d25J9q6zSvhv4nuoxPp/nt8wMbJnj8e1YuvfBfWrBjq/hfUUuUgbLND1A9x1FWvDXxY+IXht49NuPPjWLjdGflPNAF/9of4n+Bv2bfhdL8Q/jB4+tNEuEsZhocE9t58l3erGWWNY8jeeBkZHFfhr4s8S6l4z8Van4w1kR/bNW1Ca8u/JTanmSuXbaOwyxwO1fc3/BaX9rHU/iVJ4b/Zz1C1Zn0C5/tma7khUMWmiKKm4cn5ecetfBNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXoX7Lfx68Xfs3/G7Q/ib4T8Sz6WsF9DFq8tvGrmawM0bTxEEHIZUxxz6V57RQB/Ql8H4dN/aB+Glv8AGr4e68t9oc9nHeRabMp8weYAUAHVQcjrWF4m+HnirxFdm51zSBZQg8vdToqjHfPXH4V8E/8ABHb9uDXvhxr118Gdf8cXMcesWpsrNJDtjt4QIhEA2ABiTj1+avu3VNW1yPVXXxJPJKQxOZgxJP49eKANq3+FXw6m8A6hcaTeC9u4Yw0kjxbIx6hOck/WvHtM0a4ma+aIoy2bMPJBz8h6kZ9K9cstaMXhLUH0/TpZWktmVJHJCQLjLOB0zjAH1rxnwx4g3ape6dbRyPeXUhSDDDGM5YH64oA9J/Z58V6F4Ye/0HUfEA0iW7tmhhvVTKDdj75HOD7Cux0L4K6br9zPrd58XvD0NraoC01zft5jdOVjClj+lfP+s3V5Y6gJdT09omIIRVyFIHvjk1qxeIBe6G7R3UkM6YDWxkJyfUUAewXngrwXquvXFvofjzTbhorWQySxMQJCqsTt3AGm3HgHSdQMJ1O/s44oolO+S9RcjGehPJrzD4WeAfGutX/9sPqNlaxR28kxN5qkUTOiIXICltzEgEYxyTVmPQU8V+IZGsv9GFywZFnuSqjgHqTQB6XM8fhnwxceKbjxFaT6ZBcJC9ha3AWZA2SCF7jjk1wfiHxv4d8U3slxYWsrwLGV2ytkknpk1jeL/DQ0KM6fqwkhadTkxzblbB7+tYltNa6RYs7KXwTjI6jsaAL0/kmDZPIYgrlgo5+lbHwkZ7e/ezu4SIZiW+0r2965DUROYBPJOd7fMIe+O1dl8J9SfU9MktoYkkfgNERgj6UAemyWFjo4+02cs9tIR+7ulTMb/UelcL+0n8bfgx8IPhPe/EP4saha2UlkpFo9jjfqEuPlhRO7k9+gHJroL6XxVpejyJaSzwW7rtEcp3KfUCvy3/4Kd/tOeAvjJq2k/DfwRenUR4fvJbi51eCUG3maWNAY0HUMhUg570AfOfxh+J2u/GP4lax8R/EVw73GqXjyhWP+rjz8iAZOAFwMDiuaoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAJtPv7zSr+DU9PuGiuLaZZYJV6o6kFWHuCAa/Un/AIJv/wDBQnwH8bPDcHwt/aIupH8VaRZrHpl48hC3sMYjQPK+0KrF3xgZOBnp0/LCigD98/jB49aLwqdHighgSRQIY7NR5QGfUfe+pNeN6No0vh3xlp97qsBihugjlskYBPDe/Q/lXyT+xb/wUp0fQ9Et/hh+1Drk406whC2HiFbaSeVkGAI5VjVmLgceZg7gPm+Ybm/SfQfBPhH4raFoWteEL+31TTvsqSWWoWV3HLvibndlSdykNkEcYPXmgDH8Y/D3TFvYPA91dRql/CHinL5IkcEqQT+X0rxvxLpPiXwTdPpms6PLEyOU8yRSMkHryOnGa97+N5vvFt5BdaLpgil0e0w8cJLMkafKpOO/Qn0zXlmq3niH4ieIINP1eUSsoCeWRk5Axn/PrQAvwx+HWoeIfD2reN7LxZaumnaXPc31rNKUkWMRsSVGOR9DwKi8ZX/ge01hdOd9Rj/0WJhcxkbXygO4AdB7V4Z+1n+3N4I/ZXn1f4IeF9Pm1PxHqmnzWGsEzSQHQo5ooGVyrRFZ/NgmfAVhtxz1Ar2T9lr4i/Aj9oz9lzw74ht57/8A4SbQ9M+yaxaQIp+0GLhJNx5BZdufoaAJz4kPifTUtZt8q2jt5ErHDMmeAah8P2Go+J9d+yi0kW1hw7uV42AdKqeNb5tM1SJIbBrU+WR5AGAqjpn1J/rWp4Z8efEGys/JskKbkCbGjBLg/wA+tAHQ+APD2neJdfvLe9j3uEPkhh2xxXPeIY4/hYl34x1PXF0ywsA02oXM0myOKIdcn+nUnjvXlGrf8FXP2dvgdNp3ibTIh44u7i6dbnT9FlNuYUQD53eRMDJIAABzg9Mc/DP7V37c3xn/AGt9XaXxxNZ2GmRX9zPZaTpUPlJGkrIRG7A5mCiNAC2TkE9TQB9Gft4/8FPTrXh+7+CX7P3iR7q1u4ojf+KoLg4MbRq7RQdGRgxKsx5+XA618HO7yOZJHLMxyzMckn1pKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACtfwJ448SfDjxbYeNvCWota6hpt3HcWsyqp2ujh14YEHlR1BrIooA+p7f/grr+1VoulgeDNWtdI1ZYVT+147aG4Mhyu5niuIpI2LBWBACj5zxwMczF/wVC/bTj1l9ff4nWDXT7jv/AOET01ACRjIVLcL+mK+fqKAHSyyzOZZpGdj1Zjkmvpn/AIJiftraT+yP8Y5Y/iCjy+FtdtHtrphGHFhcOUC3RGCzKFDoyrziTcAxUKfmSigD9I/2g/8Agor+zJotwuueC9euPF1xJzb2VhA8CJh0yJJJVG3gkrhWzsIOODXwz8Z/2kvix8cPH1x4+8U+JriCV1EVnZWE7xQWcCklIY1B4AyTk8kkkkkmuCooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z"
Where is the brain edema?
Left Lobe
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"
Is this a study of the head?
Yes
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"
Is the brain abnormal?
Yes
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"
How many kinds of abnormalities are there in this image?
1
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"
How to treat the most severe disease in this image?
Pharmacotherapy, rehabilitation
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What modality is shown in this image?
MRI
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gPVq5h5Hhvl1HRraVUWTcjL1X0yfb1oA+mv2f5PitdeB/F/jDxB4ee20/T9H3z313aiLe7zRosacDcSzdB2BrxiP4kG11aSbXNPiuY5uXjbg5z1B7V6d+xv8AErxT4k13VPhd4n1G5udH1rSTFPDNKT5TLPDLuX+7xGw/GsD9p/4YfC/4f+N9V0Dwfq1zcm1vniPyjYmG6A96APLPFGp2XiC/e7stOWCNzkIGLbccDtWV9lu71l06MltxCxjd0JOMeladp/Z0FyGvLhkhJG4RoC34Z4/Or8ug6fdyJc+FtbSTHzeTdERSRH352kdOQfwoA6Sw/Zk8TaV4Us/GvjHUtP0rTrxyLee6u1O/BIJABz2roJtT/ZY+G+keVJp+oeLtWPIZLn7PaR8d8As5+mBWd8bfGWi3Hw28LfD3TNUS+vbSMy6hdRNmKN2Jyi+oGa6T4E/sm6R4vtI9W8WeLdL+wXuAJJJyHQ+y8NnPHGfxoA/Kz/gqxp+gXfx+tvHPhrwlZ6Nbazpis1ra3kspZ0JUsd5IX/gOB7V8v197f8F5fg58Nvg/8VfBFj4F8V3+pXNzpl8t8kti8dvFHHLF5RjkZQJGLPMGAOVCxkqNwLfBNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfop/wbefHn4g+Dv224/hOfGV+PB2saDfSax4fM5NrOwRcOYzxuBC8jnjHSvzrrsv2f/jh4y/Zy+LmjfGHwJMBf6Pc+YIXkZUuIyMPE+0jKkH88HBxQB/Qn+2N+ziPCCN8QND8K7kKtPbtFASBuYsrcfWvn/wALfs4ftZ/HzTbnxNpHgfWrqytx+5eW2dI5Ofuxg4B/Cv0W/YY+O2nfFf8AZn0T443niy2fR9S0GC9WSaUh7VJIlddyuMqcMCNwHBFeUftWf8FQ9R8C67Bovwmt459HiQM+p2sqSeY+TwSvCH2oA+O/H37JvjL4L+CYfFnxjtrnR7m9lMen2M0Pzy4HLdeg6Gt/9kXXvDNrrs2j+LvCDazpkny3EUBQybGOGwJAQTjtlfrXOftTftgeK/2mtTsLvxLM7/Y0ZIkJ4G4817X+wb+y98RPG9kde061trKzu1Aa/wBTYImwHJKg8sfp69RQB9E2nwL/AGQ/h/8ACjX/AIp/Aqy1UaxNp6xRw6teJJ9kEjhSAEyN2Dg8nGcCvmLVvhNoXjnxLqkvi/XZbNzdyPJOq7h94nOD3z2r6u+OXwi0X4J/s+a9rem6/a3d2b+wXUbeC4QkZu4RlolJK5Jxzyc14DZeN/Aura5qWveMxHFYWam4vYbaAIuM8L9SeMdaAPDvjH8JfDXhLwkdY8Ive3MENwEub24jC7sjgADOBXLfD/4SWnjRoL4+LbWC2lYJMjuRLGc88YI/Wu7/AGhP2s9a+Mukt8LPhZ4Fh03QzMGEFpEXkm29GlccE9eAB7k4ryHSfDvxJ0a5jk0uykWeM7hGpxux7etAHrnxJ/Ys8Z+ArRNe0W+XVbGRQ0FzByGHWvTv2CrTxT4i1+/8NeIPDbraaVD9qupJ4yI1jj+Ztx7cDrWb+xz+018Wk8cW/wAPvH2li60+f5dl1bhgh6YwRgiul/4K9fGjxH8If2adc1bw7qq6NZxWO+wtobeCGK6uMZEbYw0mQGJUckKemDQB+IP/AAU9/aQ+JH7Rn7XvizUfHFzLDY6LrFxY6BpH2lJYrK2DAZQxgKTJtDk4zyqknaK+equ+IvEGreK9eu/Emu3j3F5fXDTXE0jlizMcnkkmqVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH6Ff8Ed/2/PiJbX6fsG/EH4lJpvg/xjdW1rDqlyLfzbaMSKrQ+bcIyKqxlmR3KhPLCEsvlqn1x+07+yt8Q/2e/H58F6lfyXNper5tjexxlUnQHHzLkhWHHAJ6ivxJ0DW9Q8N61a67pdw8U9pOssboxByDnGQQcV+33/BKv/gszfft8fFHSP2T/wBpL4I6Jf6hFYFtA1TT7Z/L2RKN/nJIzYbG3DKQOMY5zQB554g+Efi3wr4ci8VXsXm6RNKIzcBOYXPTP6V0X/C9P2i9P0JNE0b4oalNYQosUawak6IECgAYGDjHGK+pv+CpPifwT8MvhrF8J9H0LTbF9SljuLa0sl+ZEU8s/YZbGPxr4m8JSeJPAN5Yal4v8P3q6fqAEtuVjI86PPVcjBoA98/Z9tPFKeGdV1zxdr4Wyv7zS7NYJZvmnkfVbRjhSedqI7fhXnl9ceMfiJf/APCIeFPNeXUJ1e4CA4Y9s/maqfHj9urwz8FvgNdeNbHwCrWmha5YXmmWVxIXe6uBOMI7jbtUqGzgceldn4A/a6/Zo8Z+C5fHHgPwFeaKuqaQZ9GnF/54jkKfccYHQ5XI9KAPPvinoDfCiNdF0DxG1zLEmNRkt2Ij80ddp/ix0zxkg9uT2vwr+A3xA8f2em+LfCvjrTLpZAkr6edRxdoc4YGM9R9DyO1eV2lj44+KumazrqXqrZ6TB590rD5mUtgcd+a9+/4J9fATVvGHirT/AIl6j4kNloeh3okvQxIJ2fMRnOAOOtAHsuveMvD3wj0G01XXLnT9OFpB/wATG8lWNJllzhIl3/xtyeh4XPevy7/4LW/8Fabj9rjRtK/Zj+GzGPw3oOoSTa9cPtdru8idokjG+EOoTDNvR9r+bjHyg0v/AAcSftyWv7Rv7RGn/BPwHEIPDPg9WnleJFA1G8ddgnbAySiBlXJ6Oa/OigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK6T4RfFz4h/An4j6T8WfhV4nudH1/RLtbjT7+1fDI47H1UjIIPBBIrm6KAPvD4Sf8FH/AIu/to/GYad+0/4r0yTV79Y49L1COBbSL5VI2MM7R0znjqfSv0t/bx8M/CfwV+yX4Z+Jlz8QtEXTvC+iwQXt3HdI6yKyEq0ZXIbcQQB3JAHJFfzxUUAfQf7YX7ZbfGmGX4beAYDD4WjnjkaWePEt5JGTtfB+4oycDqe/pVz9j/8Aa48O/DDw23w6+JDzGwF1v0+4RNxi39VJJ4XPPYCvnCigD9bf2Nv25v2SfCnxOm0vx/8AGTRLTw/q+nT2mqNfE7GRlBGflPORx71hfty/8Ft/AXgvQrj9nX9iDwZaw6JDIUu9dM5ZLxSoJZCpyxznk4+lflfRQBreOPG3iL4ieJrnxb4qv2uby6fMkjdh2A9hWTRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z"
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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Do the organs in the image exist in the abdomen?
No
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Where are the abnormalities in this image?
Upper Left Lobe
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Is this a study of the head?
Yes
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Is there evidence of a brain edema?
Yes
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Is the abnormality hyperdense or hypodense?
Hyperdense
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How many kinds of abnormalities are there in this image?
1
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How to treat the most severe disease in this image?
Pharmacotherapy, rehabilitation
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uouGDYxm0lT/2avB6+6f+Dfn9mvwj+0h+2vf6R43+JFp4XstJ8EajexaheyIsbTDy0VCWYcHf0HJzx0oA+6tNsbvx78PdGi0h1urjT43gvYRKDIp3lgQOu05PI45Ncf40+GnjTwJfxX+saPcW6TNvimKfKfoRxn2r174p/sfeNvhrcz+IvDnifSNW0/zdqaj4f1USq3PGVGGX6EV55rWueOdBsv7K8SPcTWcqnKXBZ1HbcM8Z9xQBmWHxl+IXh+x+zaVr1zZvsCGS2uWjZl9CVIJ+nSsmPU9V1rUv7V1O+knmlILPJzn355Jz71S1hm80eXJlW/vdvyrZ0O3jnt1Z4iMHO9Wzk+tAGt4Ds49U+KehaNJH5YubkQEqeu8bePzr9mv2qLOOz+EFqt1D5c8NhEsrM/VwgBx69OvvX5Ifsx+E28T/ALUvgzQ5FBWbWrdcEf7YJ/rX6y/8FFNetdD8DJZ2AVjjaiyY5496APzz8biBYpnmlUIt15jSluUbeDj3B6eo9cVW8EfD+z1vX4GgmDq0wORxlSap3Gl6r4w+3aZv8t2QsGb7oAOf8muk+GVnd6Z47t7Vci1Ro43ldT875+baOuPf1oA+kfEX7O9npX7Pmsa1FC6y2+mSz+cq4wQmV59jzX51eItZTWb29w3mhb5/vDn0P+P41+0Os+EdP8Rfsj+IbG2uRmbwvcKrB84YRk/0r8WtO0KUQzoz7pBMxLsejZoAwrZpLRd0eQ4HBI6+/H4VIPEeqNAbS0t9juhBkjX5l6ZIJHGcDOK1tStY9PtX3w5PPPb6VW8MahZabfrc3+kRTlSCEb5V/wCBEc4+hH1oAZo2i6i9xG8ETEv1x15xnn/Cu++IvhHw9oX7MnizTfF0Nytx4x8M3+k6axt90axywNDPJ1GWCyAAcZ3E54NX4fjrrF0kEMHw+0KWKFgI1XS1XOOm5gMv/wACJq3q3gT4z/tAX0PiLVPDk15E7/ZbSO1swlvGMZ8lFA2jjt3oA/n0orqfjh4c1Lwh8ZfFfhnWNEk025svEN5FLYSw+W1viZsJt/hwMcVy1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2d/wRf0izf4t+L/FR8XJbXeneHEgg0XaN97FPKDJMDuBCxmGJW+Uj/SFyV4DfGNfeX/BAX4MeKvjH+0V46s/Cdkk89j4Bd3jfIyrXlvwDjA+73IHvQB92+FviZeeFtW+z65NL9imYGeJDxs9hW18Tfir8JPFfhxdGhj1JZIIpBazGJD87FTzyPl+XH41k/FT9mf4qeD4nfVdFuYEjU4+66fTKk4ryq2ktNPnNpqNs/mxN0ZuD+FAFbWooZLn/Ry4j7EDrg9etbvhy4tYYFIj3fKOCcY9xWReXFs8xuRHHs2gsoJ/TmrWhzqhKxRkAgbQ/X6UAeyfsiXh0/8Aaj8J+JLYAtZ6osrg9lVWyT9K+vP22v2hW8e3cFiroUEm123EgfQfgOuetfIf7OFu2m65P4qjX97BBsg7YLHk1ufFDxlcC6W8u7ht+GK5cjafy9fwoA9U+A02i+M/Fx0R4gYpndp5HOSYolMrD/gQjC4A5D1zOsa7eeGfGVxPcpErJdM6ENjgNgAVjfs3+MfEfhXV/wDhPdNWaM6aks9vIse4K/lFUYqeo3bcg8GuU8W+NrnU9fW81iV3kLtmSQY3Zzx+eKAP0d+EHxw0zxd8BNS8PRamkU11pE0CoACxZoyMYz33Hn+ff80dYspdEnuNNuEEUySN5nfJBwf5V7T8GPHjx28Yhmjw8RDI5x+eK8r+OcMa+O7mSziCQzAOEBHGRyOPegDhPFIlitTPKW2ZxujGQR6n8qxdMswuqxSXVsTE+0hJDjeP85rV8USS3NuYY5SgUH8eO9ZGizWMN/HP9uWOZDhnYHHsOO/FAHrnhz436H4Ft4J7f4Z6NcPAcmS+sfNDc/dwxxjtwBXR/Ef9trxn8YtK03wdpWkafo1hYtmOy0W1+zxKf7xCnk8n6ZryHxF4sk8WyQ6VawxRlkO8qoHfrj1OTz1OfYV9E/sr/sW6V8TtNivI/FdhbqTm7klmCm1QLku4PO3IxnoM5NAH8+f7ZLW5/aw+I0dqpEcXjPUYlDOWI2XDr1PJ6V5rXqP7b0WhwftmfFi28M6nBe6fF8SNbjs762m8yO5jW+mAlRv4lfG4EcENXl1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2x/wAEW5NWsvHfj7VdLu5IRHoVpHIySFc7pmYA4/3M/hXxPX3h/wAG/wBrvw61z9q7XP2ffih4kTSLHxt4Xlm0u+js3lmfUbHdOkIYfJHG1u147M4AzEgDAnawB+l/gn9ubVPD3hoeFvExvpAi7DLJAsyuvbcsoZf++SK8g+KmvfD3xRfT63oLS/aZ28xlSFUQknpjt+FehfHq20r4a3d34E0XwjZz2iv/AKBrDW6O12n/AD0WUZyD0wDgdO1eH3Vv/Zlmb27sis0shxA6EBQf/wBdAGNLlh8spwCcDditLw+8/wBpVVIB3fIBnOa1V8DXupx2+oeHrRrhbiP5oozuKN3GAK2rD4Xa7ZaTNrE19aWhgh854DcDzAvrgZ/I80AdT8PvGUvhi1maaEsz8kbsAVy/jjxne+J9ZBmLRonO3rnn2qNNUW10uRzkkd/UA1X0+wt9ctmvIIQJFQltx4P1/GgD1HwprfiTTfh7cavo11NEFe28xkPTdKqrn2yelYPxW8SSajc/YLqNfMWZjHNGoDYOT+Nbfwn1SR/CVz4auoDKLr7LE6g9xdQFT6cH9M1meK9Gs9R8QtHtYllAGF+7kdf1FAEnwo8f6vpNvHabEdcEFpM56+uf6UnjjVLjVdUMwId5cYwDisubTrXwjq1tZ2t+Zw5JJIZQMDOcHn2/Ct74batpdj4sk8Q+ILcXNvpdrLcpaBtvnvwqqT2GWBP0oAzbHwJFeKJtZkMW445Gc1xeueGbOx16S0UiVc5Qbxz+IzXf/FH4yaR410aJNP0GHTbpbhxL9l4Ei4BAA7Ecj34rkPCngPWPF2nXOtQ3jbICCyRgswXnJxjoMZPp+NAG98NPCmnXcMlxZWCi7X7iXUoCuPZjjp9a6fVdG+IcMTWdzeeRBOh2wRzDa2RjoDyO30rkP+EM8aeFraLWdPna4td27fHgg+ox1B68H0rpfGH7QVp8I/hhr/xf1KDTlm8NaBdX/wBh1NQtvdTRQsYU56FpfLTA67sdaAPwf+JsccXxJ8QxQwxRouuXYWOBAqKBM+AoGAAOw7CsOrev6xceIddvdfu0VZb67kuJVToGdixA9smqlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXY/s/fFLV/gt8ZvDvxM0SRFm0vUkdxIQFeJvkkQkg4DIzAkcgHiuOooA/bzRvFfxM8UyxeGvAHiKa7sNQRZoBbnekqOMhh7EHOfeu11v9nLVvCvh1fEPj/U1+1OAy6c8p85l744O3jpnArxX/AIIr/ts+A5f2dZPh7pnguwuPiP4aQ2xnvrlpXuNPPKSxRN0IJ2scnoOFFe7/ABB+Jnj7xPHcXut6Lp2nx3GfOmuBhm9SCTmgDyLUtYurOeWLR3eGNfvKkh6ZPBwafo+pGDSLqKe7ZpbramMk4XcCc1n629hJcvb6O0ly5JLzBMLn0A/x/Ks6zl1G5uFjt7Vjg8jtQB0V0ix6U0SMdwj69ea6/wCG/hPwdrOjBb7xWmnXGwAw3McmGPqGUEfnjrXGXmj6za2kdxddJo8hT6dM/nXU/B/UNP8AEF+fCGptAl2o/wBFNyCA57KCO/1oA9q+BXgXwzb3msTXWqQSrYWCTWhR8mWRZo2H6LXMajqOh6Le3LNGjXDSYV3TOwYA6V1XwV8Cavo2p6nPr+kzQWFrYmW6eA5BiDop2npk7uK4rxx41+GEOr6hqttpd/tW6c29vJIoBXcdoZhznGOgoA4PWdUnn8SefLOrYDFCRjrUcGsDSWnlZ2bzoXjwOAQwx+lZWreIRq2rzaqtstuJGxHEnRR6DPNR3N7L5G6SLODnp1oALTR9V8QztaaVZu7oC7Bc5A69BXQfDzx94n+FnimHV7FpIQvEhwcMOQyt6ggkEHg81z3g7x8vhLxXDq6zSxxoQQYT8wI6V9HeC/Ef7PX7QEg0/wASeF3sbwwZk1CzkCtI47smNo9cigDS8DfHj4C6691pPxB8PxWlreRjybrTV2tbtgY3IPlYA9/Tg5r5p/4K96l8EPCn7AnjnUdI+Kttfaprl1p+neGrIQGOSZzfQSzKexIt45m49M9q9f8AiZ+xx4k0i7i174dWlxrekzHKT2Clyv8AsyKM7T+npX5Wf8Fd/jZd678Ybf8AZ80fU1bSvB4DahBExwdSdSJA4I+9Gp2cH+I0AfINFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6V+yP+0BrX7NHx50T4o6XfywW0U32bWViz+9spSFlUgctgYcDuyLX6+aJ4K8Q/HXU7eS08RLLp0/lvHdxyho3R8YOQeRg54r8Oa+zP+CYv/BSW1/Zu123+Fvx31S7k8ESzBrfUIo3ll0phyAFUFmiJ6qASO3pQB+hPxP8Ahd4O8EWsc3gjVbi4utPYG5mkVVWTH90DoO3JOc1R+FkeieLfHemGTTQtpcXEYvgnUIWwx/AEn8K09X8QeA/Humjx38OvG+neIPDmoHNlqWm3aTI24A7G2k7XXcAynBB4Irr/ANkP4W3F78SLvw+1oGN/YyNpgbvJ95R+OCPxoA5n9rTwRqHwi8bWfgS9QedZWsazHoGLkuD+IIq9YfsweIPiP4RtPiH8MbkLfW2nie7sXDozlc/NG2MHcVxgkDJHOOR0H7dC6746+Ilvq99YyHUZo0gnUoQyyRjaBj6cfhVb4e+NviR8O5bGxj0+6iubGLyypjJSaPvGw6MD+YoAvfAr9oLxJBBqvgrxPOzkW3+lwSjIl8l1myR64hYfiRX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What type of medical image is this?
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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Which part of the body does this image belong to?
Head
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Where is the brain tumor?
Upper Left Lobe
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"
What is the organ system visualized?
Head
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Is this image normal?
No
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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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"
What imaging modality was used?
MRI
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"
Which kind of weighting is this image generated with, t1 or t2?
T2
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"
Is this a transverse section?
Yes
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"
Which part of the body does this image belong to?
Head
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"
Where is the brain tumor?
Upper Right Lobe
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"
Is this a study of the neck?
No
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tStl0uSG3lLN/EOpGOuaANDSI7nQtSMFvdgjdmMGE7SB24Fer+AZfFSyxz29k0hm5ggRS3mEjBUAgZ6/SvLJLqOZFSMkskmVI6mvUPhZe6ve2aTWt4YZYI2BZWw2zHI9vwoA9U8D+HvAPibUo/D/j/wAInTtQlkjhtp7acSDcfvb16AgAnOe1Xbv4FfAWXxkdK0fxjHC0xMStcQnqeAeOOteeWHi3WrSS8t3g2zCBngmf73AI49yCayvB2r6dZazDqnifVZECzB2UZJbHYemaAPzD/wCCrHwK8U/BL9uDxh4Y1HSQlpcLb6hpEluS6yWLwqqSHj5TlGBHYg9sGvm6v2C/4KweHLDxgng39qfSNCa/0rTEl0HxnbQuwMul3AIKsVwwA3yKTnjcK/JPx5Y+HtL8c6zpnhKeWXSbfVbiPS5Z3DO9usrCNmIABJQKSQBz2FAGTRRRQAUUUUAFFFFABRRRQAUUUUAFSWlrPfXUVlbRl5JpFSNQOSxOAPzqOuj+DwU/FzwsH6HxHY5/8CEoA/Rz/gnx8HfEGufFPwrpfie6s4l+GfhYJKJbjaiTSsznGe/zgfWvpP4p+A9Qmubye11eznkYEsHulGwZz68n2rxX9mDxIbHQ/E/xENsJzr+tTR4lXgxRucfXn+Va3iXxtdrqsd9DwpbKxDop+lAGvoPiN/COsp9smEa7vmS4ygZe45616zr9rpvh2FPEPhiE/wBmarYpLLGAGEn+0MZ5U/pXiWt/EC91rQ49NvTudZA0ZkGdo/Gu7+E2r6nrunppl5r0qW+mWzyR2KxqUlL9cnGRjrgUAZvjfUo7hBfWIYOoIbJ68cV5il1PcX82wZeMn5SP6V6J8QzDauy24+9kH69q8l12S++2yMsR8yVtoA7+9AGL4o1a/wBS1EwyMVMfPlrz+Nang7w7HLCbi7SPeGyPmx+dSP4FTT7gTiSQh1B+dMtk9fwrRs7blrfzEWIYDEITn396APffgf4k13xpoVn8KpvEc1lHPcCKO9t5iGRSeAVP3h2/Gu0+K+teJP2VtO8R+A7zxFJqc+tRxGzCEp9mjH9/3PpXh/whuLix8aWD2M5XZMpjwOrZrY/aW8Xa74q8e3FxrVw1xIzASsx+7gYoA8R8U6PcavNPe3RZp2YsCT1NZHhO9vNB1MxRtjf9/c3T866i5YXU7xSgptJ2kcVmXfh6a4R5ooRvTLE/3h160AbtvfTfbo5oQ+AoJLE4I9a9J8EaxewFI7H5g6cmM9BXjuiXN1LEsh5beFIY5H4V614Ev00+yN0YdzohKknjPagD274dr4ZXw9cah4vlhheBGdbibOEjx8zH1FeQeKLq31nW3bwyyz2KkmCeE/K6565r1KyQ6D8PZPEmqXgd5bAec0g++CfuKOwrwFtUtrnXpG0yU2MbuS6RNhAc+nSgD1rw5oy/Ef4Z638I9RtI5bbU9Omiw5DHJXhtp9DzjPavxB+JPhXV/A/j/WfB2umc3Wl6jNayPcxFHfy3Khip6AgAgehFftr8H/j1Y/Cu7nu4NAsdSPklFa7JPJHXivzv/wCCz+naLqv7Sul/F3RGSFPF3h2OabTo4iBaywu0TAMSdwYjPQY96APj+iiigAooooAKKKKACiiigAooooAK7f8AZug8P3Px18Lx+J5/LtBqqMG3lf3ygtCMj1lCDHfOK4iu6/Z78M2PiXx4xu3lWSwsmu7FonwRco6eVn1G4jIoA/Tf4K/DzxOP2WPBviaCyl+y6pp8k6yqhxuaRiScVnX+ja/ZziS7tGkiXqQORxXs3wr8XX3ww+B/hr4bLIktrpVlBH5Ern5P3ascfUk5+tS33jbwL4xhNjrWhRwuyDZc28m1kPqVIw386APEhq1pdQCx1CNopFGEfHJ9q6X4Z+NP+ES1dVuU8yGddsi9Dj+8D61s618LrPV0kk0K8hnAJOAQjr/j+FcS9i2mXR06eMhkJTpnHOaAPRfixqnhefFxos0jKV3MJFGR6YxXB2VrprarHeeWCEU7d44zVS8u5LLy4FlLliAQecUl19uhYvCGG1QBlOx7/SgDT1zV7W/k8uKNFMSsCwbpjFZ5YIIUFv8AMxwrqcKc+vPSpNG0KOS+a5mvUcOynjhc4rutF8Dw64tuLdT5mMgoMnsAMUAaPwK8LavrHjnSo4LYyA3Cu/lj7ihlyT7Ac/hUXxr0m4i8e6vHdQN5kc74yMDGc9PpX3t+w7+wxq/hRpr/AMavb/2j4i8LSy6JZSIQYCpWQrg/xFFP54ryv/gon+zJrdh4/wBU8YeF9DMWjWcVtb6jIn3kuiig59mPfsaAPg9rTT5rlnfB2khmHQ10Gh2+kxHJABIwFIyGFW9Y8EWUFu7TybWVuEXgE9v1rl7mSfSZlt5Z98SEsG5yRnsfWgBz6Jplnq00sEY2NKXXHH6V6V8MtC0bUtI/066WMSON7ntGDkn8v1NeYnU2m3R+ZgOCFIOOnrWxpfiybT7JrWxyjmPazE9Rkn9aAO++O3xb07xCkXhjwynkadZx+XbqW+ZgP4j9eteUKbI/6Fbdcgu56s2eae9nqepy5KmQk53+2f0rcsdJ0PT4xPfXCh1TJA6k96ADwv4HtdZvFj/t6CASEY89yBz+FeK/8FsPAlp8Ovgp8LdGOqJdXV1rmqzu0X3VQQWmBzz1Y/nXu2mabBqEoksLwAKR+7dwNo9T7V88/wDBZuxg1/4d+CPEuna750OhXpsriKRP9bLdQFg6EfwqLJgQefnWgD8+KKKKACiiigAooooAKKKKACiiigArq/gjqF7p/wAVNEawjLyTXyRBAxGdxxnjrjr9RXKVY0rUZ9I1O31W1ZhJbTLIhVypypz1HIoA/dW3+Fdrquhab4wmYvY6lpUM0WeB5gXBH+fSuFvPDPhaxM9vd3bh2BEJRvlQ+/c074H/ABn1n4gfsyeGNRuybaazjaKS1DEhHGHA/Jqj1nxJ4cuIzeR2UhkcZdd2Np79qAMSe+1LQpHa312QhDhV8wED0xgfzrClvZr/AFBtQu5HyzD5ifvcd/xq9qd9odwjqgdty/LmQEZ/Ksy1jWaEmSY4xgAjgY9KAOs+Bnw21T4q/EK10K0097kyyYEaIT69h9K+hviF+yDN4FsxqWu+C79P3ZISOAkKSM4PHoKv/wDBJTxf8Lvhr4s1jx98QrmFGsLX/Rg+Mkn+7nvXdftc/wDBTn4gfEKXU/Bnwkt7PSdLupQr39ygkuGAUr8meFGKAPk7xB/wg2gXItYtMKSRn545GAIbnHsK9X/ZS8VfC+w+IGm3viJEluYpg1tDqEirbGTIIUkDnn1OK8E12HUJ78m6vjPdXMn3mJO8nuT3rV8P+Edak12w0NUkWe/nWK0QEYlbPAB+tAH6a/En9oTWPDGtfDXxxcXkkCyatd2980aYe2LIeOOMbWOOxFdJ4avovi18M/GGt+O7cTaV4nvJVVXABEe376nsR8uPeue+DX7F/iLSvhBYeJf2k/Gsg0W3aGVX1E/NYSAhYwWAzg5wc+vWux/4KBfs8eMtL+AcVz4A8YRaP4P8NWpnuYLE7ZdQcHgFh0TvgdaAPzh/aC+Ex8MeLJ9K0wxSWom8yKcSAYQnPzDsRXlU/wALhqzk2GtwyEMR5cj4I7Z5FdB4h8YarreoXt1qEksp+6zTvyp6ip/grcfD2Xxtbr8TpLhNOuW2z3FqhLQZPDYHUUAc7N8FtV07SLjWr58QwTHymZeJBtGSMdBkkYPpXHZEOogKpEY4EZY+vf3r9iNM/Yx/ZS+Kv7K91J4Cvo5buHTGuLW5a+3SCZVztYdSD7+tfkx8RdD/AOEb8cX+jPDnyZiqAr056UAY09wYsRJJgs23ryfb6VKPD+s3b+ZBGzhlPyL396pQRzXWspazFY98gy5PSu6Hhe8srVPsOoiRyCSIn+Zh2oAw9G02TRo9uu6fcKrH7gXBPfgmvJf+CknhDwZ4l/ZA1bX5rm8jvtB1GwvdPRGAWVzOtsVkyp3AR3MpAUqdwU5wCD77pujazLKtpPBMVOTscscmvnT/AIKz+J7X4W/AbTfhvcWMn2nxvMstosu9Gjgtpo5Hk5Qq43hExuB+fPODQB+cFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfo5/wSw+Pll4i+EWqfCPV7GG4vrNluYJXmLybV+U5B7kYP5V9D3beHryAgWUyyE4ypACj8RX5VfsjftB3n7Nnxr0z4gGMzad5nk6xbBMmW3b72Pcdfwr9aDa6f4302y8R+GpPO0vVYUuLaeEghlbkc0AcJqUeko5gjQckleSfzHasuCNbe9ConyMep5Ndx4t0rSraQadYQB2jOJZwwbJ79Og/Oua1HQS0wFl985wAc9KAOj+GuqDTDPYJ/A5bI9xxV3wp4fufF+qyxsXaQ5UIvPfrXI6VdX2l3a3BYiSP5ZUxjcvr+FdZ4b8V6l4J1r+19PaRra9haKVY+yOMNg9j3oA6TUfhde+A7IeJNT06RYEOdzxZY/4D3qHRvF1hqniGy8W3V7a21xpN9FJDA2BvVWBwPTA71RvdW+Herq0j/EK+VRgiG6s2ZifTg1lfY/DUiNPp2otcBMhS8WM/nQB/QF8BvEvhP4zfA7Q9RFtb3dlfWcbXMcqhlfAHykEc8ivEf8AgrF8QrPwZ+zbJ4RhmEb6pebBCox+7Xtj04r48/YD/wCCr/hz9lX4Xan4O+Ni3Muj6Vie1v413GBGIGGH90EjmuG/bO/b1v8A9uOXT/Gfg6xns/Cs8f8AxKJrgbTOpOPMAPY9jQB85aNc6dca5qj6tG5tppiNygBgB6ZpjeKtD0m5fT9I0XzI1PJOc4PuOhrqZPg7Jbaa+r2uqW72a4826+0jaOM455rH0+TwLoUjx2d4LyVgd7NEVjHPPzHk9+QKAO0+H3x18aeBtBaTwP4ovLK3lTbLbtJkbTwR7V4/8WdZbWviJdXpX5XCuxJ6nFaukaol22pS2RAtc4wc44PBH61yGt6hFd3s14QSc7VzyT70AUb+x3SCRZCGxkY61atPE2uaaqmZncD7jFeQBUemanbrJumtmf5TuyM4rq9EvdF1K3WKXSm3HpgYI/pQBoeGfizrht0tTbrlQPLmZCHT3DDpXw1/wWV+K9/47+Nvhrwhqer393N4f8PZJunDRoLhhIojO4noozkDn1r7fa/8H+DUvNX8VGZNIsbaS6vbmKP544kUuxwAckAHjHPavyS/aK+L158c/jJrnxJuBIkN9eMLCCSTeYbZTiNM7VzhcdhQBxNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfUn/BP7/gofrn7NGpv8MfilPPqngLVnVHZw0s+hScD7RbjqY8ffiHUDcg3Aq/y3RQB+2DaNp9/Y2ni/Rtatr/AEfU4RPY6hZyCSK4jYArIrDqCCPoazYo0g1yGWNUI34DHn/Pevzr/Y3/AG+PGH7Pdyvgrx1cXeteDpmG6xZ98tkQAMwljwMADbnAwCO4P6H/AAk8e/C743G18R/C3xfa6vphXzJxC/7+2HOfMjPzKeD1ABxxQBS+Ilm2jeJZNQtXVo5VBKjoCe1T+GtSjNv9klAaKQbowx6H+6fY8Y9Kg+IanUfEDW+lxM6CQhNw+8MnH41ROkanotn9sE/zlwvk46Y/pQB2l7D8OdJtlvLDRZbq7f5zDNOyrC3dTj72DnkVH4f0nxb4pmkv/AXhTzNkReVLK1ZlVR1JLGsoeKofEmhRWj2sYu7F8GUqQzoc4DAYzj1Ndhb/AB/+OFn4dXQNB1uHSrMwbS2l2MUEkyrwNzIMnH4UAZF58OfEniWDWfC/irTRbyXegXsE1q0Y3bWhkAbaO4YA/hXeLBfeJVtPh54B8PWK2vhbSINO0yxVAGKQRiPPuS6MT9a4H4f+LtbuvFL69rPiZFZUZ7pbqVjLMpJygJ6kgn86veHZtY8X+Kb3UPCaSx3ZnkmSWOXbtG93Bz680AVPGfjzx9JYDwZrOhparaMTFi22kdiG9TXJW+k+I9TkW0kZo0kbnKFe/fjp716Pq/xH19JUt9f1S21WVMKzSgebnofm74wetcnqN4pZ9TaUoFUld7gknmgClq91DpVkNA02TAHM8x6MR2BrG0PR38Q6sLRHxECAcYzn/OajQz6zK/2eMMoDFpCxww61sfC0DTNTmt5IyxYEEt3H/wCo0Aa2g6P4dsb9rDUog8ZJDSJz6D+tbEdh/wAIzqItdkV3bzt+7ZF+YA9MVlXenxXWrGxs1Mf2hWNoGP8AEeNpP17186ftn/8ABQLS/gTpk/w1+EWt2ur+NJYvLk1SGRZrbRFPG4dVkmxnavKrwzZ4VgDyf/gqj+1z4g8W/Ee8/Z08ENBp3h3RBEmtNYXW99TvNiu6ykfdWJjs8ocb0JbJwF+Oqn1PU9R1rUbjWNY1Ce7u7qZprq6uZTJJNIxJZ2ZiSzEkkk8kmoKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArf+G/xS+IXwh8SxeMPhr4uvtG1GEELc2M5QkEFSpxwQQSCD2NYFFAH6Ifs6f8ABUT4e/ES5s/D3xe0K38M+IHZYYtYtubO4chV3MD/AKpidxP8IyAK+svGnwwvNB8IWPiLXPFmkp9vUy2/l3gkaRO33Mivw9r2/wCA37dvxW+DOnQeFNYiXxH4ftgRBpd5OYngz/zzlCkgZxkEN07UAfoB9rj0rU5GtbhZ4vL2yOOjmtDw5r0dhr8V1qF06CB/MZRyZB12Y7jHrXgPwk/bZ/Z/+LehJb+KfFa+CPET3xij03VndrSRCMrILwRiNB1B8wR4OMFq9y8VWUGk/DOX4rahqlslpp8KSXmoJdKYjCRwxYcEeh75FAD7HxLol14pk1LUAsCTXXl2ycD52PyqB9T+la1n42u/Delata2U7wvdYhd1PzY43D2zXwX+07+2ZoHi/wAdeFf+FT/a4rHw5dfadQvHlITULjcNrIhAKqq5Az1znAr7H8DeNdN8Q22mePbWBLi01C1S6CsNwYsMnOPfNAF221y3t8zGd94I2oOCfY1N4g8VX98sVpcILdW6ZyMjGKz/ABFYTteR6utoU82QsqKmN3vXMfGH9pL9n74fPbaP8R/iJHp2rrbrLFZW1jLcOU6Df5KMEJ7biMigD0/xDpraH8O7HXbICM3QdHlT+MjHHpUem6jb+EfD0PivxVqVnpunsWRL2/ukijLbclQzkZOBnAya8E8Vf8FUv2ZLv4b2/hrS/CHjG61PTnkMXn2dvFbXBJGPn89nVTgHlM+1fFPxx+O3jX47eM7nxR4lvpY7d3xZaWk7GG1jH3VUE/me5JoA99/bF/4KPeIfiGZvhl8DruTTNBgaSO41yFilzqIYFWCnrHF6Y+Y9eOMfJtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVIt1dJEYFuZAjD5kDnB/Co6KACvTfg7+138b/AIIaU/h/wd4hhl09vuWOpWwniiOc5QEgrn64rzKigD1/xp+3h+1R46sZtI1P4p3FvYyuzJZ6faxQrBuxkRuF8xBx2avIp55rmZ7m5maSSRi0kjsSzMTkkk9TTaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z"
What disease is/are shown on the upper right of brain?
Brain Edema, Brain Non-enhancing Tumor
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"
Is the abnormality hyperdense or hypodense?
Hyperdense
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"
What kind of symptoms will the disease on the upper 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?
T2
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"
Is this a coronal section?
No
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"
Do the organs in the image exist in the abdomen?
No
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"
Where is the brain tumor?
Upper Right Lobe
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75+0V/wAE+rLVtNT4h/DyPY9yhllskX5JD3K+h9q8u+DH7FGufEXU52v3aOw06LzdQnSL5l6/uxno3H4V+vvwK/Z3i8U/s8eGtS8VWZSafSxK8bjBUbe/4VwH7LHwS07Uvg38QdTsLFc/2zfJC4UHIjJxQB+fPiJtG+DunSaPodvHbRRJiKCJsnH95j3PqTXzV491Ua94hifzC5MrSM/9416h+0p4n1AfEPUdNvH2+VcMgUZPGSMdq8mNmlxqC3k0nlqjcKB0NAGn4Pubqz8Rx2lmrKXAycfe9q9R13Xm0rSPJ1Lw9aSsmP3ksJL5I4HXpXllvc3WnaxFf6cC8quMqR1r1C78Zw6d4UuLjX7BJ7y5jTEki7igHYDFAGDpfjnxF4kvxo+jRraxRctGAIlxnnIHUfWvX/hxqfwVv9IHh34uWdxI7Ptiu7NjmInjJ55A9MV8233ia61LWFi0eA2s0x2LIFx9c8V3/h3wxo3g9Y9f8T+IPtswXd5avjn+7kcUAfKn/Be/wLri/tD+DtL8J+EmOlReF1i0f7HG0kt0GcsX2qPcfrX5+XFvPazva3ULxyxuUkjkUhlYHBBB6EHtX64f8FBPEuu/Frwt4d+N3hLTAmtfDy5SaGCIko9qMZTBzxgV+VPxNuH1D4gavrDuG/tDUJbwMsZUHzXL8A9gWI/CgDCooooAKKKKACiiigAooooAKKKKACrnh3Qr/wAUeILHw1pSqbrUbyK1tg5wDJI4RcnsMkVTrW8BRW8/jrRYLvQ31OJ9Wtll02O9+zNdqZVzCJf+WRYfLv8A4c57UAfp1+z58JZ5f2oNN+FmoeJrdbb4OfCGK3ub9l2LcXZCkKFydpZnIxz0r1HRfEOp+Hteka4dZ7aZSsyBuJAfUevNc5+xy+jP8JfEnxn13wvby6x8RfE0lzby3T7jaadDmKFByM7iWb6KtesRfBiDxL4Rm8ZeE7l9Qu7QhLmxEQHkqcnIUfTrzQBxPxJ+HenWYtfEmgKy/aIhKuVPAY4KkeoxVbwN4ct2vRda3ayPEHwxkYhRjnPSu8sNd1DT9CTQfGnhtp44vmiL/KyeuG9Pb2rrtAvfAUvgy8i0bwa0Vxf2ktq9/eXKyLEHXadilcBtpIyckdaAOI8cy6d4QscaZogCygLvk5Ck9OccV5LOZby+d3OfMJPAwa9H+JHjHxBY2X9gXE1vNa+SIIpHKyNGqr8uGxyfrXn9npcm1bx5CqNzgNxkn/PFAEetRuIgg+YKMMD6+tdz+zFY6ZH8SNNu/EBKQfb4g6+o3Dj3zXGSWMqTrazg8vndjqPWtLQdR1Kw1SFtM+SaOVTEw6KQRyaAP3Z/4aR8NaP8B5Y47yOGa300rEAwXCheo/CvJP2JP2ktD0D9m3xDZanDJdXd5r19JBHBguVZzknJAA7V8Gj9o/xl4j8F/wBgeI0uLYSCOCykUlo5mJVSNw4B9jWX8NfjJ4q8DR3Wjz37Ky6pdrLGrAYLjIP6fpQBwP7adppeqfGPWdf0jzEWS5Zkt2ABUk5weeK8h0yOQylJz8ucnH+J616P8WvFTeI9durp0WUyttJXt7k1wkNs8j+b5RLICwAPy4/xoAgXzItUDBnBRsp26eteiaF4k0vxDCumahojSzIAC2SB/KuHvM/aikkXBQE7Rz+desfBbwdd67Yvi/srLdEW869Xcq9hgZySTgfjQBxfxW0jw/oCRNpkZWYqGKOc7D+GKz9E0a71q0Gra3qZhtlxhXJYt6ADv9K6rxl8GvGN/qRnQmVg+BJHHvDD2A7VWX4eeMbmBNJuPD11DIkpEZtwwKj8uTQAWDaVrHneErDTd1lewNDM04+Z1PUnPHSvyQ/ag8FTfDb49+Kfh/JEVTSNXmt4GKFd8YY7WGeoI6Hpiv18g+FHi+zgeSzeOW4G7bb3a+XIxH8G4YHqOa/ML/gpq2P2xvElu1y0rwWmnxyFxhlYWcWQ3vQB4FRRRQAUUUUAFFFFABRRRQAUUUUAFbnw40w6r40sLdL8WzpL50chXOXQF1XqOSVA9s9+lYdbvwxh+0fEXQ4P72qwDp/tigD9dfBFrD4d+HeieC5kwtrp8McZQYC4jQYH/fP61v8Aww+LXir4d+J4rrS9Sa3aL5SWGRIOm1h3/GsfxLHPPNbHTzsCQoAATk/L0rntVS8kJvcMJgoGDySRQB9S+Ivj74S+KWjvpHjXwNZQXLAlNRsl8sjA6ccdaytI1Dwzovg+fw7BraixluN8z3EI82LIxkf3hj0NeJeE/G0WmzRpr0FyYgcOkUYZiD3AJGfzr1TUPFPwaudFe2WR7m6ghB06RZPKUNjneME57cdKAOY+Lnw3tNC0g6/bSi4sbyPzNLvPKMZkXpJlCSVwcgc8+lcL4Vtba7h+yNlRGx2rnqB6V0HiH4ratq3hdvCt1JDLBGQIwgyI1xjCk9ffua5TT7iQy+TbWzF+iMHJyKALniGS3GoMtsfYLnOQetWvDXhnV7i6S5t7NgHbIPPPv/n2r0X4M/sq/EDxtGvi7VvDdzDYlsQyzxEeaf8AZB69ua+kPhn+ytqFmizajYLb28UQfzrmMY4zkn8MUAeb/A/4G+JPHepaP4WNtI6SalDOyFcg7ZY2Y/gB+tR/tbfDy58D/EXWdPTThAJbkXUDBMZBzn253H8q+xfgD4m/Zq+FGsR6h43+JWk2kkDZRLyVY2l29AvcjP8AKuI/bU1L4RfFeCD4i/DvxTZapLBuh1C0sHMuI8na2V4Xr3xQB+cfiH7ZHM9yYCOckt3/AMe1SeFdMhvAZ3UANgnJ6dq9s8ffAiS+iiuIbJYoJSHBUZY8cZPT8q8e8U+FNa8Bawtjchkjdv3bH+NexFAGN4jtlsZNq4wpxtB7Hmuw+HcHia7to5Jbz/RFI2oo+YDrXKaiI7mVEu33EzLvC9SK7fTdY1HTdOvrLw1CZ7eeCNSfKzLFwdxUjtnjFAHReLPEyanZW2heG7qZru2UCZ2QAqOON645Az1qfw94j+Kmkafv0qe6aNhgPPuHQYyCTj9a57wtp3irT7UT6PZxyOF8x2BLspzwAFViT9RXWaH4W8feKkjGp3FwwRh+4QMrge6kCgDlr9PF99ra6rrt4WcShpWBzznPOO9fCP8AwXH+DHgvwt8Y/DXx78I3kvm+PbSeDWbRyNsd5p8FlG0ijtvSeMkdMqT3NfpTqHw81shrTVHS3ghC7bcjacZHJ6kk818K/wDBdn4O6tZeCfh98Y9M1y0l0SHUrzSZrFZP3sN5NGkofHdWjtsE+qigD83aKKKACiiigAooooAKKKKACiiigArsPgIdKHxb0P8AtVJSv26MwmL+GQMCCeRwMHP8q4+tLwfr03hfxPY69DKyG2uFZ2SNXITo2A3BO0nH9KAP2xsNR8K6TrMF94g0uS+tjaxyLAj43Er6+lHivxr8Lbu0223hSOz3AgOJm4/PrXI/D3VP+E9+FHhvxOFdRNYokzHghkG059+K7TTfhh4Jm0v+09Y1k3Sj7sFqm5kJ7NnpQB55ruueHrpz/ZYPP95+9ZKyOV3QA/KeQD1r0W8+Hnw8upW+y210QwyoMeOa4zUfDE/hzVPI1FiEdiYYyuTwehNAEMVrJczR20cZzKQWVU5/Wvuj/gl9+xz8MfiX4vt/FHj2CO+NvJujs5/ubh0yO9fGPhuIDVllYMWVejnaSeoNekWH7WPxV+GOlnSfhrrsuikqfPmtW/eNnj73WgD9Y/2pviP+zb+zL4be58R3unRXVtERa2EDKWPHCqg6V+WH7Sf7f/xV+MFzc6T4ZvG0LRvNYCKzcq8qZ4DN247CvHPF/jjxv44vZNZ8YeIrq/mkfdJNczs7HP1JrAgEdzcfY7lHCM2FYLntQBFeeINUv7/7bdajJNcYI3ySMzFT75rU8KeP/EvhGb7foGt3NpJJ/rDBMy7x6MAcMPYg1bn+CHiGOxj8VGZLfSGVt99dN5aBiMBSe3OPzqOT4X+KtJsjHfWflRoQtvM0q4nbqSpHUc9aAPpb9mj9q/SfFKQ/Df4vWMUiSsFs9VChCpPQOPTNfRfxn/YL0T4t/Db+2NNY2t/b2/m2N9GuY5ARnacdR71+aemyyaTeLEJCs0TfKynOw198fsTftl3eseDI/hD4v8RTJJCuLZpJOJY+hXmgD4q8a+B9d+H3iyfw14hg/e28pQEj7wB6ipPDmvWulXLpfTzFWBVGjfBUn0/+vXtH7cvhOwTx1P4ispkJlbhUr5/vYxLZeYpCY64FAHsnhv4t+HrHQ10qD/QvLiC/2lBcD7Sz/wB9sDB5/hArn9R+MNtpFw13aanPJcs2JLj7Sdp/2lGAR9D0rzfSvCeu6+XuLfCRA58zdwcdzyK2ofgrfyIlxeXTAvklQCuc9xxQB3EX7Q1pHbC6vbprq5WMhVmbIY44PPNfMX/BUHU28ZfsZ3usa1Yh3tPENnLYsc/uZHcoWH1Qsv419Exfs0eIz4cXxFY6ZJceS3IjO5gvrjnIr5E/4LIf2h4Y+EvgbwrcXz2st3q1zNPp3mlWkjSNQrundQxIBPcGgD89qKKKACiiigAooooAKKKKACiiigAooooA/Tv/AIJJ/GzRPGnwVvPhxrlsDe6CVNop4DogAbGSd3BjJ6cs3FfUUfxW+HlizFdDtoL1EKK7ZU9O4/iFfjd+yX+0PrH7NXxo0rx/bM0mnCcQ61ZgZE1qxw+B/eA5B9R6Gv15utJ+CnjPwxYfEHQ9UF9Y6zYR3llfRDO6ORQceoYZ5B7igDoNd+PPw2gto5NH8JwRXkcit5ocuDjqNuOhPavJvF/jjUfGHiVdVuoY/L3ZVUjx35PTiq/ij+xBsTQIyqq20tgAk9z+eaoSadcwxQoZRv2HCgZ3Lu4JH4kUAbun3ZtZ/NhnBZ22/exwBkDkVu+BPB1j4v1Vk1O9ES5AYlcqi9SxI9snHuK5zTmnSYxzIxkjUE5OCTuxjn0Br0f4E6tbafcXtvJYid5ImUAqMn50Y/pkUAYPiHTPBGnLJaacZJlViFmdMZIx27DmsDR5tF0/Xorh2Dwr8rDspPGfrzXRXOnXVzqk15axDyS7ZRx0UkYNbF/8LtD1rwamp6dcQfbZJXH2NHAlXaFIbHcE5H4UAe5fDDw98HvjT8CZfhd8S7OSXS5LtWmkgnEUigHIAb0JC9Qa4/8Aak0SLxF4vg0XQlWG0sbZYbaKNgpCKvB+UDPYZxXkfxJ1r4leAv2a/FM/gOPzr2yawkljZCDs+2wR5UjnjzDkegrufi/8URqGvXa6lamCR/3R8oYKhRtPT6UAeGapp8mlaxcWhyR5nyvnJzWpoGral4YvYtV0y6kilVg0bqSCKkMNjq3iANpUDyPJ3YdCTn8a7DxZ4GbQ/BNp4iuY0KXLyrGEb5sqQMkdqAK3jDxzrfjqCK6129MxXkbuxx0P4Vxl0Y7aDdIrNu6hm4x/SrbyXZjNtbnc5IPzdeT2rP1ZjbpJZTDcQ2Wzycf/AK80Aej/AAZtorqOFodZtreOFJJxDOSPOZRwBxz3OK6228cw+IL1pde1JZJYjhTC4VsfQ8GuE+HWu+BrjTI7W/Z4LmMZyG+4w+6Rj8c/Wu10PQ/hne30kd/qcKKttu+0JuDPIWGRggjGO4NAHYX3j/wnoHgK81fxHq9tbaZY2j3N9rFxdfZhZRKMli2egz05JOAASRX4hft2/tJT/tPftD6v44s9XubvRbNvsPh1rhmybSM4V9rcoXOXK9ixr9DP+CyfjjwJ8If2NIPCHhDxfY3998QtYTThprTP58NpbNFdT3AXAHEiWsfPUTnHTj8j6ACiiigAooooAKKKKACiiigAooooAKKKKACvqH9g79vg/AGT/hWHxYjub/whfTqEmQ7pNMLMAzqD95MclRzxxXy9RQB+32oaD4O1Xwha+MvCc9vqOl6hAJtO1KzYPHInVSD2PPTtXCadZ6g98ZJLNvJDAbsckZ7Z6c18F/sVf8FBfE/7MlldfD7xnaXmueDrz5/7OhkBls5f78W8gYPdcgd6/Tz4P698NPi/8ItK+Mfw+8SWur6DeJuvPssi/aLKT+KGePOUZTwQQPUZBzQBieIfDFpeaEdf0zzBNGgM6Dpgd+PWs3wT441LwXrUesWoQFH+ZXGQMgjkd67TxD8Z9F0yF9E0/Qo7HTic+Qi/NcY/idjyc/lXm/iHXtG1e/OoaNYtADn90GyDmgDX1DxXqdnqs19YzCaCWQuEfoOQduKi1a/1O+lHjCW+FqwUCGK2zngdvSsq1u4JpBtJMgPzKDkUT6u7XUaWgBKg7lZeAaAOh0G+8W6zompzXgnFvdR+Q0MhyJSzqNp9Tx/Wup8batomr+O9SfU9GBIvZQsZcgEb2GDzntWd8NLzV9VibTb/AFCO2sprmBJIWflsyjkDitr46+E9M8P+KLl7bVCt4bh3lUtuDZYkMpHJB96AIvDL+E9AiuNYmsES9YYtI92VQkYHynr9az/iN9r0nwbp7anqXnXGo3EkkcXZIgQM/wDfRYfhXHWl9P4m1mGyhuXEiMFd2P3j6+1afxi8Qw6jrNpp9tKGi0yxS3j2nIbGSx/MmgDP01/t2u2wjiDP5yggr1wad8WdH/4RrxA/7xPML/vCoyRnt+Fdf+y34Ss/G2p6lEsinU4tNll0yBh/rJlHA/mfwrkvEmjalc+NW0vXUZp1kKyI55HuaAINJ8CyeKNPOo6OhLR5aSADqP7w/CtjwtoRiuPsduzseAys/A5/WtPw/wCF9Y0vVQNFaVHQdIM5ZT2r5i/b2/b08KfCvwjf/Cb4MeJ0vPF2ooYrzVtMnRl0lN2JF3rn98cFcA5Q8kgjFAHzv/wVK/aCt/i/8dYPh/oU6S6R4GgksYpVUfvbyQqbls4BwCkce05wYmI+9XzLTpZZZ5WnnkZ3dizu7ZLE9ST3NNoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACus+Evx1+L3wJ1w+IvhJ4+v9EunBEv2Zw0co9HicFJP+BKa5OigD7f+DP8AwVU07xnf2vhP9prwVp9hbOwU+JfDcEkYTCj5prYlwxJyS0ZTGfuV9Tt42+CHxPj0AfBv4n+H9TXVFjSC1t9RjW8lY9FNuxEgb/Z25r8easaTq2qaDqdvrWiahNaXdrKsttc28hR4nByGUjkEGgD9jvF+kv4CZtPk05obkfIyPGQ2c46HpWA9tf2V26TgeeYwQAccH0r4T8Bf8FMPjz4cs0s/HPk+LDG4KXGrTN5uBjguOW6dTXousf8ABYTUNYms5/8Ahm3SLdrYETG316UecPT5ojt/WgD6E+J37TngT4DaZpSav4iH9sarq0H2fT2XLeUj5ZzjoM8ZOMmvb/HWuweOFT4gaHeLPFqsSPbearLjco45BHBr8bvjl8b/ABb8evHcvjrxUkUEnlrHa2lqW8u3jXoF3EnPcnjJycCvvP8AYF/4Kbfs6+Efh/a+Dv2g9Xm0qS2tzbzRT289xFKwTi4jMMbGPJ/hPQjuOaAPZNT/ALU0dpLe6tPIuCOXAwTVDS20q9ZI9bupAHbDNH1+tcz4n/bS/Yv1/X5dU079oSxkWYkj7Tpl2hQc8cxAdK8l+JX/AAUa+Cfw0vL2y+Hukf8ACY3E0W2KXc0NojYUhtxG49+ABgigD7j+DPwz1PwlZXPxWs9WS3sdNXMUskojLFgQOSR3rwj4wftffAT4BeJ7rX/ij46Gpaq8m9dD0Urc3cgODyMhUyDkF2UHHWvzx+Lv7bH7RPxl0x/DXiPx9dW2is+V0bT5DFBjAGGAPzfdB57815OSWJZjknqTQB9W/tUf8FYPjP8AHC3k8I/CbT28A+Hc7WOmXznUrtcEETXC7MIw5MaKOpDM4r5TZmZizEkk5JPekooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
Which organ system is imaged?
Head
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"
Is the brain abnormal?
Yes
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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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"
Is this image taken via MRI?
Yes
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"
What is the mr weighting in this image?
T1
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"
What scanning plane does this image belong to?
Transverse Plane
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"
Where does the image represent in the body?
Head
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"
Which lobe is abnormal,left or right?
Right
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"
Is this a study of the head?
Yes
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"
What diseases are included in the picture?
Brain Edema, Brain Non-enhancing Tumor
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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
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"
What is the largest organ in the picture?
Brain
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"
Does the picture contain brian?
Yes