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| What type of medical image is this? | MRI |
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| Is this an MRI image with T1 weighted? | Yes |
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" | Is this a transverse section? | Yes |
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| Where does the image represent in the body? | Head |
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| Which hemisphere is abnormal,left or right? | Right |
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vbm2D3kYhYRgAZB/I9/p1oA6TTri6inEhkBUkZHlAfpzW5LrEVpbM0cStLJj5gBgVy+ma1Hc3AWEk4bDfKRj+X51fuvNMylhuHXHrQAz4ia7ef8IHfzPMVEce4rg+uK4D4feNWZfs0sikEc+aO2MYrv8AxxaJe+A9WZ4/lbT2AIP5frXzt4D8QOb7yXuOr4Xnp/hQB7D4v0q11jTpbWWQIk1u6SYGcIy/N75we3vVfwpappXhzRb3eHFzpodHznzNjlclvUgVb8Oxrqs0MF2wMb/LNt7juPris/xfftZWlvY21sIobK0EcEcfAQZzjpz169aAOe+Ini1IWljEy43cA49/x/Oul+DcYl8Ipcz8maRmRT02jA/pXg/xN8Yrb6gEkIaRmI55GTX0J8KIkf4daVNGM77Vc4HAbuOM96AL14iPIdshGG456Gs/U2e2tm8ohix4YL0rRuC7yMWY8c/MSccfyrE1nUobQvHNMFZOCVPyke2e3egDiPFdnrWoucowiHRQeO+T1681xeseCbuWHzpbOKTauf3iscA84HTNb3xF+LOpQXkmm+C/CdzqSx/KbuNtqZx1B9PbFcBLZftFeKbhpbK8stMiLbgk9oJDnuM7gRQB8a/8Fefi1fWHgfw1+z0ZYTDLrB12SCO6G63MMUsEZ8vrtf7RLhuBmFwN2Tt+Da+5v+CsPws8Tad4K0b4l+PNFibVIdbj0mLWLeLCSwNDPN5W4HnDJuAbldzYxubPwzQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6r+wx4G174k/tnfCrwV4a0S61C6vfiDpObazt2lcQpdxvNIVUHCJEryOx4VEZiQATX9AnxEguLbx1dx3rq90gRZJFCqzFRtwccdsd6/JH/g3g8Javr//AAUCl8S6BrmpWl94X8B6lqlpBY3YijvHMlta+VcAg+ZEouTKF4/ewxNn5cH9VNW8ZavqPiO71Dxlo8sNwJi0txHJ5kcnJyTjkHI9KANSTS7DWLUHUIEYkjludpAz3/nVvTNCiigEO8si8qM5P4561kReKNEmbz7e8laIHLbFyQD2B4zx2roDBDAkbxXQlhkiEkMpUpuDcjIPQjpjPagCezhjhlyEYnP3m9c9eelaQdWdQrspBwzAcD6kGqED7EVHKFugXPQ4z6Z/A/pVqB1eSPbN1GXV8/lQBD8Xlltvgr4p1O0k3S2uktL+7zkL0JHqASM/Wvkj4M3N7f324sSM5Ab/AA7V9U/GS8ls/AGrQRI7rPp0sRiYZDI4II6c/lXgf7O/wy1CImeeL92rjcD19uB1oA9q8CRyQLCDASQhB2jPJzycegNc78Yb64srKQW6Mdm7Plk89OuP8+3r3OkQpYiGIRnaqkqRkE8df0xXJ/E7QG1qxmlhh5ZDuQAsFHp+fegD45+IPi9v7edxu8yObJBBBB7/AOfevuH4T6XJY/Cnw/Y34bz20iOVwSOrjcPcHB5r4J+NVtd+HfFjFFKMWJUhcYIP4Y+vtX3t8IL2+1j4SeGNV1SR3uZdEh+0SHOXIXG7tk4H6UAW51nKtFGQAep4H+frXP6rpCagVhnTKE4JkH+ciumu0VUO8DgZCg/5x/Ks27g3HYcqd2UwP6cUActL4d0zT14jyoGAu0ZA9DisnxNqlrodpH9ktGkkuX8uKGIZct24A9uv611d3bIFDO4OeCGPPXmsy8itvO3tChDcbvSgD8/f+C0sPi60/Z50f+0RaDT7zx1aSlY4EaQTJZXqj97jcBtLfKDtJwSMgGvzOr9l/wDgq18NW+L/AOydqng7RPCdxrXiexvbfVPD1jZsfNDQuBNIiKw80/ZpLlQhDbiRtUvsr8aKACiiigAooooAKKKKACiiigAooooAKKKKAP0p/wCDbjwjpGm/FT4v/tA6vq0gPhnwDDo9npkVuS1xPqFyJll3hxjYNOZdhVg3nZJXZhv0A0bxrfz6h5OsWojuL5TNAnBIBP3XxgCTuV5+tfmb/wAEKP2svB3wR8ZfEL4E+J7yz06++IlppVz4Z1W+u2RJNS06W4MenqmzYXuEvJSjO6DdbrEod50Wv068NeJPD/jyydtQtFhmeV/3RGQDk8c+h6UAak2m2C2guotKhSQ7fOQ8ng/McsOOO1bmlTPLc3LQnyhFO0Y24G0KSOvPGMHHvUGl6cRpsdm8ysUTaSTzx05NQvoWqwXSvBeLbkjBcwbwR67Tj9CKANmS4Aij3tuy2chTkN0Gcev+HFWrCX5/NQAOq5Cr1+vt+OeKoohSzVZJxLKoIllWPYGJ9Bk4H4nNPtJHjkDSKevO0jp+v8qAH+P7iPUvB8mkvblBNNgsTy3XI5HONprmPDGlQaZbx2VrGFUIMncAcfiee1bXioSapLHaRHaEO4BTnmreg6VHplqSWy7Ju+ViDxwAfXpQBq+DdBs4dTisb28hDX9lcC38y52rG6xOd7ktgAEZ5461xdxc3V3pKX/msw5RnR8qxHfqewrS1e9/sq8N48akm1kAJJIyylc8n0J/On6XFbSaXFp6RFVSP5VAAVCfT1784/nQB8vftA/DmPWr9LiOEvhyRtTr65z0/Gvpb4Notr8INBtTIv7rT0QHOduOSB69q8x+K+jSW2pSpJH8oO7JX1weP8967v4T6/JqngtbJ3I+xHESp/dP/wBf60Ab9/JEX+Z0YqeR9exBFVXAIBgfG3GN6Yx7cDr/AJ4p926swUyHKnMmR1/wqW4kRbfYQVBX+JsgcHqcDP6UAc/rV2lhBI0Yae6ZsxWiA7mB7+w+pFchfab8QdWEk9xq1vpzYHlRR5Yj6+prsp4i0zOvLu2Aw9Ow6Vz3jvUtXsbfOiRqxBw4c4x78UAcsnwn0ay1abxjrl9PeXzx7ZLlpGCjHQKvb35APYV+AlfvRffEG6j0q7stVkAYjPl7ck8c7QBzX4R+I/D+seEvEN/4V8Q2RttQ0y8ltL63Z1YxTRuUdMqSDhgRkEjjigCnRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH1r/wRT8E/B3xx+3FZW3xVuyb/TvDGpaj4G097MTw32swxhlWQNE4TyrX7ZdI5MZWa1iKvu2o/wCskPhG90rUP7Y0VGbzGzIsZxtPc1+HX7DWv614a/bM+FmpaBrl1p07+P8ASraW5tLl4mME91HDPGWQglJIpJI3XoyOykEEiv3b0DWLm1kUXcbBg/3ZDg4/Hp/n1oA63ws1zLCXmY5jXBZQefpWnIYy5jkYfMOgUZ/+vWda6o17D/oUqIo6vj5cevSsqXXLqfUQoVFtoGw0suA0jH34wB+tAHStFuhJjIK44wRx680WBLSbXHAPLY4P41Hpeq213ASjliOCc8/lVmGMI4QpuC9fpQA6eWwt1lvLmzDsIyI1BIyc98c8ZqvDbSIgk84AsexyUPsR2/zzSas626JcMDtTJIyAD7VQE5AL2soCOMh3zgDPTjv7UAUPFWqGDU4I5VDKrhSrsQJM9sg5B5HT0rY8OWzw2axqm84JOFxwa4/xc80s4aO527riMkl+4PGOK6jw7e3lxGRvGdoOAD1xycigDN8feBm8TW7MEzKP4Sck+31qL4ZeDbrwzp9wtwCgLYAKnn1rpbg3Mc+ZUGG4DY5P51IyOEyzEE52jHc0AULiKO2UIiKGY9l96fcxTsiom7b6LleKl2JHJudMlADliTn8arXlwquFwBhgWG38c5oAo6gsVhZtK+BhM89s1534y8UaRpNs1/fajFGMbc7sn6Y6mvRNSSG6sWhlAKOv8LZx+Jrir/4X+Dbq4+2z2kTyBtxaRCzZ65yzYH4CgDxrxBZQat9o+I/jsLZeHNKRrqUTyeTGyxDfvnYsAkYAJbOAFBzX41/GTxta/Ev4veKviNYwSRQ+IPEl9qUMUsYRkWe4eUAqpIUgNggEgep61+1f7d2p+HvDv7IfxCim1O2s4G8FanB5tzMsaNNJbPHHGCSAXd2RFXqzOoAJIFfhhQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBq+BfGvib4a+N9G+I3grUvsWs6BqtvqWkXhgSXyLqCVZYpNkisj7XVTtYFTjBBHFfvZ8IPi1YfHf4NeGvixpEcAHiPRLXUII7PUUu1tXkQGW0aVQod4Jd8TfKCHjdSqkED+f6v0O/4Im/tD+PNdbXf2WLiffp+k6Xc+IdEvp7mZ2tgbi2hmslT5kSNnn85CuwLIZt28zKUAP008NzrYJGl3dL90rtyD/SpLu2t4ZZdSnlby92VAOPx4rlfDXhPXW1KPUvEesswX7qL91c+mfWt/wAS79TcWlpxFjZI2eCv+FAEnh7Wb7VL9JLC22wgsC7Kw3L6rz0z3xXaW84wEZyCV3OoPXt3rhLbVV0C1e6N0LeGKP5yU+77YHX9OlXvDPiS+1O+dJrR0hYAwySMd+T6joufTBPSgDqdXgjvIisrABhz82doznj1rntRuYbPTpI9NlA+cnkjBOMZ5rdmie6tFVZGAKnnkc1w2qeF9VfUngiv2WMvuRWiLMB3GScdvfr+YBk+I9WtmvrQNIkqmdd3lyKSvPGV5I6ntXS6Lqc9tKsySlVUYyoA/MdvzrhfEXwygmvP7S0jV3iuo9ko81MpKUcZ4Hfnr296vx6V4sCoswQbgAZYVOfwyBxnvQB6la3yXapLG+e/PH/6v0qa4uV8khiSwA+Xt0rl/CFnqVpbq1zKzuQdzSd+eBj/AD71r6rqe1GlnDAYG5Sx4HsM4oAbfaq0cBEUmxmwSTwPwz/+qub1AX95dmVNRUNg4U85/E/hVZ/E93ePJ9vsJoonYiJZJAcpng8YGSMccVzcmrape+Jo7bSJB5FmxN8CeUz09wP0oA6NbnV9PBlnnEy5AVcfn2zUWo6gL+2kLxyRKAeQpwSa04gIrbzLxsuR1L9RnpXPeJ9DtNQQrdaiVh6sqHlvy6UAfnD/AMFm/in8SdOtvDvwusvGrjw3q091Nf6baxiMTyQGAxrKw5dVMhYLwu7axBK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| Is this a study of the chest? | No |
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| Is the brain healthy? | No |
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" | Is the tumor enhancing? | Yes |
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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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| What imaging modality was used? | MRI |
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" | Which kind of weighting is this image generated with, t1 or t2? | T1 |
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" | Which plane is the image scanned, transverse plane or coronal plane? | Transverse Plane |
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| Where does the picture show? | Head |
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| Where is the brain non-enhancing tumor? | Left Lobe |
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" | What is the organ system visualized? | Head |
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" | What disease is/are shown on the left of brain? | Brain Edema, Brain Enhancing Tumor, 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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qGu6+PnhI+GPFMF0kkckGo2iz2k0CgRyRYADLjvkNnvkVwtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX3P/AMET/BF346/bO+Hehm2D2ttZ3l9JEq8ySo0uxiT6bwBXw7ZQtc3kNuiFjJKqhQOuTjFfrT/wS+8BWHwz/b2uPD/h61EL+Dfhra/anjGCs8wRmOfXMgoA/S4ft9r4S8Qv8LfF3gnT9XsbO7MLQzAKnmDIyccnnn6V5h+2z8QPD3xB8F6fc/B3wFYWcNzeLHfC3tkXMithQpAGBjJJ6k+uKyW+FngTxjrV9qlh4lRdan1MssU82d3HJGe5zWV4o0GTwvqmlWWtWbXeiRzEy+XIVzIvUAjjrQBwmiw6v4ct4/8AhObCGys7bTskyS7gd3m7flJPOcccV86/EYaRrvjG4ulgLfvI9rABVwJOcfgpNfUX7THiPwx4w8HTXXhyIaZFZxxwwWQYSNLjPU8Y7+vWvk21tryO9TUpbaOYx3xBbzhwDnIx360AL4UuTpWqzTXV/JDEZF8hFJ5BBzyfcGvvz/giT4o8Y+LvjHL4DKvNZabZSXMrFidq788k/Svzm8R+KbQXsqYKiOdSoSMcYO3kfWv0p/4IA+ItH0PxJ421K+uVa71DT4YoXkXawjJ3ED8/1oA+/P23IbDw/wDs2eL/ABjLdRlbLSHKhV5YtwOc/wC0Pyrk/wBhb4Lt4b+FWheINQvyHt9KiNrEY/ly+G3e33hXLf8ABTv4w6JoP7JcmgWzsza7qsNl8zbcKHAII717P8BfGOiWnwx0K1gmBjn0yzWNHBP3Y1UkAdOQPagD8+v+Cn/7RWvXHxRuvBtzqJjjtHeRox0C4QA46DO9efcV+eHxk1nUfHOqLHGkcscSHmSQsSNuQPTNfVP/AAWSv7WH9rrUpdP1CP7NPATKYxjZ03Aen3RXyD4WSIafezB1nQsGjG/5h0GSfqO1AGt8Lb3R/Cnidp9RtpzbIMsiSclVAJwccGvpD4LTeANc8Y2phsbt4dRnYSy+cFaPBIP5Yr5yimTS721vLvTvNUAJcIeNwOf6Gvpv4YfEHS4fhlDrek+ALS3ubIlYpoz992GGJ9MkfrQB694k8d/s2/s8akdIje51DUIWaUJKAM5we/Tr9a9o+CPj34X/ALU/wt8SfD3XPDbQwTWEkPkMRJHPA6H26jJ6V+Z3xK1/Xdf+KF14l8W2coimWN9oDBTyeMnOR7+lfT37DX7evw2+A+p2HhXxX4WD6fK1tE2oLnzIRghmx3G5jnvgUAfiB+3V4AHwd+OurfBu11KSaz8OandwWcMnJgjMxIUH+6QAR/8AXrxivtP/AIKp/AzxB8R/22vjp8RPBmo6e2l+Fr+O+NuzuJZ7WfDq0QCkHaHGckcV8WEEHBGCOoNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHZ/s7afY6p8ePB9lqdlLc27eIrQzwQx72dBKpIAPXgV+t/8AwS58Paz8QPiz8dP2kNOspGsbzxHa6bFPjhrOzWRCqnvlliBHfFfkp+zpcmw+Ldhq6wNIbCzvrtFXOd8VnNIp45+8q1+wX7BnjiX9nH9lXRfDFxZZ+2JPc6tsf55rmVt7Ejvy35CgDq/id4jt7XxPZw+FJ5Ibma5e4uPm2+UAVIX6fKa9u8LeO9P8T/s06b4a1/T0NzYStFaXiAF4/l4LnHQkDjPU14H4f1c/EXxzIToLySCRli2RYZtuckY9ga6v4FfF74fte638MfEy3FtZ6w5iiaR1ItZ1bCuT2weooA8k+Nen+I9EMktxBJGpbEpI+Xd82T9PmB/KvE11O+XVVnlcrEt2WZTJjhVHPOeO9fUP7UXwN+Ifw1077f4j0y91HTr9n8rUoYD9mjj/AISzk/xHgAZr5Z03Tp9eugjzCOROCrSZVhuK5H5Y/GgDnr62uL3U5by2t2eW7EjRRAE7uc8Y75z+dfU/7EHxw8Zfs2+KYfF+hwxSRR2UcdyLmUBWcHkAYOPlxk18/NpGo6VLGtuxSSVl8qZnG4ZB4+nBFel+HLpW8Pf2ffw+WWjdSr/xNjk59+aAPtj4m/Gj/huHwIsJea11PTtRW6j01ypgYeYrAoQegAYEnoW6c16rY/t0fCv9nTwlpPhbxVMdR1rR0azK6dKHWMqc4b8OM+2K+PP2XrHVdF0+e0tbvyhFol6YJATkcAHB9ia5X4rtrfhPWI9EDuiFz5k6nPmPnlueuWzk0AcZ+298T2+KPjm7+J8My3bXBnmhjXJ2xk5BOenRuo9K8T0C9OnukU1ziJ7ZZZQuQSN4YYJHPGcjjnFelePILfVGuZ7u1KXCyukgIG1unJH8hXBRaDEJHhlclonyFKjDKNpwSP5UAXtd12/1idbu3LCMzRokYX73zZP5Lk/8B+mfXtI8Y65aaHbeH9HulNmtwZ3gIyzDJIJ/4Dt/OvGryPV9Ivo0RSxkDKFK42jvj3/wr1v4f33gzS1juNUM11PHaorYYAEADt68UAfQzfDLQfiR8B9C8ZfEZLfSpftc9vBdMQjTKBvQkEg4wp546jPWuA1D4WfD/WtcsbXwZcJex3U4sndGBIlLBAwI4PNW/wBoDWvFnxM8MeErVtNaz02ay8zR44N2x2jyGxjq2G5/CpPgX41sfhDFjxN4cZriW5GJH48pgQVYbu4PNAHx78ZbAv8Ata/EPwlenK+MPhK88Wf47m1Ro3Qep82KRf8AgFfmvJnzG3Nk7jk+tfqV+3hpkXhn9q/wD8Q9OhMVvqeraxZbh0cXP70Ln0Bdzj1Y1+ZPje3Wy8W6hpyIFW0uWt1AHaP5B+i0AZVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAbXw60271vx3o+hWFxNHPf6lDawmAZZmkcIF6jg7sH61+4nhj9nP4uW/wAP4FHgvUZre2dV+1xWrFJPkUE+navyK/4J66Yda/a98EaT8oW4121Viw4AEyMf/Qa/bqx/4KCfGD4G+JoPDuqa1DqWlwTFbjTTEFQxDgj64H6UAeWTeEfi54d1iO4h0G/0y0tQZZJzA0PmjJO3cRyvXI71yHizxvqmuXcuoxeGdPRzKzXE0Ufllzk5PA5PU/XvXsvxf/4KKaxoXjy6uPDb2GoaH4geOUWGpWyzLCqptKAH7o9enrXkXxQ1TwB8R/Cz+PPAwi07UUjaTUtIt5iVIwSXhB9z938qAPpD4p/Ea08R/wDBMnw9da5rIluYNTltYraebcQgw6e+M/zr88dK1gQ+IPJhtN06zlo9vGF3FscdefX0FdfqXxV1fQvCd94P1HUJdRsp7fcLVgN0Lj+JCehx/D0zVj9lP9jz41/th+Om8MfC3QTbRJKq3fiKUOsdsjd/cgZ+XrmgDN8M2txd+IUWFZZZFJKqV+VDyQf1r2vwB8GfGXjN0fSoR5IicyedF2x6d6+h9F/4I6xfBzVdG8Dab411DXr68eWS/wBVuLcqIWRQzcdk7Zz3r7E+Fv7Fvhn4SaBBb6iqXu+z3yW0r/OoyOVJPTBz/hQB8r/DP9nS98G+HWgvUdrkeFtQvLhHj2tFE6hVJHqxOcV5d+0L8GNY8PwXGqWOl3U2yIXEZkjDF45AGPrgg9R7/Wvtbxf8ZP2PPhVeeI9Z+IHxZtFudZsk0i3t2v1V4Io/lfbtPTfnr3X8a4z4Y+Nvhl8Z/F194Q+G3j3SvEkaW4FnF9rV5vIbIDKBy2CMHuOuCKAPzI8RPft5zx2xKCUmRblQFb0HXPUVyEwiaykv9QaAwtgOkTY7n/OPTNfp742/Ydhj1t7Lxbo8F3BqLg2knkfNGMKMZHcbj+Rr41/b/wD2D/ih+ylaweLJtBi1HwpqMgMOp20ZK2khP+rfj5eSMetAHz9bapYavrgisIJZfJG07OTknnr+Ve5fCz4feF9U8MaqvjTUJtPuJdFmbRbuNVPkXPlt5ZbI+ZSdvHXivFfhCmg6RqravrWii6GEm8uOcoZGBDBc+/Axnv0r6GsPE2i+Kp5viOIoxoCS4mtIjsMbbf8AVkHoQeMelAHY+JPHnij41J4X8NfDjSY7Ow8LW2+OMR7REXjCnntyxOfarUen/DfUrmHSfGnxGsW1ASBd6uvDE4O7twMc1w+rftSaVY/BBvDHgnw1BYa1doV1VoCTsCkjaD1Oa80+Cl14Dv8AxPa3XxAuXjhvCfOYoR5ZPf1//VQB0H/BXXQ/Ben6v8Fj4TKyx2/iqBp50bIKtGQWz64jr8efibpesaH8R9f0TxD5f2+y1q6t73yvu+akrK+PbcDX69f8FDfB0T+GPhZqWn3by29x4ntY7Tec5CCTkZ/4EPwr8hvijrMniP4meIvEMr7nv9du7hm9S8zsT+tAGFRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHdfszfFLSfgn8ffCnxX13SJr+z0HWI7u4s7eRUklVc8KzcA89TxX6+/tN/Cm28G3xa71qO71G8gSQWyZzZh13+W5BwWGecelfiRX7J/sr/Bz4lfHP8AZM+HvxK174qf2/4n1vS5bvVZdd1Jpbsl7iXy2d3JLfuwoGT0FAHnKfD6SW1S88Qa/FDIZykUPLs2RkcdhjvWfpWgyeHr2bN8wMgKRyKD8o74H0r6Y8V/sraN8MtPi1j4neNtOt3mkVpRZSiaZGCED5Qeew9vwryz4tW3gKzjin8F3jmfeCsk0owc5/hX8+v8qAPI08LeIdZ8f2Ph+ziNwNQlWOORQflBPLdTX7g/sHaZ4B/Zl+E3h34d2WiIupat+8nkhi+fcFXJdhnGc8ZHrzX5DfAXWtK0v45+GrrVIxOFv1DrGpbILHqB0HTrX7xfCLTfDuoeErbVdOtbdpWto3kmfYqxRgLnLH7owOvSgD0CDwrZX+n3nia+VYtsLtPPcybVhiAJY/gOa/MP/gpr/wAFbbHQbJ/g58BNRuZru6t5Ib3VoAAkMffBHf5R9K7P/gq3/wAFTfCmieCNT/Zt/Z08W295dTgQ+JNbtJw4AxhoY2Xg9TlgeeB25/JbUNY0G+tIJvEeqzxqzubq4RSWYFsH9MflQBj3PxKu/Ed9dXuvanK8qTqRPcyMxAOe/fPNdh8OfGHxF+GHiiz+IXwx8Qz6dq1jIstpfQS+WqEHOCGyCD0IOc1j+MvCHhi48MeFLn4f6fLCLvxxYWuryPJ5hubQyHcxBHynAPHfNe5fD3R/DPiz4oaN4W0fw5bQ6bJdolyjsGwD/Fz05xx7UAfoT/wTt/4KueEv2h4rX4e/tMmz0bxNCVSK7kVUtLyQDG9S2AjEdRmvqD4zzfDH4ifCrxF4A1+6tNS07WdNlt5bWSMSBywIBHOM88HHGARX52+Jv2L9E8D6gLu0hjuNt6XtxbRcbRllPT0r1b4RWfi7w7Lb6vNqV0kawpDLZTz5EXy7h8p79vxFAHwh8ff2UPHnwU8STJY6WlzpyMskFyHIzGCMbvQ8Yrk2vb+8sp7SXXJmAmjzbxY2swBAz0/vEfSv1F+Jng6z+JmlbdSsLaQm0SNEcDLsRuxj8q+Av2yv2fYPhnqFz4g8MyYgeQPJGgxsbGSMemaAKnw68AeAbax1TX/G3iMC5VY2stNhZWk3NIuScDgBdx69607DSvgJ4o1WP/hHtP1GOC3uJ97TqFLDeWByH6c9MV89aTqOoTXZdnfkfMquQeB3rsfAfiiA2MdnHpc8hLs0kgfGfm6A9xxQB03/AAUz8U2zfs0+EPEvhfXLixHhvxlayfaIFRmt1KOOM5BPJPI6mvx8kkeWRpZGLMxJYnua/UX/AIKl+ItMi/4J8Wn9n2f2V7zx9aWbAv8AM+2CeU/+iz+VflzQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+g3/BL/wCKN/4o+Bep+BbTxHbrrnh3UWe2sbWFI7gaeyxBZW2gNIolZ1LnO3ci5G4V+fNe4/8ABOj4oXPwx/a88Gy3fizVNM0PVtZt7HxLBpcj51CzMiv9mdE/1qtIkfyHOSB6UAfoL4hh8deI3ZLrVJHkExU+Y2442D+uK4bxd8KPHHhjT49dktZo2Eo3RTowBdgMcHr3NfSXxO+L3wy8DXc+l+DfD/lXSyHE0keHjHqQRkGvHPiT8TviD8Xj/auptLJBbxKiykdQnA/r+dAGT8LbmXRNetPEKnbchVlkI+6zgKSv05/WvdP2hv25Pj9rfwuk+HWg+K7ux025VY5IdOkKGVMHILDkDA6V82aJrd/ElxHaW5GCJk2L0A68fp9BXSadrOh6zFbprs8s6LKqyRRkElWyCfwBoAp+FfhHJr9uiXeq2UM07bf9MuQrMTnByfUjNUrn4bwaH4it9G1m0+zRICk7cNlhg5ycjkEEeor03VPh/wCGotKPjD4Oa+NQt7GbZqOn3aYurNiCFfuHQ5OGBBB7VFqNrpXjvwTFb6vd3Fp4gtI1WK2MRMc0cY2jLdQ+3gdsCgCDxv4L8Iaf4Z8J2nhfXY5b59cEtzpqR42RRRGQsCSBnPb2rsf2cPhvc678YdHi0SweZzc+ZOyrkKg5JOOnBH515n4b8LX1rcW1zLLcXdzbQTS+YUzsDr5fzEexP5V9s/8ABPOfwp4Y+HGq6ncaVaJfW6iJ76acFpO45zx0AwPQUAe26vrr3ltH4b0SFZJYB5Mt1u5Vm7A9uKztc0m58NaVO76jA8s0ZaSLdyTjCgHr2NQSQ6h4fsdO1SGcPHqSSyPcRYZI5XJwWP8Asrisi81i08WS29tGzskcbLJtfILkgE+wChuvrQBU8PeJ7m3vzNbyuxnILl5M7eMAZ9K8j/artYr3Sr57jbKAhwCcjkcE/nXqWjvp1gNQnaEPFaySNGe4TPHTqeT+VeC/FTxzB4rs9QWK6U+e8hCA5yOAFH5frQB8q6DY2msX1zZ5WIPIQpBweD/Wuh0zRNQ0HUYpSjLC3yoevA+vqT+tY+gWMuieIHsLmGSWXeX2RRFmbI/kDXpVlp3h/QtEu7/xnrgtNP0+3e5mvJTlYY1UszH6Y6dTggUAfHf/AAVi+LVzquieD/g7psn+hafLJqd+F+61zIgEf4qhf/vuviqvYf2wfi3J8RvHMtqLSOMG8k1CVTtaS381VENtvSRlYR2yQbhhSsrTKc7Qa8eoAKKKKACiiigAooooAKKKKACiiigAooooAKVWZWDKSCDkEdqSigD9Mv2Qv26PAnxv8IW0HxI8HWuqeObG2WHWmuhFbxX58yby5YI0fc4SFYhISBlyT0rufHXxY/tq0fRPCXhaz02O7AcQwQbVV1wSB9QTX5R+F/FPiDwXr1t4n8LatNZX9pIHt7mBsMh/qPbvX6Gfsr/Fq8/aI+Ftp4ludJEeo2F6bXUxCmEknREbzFHYFXU47EkUAd98NIJpb0xtZKBISt0pz8kbDafyzXJaXbXXg7xw9jqaSSQfbSiMhAHl7jhsEdj1/wA49d+Hul6Zc6hf2X2pTcNal3dRjaByf5VwPxNsRd679qsgVmh3Mo24DZ4Oe1AHa6Pr9j8GPjOurLPHc6bfwxLc2txnbPDIAccex4PYgV19z4q+BOsarPb+B59R0m7nkJgbU41mXBOMZUZGfp3rwvVvFyfEewg0XxEy2uoaeVWxu8bRIi9Iye+OxrQ+GWsT23ihJV8LNqLLIqN+8+ZyD6Y59KAO98V6frngPxU+n/2tPseztxMI2wsqSF22474/pXeS/EWTw94Y0zRPBl0xMjeXPGoI3SEgYI78sPzrhviT4tbxZ4sv7y58PSWMsU8fl2bMT5KxptAyee54r1D9ka0+H3ivxVFe+NdStopLaRPs0EihVXBB6epxQB9YfCzR/Fvh/wCGNjaeM9OMlrcQCQuY3cROUDH6AAiptV8Q/DrwxZSQ6Ak1zqFx8sEEcflqrFfmB46d66L4m/tMfDjwT4L/ALKGuWuxLXasKuGZq+B/iZ8edf1nxdf+Mk1OZEDu1rCrkKq54IHrxQB9KfEzWNG+Hnww1Ce61DM6KzShW6Z5x+or5B0fxYmq68YXuVQTyYBLfKgPQ4rL+Jv7Q2u/EvT4vD6TzLCH8y4kzw54GPp/jWd4Z8NTa1eQWOn5N1IFCHONgyCfx4oA6n4keAEsb6z17wzfmQuFPmRn/WHoRx6V8n/8FNf2i59B8OW3wB8F30jtJPnxPfIcoJUCuLTPcruRmHYkCvon40fE65+FGkr4A8F3VteeLnt2eN5pAbfQ4iPmu7hicLtHIU8kivzW/aV8b+D/ABX4zttJ+H99dXel6PZfZ5NSupCW1S8aWSS4vWB/ikZ8Z67Y0HYUAedszOxd2JJOSSetJRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFdP8NPjP8AFT4ParFq/wANvHmp6S8d0k7wWl46wTuhBAlizslXjBVgQRkHiuYooA/Qz/gnl+3toHxG8Y3/AMPPjppen2+u6nZmLRdZgleP7dcO0aC38lIyisQZH3llXgDb3r6U8T/CfwvoSXd74o1yDzZQPskUcgJ65w/oa/GSxv77S7yPUdMvZbe4hcPDPBIUdGHQhhyD7iu38N/tOfHrw1qCX8PxS1q9VWy1rqmoy3MMnsySMRQB+gfjex8P3up6dZabahZbcs2M5LZYfMPTiuu+HnhOOHWLaWKSAXUAFw8s0m3Yq/MxB6Hv+VfKXwb/AOChfw8uPElhpvxP+H0mmW0hK3mtQaiZ1i+Und5Qi3EEgDAJ61X/AGjP+Ch2ieILe/8ADHwd0+7VBI0EeqXEYRJ4skb1GdwB/usB159KAPps+J5PFM0+pwX4mkuLuWSZ2faQdzcZ70DxBeaHdx3VtdlXVy/D4HGB19ef0r89/hn+1Z8V/h5qnn3OtzatYO2Z9OvZztIzn5Dz5Z9wOnavpn4f/tRfBvxppxur/wAX2mkSSg77XV7pYmQ9Dgk4+hz+FAH0TpvjfWfEcMt1f3jMvCSSySZ2ADJAJrJ13V59YtpLKzhcRIRCgLYLn1+lUfBfjX4Uanow03RPiToF5vGUjt9Xhfr9GOTWH8Tfjt8GPgt5KeM/F8Uc08LS2tpaqZZZQPZQdoJ4BbAJB54oA7jR/ClnZ6JBbpEFkncfvCMqBnr+tYHxK/aA03w1Fd/Df4R6za6WtlGf+Ep+IF6QVshtGYLfPDzH16LXzD8VP+ClGo+KbN9B8DeEZ9MsnBWSeW5Bmce2OEyPSvn/AMf/ABb8WfEBUsb+5+z6dCf9H06A4jU9Sx7uxPJY9TQB6X+0J+01Y6tp1z8M/hFc3KaPNLu1bWLmQtdatJ3aRzyRnPHSvDKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACjJ9aKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==" | What modality is used to take this image? | MRI |
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" | Which part of the body does this image belong to? | Brain |
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" | What is the mr weighting in this image? | T2 |
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" | What is the main organ in the image? | Brain |
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" | What is the largest organ in the picture? | Brain |
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" | Does the picture contain brian? | Yes |
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" | What diseases are included in the picture? | Brain Edema, Brain Tumor |
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" | Does the brain look abnormal? | Yes |
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" | Where is/are the abnormality located? | Lower Right |
"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" | Is this an MRI scan? | Yes |
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OKw3ufN/erncBhhiuo1DTbSBTLfReZv5GH5Ufka5y6tLUQPNbQuH3/cZ8kD8BQBEMSFwwQgAlQRzj+dZd3JGvmMqrw2OOg785q7uveYY7RfKBQ+azncf74AH4VU1dX2mcMB5akgMuNx+nrQA3SoWa7EkLZBOQMfoa5L4+adpN6Yb2BmjkVyLiH144I9u1dfoFwguY4Z4t+R/C5Uqx4/GuU/aa0xdOvrRDqlq88pz9lt2JeJcD7/YHPQc0AeXmRmDQ2kZVQ2FYjn869M+A0SSeJJWu3ZVGlXTOBz/yxbr7V5vaREyK7oMjgYHcnivUPgIZNN8YRSTqEjntbiGcDksjRMDQB5MlyZtR3EjDbTjH619E/CyBbbwHAHgYJIhZXYcN83618+3kaWGptHCAQg+Xf0OD/hXvXwy1a7vPBrJPKTsdQAq8AY7elAGs0SS3REUxO3gADA/+vVm2DygIzKu4nbzz64qpbvEqbVYFQxwxPOc1rf2/qkluI2nIUAYGAOnHUDP60ALcRa7bWhFh4cvLuYLuCrCwB9CWIwB75rA+LHh/W/E/wx8S6VNYROl34ZuogseTLbyiPcJAwbaw3AggjkY54reEjXKbZi7jIOwsSD6VZn0+HWtEn0qVFZZYsOpPDAnkflQB+M3jyRX8RyKIdjLFGJMjksVBJPr1x+FY1dR8b9Ag8KfGnxf4Xts+XpvijULWPI/hjuZEH6CuXoAKKKKACiiigAooooAKKKKACiiigAooooAK/XT9hXwpofhr9k/wbD4e023tH1HSYtQ1B7a3WMz3Eka5kcqPncqqjcecKBngV+RdfrT/AME3fEE2t/sZeBbPVtZElyLa/toHvLjL7Ev7lY0Bc5KqiqqgfdCADgAUAem6lbSySmN2OW65HOKw7qyczeWrHk889faup1LQPFV94gjtbbRpIYlUnzJ9gFznoy5P3QOcnrUd/wCG5tJkaS8hS4mQcQQuGVCepYg4/DP5UAc3/Z0aLgkqRzuPOQe2KzdWs5NpwT17HIP+fSulFoXiBlUK38YHAA9vSoLvTI5G83diJD1J53f3fXj0oA5zTrGVNTiWPqZQcYPOCAB+dedfG7T5bv4l3boZAUO11bjkdf1r27RxDpd6l/IkZWPDKWyfmByAR3GRXI+LPhl4h17XpvENxJC5vJTJJtkX+LnIA6UAeU6Z4cBi3kMCq5OBkZ9a734TaIq6pJqHnhI7PT7iR23YORGf6mtq0+GOnadBIZb8bgvRvXHr0plppUekabqltaujedZbM4GMHrj8qAPEtdtxNeBjGQzEYHf8a9m+Duk3Q8Cfa23COV/kKnOSOD39eK8v8Q6duljEinOSBx716b8JFktvChsDgiO5LjD9Mr/P6UAb9sUDFWkX5TyMcir9hFDGSxDDAIw3JrPiZmLKIm2jGRn+tXoYZS2IkIyM5I689aAJYi0YJjfcznAznCjsB6YrU0iKSCUyuzSuuR5asBs9N3pWTbzPa6gbOGHMiNhiVyNxGfXtW3olpFbzlvsqtkljI2SQx6gHrx70Aflz/wAFJvBd/wCD/wBrvxHd3Phu10y31yK21OyjtCmydXhVJZsL0Z7iOctuAZm3NzuBPhFfWf8AwWPhWH9prQEHX/hArXPPf7bfV8mUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfrl/wTn03wLc/sc+B7rwhZXDBbS5FxNqcEZnW6+0y/aArKDiLzjJs7+Xs3fNmvyNr9Dv8AgjV47Fx8IfGHw50nT5pL7T/EUeozySuqwmO5gSJADnduBtZN3HRkxnnAB9i6lp5aWOdpfLYtlHKA5GexPbNQXbhSFeQuOSUXofyrYummksra3S58wzZNxB9nG6F/9lsZwfUde4qhpPhu98S+ILPw5YNiW7uUhUucDJPf0FAF3wx4H1LXkE7xskP8OxOnuT6Vcm+HujXsg0+wuZpbosxB4VFxx8zE9Pfiun+L3ifT/hxZx+DfB9xbStHai2ndXK+ZP0bOOo/nXiHir4ra3pOmN4esnyZCDdTGPO4D+Fc84B7UAdTceCtYg3TL5SBHeMOkysrHrgEHkn+lc7d6QbN5UvIWWRHy3OOo4NO8HeLLTUYLXSLu7E07NHKCjYI+blD6kfhXZa7psWqJc2EsTiWA7RcEDLL26dcA0AcGIvNY2wIDMDwT1AGaozR+UwjTCiRfvbeCP61fhZIryWzkbMixTLuz1+Qis9VQaZEhPEcShVP0HWgDg/F3hMG6E8K/KHygA9+ldR4PtGsdKMS98fdGMHvWi+nJfwJbsoJAyCR71YgsEtrdbZIsOCDgDIOOg/8ArUAR2qxF9iMHLEE7s5H49K17Q2kB82ZCMjIVjw2Dx35qvaWyBjIgO4feAHAP55rRsEBmUSwgqmclfp39KAILHTzJIVj3BZHLuSMZJOfyrf0yzMjnyHMg65VcYGO9Z6x3E5MUS43YyWUHOeg+la2nXeneFNFude8R31vZWlhC899d3UwiigiQFmd2YhUVQCSTgADNAH5u/wDBZCSR/wBqHRY5Ithj8C2oHXkG8vG7/wC9j8K+TK9l/bx/abuv2qv2iNR8c21zG+h6TANH8KCO3WP/AIl0MkjLIf3cbsZZZZp/3oLp5/l5IRQPGqACiiigAooooAKKKKACiiigAooooAKKKKACvfv+CZ/xctvhL+1roY1KWCOx8TQyaFdyzQu7IZyjQBNnRmuI4EJIKhXbOPvL4DU+l6pqeh6nb61ouoz2d5ZzpPaXdrM0csEqMGV0ZSCrAgEEHIIBFAH7tX2qPpTpfJOYmXrJu+7ngAepPpU3w41aCHxTBqihvMto5fLbaS3mEfKce2a4L9lT4uaL+1N8BdD+L9s1nHcNYMmvxRsv+g38K7biIIJJGjDNh41Zt5iliY43V1WlpNphXUIZmWUEOJAeQcZHT8KAOm1vR5rBrbVNE024vZFnzqNxLFuVuckISBt5PPeq/wC1Z4f0KTwtpvxE8KfDSKyjmtXthdWpJMm3AZ5I8YRvfv1r1h9e8Gx/BSw8Qta3cEjoH3SMrmS4IwzJx8oJ6ivF/ix8dtU0fw1qvhK21KS4OqWi22pW8ihoojnIKY6krjnjHvQB5R8GrbST4y059XjQQJIZZpjLjgc7V4x19jXtvxi0hvDuiaXrVnDtttRtfPhIbBUZxg//AK+fQVlfsYfspX3x9vtQum1WCws9PtWka4uZdgR8cFuOR6/zr0j4ueG18J+A4fBnja/s7qe0R7aL+z7kSoyA5jkVgf589jQB87O8EM8lxchyrRPyG7leDzWSjOWOJMqSOd3T3q5rDRw29xazT7ImjO+Qk4XkZJ4/zmltoLOCNLmG0LAn5FZyRjtmgB1s4MxKjIC4z0qyu+SdX8zaBgkg85x0qvFEyXLCY7mzuPPWtCKLEQmZlCgdWOOM8/rQBFcQtERHarDH5gOXLjOc9OpzV7SbfUWucXcgZSvyuARj/Go72wkuIFkgAJhmLFduDtA5A6ZrS0ko9o0tsokKIZDucqpXjvj/ACaAL1nZ+W+8gsCchN2M4rm/2otStvC37J/xK1PWdYtbWKfwHqtuHu5VSPzJrOWCOIFjgu7yqiDO4uygckCujfWrdLGC+0u4ikkmkVI0X5i2Wx/j9CK+Pv8AgsT+1bZ6Z4eh/ZH8HXKTXF99m1HxTdwzwyLFArs8Fky4Z0lLpFO33CqLFjesxwAfnhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAe7/sM/tv+Kf2Q/Gc1pqFrPq3grW3VfEOhow8yM8AXdtuIVZ0A5UkLKo2MVISSP8AVzTr7Sta8Opqvh/Vra/0+7to7nTr+1lEkc8EgJR0cHDKQQQe4NfhZX1R/wAE+P8AgoKf2cpU+DvxZhe58C6hdO66jGJJbnQ5pCv71EyQ9vkMZIlUPmRpE3MPLkAP2/8AhX4P0n40+HbfRbmzlSw0vT1ub1LWMLHHEIwHLsB8vc+tfNXxe+EvgTR1nvNK8SG7Zb9mtrWNSTHbByAzH+904NfQv/BHT9p74EfHH4WfGDU/hP4sg8TyR2UFhc2IWS3ls0cHE5hmVZCrjcFO3axRwCSjAYXx/wDhD4C8HeGtNl+GOmyXGoXd2F8QRqrFAgfDkqzbgoBHzDj1xQBZ/Y2+KNvJ4isPCXhbTIp7K6iSx1SwWPy3e2Y7SWJ6tyTnPavJ/wBozVbCz+JPiPwZ4QsLiz0mx1yeOwjuWO8KnHf1OTXS/DvRvEvhD4vQ694R1yGzSGQysouURIfJIYBi3+yMjmtb416j4D+Puj658VPCOnTQ6zBdveXkSO0iXKk/O4Jxg9+ODQB4G1nBLZahLcStFGbM5ZI/MIGQcbcjPP5daz7QakzqWijhjY4OJNxP0xjFat5p+rWHhbWtcstMkltMQW4KEHbLI+VB9AQDVQu8CGR4gsbKDJluVOe2OooAsrp5VTMUAY8YPOcdqLjSrO9WK3uJXjKk+RPD96MnAJxnkeo4zVnS7j7S8qsrKsUhCMRncPUfhWT4h8TXGh6ghjaP7OuN3mpyPx/zigDWmtta0a1c3U6ztEpl821jkAIBxlsjCnOB1x71t6DPqOq2VqmpMWVI2BCRIhdickttADHPduRisuxnTW7FGSUGOQAtyGAJOeM9a5H4y/tb/Bv9knw0t38V9UeS+lcS6ToOkmOS+vozKyCdYmdfLiBSUGRyqkxMFJbCkA6b9pL47+HP2Zf2ftS+LWv2v263064jXTNLW4iiN3fzZWKNGbq2A7tt3MsccrhGCEV+MPj7x94x+KPjHUPiB4/8QT6prGqXBmvr65I3SNgAAAAKiqoCqigKiqqqAAAPS/2x/wBsbxd+1/4ysta1XwzZ6Fo+kpKNI0W0YSmF5thmkkm2KZXcxoOiqqooC53s/jtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHR/C/wCMXxc+CHiKTxf8Fvin4j8IatLatay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| Is this an MRI image with T1 weighted? | Yes |
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" | Which plane is the image scanned, transverse plane or coronal plane? | Transverse Plane |
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" | Which part do the organs in this image locate from the aspect of the whole body? | Head |
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" | Which hemisphere is normal? | Left |
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" | What organ system is primarily present in this image? | Head |
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| What diseases are included in the picture? | Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor |
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| How much damage will be caused to the body taking such an image? | None |
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" | What imaging modality was used? | MRI |
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| Is this an MRI image with T2 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 head? | Yes |
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| Where is the brain tumor? | Right Lobe |
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| Is this a study of the abdomen? | No |
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| Is this image normal? | No |
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" | Is the abnormality hyperdense or hypodense? | Hypodense |
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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 image taken via X-Ray? | No |
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| What is the mr weighting in this image? | T1 |
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RRQAUUUUAFFFFAHVfBrRH1nx3bt9ga4S0jaZgkuwxv9yFxyCcTPEcDPuCM1+on7PPw+0rQ/BuleCdB0vyre1VR5SY3b8fM2fXd61+cP7I1gLn4yaXNdzmG0e9ggllEYf5zIJUQrnJB8luegxz2r9XvhLFFp+o6fqDBIdknmMA3OS3P6UAe2+C9L8H/DnSFC6BdXF8IPMa489dpbuGAHA+hru/g3pml/FKHUF1Hw/lbF1llkg2hI0xnZnq+fXPFYOseF9U1jwxda1pUcL2wOHmlkCqqlevJ5H0q5+zZZ/ET4QeD/FvxL0/RGvbWzt1UGZjIkZlBUHHQgelAGR49t9M1jwqvj3QLJbeS2vZLe4it1IR0Bwr7T0PbjrXlviO9muNMkuo7dEkZiP3j9PqOpr0BrXWNG+BC+JfFGqTrqfiPVZVtLSWIKIYEYlpfXBPAzXCS2htb60v7jJjkG6A9m9z6UAYN3o3iyDTD4n1TwleQ24VQJ0iyrA9CPY1o6R50UKzXCogVTt3kFpD6AdhXoHxZ1GSTwTp3h/RGaeG1RHv2jmGFZjxGR6d/SvOrFZIrqUXS7X3kKGXnPqKAI/E6R6j4avbRbdohLZzRtj+LKHqetcd+y/4du/C/wALbHTbpN7yO5Tefujca7O9gK6ZdW8k5Z5FcOznJCkYGAKp+CUOneG7fTkjP7uMqrbuQM9aAN2KaEK+0uwDHgnOfWqj3AnbywuUVDlWHUGluMrbm4VtoC5bb6+1U9Nurid3jcfN95HZTx6j8aAI4pJo7yeym814mtg8TFiAGz/P3rn/ABDqEOlTNqCH54CrqS33dprtbu2ifEQj4Zu3rj3rzzxvbyvDJZ2sLGSbhcc98YPtQBTA0nxL4iu7ufT5FVHElvGJVAUuMsOB0PXBpuqJFGBbQMVVRk/uOfoD0z71taf4Xk0zWLm8McYTMccRUcYC8n2NVtWkIkZBGsm3IWNRnIoA+I/+CmXgt5dN0TxnY2k0cVjfzWtwjJkYmVWVuPuAGPHPUyDkd/kOv0Z/be8L3Wr/AAS1DV9X0V30+C8g+1gMQqMWGzJBBGTjmvz78WeH7XQLi1WzvGlS6tTNh1wYyJZIypPf/V5zgdcdskAyqKKKACiiigAooooAKKKKACiiigAooooA9s/YQ0u31r46+H9MacCRvElrIYipO6JLe7Zz+BCD/gVfqz4V0wNpluHjJkeHzPlTIwWOB+Ffk9+w9qkXhb9obwn4iuZLaSKXWWtmjaYq8JMRVXYDoCZMKe5Vs4xz+qmiSXsAWzlZhLA5V0fIOQeeKAPWfAnxF1HwnZfY77T49Tt1bcYLtAVJHcen0ruD+0/rV5psthpml2dhp0sarcaXb2wCSlehPrg968bXVS+mmKSPaEHzMejA/Srem3YFiQETLfcUAjHqP/10AS+NPGviDx/4hS71e7Zf3iwwKE2pGHYDCgdKq/FGYaN4ruNJsB+6sVjt4VY527VBYn3JrOubiG31O3vHbZGuoQlmbJwqtzVj4qqn/CaXt4l0XjuZvNjlPJZSOvHU+1AFLw/qTQ69JdXamSDUbb7JdlVyUQ/dcepU8464qfU7K40mRJZog9xykTIflkXp5inuD+hqvpsiR2okjiAaNgAQoJx2PPf2rT8TXulz6db6k97Ev2aPa8Kx7WiLHnnup6+xoA5/xIZbHRprqOINLsw3P3frUvhdXbQLed4lO2LDA87veqfiubVDpV5b6aoleXy1jQ4ycnrn6Vfi1230+wkuNTlgtra1gHmOSFCkDr780ATKICu4ylVxhgVyoPr7fWrclmNOEUYiKySLvYlBjb2x61b8F6Pp1zZjxt4ySZdLbB0/TE+WW+kPKs//ADzj7nufSl1y9/tfUJtR1IRIZWGzyT8q9go9uwHWgDOluzeO8ozmMYBA5PvXOahp1290s1v5O+ZWRDuDNEP4iy9s9q7PwjpQv9bhs7WLezyMWQddoHU1nXNmttqEgKqp3sG2r83BoA56509YI47eEny48ZUv1HrzWOukWdlJJcRzDe7sxJGTn0rW8QpqpuSIDtTzsqG7g/1rH1DSL2cO8V1KQCVfaFIP09D70Aed/tWjTrj9mbxv4fuoQZrnTrZ7J5BlgVlBIFfmD47naW6sonTDQ2bI3Pf7RMf61+nH7U+gyav8EvENhFYrazNZLKJxcM0hMZyFweAK/LbXNVOsX7XXlBByF9SCxbJ9+e1AFOiiigAooooAKKKKACiiigAooooAKKKKAL/hzxLq/hTVItY0acJNE6sNyBgcMCOvuOowfev2B+CvxV0745fDPw38XNHKtd3+lW41K3WVXBuEHlsRtyASVIZf4WBHavxvr9Bv+CWfxVs/EnwguPhhbgw3/h6aRXIkb54Z5XmRx8oAJYyrjJ/1eTjcBQB9mWmoX0cIs7u0eKNWDNGI+cZ65PWtqTULWyuPs3BkK84OQSemR6+1cnot5Kpjk1C6KwI+Sm7kn2z2rRuHgvC1xZy7XV/mMhA57fnQBJr0TTRzJtCgKOOCfcD0qlcX8l5ZxI0gcxk7CTnAA7GtLVMm03skgMsWHKjGGPb/AOvWRosZi0ue32tmHjdt469M96ALpuTHawm12mSVN29ecdsf55rmfHnhXV/ELatodlqsltf2mlxymCUgxpJuysWM5Lkc4rp7ITYS5EciyRygLIowwyOo+nrXMajbJpnjD7NeztGbuUiJickT9VDHsx6g96APMXk+POsSy6HoQhku7W386SzWbYWRfvSAvgbVHXnjtmqXw38ReNfiR4/0238SXMr6RZarBH5MhBF3OTxwMZAx34r1vWNC07xnbWl1qE9xHc2yyxXT2gCFmPBDep74qnp/hzw5ok40fw7IDdwyxO8jvl4FByXcj7rnsKAPUNf1xtZ1iYiIRJHO8SxRMdsZXgkfXvms3zIVme3eeJDKNwmkyQmPQevvVjxNG08x8S2I8p8L9stQp/eDGBN6A/3hWFrI1S4sZprOaIOq4Vi3JJ7LgZ9/SgDtfgveaQvirUJppluptN0uWW5EY+W3jIOHc5+X2rDN2NRuItQGWWUs6hgBnJ4NYjeL18GfC4fDXwnI8Wp+ILkJfSrEPOnGcs8j4/1YHAXPNbNoUluhEMCKGNY1yMcgYoApa1ZwPMzOoDnBOTk1i6hc2tuxQNGSw4BYgk+2K39fiSGISBgQrksQc/8A66w3bTyGj8pmYICAvSgDxn9q7VNR074W6ktmuwTKI7pzlsxt3Bx0r8vPEem2OmzwrZTBvNid5IxIG8o+bIoU9x8iq3PPzZ7iv0B/4KY/FfWPAvwrj8P6Kslu+tTNbi9VAQACCyDOdpKb8N1HUEHBr87aACiiigAooooAKKKKACiiigAooooAKKKKACvcP2Cv2gl+BnxkXT9Wgml0rxP5On3XkFAYJzKPJnORllUs6soYfLIW+Yqqnw+vXf2J/id4f+Gvxne28T+FtF1C18T6FeaALzVrJpZdKluUAiu7Vl/1NwJFSPzCGHlyyqQN25QD9T7G5l1Aw6haT5hnTfEwwQFI9/510ekafA65mkR1LAsVJBH9Pxrg/wBnazudd/ZjsfiEfF+hyto+tf8ACP6npP8AaSjUIbhF+Vjb/e8llGRMPlycV1+h6gkzCNM4dSqDHQj+tAG9cyNLL9mgdTGQcFwc7scYFYunTz2l9LaTozBgG3Oucjuc46VNcTXi3kUjMXhwFZ88j6GjWUkkkVlmbY56J8uT7+v40AKIJbCZGF2ArswcjkDPQ8/yrnPEF2ja7P4b1dxuv4f3Fwic7l6c9cr1rpIj9ptmgabftG0Z7D04ry/9oSbxNp2kHxLoCzMbPE6PC211YELxn8vegB134x0HS9bEPimx1WPVPJKXlxpxcR3QHCyYXuR68itTwPqGjatBNY+E9Maz01Wyl3ekg3Lg5YAt8x/3z9BWV44+LXhjw34kj8LeKWkstStdJtZZ7aGM+ZKZED88ff5rT+F3iGHxGtxr18LtYLl/9Ftmh+6B0LE9T+QoA9P0bVcRJJIQYyANpIbB9D61U8SadaiV4tJaSGGVcxxI3CN3x7enpVfT4J4Y0R5I0hP7zABLf/qpbu+QN5acK/zIQOSB+vNAHMeGNGlbX31a4mZzb5WIvnOfSuqubsWEwjZsZADGToAfcf1pmmWyhEjiTbuYu+RyBTr63N87SwOFKn+IZU+oPtQAmpvI8QBlG5+ArHAx/nvWNfyyaehuLiHbgnp1OP50a9b3Edv51m7RKR8vzZCn0PqPeuA/aD8Z6j4O/Z/8UeKtL1X7Nf2Hhy9uLO5RVcRTrE3lEBsgnfjgg9OaAPiz/gpz8eIvHfjux+F+g32m3WmaTH9pupbaTfNFf75opIXIYqu1QuUKhgScntXy1Ut/f32q30+qapezXNzczNLcXFxIXklkYks7MeWYkkknkk1FQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfUn/BOP8AaW0fwH8QT4A+Iupstrq8KWum3k43CKQECKPPUD+EA56hRjCg/o1DcRiNpQyKdwzGgIKnH3gTwB71+Iltc3Nlcx3lncPFNE4eKWJyrIwOQwI5BB5zX6SfsM/tk/8AC8vAY8FeLb2NPF2mxRwTNIgSLUVyQkgxwJCi/MOASCQACBQB9PTS/aIEcOpQHO1VPzD61bvsTxhAqqSBtMjcAY/SqdtJBbqqvKHkUAhd33fep5riKWBo5ACVIycZJ9D9aAKVodVszmGIO3J3MuAi+3fHuaq6xbweINNurXWYIlGzBd24wCGB/Sr8d26SvAULAnnJ/pVW/wBNtryI3TTu8bOBKp4GO/4HpQB518dPhd4W8f8AxSvPi3a6tK8U4062SSSYETz7AmAc84A6V6j4a8L6R4f09NMtbdSkK7SqEANjqSfr2FX9e8e+Cl+DXgb9ni68DaZBN4a1HUNXXWCgMuoNOcJG/oIx93rVRZ4YkWK0+XZGsb+rLj0759aALN9PmYKrJtyAxxx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| In what plane is this image scanned? | Transverse Plane |
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| Where does the picture show? | Head |
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| Which hemisphere is normal? | Left |
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| Is this a study of the pelvic cavity? | No |
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RRQAUUUUAFFFFAHVfBrRH1nx3bt9ga4S0jaZgkuwxv9yFxyCcTPEcDPuCM1+on7PPw+0rQ/BuleCdB0vyre1VR5SY3b8fM2fXd61+cP7I1gLn4yaXNdzmG0e9ggllEYf5zIJUQrnJB8luegxz2r9XvhLFFp+o6fqDBIdknmMA3OS3P6UAe2+C9L8H/DnSFC6BdXF8IPMa489dpbuGAHA+hru/g3pml/FKHUF1Hw/lbF1llkg2hI0xnZnq+fXPFYOseF9U1jwxda1pUcL2wOHmlkCqqlevJ5H0q5+zZZ/ET4QeD/FvxL0/RGvbWzt1UGZjIkZlBUHHQgelAGR49t9M1jwqvj3QLJbeS2vZLe4it1IR0Bwr7T0PbjrXlviO9muNMkuo7dEkZiP3j9PqOpr0BrXWNG+BC+JfFGqTrqfiPVZVtLSWIKIYEYlpfXBPAzXCS2htb60v7jJjkG6A9m9z6UAYN3o3iyDTD4n1TwleQ24VQJ0iyrA9CPY1o6R50UKzXCogVTt3kFpD6AdhXoHxZ1GSTwTp3h/RGaeG1RHv2jmGFZjxGR6d/SvOrFZIrqUXS7X3kKGXnPqKAI/E6R6j4avbRbdohLZzRtj+LKHqetcd+y/4du/C/wALbHTbpN7yO5Tefujca7O9gK6ZdW8k5Z5FcOznJCkYGAKp+CUOneG7fTkjP7uMqrbuQM9aAN2KaEK+0uwDHgnOfWqj3AnbywuUVDlWHUGluMrbm4VtoC5bb6+1U9Nurid3jcfN95HZTx6j8aAI4pJo7yeym814mtg8TFiAGz/P3rn/ABDqEOlTNqCH54CrqS33dprtbu2ifEQj4Zu3rj3rzzxvbyvDJZ2sLGSbhcc98YPtQBTA0nxL4iu7ufT5FVHElvGJVAUuMsOB0PXBpuqJFGBbQMVVRk/uOfoD0z71taf4Xk0zWLm8McYTMccRUcYC8n2NVtWkIkZBGsm3IWNRnIoA+I/+CmXgt5dN0TxnY2k0cVjfzWtwjJkYmVWVuPuAGPHPUyDkd/kOv0Z/be8L3Wr/AAS1DV9X0V30+C8g+1gMQqMWGzJBBGTjmvz78WeH7XQLi1WzvGlS6tTNh1wYyJZIypPf/V5zgdcdskAyqKKKACiiigAooooAKKKKACiiigAooooA9s/YQ0u31r46+H9MacCRvElrIYipO6JLe7Zz+BCD/gVfqz4V0wNpluHjJkeHzPlTIwWOB+Ffk9+w9qkXhb9obwn4iuZLaSKXWWtmjaYq8JMRVXYDoCZMKe5Vs4xz+qmiSXsAWzlZhLA5V0fIOQeeKAPWfAnxF1HwnZfY77T49Tt1bcYLtAVJHcen0ruD+0/rV5psthpml2dhp0sarcaXb2wCSlehPrg968bXVS+mmKSPaEHzMejA/Srem3YFiQETLfcUAjHqP/10AS+NPGviDx/4hS71e7Zf3iwwKE2pGHYDCgdKq/FGYaN4ruNJsB+6sVjt4VY527VBYn3JrOubiG31O3vHbZGuoQlmbJwqtzVj4qqn/CaXt4l0XjuZvNjlPJZSOvHU+1AFLw/qTQ69JdXamSDUbb7JdlVyUQ/dcepU8464qfU7K40mRJZog9xykTIflkXp5inuD+hqvpsiR2okjiAaNgAQoJx2PPf2rT8TXulz6db6k97Ev2aPa8Kx7WiLHnnup6+xoA5/xIZbHRprqOINLsw3P3frUvhdXbQLed4lO2LDA87veqfiubVDpV5b6aoleXy1jQ4ycnrn6Vfi1230+wkuNTlgtra1gHmOSFCkDr780ATKICu4ylVxhgVyoPr7fWrclmNOEUYiKySLvYlBjb2x61b8F6Pp1zZjxt4ySZdLbB0/TE+WW+kPKs//ADzj7nufSl1y9/tfUJtR1IRIZWGzyT8q9go9uwHWgDOluzeO8ozmMYBA5PvXOahp1290s1v5O+ZWRDuDNEP4iy9s9q7PwjpQv9bhs7WLezyMWQddoHU1nXNmttqEgKqp3sG2r83BoA56509YI47eEny48ZUv1HrzWOukWdlJJcRzDe7sxJGTn0rW8QpqpuSIDtTzsqG7g/1rH1DSL2cO8V1KQCVfaFIP09D70Aed/tWjTrj9mbxv4fuoQZrnTrZ7J5BlgVlBIFfmD47naW6sonTDQ2bI3Pf7RMf61+nH7U+gyav8EvENhFYrazNZLKJxcM0hMZyFweAK/LbXNVOsX7XXlBByF9SCxbJ9+e1AFOiiigAooooAKKKKACiiigAooooAKKKKAL/hzxLq/hTVItY0acJNE6sNyBgcMCOvuOowfev2B+CvxV0745fDPw38XNHKtd3+lW41K3WVXBuEHlsRtyASVIZf4WBHavxvr9Bv+CWfxVs/EnwguPhhbgw3/h6aRXIkb54Z5XmRx8oAJYyrjJ/1eTjcBQB9mWmoX0cIs7u0eKNWDNGI+cZ65PWtqTULWyuPs3BkK84OQSemR6+1cnot5Kpjk1C6KwI+Sm7kn2z2rRuHgvC1xZy7XV/mMhA57fnQBJr0TTRzJtCgKOOCfcD0qlcX8l5ZxI0gcxk7CTnAA7GtLVMm03skgMsWHKjGGPb/AOvWRosZi0ue32tmHjdt469M96ALpuTHawm12mSVN29ecdsf55rmfHnhXV/ELatodlqsltf2mlxymCUgxpJuysWM5Lkc4rp7ITYS5EciyRygLIowwyOo+nrXMajbJpnjD7NeztGbuUiJickT9VDHsx6g96APMXk+POsSy6HoQhku7W386SzWbYWRfvSAvgbVHXnjtmqXw38ReNfiR4/0238SXMr6RZarBH5MhBF3OTxwMZAx34r1vWNC07xnbWl1qE9xHc2yyxXT2gCFmPBDep74qnp/hzw5ok40fw7IDdwyxO8jvl4FByXcj7rnsKAPUNf1xtZ1iYiIRJHO8SxRMdsZXgkfXvms3zIVme3eeJDKNwmkyQmPQevvVjxNG08x8S2I8p8L9stQp/eDGBN6A/3hWFrI1S4sZprOaIOq4Vi3JJ7LgZ9/SgDtfgveaQvirUJppluptN0uWW5EY+W3jIOHc5+X2rDN2NRuItQGWWUs6hgBnJ4NYjeL18GfC4fDXwnI8Wp+ILkJfSrEPOnGcs8j4/1YHAXPNbNoUluhEMCKGNY1yMcgYoApa1ZwPMzOoDnBOTk1i6hc2tuxQNGSw4BYgk+2K39fiSGISBgQrksQc/8A66w3bTyGj8pmYICAvSgDxn9q7VNR074W6ktmuwTKI7pzlsxt3Bx0r8vPEem2OmzwrZTBvNid5IxIG8o+bIoU9x8iq3PPzZ7iv0B/4KY/FfWPAvwrj8P6Kslu+tTNbi9VAQACCyDOdpKb8N1HUEHBr87aACiiigAooooAKKKKACiiigAooooAKKKKACvcP2Cv2gl+BnxkXT9Wgml0rxP5On3XkFAYJzKPJnORllUs6soYfLIW+Yqqnw+vXf2J/id4f+Gvxne28T+FtF1C18T6FeaALzVrJpZdKluUAiu7Vl/1NwJFSPzCGHlyyqQN25QD9T7G5l1Aw6haT5hnTfEwwQFI9/510ekafA65mkR1LAsVJBH9Pxrg/wBnazudd/ZjsfiEfF+hyto+tf8ACP6npP8AaSjUIbhF+Vjb/e8llGRMPlycV1+h6gkzCNM4dSqDHQj+tAG9cyNLL9mgdTGQcFwc7scYFYunTz2l9LaTozBgG3Oucjuc46VNcTXi3kUjMXhwFZ88j6GjWUkkkVlmbY56J8uT7+v40AKIJbCZGF2ArswcjkDPQ8/yrnPEF2ja7P4b1dxuv4f3Fwic7l6c9cr1rpIj9ptmgabftG0Z7D04ry/9oSbxNp2kHxLoCzMbPE6PC211YELxn8vegB134x0HS9bEPimx1WPVPJKXlxpxcR3QHCyYXuR68itTwPqGjatBNY+E9Maz01Wyl3ekg3Lg5YAt8x/3z9BWV44+LXhjw34kj8LeKWkstStdJtZZ7aGM+ZKZED88ff5rT+F3iGHxGtxr18LtYLl/9Ftmh+6B0LE9T+QoA9P0bVcRJJIQYyANpIbB9D61U8SadaiV4tJaSGGVcxxI3CN3x7enpVfT4J4Y0R5I0hP7zABLf/qpbu+QN5acK/zIQOSB+vNAHMeGNGlbX31a4mZzb5WIvnOfSuqubsWEwjZsZADGToAfcf1pmmWyhEjiTbuYu+RyBTr63N87SwOFKn+IZU+oPtQAmpvI8QBlG5+ArHAx/nvWNfyyaehuLiHbgnp1OP50a9b3Edv51m7RKR8vzZCn0PqPeuA/aD8Z6j4O/Z/8UeKtL1X7Nf2Hhy9uLO5RVcRTrE3lEBsgnfjgg9OaAPiz/gpz8eIvHfjux+F+g32m3WmaTH9pupbaTfNFf75opIXIYqu1QuUKhgScntXy1Ut/f32q30+qapezXNzczNLcXFxIXklkYks7MeWYkkknkk1FQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfUn/BOP8AaW0fwH8QT4A+Iupstrq8KWum3k43CKQECKPPUD+EA56hRjCg/o1DcRiNpQyKdwzGgIKnH3gTwB71+Iltc3Nlcx3lncPFNE4eKWJyrIwOQwI5BB5zX6SfsM/tk/8AC8vAY8FeLb2NPF2mxRwTNIgSLUVyQkgxwJCi/MOASCQACBQB9PTS/aIEcOpQHO1VPzD61bvsTxhAqqSBtMjcAY/SqdtJBbqqvKHkUAhd33fep5riKWBo5ACVIycZJ9D9aAKVodVszmGIO3J3MuAi+3fHuaq6xbweINNurXWYIlGzBd24wCGB/Sr8d26SvAULAnnJ/pVW/wBNtryI3TTu8bOBKp4GO/4HpQB518dPhd4W8f8AxSvPi3a6tK8U4062SSSYETz7AmAc84A6V6j4a8L6R4f09NMtbdSkK7SqEANjqSfr2FX9e8e+Cl+DXgb9ni68DaZBN4a1HUNXXWCgMuoNOcJG/oIx93rVRZ4YkWK0+XZGsb+rLj0759aALN9PmYKrJtyAxxx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| What disease is/are shown on the right of brain? | Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor |
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| How to treat the most severe disease in this image? | Medical treatment, supportive treatment, surgical treatment |
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9+0TF43+1aheaXcWMmkw7FWxEc/mSLKQzMzssMDr9zCyHIbcrD6p/4Jh/BbxF8cfEUvjjxQ8j6Bbapcazd2VrcrD9rghyxQykfKDjaW69hX5v/sq/EzXPBNp438N6derHb654bjjePyVLGcXcMcbq2NykJPMMAgHfyCQuP2F/4J6Wa6H+zp4o8JabFIbpvCZhs7e3nEckkiYZoi2DtD9cgc9DQB5n+0Z8WPEfxi+IF18SobJdNIYxabYWFw4Fnag7UiVicnaBknPNc7o3xc1KLxBpV/4xsDePpbjyriONVuGzwNzjqfc81ueJ7/Wr+0tR4r0F7e3lYvcR+UImVhwFyB1Hr0NX/D37NNv4l8F+MPFln42tbfUPDmnQ38Oi3oIlvkc/chYfK7D2waAPqf8AZn/aXu/2nP2fPHPwN8bxP5vh3wTc67peoXF07vLNbS/IsSYxEVXg4+9XhfiO+u9RtbaVZwI5DFLLGi5VzIgOPz5rqf2GPhrrXwm/Z1+Jv7SPiqymt7XXtGXwX4M89Ssl/fXDh7lolPLJEn3n+72zXM6pFFbxGFG3Ri4CRsODtjUKPpyKAM22jSHfB9kVNvyy7ucuehB9KreJksNT0m48KDRob46hZS202nzRCSK4jkUo6yKwKmMgkEMMHNWPGWspoWiPqb2dxPO0kf2ezgQmSZ2ONoPTPv0Ara0fwDongvw61xqniF9S8Xa9fJNdy2cm6z0q1xxbIeskn95ug7UAfO8fw2f4LQNp+vwpa6NNGYrJ7YBIoiBgRALwqgcD2FaeieB9d+IGjwaT4QvGktoFBlurm4wqf7K+rewr2j4zeBpNa+GOo2q2X2i5MWbWJAC6zr0I3DrjpUnwx8HXfhj4aaZZvpwjmSASSIoAZWbruPc+poAyPBng9fCmmCxW4llQoDPcT43vOP4ifT0xVxbmOzKyPeIY5X2Bt/VvTmtK9tzvUW0oWRclI0XJ3dx7itr4F3fh+f4hwPq2nxXJubaSFo5owVLd8g/dYdj1oA5fR7u0vNRlgj1FJJdmfLjPH/6/arGr28TeXIpUGFgdzNjPtiuv+Jvwk0zSvEd1rujpHbvKU2SxDEcZHQEep9a5m9ieaNRPCFkL48vGSfXmgDE1C3ZLJookCGeXcqADAFYF/YQWtktv5KuQjEkIM89q63VNPUWh+baI85cfwj0x/Wub1K+tYmWIuwyMKQcHPqfagD4V/wCCpfh6yaHw34ityYpbW5mtZomTlxKiurZ7Y8ojHfd2xz8fV+jX/BQPw/b+Lvgdquk6VZJd6xGsV5bxoVEghilUy4yQc7NxAHJxgZJAr85SCpKsMEdQaACiiigAooooAKKKKACiiigAooooAKKKKAO2+D8F9p92dYljSK01C6h02O5uEIUuJop3KsRtO1IwG5yPOTjDZH63fs2eO9T8Gafp+taPfIovIVVwsgwxI5Viv8JFfkToJ1CLwtZWl0hW3jnuL+3w4O4SeXAW46fNARzzx6YNfpH+ynrup6j4C0yK+JTyVhXyxDt6rwcHqcd6APuNPDv7Lfxp8A6f4a8YWGuaFc6bPJK2p6aEmLFzkgq2CVB7dBXa+GNK/Ya+DvgSfR9O+Het+KtcuLtJm1HUr7yAiIPlWNIztVe/JLV4B4WkvVVby5QlURlSOEY3qfWruqPC9k0DxbFmRQsjMxMR9R/IigDq/jN8ctc+MGqaVH4j1ey0jw74fiMWieH9P3FbeMnOyMLwXduWdjmvMNauZzegm4VXQ7nTPDFj0B9QK0rz7Pb6SLmS0Uz2uQsW35c9j6+9cpNqsgWTVL3iCNs3D55BPQD1PpQB0z3llDZy2l1bRTG7spreJZn5jkZflfPqPWsT4baza6j4R03VyQzW7G2cKST56MQwqW0m0zUbZZdQv54zEQ8ds9v/AK1gPkBboFB5Nea/A688ReHviJqWg67PJDZz38rKEOYnu25BA6hiPWgD1LXPFGpt4ghDMVRH+eOPovsc9ateDvEV5NLcTX7+ZbrcEfdJwT2IHaqmvXWk6akV1r13BamS6WGF5nC+a7cKo9z6VpwRW2iWc7Xk0cUNujNM5PYDLE560AV9c8RWPhSK58Y4Hl20g8iFUz58naMDuW6Yq54g8K6Lpusr440Oxnsf7V0WO6gsJ5Q5sLpzl4zjAkYdR/drzj4T2OrfFPxrceJtVkdrKBJJtGtJHxEkadHweC57GvSru4S5s7be2+MLlET7wPqP60AbMfxEuvFMFpa+ILgPcJiMuoCs6jjcw9feqnjfTTout3VmMFlCFHVgS6uO5rlre5Y3gdVJKuFXacYLOBg46mu6+N8NvD8RdQ0pbdIhapZQMiDuIgST70AefeI47uWRbWNyigAZbsO/TvXG6p8P01WRpr6+LZBIYMQGA9OeK9K1DTYzMG3hpc8E8/L6j1rAv7TZFKGt35UhSG5x6+1AHjPjv4Z6CfC3ie/it428jRvMuZSCxVORweozX5aeK9v9vzhGyoCBMHPyhFAH5Yr9ffinqlt8P/2UvjT4vkTddS6HY6dpyyLuIk8zcSc9Mj061+P3iG4u7zV5r+8DZnYujGPaCucDA9BjH4GgClRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHa+D7q11HS9N0xWBeO6SOcSkYCiVnxjPQ7++OQ3pmvuj9iPVtV1628QSS38sqxa/FGpZ94UKvC47D8q/OeyvbrTrlLyynMckbAqw9Qc9O49jX6Af8EfdSg+IPjWXR7uJLabU90FyrSHy7y5gVHR1GMRsyPgr0JUkYB2gA+27LWDbWRt1iSSQ4+ZXOVHpgcVSXWJdT1Ca5ubKEjIMEZJCn6j0HX3ro/HPgy48HatJdz4jhlhYQgpgO2eRjsa42C6jfUWW3iMZK4jDOXHHue/t2oA1b50mkSz8/zWGZbh+c5P8R/lisXXo9mkSjcPL/tCJTHn7x+grTt4GluJg7qMJwWOCD/UfyqM2sLWVqZY0c/b2UoI/vSEfKSRyR6GgClqdreSW4kgZPKQFI/Mk2r9P9r1z2qtdfDHwvrMbJrJnuJzb5hvrGQxlW7SA/xFT34zW5f29qIYrm4fzpY/3c8IHyxZ7g/xH17UkDQ2gaybGwD92yj7y+n19qAOH1n4WeMPE0dkuv8AjzSNbTT71Tbfa7OaOSFx92UkDa59cV0PxA8G+LPHkVl4Sh8dW6W0jot49tA0XnHoSpPO32PNats2qrOltbXhESuzMoj52442k9OeoqXTmvHVLy88s3J5yAfl56nPSgDA+FPhOXwxa3+kXUTOLeaRY5HJ2sAcDB7mtqXXPsVwNOSQpLszyoIPsPT/ADxWxpOk2JtJ7iBJFM026UrMdhb12nPXvisLWJk/tb7JEiMzAOFHQDoTQBe0QWl54ksHvkAgN/C8y9CUU7j+ord8SXh8R+KNQ1m4nMv27UZJiX6gdFH0AH4Vh6ZYSQu0zoIiPmXuFA9/U1anuk0540Z2M02PmJ4X3+vtQAl47w2snkSRxEDarMMsfX2Aridet9UhheVLp0VlJXYAwY+nNdnrD27QSJFt3g7mDMAG9/b6VzGvzW1ui3NwyKnfb045J/oKAOB/axvINP8A+CdfxMvtbaRJ77xBp9vZEKB5hXk96/JjxY0n22KGTP7uJgoIxgGWRv61+kH/AAWP+IF18IvgX4D/AGe7cpFq9+W8TeKobgOcNc5W1t/k6MI1MmGIGAe+AfzT1PVbzV5kmvXUmOIRptUDABJ/Hkk8+v0oArUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV7d+wP8d9G+Avx0tPEniPXrmwtWMb20sRUQreRyAxNOTyItrTKSOAXUnABI8RooA/o38eeJPhl+1V+yxF8cfgj460PXrfSblP7YuNH1CK5+zSMiM8Evlsdsq+YjFDghXUkYIrxKxWy07ypLGwWRgQytM24ufUDsK4X/g3Q1fw5qP7IfjbwJ4h8V6dZpe/Ed7WPTbm4CzXxvLC0jBjU8fuzACSeu7FekfEbwDffDHxvfeDNXE6XNhdSRND5QQuoOARk8A9aAJnk0q+kN5FbvbzP99hLlCf7oB5H8qSwW2tra7uL6ElxF51iSSDvHBk/3R0561yEut6tpPieJH08yQSxbdzuSY37HpjHtXSyajFfWTJJOzT3S4mIHKovRCcd/SgDJuLy5syLsxuVhz9qhHSSMjJOPUdfcVc0u6toUijhuvNgYhrSVCD8p5wTVCRphPvtsPNb/KI5D95T/CSe/oaxr6LUbLT7y78GywyQOjNeaTegh4nHePHKsT25B7UAdpPeFJlUrIwY4DRuo69eOv40t2GNqVZ/KRGVCFb53Geue30ryXW/iNrWjXbeH/Enhi6tr20VDcGObcAxXIA4znHWuv8AAHxItfGGnRXVvoV2zRErJNPCQm/HA3Hv9AaAO20+9IJiW3jjS34hZpBiTPf61S1G2mbUhqiFtrExLzyD16dh703QmvfKku/ENoYkR90Yi/eOy+mMA5+vArS1e/Q6bK9zAIVWHeuRlgO3PrQBFp9493apJ8ygLjYTknnGcVT8YvNAftNpIu5EAcNweO3vntVzR7Nl0UuzsxdhuPTZ3rF8Q6676g1lcHaWUbd8ZKj057Z9aAKN1qTTWW4oqD+JJAWKk+9U9H8QahZzx6xcaWiy2U6yKl1F5ihkOVBHQqSM1Is2oaM6jU9OkEMrHfsjJ47Fh1Ue/SvBf+ChX7TXw9+Fvwf1D4fpKl54h8W6NcWVtp9tON0VvKjxNcy9dirkhcjMhBA4DsgB8Xft4/tIa7+1H+0nr3xN1zXZtRd7loFvGnDRzlCV8yMKSqxkBQuOqop4zgeN0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH0f/wAE4v2iLH4S/Ei68AeJpETTvEjQvp19I5/4l2pwtuhlALhcOCyMNpZmEOCApz+1WvQD9tP4DxfGbw0y3Hj/AMHQJb+LNPgKl9QtcYju0HcY4OK/nGr9Ff8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| What type of medical image is this? | MRI |
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| What type of MRI is shown in this image? | T1 |
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| Which plane is the image scanned, transverse plane or coronal plane? | Transverse Plane |
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| Where does the picture show? | Head |
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| Where are the abnormalities in this image? | Right Lobe |
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| What organ system is primarily present in this image? | Head |
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| Can brain edema be observed in the picture? | 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? | T1 |
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| Which plane is the image scanned, transverse plane or coronal plane? | Transverse Plane |
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| Which part of the body does this image belong to? | Head |
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| Which hemisphere is abnormal,left or right? | Right |
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| Is this a study of the head? | Yes |
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| Does the brain look abnormal? | 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 upper right lobe of brain in the picture bring to the patient? | Visual impairment, vomiting, tinnitus, increased intracranial pressure |
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| What imaging modality was used? | MRI |
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| What is the mr weighting in this image? | T1 |
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| 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 the brain edema? | Upper Right Lobe |
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| Is this a study of the head? | Yes |
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| Is/Are there abnormalities in the patient's right brain lobe? | Yes |
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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 right lobe of brain in this picture? | Brain embryonic tissue dysplasia, genetic factors, chemical factors |
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| Is this image taken via MRI? | Yes |
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| What type of MRI is shown in this image? | T1 |
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| Is this a coronal section? | No |
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| Where does the picture show? | Head |
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| Which lobe is abnormal? | Right |
"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| What organ system is pictured? | Head |
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| Is the brain normal appearing? | No |
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| Is the brain non-enhancing tumor hyperdense or hypodense? | Hypodense |
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| How many kinds of abnormalities are there in this image? | 2 |
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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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| Which type of modality is shown about this image, MRI, CT or X-Ray? | MRI |
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" | What is the mr weighting in this image? | T1 |
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| Is this a transverse section? | Yes |
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" | Which part do the organs in this image locate from the aspect of the whole body? | Head |
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" | Which lobe is abnormal,left or right? | Right |
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" | What organ system is primarily present in this image? | 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? | 3 |
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dV+x6tDdXsMseY4bZHHmTMcgKUB3KSfvhAAxIU/pT4l0l9AvbbUr61WaCWFHeGV5V2g8k8HbgNxyGzx0FAHjXxP8AghqXiWwfwi+os1pLMbwwrbKJYJycmWF1RSwY4JjYsO4I4rk/BnxW8V6HLbfB7wl4MnvZNMtls72+kvxbxxxgD5srGxCkE/eAbIIxxivdPFN9bvq1qioEmILBCcYzkscgD5QMYJ54rzT9lfwtotx4kvdIsbpmmvNfkku7hWOHiU7jnOe2cYBHXBHNAHuvwM8K6sbL+2vEFvcQ2KxK1na3c7PkkZMm7y87dvTjODW94k8TujJbaRILcTh4wJWdQoC8xoxXO5gPutjv0rrtM+GnjfxnHb2XhO0c6bExUzRpiN2ALkDbnJKgdye2K1PiN+yrD4ZWPX/Fs8bTWxUxx2xR47fKgs4O088jnAK8+lAHlqWosbkzalaKJmQNISBjaPTOOecd+PWtbwppseuQmwN5ChkJltgVVoywIBTHBOR34rQ1Wz0W/wBEm1bw1EL77GY4ieREr9yudwPfnt3rm/CnijxJqF6byTQwbSJywZhgAIMZHJP6AZoA5vxJ8R7D4R6yfCfje3Ii167MFj8rGOOdc7AU3DCtjBOOoHasH4cfEHR/BsviLxh8QdQl2aPrBtIpIflklbYsgA3EDLO46HGBxXQ/tS/DjRvHdtpXiC1LLcWUsbwlzhYpEJdcjcDlwSMDqRXmH7Uvw5nvvhHq2tzWV1YXaX0F/JbzR7DMPLVAV4GMZ9OnegD2K3v9X8bapJ4p1mzE0spX5VlbdChXaq5yQFA/M966K28zQNJj0+y0y1WS4Yx3JWUh8H5hhQzcZ6gZ+tc7+yRqC/EH4aWXi68sSJ7CziS/jRlbzJAuGYg4AJ+Vh+Nen/ELSbK9uYNetUMwZFaVC+Cvbc3zHgAdOcUAM8F6zFr+nHw9raF7iyBa1mmK/cVcFCPUE8YU8cVw/j7w94cupr3TNX11J3kwlxp9tbbCF7ggDOD7ceuK7LTLWEz2uq6dIGufM82SNoQUKAAsvOBj868v/bC+D9rrIfXZtZvre0vMG4+wTSRBgCCVZlODGRg4YduKAPMfA/w58SWmu65b+CPGM1h4awXt7hbYXMsOOHCGR9qR9BkHOc9zXkfxd/Zx+LHjb4eeI/7W8XQahb6aJr3Srez0qSWa6MSlkIXd8jyDKZG4nd0PQ/RHwt+Nvwn0LTh8Nr7UtJBaEI1rFICZAv3C7dsnkZPXsKpfET4s2vjcP4a8BWunpYSMLWWS3n82CR1A3pwTvcZGR90Z65oA/Luivrz44/Br4X+DvCuveJ49PsbrWJrG9leWa1VsyNDKCyjZhSpcMG+9uUHORmvkOgAooooAKKKKACiiigAooooAKKKKACiiigD62/4JmfBPQPFN9N8U59W1OHUrTUJtPtYbS4iELjy4XHmI8bFgS5GM4JA4yM19weKvDiJ8PdJg1pfIu7Od5Sihl8uNiQoJPfK84YCvEf2V/BPh7wP+zV4ei8KWzG7utNtL67lMYDPNdRLM8jlFG7bu8tCQTtRFydua9jGq6x8RPBsukQ2S/wBoWgYRuAVMyqcbWLhGOPw/GgDh9StYde168v4tas4JRbyKi38paI/JjPyhgCCfQfWsv9jD4D3+k/ELVL61uDczahc/aLq4RmEMT9CEGASWzwQAQOtYFlrt5B4xltnDw3quYJEkQ4OSBwTkcA9MkEHnFfVv7JGhW66NrElrYtcahBZ3M0VskmGyI/lZeeT7DGaAOr+JvhL4nyXmgeDtG020GiW+kPcCTS7gRTyShwzxtnHlsRgA5+Yk9a4LSfiZ4y+I15qvh7xX8Njpq6fatawS3cTgQZk43kkmXC5Bxt+hrP8AgP8AtE+Mvjf471CwvfC8lk3h65Y32o/bgsSMrbNkxb5WHyjGdpGOK9/8Yax8Kf2g9A/4RHWvFt7ewxQRjUrvSG2OjbiHKNuUzNjI5yo9DQByvgfwj8OtP0F/hwPGPhLUL/xD+60bRtNhNzI8jNgkCNSGkB/hJyAefSuW+PXwc1j4A+Lrnw1c4cxPHDiOLakspALYQBQAAwxznIOa+m/2YvBH7B37P08Hinwt8NJZL6FTNaXniG+gS9GRtdoAd21sD+FcnNeZf8FJbzTfF37VVvqHhCD+zfD0uh2t1Y2Cgt9mleLDAngsxYZz05zQB82y3Nu/jm40HVbVnhFkhjieRz+8Vsq/ynHHPO7ivnC1/aD+MXjaTx58ItV8IHxvqEthJbzRxmOOfRUtbkQNcFdgjdSrjGGDnKk55r6p/suCWe41/U1C3TR/6qMLlnGQvPZSOvIr5o+GVld2f7ePizSobeJtOvdCW8mNxuZkYyoAseGx8ztkgnBwO4oA+pf2fPAsfw7+G1noGqWccNzPAjXc0AB/eFV3A5wT0I46+1dZNpT21xLbXEC/Z5GZ1aQ5bBUYUL3Pfg1jWUdzZwWv2whPLTdEsZH3dxByDjkjtyfSult7uS+TDQoYY03B4ixwScAjOPxzigDm1S20++F5O80ZinJeLytpwcAZyASMkf3vxqr8QoLDVPBg03xDMI4ZLcCETnlXO4YG7AIPJwewHFba6DEniAajeSOYQn7m34+cs2M46ZGOgziuY/aA8LXes6ZaxWtysLQw7f3s+CSR69BwcAc80AfOnxK+AnwodtO8O6Dpkcuoz3aodRa6ZZQqDMhGOeQcZ+X0Aqp8S9H8JfDnSNO8C29nNLdGNVttNtFA8lFPOPm+XJIO47eTySTXNahL4k+EfxMfxX44ufk8tw1zdbpGuJVUmOIA57e46fdrobXx7B4rkuNRto5o57qIfarR7YwF3IDDKgZkAPTPHegDg9b/AGY/EfxGXUX8R+PnWO9050tV0+ORo9P3ZIWTewEjZKhtpIOCA3p8VeKPD1/4R8Taj4U1Uxm60u/mtLkxElTJG5RsEgHGVOMgV+lXgLWNTgjurbX7mxErMz21jPdRBwoXJVEZgWIJHA55r4G/ac8M2/hv4zaxLYvIbfVLh7+HzvvqZHbzAeAMCUSAYz8u3JJzQBwFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfoh/wS48aeJvFfwQutP1g/bLbRb+azjDsWbykijkjDFyc48wooGAEjUADaSfojxJ4dutBRNb8G3MqoHD3dnEX4LEbmC9GHYDtzXhf7KHjBfB3wX8N6XZWj2MM/hu3ZjbxookkeBGJAjGQXd2YuRkliSeTX0X4b1cW+n2r6tvSOeIsr3AAyQMAk8DIHTHWgDw344+BbvStcTxzpCKjSzmSdI8K6Eg7sFTwAAOSc84r2P8AZD/aO/4QPV9I8Uvbm6e3kWO7td+7zEH3kwcEtg1c8Q+ENB8aaDf6dp0YfMDguIQNrHrnBxt6/nXzmYdU8FeIbrTIrcxAecLdSgXa3G3gdDjA44560Aes/tb/AAG+Il78SL34y/BGO6uNA8V373T2unqREsjY3N5af6xlXscEEcAisL9mPx5+0B4b+J134b8NfBbWtb1gW5k1DTHtpkl8hVynmBV3Rgt85woB4Ga7n9nf9ovxL4X0u70pmctb7TFYyhwjuGAO0dM4JJYE19BR/tp/F5tMu4/DVx/Y19MI0uL6Gxi+0GJcFR5yqWZfTIOO5oA+XfgXo/x++M37Ylj8TPiT4TFtpPhu6Y6z9reSCC1tEDbgMkZfB+6DkmvaPi38RoPib8U9b8XRwlLWNo7fS7PcwEdvEoVD09t3UjnrTfiV4+8X+K7OWDxB4ne+iuLjdceZEiB3JyN2MD9M+9cfqmvafZ3Ba9y4SULGIwdrnbnAxyT+dADdZ1y8eBopdN8vdIW8vzQHA445XHJI6c814R8CNX0vXP2qvH2vWV6siRWAgtnYdVtp1R8dMjexwOAcfSvcn8D/ABR8Ry6prXh7wzc3P2PQrrUN08I8lIoY/MaQ5IyVABAxliAMGvmX4ceH/C3wT+Gngf8Aaqm+IljdnxVrGp6L4x8OLMkl9ZthJorp0yMLnacKADlupzQB9ZaNrGl34EMtwVENsH8xDg55z0XJ5565rb8G3tzeapd2CyEQw26yrIikBj0ILdPwNcN4O8Y6brlubrTr+O4ZGUEIgCGM5A+6eck5ziut8NX5KyWunhBdtDuaLf8AO2Bjbx0BwetAGpYC5v7yOOJJNySSCJWyQUIGSMccEE9B1ryz9qv9p/wJ8MludOutQtxPZRKDbQxNJLcEEYReqjrgseM+lezeGrkX9pFqZhkiZWYeWD+8LDO5cEnDdsZP0r5e+J37PEPx08eap4m1vTYwmlrLFY+awA81n3uffHCg49aAOL1LQPHXxz1LRvE/ie1GkaTBIb2HTprkK5cjahdzjkZ+UKCMnqareNdag0LT7nwt4dR7m+ttkQg0+zkuJI8nqyorYIGc7iOcUeIz8YPiNq9v4A8OeGDpTaTIqaxqt5HJFEExgKijBkYgZGFxz2r1r+wdH+H3gyG71+VMqgM3+j4aQc9VOQueg9aAPC9PtvhvdeD7lhpE2n+U8puZZpX8+7uTgO4DFdr7QuFQbF5GTmvkb9pe5Nx8STsU+VHabIJMcSKJZckHvhtyk+qmvs3U/F+ieOFDMYLm1kDRWcdza7vIQ5Yr0+nqOK+PP2rfB8Xgf4p/2HaxPHB9gWW3idw2xWllJAx0G7cccdaAPNKKKKACiiigAooooAKKKKACiiigAooooA/RH9gLx7qPjz4EWq+NvDFpb2GjsNOsrt7dlFwsUccaOrkYOeVI3Eb42PGdo92sfiR4M1W3j0zTLuKGSFcptiba6/d4C5wOCeR9Aa+GP2EvHuteItEm+BmmeIJ7W5+2S3sUs7mRIIHEMeIIz8ok8xmJLYA8zcAx3Y+ttJ+C6X93a3d94zW2uYYVtUNzqTO5RFAVMswHHX7nUnigDsLObX9J1q31HSrzzIhuZ4VcsxP8JIdVzxg4Pr+FYHx18HofFVl4ittObN7Ed4LHIbsw6HPJ49ulavhv9n/U0kFxceKFt4omzA9tGSxwQQdx24GfzxmvQta8K2et28+n3duGwimFZIcqu1SBJxlgeSN3GT7UAeb/AAc8O2mhwTeJ75XSR4CCiuWLlei4HIz0Py85611elfGTwRrlyfC+matdDWEQM+m2djNM0BJ53uitGgx3YivOv2udW1f4P/AS68YeE4yZ9MEQRULcbnChiArA4644znrVH9mf45/Fr9p74Or4Z8MfDWG3u7i3ZNX8W6yYxptmltFLPNc3Z2pvVisa7WkCpuUhSDQB7Dq+rxvNF9qAe4IC5aLdg5wTxn8z0q3pPgjTtQkOp6ydpIxbRw+XIzH/AHhkD6Z/KvnD9lbxf8SPjP8AEpgb24n03Ro1/tzU4Jx9mSRgGMMRUbNxfHK5G0cV9bSzWwtpNYu7x3jgDh+Qd3PULn17E/hQA7wwLjwdZz2XhDUm063vCxu1huHTzx3ySxLdSOTgZrE8WfBT4XeNtN/s7xl4F068Kzl4pTbKJIpCMFlkXDKdvHBGe+a5P4leLtY1HQk02HQLeye5hkht/OuriOTcxBWbMDpnBT7vfPJrrPh3431rXdVt9C8X6eBKYDNbXtoJTHOSvzCRXZnjOORhmU+1AHhPxXeH4EePtM8HaTqdvb6fcSRfYG1CRYRCnXaswx8o5GTkZxkV6PB8a/Dtz/aMfhTX1utU0jTDfPaanKkC3kS/ei8yInZKU+ZTsaNgOorgP+Cn3w//AOEu+BQ8SWVs7XWh3B84hWx5TjkbucYZRxnvXj37N/wR+Ff7WH7HniK51n4l6ho/j7w7eLL4b0/StywzaVBAGujdKR+92DiMQneSW3fL0APs39nb49/D347eEjr2gxz2FwJ2XU9NuQFltZV6lsDBVl+ZWAG4dgcitnxz4N1nxBp82laRfxWdvKCkoikwXRsgAOBlTt69OvWvhn/gk3dXGm/tLeJPDU+sJeRHQDbWrxMjB0DbkbqVJAyRycZNfoFYzRXrCEsCD1Drz7gc8HIHbrQB8yeJNGvvhXDLaeG9Aub6clRBaNMX3OGwMbjjt13DHrXF3fgH4q/Euxk8U/F54bQWxLpotuivGFB3F2kjdlcnjK57HmvsHVbHw1fSmTU9Pto3Vxv8wJyQvGQP5n1rkfGeneGpLN4NX8uKLaFldsAOCDjkk54PQfhQB8Ww6bbHx9HLoE6mOSYL5EcH7vPC55xtOSQTngECvnT9ubXYdX+Osmnr9oM+l6Tb2t207ZDOd0w2nJO0JKg5xyCMYAJ+/h4G8C6Tqd54i8OTwzuqErbuBhiM5bAPGR6jPrX5o/tBfEHT/il8ZNe8caRCEtLu6VLUhmPmRxRpCsnzKpG8Rh9pGRux2oA42iiigAooooAKKKKACiiigAooooAKKKKAOi+FfxN8S/CPxvZ+NvC97NFLbyAXMMUuwXMBI3wscHhgOuDtIDDlQR902XxKg1y0gvdEGm3v2rZgvc3SCYHndvjlXKEHOQpzkHmvz0r6r/Yv+MGka54Nm+HetRytrWkRmSyuSGxLZb40VWdnxlGcIAQoCCMDo2AD6a8C+IPH19EYp7q6sLWKXmCG6JjIHRlclCSeoyucV6/oHxY8L22ow+H5ria5b7OWmnQYM3TLBdwLDIOTjsa+dbfXb3XydGtLu40y1ijIuLqNod3mqcMqssmxcgcsCxyMACui0B5LK1+z6XaTKlzGUF9CCJHYjBZmbJOefX2oA978W+G/CfxO8Hav4cAjm0rWYGhulkiXARsgjAYBSQQRwDxXivwU/Yd8U/CXxbDbWXxamXwzBfTzXMMULrLch4vL8llD+U0eDk+YD64NeufBrw/daF4VNtqV55j3Mof5uAPl2hSQc56HHB9q3tV1e40vSbkWoDskTmNYfZMbRzkHOSKAKOin4bfCjRbT4XeHLOx03S7P5YLK2YYOfm3y4JJZuu88n6YrU8TaxcaZ4WuNZ0eCO7ZFHlQJnZye3Jz6jpXzxq0MmvpdzQeJ76x1GBCGVDlopHHBkjbIbPUBgc9RWr8GPG2teD9Ig0rxP4lS4vkb/iYhkKgcnD7RtBBGD8oI7c0AR+PNS8R6xPpN/rhe2RdWRrvzCVwNrbVK9eWOMGvXPh5450ldRsPCwfc8MAjgkeMHJwOFwBj8fzrhPiNDb+KdTt7OBVaBpIJYGjAHKMXJO1cgZ74H1rrvBXgTw54S/wCK/wBYsFeZosQbYTGQR0O8AFsE9fXqTQB6Pr/h3S9f0+60fWtMhu9J1C2eO9tJ1BDoylSNpB7k/iAa/LT4z/s7ftDfsmfFS68PeEba+u9He7Y6Lq9quBJAzZUbh80Mg4Dcjn6190S/G/Wbvx/atpLSyRSyiOOFYySxBJ3AAYC5B5PrXrl9pOk+Jo7Y6vZi5dSJESRslHI6KehPr9KAPmD/AIJhfs6eLfh7BrPxy8e6U8Gp60Ps1jbS/LsTqc7s559+pr6L+LnjWDwP4YkgAuFubyP5hHFl4gwO5mABBz2xt+tdVbymBPLuJTCsCHAjXAYdAPl5x3rx/wDaR0DU/GUMt/pN+oeKIeZAxYLwQc5zw2c4JNAHknhD4peMNI8V3MWu6rLNaMyKhLjKAnIAC8jjoDnvXrN6Lbx54aVxNtym75JNrEdGOD1xj0rwbw1qOn2njN9MnZ4/MkT7TBK/3GTIBAIGeD1JP1Nei/FD4lv8LPAcniu2s5XsbCylubmOBtx8uNC7BNxxu2jgE4z3oA8D/bWu5vgl8N9QjTXdSuTr6SaYbF51aMefDIfMyykooUNwp5OBxkkfCtelftMftLeM/wBovxvPrOrX0sOkwybNM01GdI/KRpPKlkjMjr5+x8My8dhxXmtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWv4D8deJ/hp4ts/G/g3UTaalYsxt59gbAZGRhg9irMPXnjB5rIooA+9fgT4hg+JvgTQtT8N6O9pY3FwBqS73cIqD540JUMzBxy3zAjnjNfRvhHQ9A01rKSe2idp4i8axRhTG38Iyfx64NfmV+zV+0v4n/Z98RlovMu9DvJAdR04MNyNx+/hJ4WUAAdg4GDghWX7y+Gvxg8P+Oo7DxRY6nbT2Go4kEynOQo5A7qQ33gcMNpBANAHqnxk8etoXh8SaZMIZ2jCoS5X5O443HPvj6VP8MNV1K60ANrGrsSjCRXluD8oA5AbJzn0NeJ/tKaobjQbnUbdZplS2jIKMSByPqAv+Nev/C24Nv4YgF3HDKt1FG0gAJ6cDBAAJGfpQB53+0Foun2HxQ8M6zBJHbx3902n31wIhuuISN6Ruq/7fRiM9s9qTWPhTrWpfEe0juozbWVtak6be2v7p0kx8yluM56jJ289KtfGrSvEfj2caH4Xlt4Xt7iC7tLy4XckZikyCNqknIyCcjGa7HwR4v1e7t7XTfEujvaXtz5pt2aXcDtxvUMMggdR3x70AcNq/wARn8Eatc614k0mQ2ugSWu43AR45zOxUMAuc4wRtHzdTitcfGPxT8QdVM+g6LDHZ3qlUn1BDHGikYwkeVIxj+LaT1zWZ8QrfT5/G+laHrlwzWt5qWFhYblwiMwwOOckkHNbPxA8IeHNE0iI2GovBdTgJYbI8AMcDB2gZBHPOetAHWfBT4N6/wCEvFVx4s8f3kd/IAxtHmtl2W8WM4RAxG7nrlieuRXaeNfipa+ABaW4t0nunYkK0meM5JIBPbjJ6Z61g/BDw74k8PaJ9r167eWVVJFvcKw8oAAEgOD7YP8AKuN+NtnrH9tzeIIroMfs2yCA4+XLEnIAyaAPYbnXbbVfDN1q1rJK8rWrlIiifI+3OB1wBnPNfN+m/HTVdJ8XTaN4neG7t9/ltbMy73GcZI6gDn0rs/2afiXqHiJ7rw7q0czR2uYpLl2OyclOgBAHB4J/CuF+L3wKs/E/jCbxLZ+IkilB+ZY5Ayu3IVdrA8f4UAVPiz4I0TWEi8baDdFZon85RBtJmUnOzgDIA45J+orzX4+ftEeCZPgZrmgN4lEtxc2N5YrZK/KXEkToAxGRkAnC5Jxz0BNW/E/xB8R/DfTRpMU7XF0WGECfu1/hBwoUsS20KgHzMQADzXyf+0F4su5dal+H91pdxZ3ul6hcL4igvrePzYtRjnmieNZFdtyBQCWwhaR33BgkW0A84ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuy+FHx28ffBxrmPwpdQyW92MyWd6jPEsnA8xQrKVfAxkHkYyDhSONooA+iNU/wCCgOsa/wCEo/DWt/DaGSTy1FxcwapsDsCpYqpiYoCV6Bs89T3+0Pgf8SG+IfwY8Oa9Y6lp/wBq1PToZroWcjMkNwyAyohYtgrJldu4lSpB5Br8p66DwR8VviZ8Np45/AXjzVtJ8q5FwIrK+dInkGOXjB2PnaoIYEEDBBHFAH61DWNA07yNFmuY5LlgCzBSWI6bjnkc59KzNW+I0vh/x2mha/oqw2k0pjsbqJtxOBnnGck/X8K/Pu2/4KA/GOKWG/u/DPhq7v47D7JNqFza3RknXu7ItwIlfdltyImCTjA4q8v/AAUc+MV5pf8AY/iz4feCfEMKzLLbnX9Lubl4HX7hRjchhtPzDJPPXI4oA+7NX+FWhePtLv8A42+Nfi34e8DaZ4Uvo5dEvfEmtQ2Frrl0QxksopZHCtKYkdlVSSdjehxt+JdH0/xHoUemaXq3mXcOySRpTh0w33Dkn/8AXX5y/th/8FA/2if23J9Ej+LmsW1np2h6XBaw6B4fkubfTZ5oXuCl7JavM8Qutlw8XmIqfu1VcfeLXP2df+ChPxl/Z70SDwnp9nZ6lpsW5GklZ4r3ydgVIFuATiNCAQCjEKSoIUIEAP0q0Axaz4XXTp4HhuFfaYTkbDk/Nzj+ua5zxR4fv9HS8kn1QzzmHZFvOFXHbGeP0r5x1j/grd8L7KGaDwd8MPEYOoPFHe3Ut1FbTxJtO+ZXV5DKwOCI2wDkguMc+e/E7/gqN4t1Lw7p2h/C7wfY2l4LRhrGu6lZFZZZTwPJiSZkTAyS7FixbhU25YA+n/g9JbeGfCt7eahdRqJjKtqkbgGRnYltvGeSOvYV5lrvxTkuL+607QFGoQx2v25Lm0u42i+yldxnLtiOKFV/5bSMseOdzdK+KPEHxy+K/iTSR4fv/G97Hp4SRDY2knkxyI/3lk2YMwwSP3hY4JGeTXJ0AfQ/xf8A2nrLw5q19Y+CtQg1nxBFM8UPiC3nc2WkkxlDNYsNjTXQLYW6ZVWPYTChDLKPn2+vr3VL2bUtSvJbi5uJWluLieQu8rscszMeWJJJJPJJqKigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==" | What kind of symptoms will the disease on the right lobe of brain in the picture bring to the patient? | Visual impairment, vomiting, tinnitus, increased intracranial pressure |
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| Is this a CT scan? | No |
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| What is the mr weighting in this image? | T1 |
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| What is the scanning plane of this image? | Transverse Plane |
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" | Which part of the human body is the organ located in the image? | Head |
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